From cd9b86bad3f3ac91d19b3fc13709b77dcd96fe38 Mon Sep 17 00:00:00 2001 From: MariaLukina Date: Wed, 28 Feb 2024 19:05:38 +0700 Subject: [PATCH 1/7] Add HW3 --- HW3/code/Cluster_tSNE.ipynb | 2068 +++++++ HW3/data/flow_c_data.csv | 10001 ++++++++++++++++++++++++++++++++++ 2 files changed, 12069 insertions(+) create mode 100644 HW3/code/Cluster_tSNE.ipynb create mode 100644 HW3/data/flow_c_data.csv diff --git a/HW3/code/Cluster_tSNE.ipynb b/HW3/code/Cluster_tSNE.ipynb new file mode 100644 index 0000000..f73765a --- /dev/null +++ b/HW3/code/Cluster_tSNE.ipynb @@ -0,0 +1,2068 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "cd99e5a2-a34b-4719-b5f6-625d57d197d3", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "import pandas as pd\n", + "import numpy as np\n", + "import random\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "import pylab\n", + "import IPython\n", + "from os.path import join\n", + "from IPython import display\n", + "from sklearn.preprocessing import StandardScaler\n", + "from sklearn.datasets import load_digits\n", + "from sklearn.datasets import make_blobs\n", + "from sklearn.decomposition import PCA\n", + "from sklearn.manifold import TSNE\n", + "from sklearn.cluster import KMeans, AgglomerativeClustering\n", + "from sklearn.metrics import homogeneity_score, completeness_score, v_measure_score, silhouette_score" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d1495a6-f860-452e-a2ca-034ecdb853bf", + "metadata": {}, + "outputs": [], + "source": [ + "DATA_PATH = \"data\"\n", + "plt.rcParams[\"figure.figsize\"] = 12, 9\n", + "sns.set_style(\"whitegrid\")\n", + "warnings.filterwarnings(\"ignore\")\n", + "\n", + "SEED = 111\n", + "random.seed(SEED)\n", + "np.random.seed(SEED)" + ] + }, + { + "cell_type": "markdown", + "id": "1bc8de22-340d-4a2e-a88f-927770111be1", + "metadata": {}, + "source": [ + "### Задание 1. Реализация Kmeans\n", + "\n", + "5 баллов" + ] + }, + { + "cell_type": "markdown", + "id": "2554377b-7fa9-4198-888c-47d1c37f5283", + "metadata": {}, + "source": [ + "В данном задании вам предстоит дописать код класса `MyKMeans`. Мы на простом примере увидим, как подбираются центры кластеров и научимся их визуализировать." + ] + }, + { + "cell_type": "markdown", + "id": "e1018a29-7e2a-4041-8e8b-c871668ec7fa", + "metadata": {}, + "source": [ + "Сгенерируем простой набор данных, 400 объектов и 2 признака (чтобы все быстро работало и можно было легко нарисовать):" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b7fc05e1-c5ff-4c15-af0e-079833e1413d", + "metadata": {}, + "outputs": [], + "source": [ + "X, true_labels = make_blobs(400, 2, centers=[[0, 0], [-4, 0], [3.5, 3.5], [3.5, -2.0]])\n", + "#print(true_labels)" + ] + }, + { + "cell_type": "markdown", + "id": "fb54d1c6-a093-40b5-acaa-042b15afb9e1", + "metadata": {}, + "source": [ + "Напишем функцию `visualize_clusters`, которая по данным и меткам кластеров будет рисовать их и разукрашивать:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "25de72de-5fd0-408b-88f2-3b7325c4dbc1", + "metadata": {}, + "outputs": [], + "source": [ + "def visualize_clusters(X, labels):\n", + " \"\"\"\n", + " Функция для визуализации кластеров\n", + " :param X: таблица объекты х признаки\n", + " :param labels: np.array[n_samples] - номера кластеров\n", + " \"\"\"\n", + " \n", + " unique_labels = np.sort(np.unique(labels))\n", + " sns.scatterplot(x = X[:, 0], y = X[:, 1], hue=labels, \n", + " palette=\"colorblind\", legend=False,\n", + " hue_order=unique_labels)\n", + " plt.xlabel(\"$X_1$\", fontsize=18)\n", + " plt.ylabel(\"$X_2$\", fontsize=18)\n", + " \n", + " for label in labels:\n", + " center = X[(labels == label)].mean(axis=0)\n", + " plt.scatter(center[0], center[1], s=80, c=\"#201F12\", marker=(5, 2))" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d633f931-dd91-4406-84e5-8c0c610cdad4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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K0RqhVohBY0pBgTStMcIZEVG8YzFPRERERNRJGToj7h46I2js9kGTkaZjMU9E4cVl9kREREREnaRTqnHboMnI0ptx/5ZvUOmyIU1rxL3DZuHCghE8ToyIwo7FPBERERFRGKRqjbih/3iclTsYbskPjahElt4EhcDFsEQUfizmiYiIiIjCRCEokG2wRDsNIuoB+DEhERERERERUYxhMU9EREREREQUY1jMExEREREREcUYFvNEREREREREMYbFPBEREREREVGMYTFPREREREREFGNYzBMRERERERHFGBbzRERERERERDGGxTwRERERERFRjGExT0RERERERBRjWMwTERERERERxRhltBMgIiIiIooUl9+LOo8TAJCqNUIj8s9hIopN/OlFRERERD3CQWstHtq2FO8Xb4VSUOCKPmNwx+Ap6G1MinZqREQnjcU8EREREcW9IlsdJnz2WPOsPAD8b9cKfHxkB5bPuwW5xoToJUdE1AHcM09EREREcc0nSVi0Z3WLQv6Yw/YGLCndHYWsiIg6h8U8EREREcW1eq8THx/ZETL+1qHNsHrdEcyIiKjzWMwTERERUVwTBQWMSnXIuEmlgVLBP4uJKLbwpxYRERERxbRyZxO211dgR30FKpzWVvEUrQG3DZoS8vm3DZoCfRvFPhFRd8QGeEREREQUk9x+H9bUHMY1P76Dw/YGAEC+MQkvTbkI41J7QX3csXNzs/tjVmZffFexv8U1LiscjeFJWRHNm4goHFjMExEREVFMOmirw9yvnoVfDjSPFdnrMfurZ7Bl/m8xICGteTxTb8arUy/B7qYqvHpgA9QKEVf3PQWFpmSk6ozRSJ+IqFNYzBMRERFRzHH7ffjPju9bFPLH+AISHt/1Ix4ZdzY0x83OZ+hNyNCbMCOzTyRTJSLqEtwzT0REREQxx+b3YENtacj4utrDsPs9EcyIiCiyODNPRERERDFHJ6pQYErCzsbKoPFCUzL0IpvaUeRZvW5Uuqz4vuIg/HIA0zIKkak3I0mjj3ZqFGdYzBMRERFRzDGqNPj9sJlYXLIraPyuoTOgU6oinBX1dA0eJ57duwb3bvyixfiv+k/A30bNRaqW/RkofLjMnoiIiIhi0sCEdDw54VyoFWLzmEZU4vlJF6CfOTWKmVFPtbepplUhDwCL9q7GquriyCdEcY0z80RERERdwBeQIECAUsG5k65iUetwZZ8xmJs9AAestRAEoI8pBek6E2flKeI8fh/+t2tFyPjD25ZhSnoBl9tT2LCYJyIiIgqjcqcVG2tL8NL+dVArlPjVgAkYlJCBNB5/1iV0SjXyTUnINyVFOxXq4TwBCRVOa8h4tdsOryRFMCOKdyzmiYiIiMKkzNGEhctexdqaw81j7xVvxcK84fjf+HOQrjNFMTsi6kpGlRpzs/tjRdWhoPHpGYWwqDURzoriGdd9EREREYWBLMv45MiOFoX8Me8Vb8XW+vIoZEVEkaIQFLioYAQS1LpWMa2oxG+HTIdOyRMWKHxYzBMRERGFQY3bgaf3rAoZf3LXSrj9vghmRESRlmdMwo9n3IpTs/o1j41L6YUVp9+KQm4FoTDjMnsiIiKiMAjIAbjaKNZdkg+SLEcwIyKKNEEQMDAhHe9Mvxz1HgdkHG3UmKI1RDs1ikOcmSciIiIKg2SNAQvzh4eMX9FnDAwqLrEl6gkSNDoUmFNQaE5hIU9dhsU8ERERURioRBE39J+ANG3rrvX9LamYnlkYhayIurd6jxNH7A0odTTCK/mjnQ5RTOEyeyIiIqIwyTclYdWZt+GxXT/i3aItUClEXNtvHK7qMxY5hoRop0fUbbj9PuxoqMRv132KH6uLYFRqcEP/cbhj8FR+rxC1E4t5IiIiojDKNyXjn2POwN1DpkMQBKRpDRAVYrTToihz+r2odNlg93lgVGmQoTNB34M7m+9oqMTEzx+HJAcAAHa/B4/s/AHLKg/i01OvRZbeHOUMibo/FvNEREREYaYRlcgyWKKdBnUT5U4r/r75a7x8YD18AQlqhYhr+p6CP42YjcweWLTWe5y4a/2nzYX88TbXlWF3YyWLeaJ24J55IiIiIqIu0uR14XfrFuO5fWvgC0gAAG9AwqK9q/H7DZ/B6nVHOcPIs/s8WFFVFDL+WcmuCGZDFLtYzBMRERERmrwu7GuqwceHt+Obsn04bK9nQ7IwqHbZ8XbRlqCxNw9tRrXbHtmEugGFIMCo1ISMpwZpIklErXGZPREREVEPV+2y4+9bvsbTe1Y1jxmUarwz/XJMSy+IYmaxr97jhAw5aCwgy6j3OCOcUfSlaY14esK52NJQgYPWWnxWsgv+45bcn9t7aBSzI4odnJknIiIi6uG+KN3VopAHAIffi3O+ewmlrqYoZRUfjKrQM9BH4z2rCV6T14VtDRX4rHQ3VlQeQprOiMWzr8XUnz40enrCecjWJ0Q3SaIYwZl5IiIioh6s0mnFg1u/CxrzywG8X7wN5xlzI5xV9xKQAyh1NGGftQYVTisGJ2YgR5+ANN2Jl4OnaY0YnZyDjXWlrWKnpPRCWjdZUu6R/GjwuKBUKJCiNXTJa7j8XrxbtBW/WvV+89i62iN45cAGfHrqNXjemIQ0rQkmddsfgBDRUSzmiYiIiHownxxAiaMxZHx3YzWUOfmRS6ibCcgBbKorw7yvn2uxJH5iWh7emn45ck5wakGqzoi3Z1yOs795EbubqprHByWk483plyElysV8QA6gyFaPx3f9iM9Ld8Os0uDOwVNxala/sHfar3TZcNuaj1qNeyQ/7ljzMZaedhMLeaKTwGKeiIiIqAfTiyqMSMrC+tqSoPGZmX3gdve8juvHlDqacNpXz6LB62oxvqq6GH/ZtARPjD8X+hMslS8wJePb025EqbMJJfYG9DImIltvQUY3OH5tv7UW4xc/Bqvv5//GV614G2fkDMTzky9s1+qD9trdWN3c0f+X9jRVo87rQLreFLbXI4p33DNPREREFGekQOvzu0NJ1hrwf2PODB7T6DGjhxfzuxurWxXyx7x5aDOq3LZ2XSdDb8aYlFwsyBuG0Sm53aKQt/s8+MumL1sU8sd8XrobB621YX29QJBz5Y8nB+8TSEQhsJgnIiIiigNWrxvb6svx67Wf4IJlr+KV/etxxN7QrueOTM7GezOuQIbu51nRU1J6YfnptyBX3/Yy8nhX5mwMGfMFJLhj8Pg+q9eNIls9Sh1NGGhJb/Hf/XjvhDhSr6MGJWRAFIKXH4WmZCRp9GF9PaJ4x2X2RERERDHO7vPgrUObcPPqD5vHPj6yA1l6M5bNuxl9zCltPt+s1mJB76EYl9obDR4nVKKIZI0BKVoDJCn4suieYmhiZshYskZ/wm71nVXtsuOIowEbakuQqTNjeFIWsvVmqMSO/Rm/r6kGd69fjM9LdkOGjElpeXh20kL8c9tSrKoubvFYTQdfI5Q0nREPjTkdv1v/WYtxpaDA85MvCPsefaJ4x2KeiIiIKMZVuKy4ZXXrxmLlTivuWf8ZXp5yEUxqbZvXEAQB2QYLsk/Q0K2n6WVMxNiU3KA9Be4bORdZuq4rQMscTbh0+etYUVXUPKZXqrH41GswKS3vpAv6Yls9pnz+BGo9juaxldXFuGDZq/ho1tVY8N1LLVYaXFgwotPv4XhGlQbX9D0FY1N64aFt3+GIvQHjUnvht0Omo9CcHNbXIuoJuMyeiIiIKMYtrzgIGcE3HH9ashN1x3Vhp5OTrjPhvZlX4qL8Ec1LxJM0ejw+fgEW5o+AqOiaP6c9kh8Pb1/aopAHAKffizO+eR5lTutJXU+WZXx0eHuLQv4Yt+THqwc2YGHe8OaxmwZMRG9DYseSb0OiRo+pGQV4Z/rlWDbvJjw54VwMTsyAVlSF/bWI4h1n5omIiIhinN3nDRkLyDKkEzQeo7blGhLwzKSFuH/0PLj9PhhVGmTrzRAVYpe9ZqXLhhf2rQsac0t+rK05jDxTUruvZ/d78VnJrpDxVdXFuG/kXNh8Htw2aAqGJKYjuYvOmweObu0wo+3VIkTUNhbzRERERDFuemZhyNjI5GyYT7DEnk7MqNJ0+f744/kCElySL2T8iKPxpK6nVojIaGNLQLJGj1Oz+mFh3nBolZwlJ4oFXGZPREREFONyDAk4L29Yq3FRUODx8QuQqg3fWeEUGQalGnnG0DPv41N7Bx13Sz4U2erw1qHNeHzXCmyoKUG1yw6NqMRtgyaHvN7vhs5Apt7MQp4ohnBmnoiIiCjGpWgNeHz8AszO6ot/71iOGrcdk9Ly8cDoeehvSY12etQBmXoz/jX2TCxc9mqr2NDEzKAnFLj9Pnxbvh8Ll70Cb+DnUwhmZPbBq1MvRj9LKu4bORd/3fxVi+ddUTgG0zJCr+4gou6JxTwRERFRHEjXmXB9/wk4q9cQ+AMSzCotl9fHuBmZffHW9Mtw17rFKHM2QSkocEH+cDw4+vSgx7iVOZtw3tKX4f9Fj4RlFQfw5K6V+NvIubht0GScnzcM35TtgycgYU52P2TrLV26P56IugaLeSIiIqI4kqEzRTsFCpNEjQ4L84ZjUlo+7D4P1KKINK0RhhB7978p39eqkD/myT0rcdPAicgxJMCi1mFAQnpXpk5EEcBinoiIiIiomxIEAdkGS7see8TeGDJm83ngD/BUA6J4wgZ4RERERERxYEYbpxoMScyAns3tiOIKZ+aJiIiIqEv4JD/KXTYcttfD5fejjzkZ6TpTRI9460kGJWagnzkV+6w1rWL/GXs20jqxBUNnNuGIsxEVTiuUChGZehMydWYoFWJnUiaiTmAxT0RERERh5/b7sKziAC76/nXY/R4AR4/K+/2wmbh90BSksOFa2GXrLfhy7g3408Yv8G7RVvjlAApNyXh03DkYl9arw9dt9LrwpasMf/roRXgkPwAgUa3Dm9Mvw9SMAmhFzvgTRQOLeSIiIiIKu8OOBsz/7iVIxzVkk+QAHtz6LUYkZeHcvGFRzO7kBOQAFEJs7E7tbUzEoonn4/5R8+ALSDCpNMgI0vm+PaxeN6rddhTb6tEnIRX/G3cOHt6+DIdsdWjwunDWNy9g24K70N+SFuZ3QUTtwWKeiIiIiMLu9YMbWxTyx7t/yzeYkl6AVJ0xwlmdnDJHEzbWleLNg5uQpNHh2n7jkG9KQpKme68qMKg0ITvet1eVy4a/bf4Kz+9bi4AsAwDyjEl4fPwC3L1+MfY0VcMvB/DS/nX4x+jTY+bDDqJ4wmKeiIiIiMLKHwhgV0NVyHixvQGegD+CGZ28Ukcjzvj6eexorGwee2bvGtw9ZAZ+N2x6ty/oO8MfkPDCvrV4du+aFuPF9npcteItPD3xfFyw7FVcWjAKc7MHYH1NCXRKFVK1RmR2cBUAEZ08FvNEREREFFZKhQJT0gvw8ZEdQePDk7KgV6ojnFX7+SQJz+xZ3aKQP+ZfO5bhwoIRcV3MVzht+M+O5UFjdR4n6j1OPD3hPOxuqsbpXz8Hb0ACABSakvHBzKswJDEDgiBEMmWiHonrYYiIiIioTUrlyc//zO89GKYQS70fGH0akjT6zqbVZarddjyzd3XI+Mv710cwm8jzBPxo9LpCxo/YG6ARlXhs14rmQh4ADtrqMGPJUzjiaIhEmkQ9Hot5IiIiIgqpym1HuUXE7zZ8hoe3LcXepmrYfZ4TPq+3MRHfz7sZgxLSm8dStUa8Pf1yDEvM6sqUO02GDKffFzLeVqEbDzSiEqna0P0MRiVn43+7fggaa/C6sKrqcFelRkTH4TJ7IiIiIgqqxNGIs795EdsaypvH/rDxC7ww6QKcnz+8zfPiFYICI5Kz8e1pv0KdxwF/IIAkjR5ZenO3b5aWoNbhjNyBeL94W9D4xQUjI5xRZGXpzPjjsFm4c90nrWN6MwYnZmBrfUXI52+oK8EF+cMg8gx6oi7VvX+SEhEREVFUeCQ//r39+xaF/DHXrXwP5U5ru66TrjNhUEIGhiVlIceQ0O0LeQAwqjS4b+TcoPv6RyfnYFhS2ysLyp1N2FJXhpVVRThorYOtHSsZuhNRocBFBSPxx+GnQiP+PPc3PCkL3532K1jUWmS10eguz5iIGrczEqkS9WicmSciIiKiVqpddrywb23QmAwZn5fsQj/LtAhnFTl9zClYf9ad+PuWr/FF6W4YlRrcPGAiruw7NmQhK8sytjdU4JzvXsJh+9F946KgwC0DJuL3w2chXWeK5FvolFSdEX8YNhNX9x2LOo8TCn8A2eYkpOtNkGUZvx08Hb9d/2mr5yWqdehlSIRfloJclYjCqft/NBomzz77LPr3748HH3ww2qkQERERdXuSHIBLCr1vvNptj2A2kadUiBiQkIbnJl2AHQvuxrqz78A9w2Yi22AJ+ZwjjkbMXPJ0cyEPHP06Prb7R7x1aDMCciASqYeNTqlGvikZIxOzIJfVIuWnpoWCIGB6ZiFuHzQFquOW0heYkvHq1EuwtHwfzCpttNIm6jF6xMz8tm3b8Pbbb6N///7RToWIiIgoJphUGpyS0gvrao8EjZ+WMwAA4PJ7UemyweX3waDSIFNnglqMnz8xDSo1DKr2HaO3obYEDSGa4/1z21KcnzcMOYaEMGYXPWk6I3SiCu/NuAIeyQ+1KKLO7US5qwlX9xuHPU3VSNLoka41wqRmYU/UFeLnJ20IDocDd999Nx544AE8/fTT0U6HiIiIKCYkaw3477j5mPLFEwjIcovYmJRc9DOnotzZhAe3fIsX96+DNyDBqNTg10Om4qYBE2NqSXm47GgI3RSuxm2Hy+9DrduORLXuhM3hHD4vREGAVqkKd5phkaW34OaBE/HU7pV4Zu8aGJVqvDH9Mvx67ce4se59AIBCEHBVn7H4+6jTkNnGHvtoCsgBWL0eKBWKNhs6EnVHcV/M//3vf8e0adMwceLEDhfzktQz9/wce9899f0T7wHiPUC8B3q6oQkZ+PH0W3HX+k+xqvowTCoNftV/Im4dNAlqQYHrV76HT0p2Nj/e7vfg/i3fwOX34S/DZ0MbRzP07TEyOTtkLFNnxvaGCjyw9VucnTsYV/Ydg176hFaPK3dZsaziIF4/uBF6pQq3DpyMoYkZSNEYujDztoX6OZCpNeGvw+fg5gGT4An4cfo3z+OAtbY5HpBlvLh/HRLUWtw34jRoxO7V3b7E2YQPD2/HB8XbYFFpcfvgKRiZlBXVr3V3xd8FkdXer7Mgy7/4qDWOfP7551i0aBHef/99aDQaXH755RgwYAD++Mc/tuv5kiRhy5YtXZskERERUTemUqmgSjABGhUgA4LNCYfVBmVuGkZ9/r+gz9GISqyfeyvcpVURzja69DnpmLn0+aD9BB4YNQ9flO7GqupiAECyRo9ls2+Et7QagcDRvfTGXpk454fXsM9a0+K5F+YNx5/7ToWzqvaXl+0WFAoFrKkGzPzm2aBxnajCurm3wNXJ+0Gr1UIURbhcruavWUcIggB9rwzM/u75VqcyXJY/Er8vnARndV2nciUKhxEjRkBs40OwuP24tKKiAg8++CBefPFFaDSdWzIzdOjQNr+I8UqSJGzfvr3Hvn/iPUC8B4j3AAW5B1KPji+rPBjyOR7JD4949A/RnmbpvJtwwbJXsavxaOGqEZW4acBEaERlcyEPAHUeJ/6563s8PeE86EQVJDmAB7d916qQB4B3irfiVwMnYlKUvp7t+TnwdtGWkM93ST4E1GKH7weX5Eely4bvKw+gxu3A9KxC5JuSkNrBGXS35Mdv1n8a9HjF14s245bBUzC6B967beHvgsg69vU+kbgt5nfu3Im6ujqce+65zWOSJGH9+vV44403sH379nbfiKIo9uibtqe/f+I9QLwHiPcAtb4Hkn7qbB6KQaXukffMwIR0fHvar1DrdsAl+eCR/Hhy90o8uvOHVo99r3gb/jHmDBjVWlQ5HXhx/7qQ13127xpMTsuHQhG9w6ja+jlQYEoO+TytqIRRqenQ/eD0ebGkbA8uXf4GpONOA5iYloe3p1/e5ukCoTS4bXjj4KaQ8TcPbsIpqb1O+ro9AX8XdC9xW8yPHz8eixcvbjH2hz/8AQUFBbj++ut5ExIRERF1QqbejAJTMg7ZWi9Hnp5ZiDStMQpZdQ/pOlNzA8C7132Kd0LMWgs//Q84eka9r42l4x7Jj+68N7a3MRGFpmQcDHI/3Nh/AjI62BCxzNmES5a/3qoJ46rqYjyx+0f8feRpUJ3k3/UygEAbX02fzH3hFBvi9px5o9GIfv36tfifXq9HQkIC+vXrF+30iIiIiGJapt6MT0+9Bjm/mBkdlJCOFyZdiMQTzNz3FAvzR4SMXZA/vHmFQ4rWgIV5w0I+9pp+p0CM4qz8iWQZLFgy53oMT8pqHlMIAq7sMwZ3D53R4a78S0r3tCrkj3l6zypUuW0nfc1ktb7Nr/WlBaNP+ppE0RC3M/NERERE1LUGJqRj5Rm3ochWj8P2evS1pKK3IREZYT6GLCAH4JEkqBVity5og8k3JeHSwlGtlnWnao34y4g50CuPnmGvEZX49ZBpeK94G2p+0UBvQloeRiSF7pTfXRSaU/DlnOtR43bA7vMgWWtAmtYIcyfOmS9zNoaM2Xwe+DvQCE+vUuPPI+ZgSeke1HmcLWLzew1BH3PKSV+TKBp6VDH/2muvRTsFIiIioriSY0hAjiEBU1AQ9mv7JD+KHQ14/cAmrK89gqGJmbi671jkGZO67fnrv5SqNeJfY8/CRfkj8d+dy9HkdeOc3kNwScEo5JmSWjy2wJSM1WfejkV7VuH94m3QK1W4ZeAknJU7uNue0/5LaToT0jq4pD6Y2dn98e8dy4PGRiVnw/DThyEnq9CUjLVn3Ynn967BJ0d2wqzW4M5BUzE1oxBpup67RYRiS48q5omIiIhiRamjEQestSiy1aO/JRX5piRk6k++2VcsW19bglO/egYeyQ8A+KpsL/678wcsPvUazMrqC6UiNnogpetMOD13ICan58MvS7CodCFXGOSbkvDAqHm4c/BUiIKixxeWgxLSMTghAzsbK1uMCxDwn1PORmoHvz6CICDflIS/jZyLOwdPhVKh4NYQijks5omIiIi6md2NVZjz1TMtjs7qa07BkjnXI7+NruHxpNzZhEuXv9lcyB8jyQFcuvwNbD7nN8g1JEYpu45p73JzlSiGnImXAgGUu6yo9zihUohI1Rg6XNDGgiy9BZ/Nvg73b/karx/cCG9AwuCEDPxv/DkYlZzT6eurRLFdX79KpxWljiYccTSgtzER2foEZOjDtwKBqCNYzBMRERF1IxVOK+Z/+2KrM7D3W2txxQ9v4eNZVyNZ27HztWNJjduBI46GoLEGrwsVTlvMFfOd1eR1YUnpHtyx5mPUehwAgKGJmXht6iUYkpgBQRBOcIXY1MuYgMfGn4M/jZgNfyAAk0od1qX8J3LIWoezvn0Be5qqm8eGJGbgk1nXtNoqQRRJsdVBhIiIiCjOVbpsQY/3Ao4ex1XjdkQ4o+iQTtDYzBfoeceHbaorw6XL32gu5AFge0MFpi95CoftwT/4iBc6pfro8Xfm5IgW8tUuOy74/tUWhTwA7GioxGXL30RtD/l+pO6JM/NERERE3UiT19Vm3On3RiiT6ErRGpCg1qExyNdDKyqRHaJ/gE+S4JR80Iuqkz5/vL2qXTbUeZyQZBlJGh2yItDLoM7twB82fB401uh14cuyPZiT3R97GquRrNEjx5CAbEPP6rHQFWrcdmyuKwsaW11TjBq3HSk9YKUMdU8s5omIiIi6kaw2uparFSISNboIZhM92XoznpxwLi5d/kar2D/HnIn0X8zOuvxeHLLV46ndK7GzsQojk7NxY/8JyDclQSOG509ef0DCtvoKXP3j29jRcLQhW54xCc9OOh8T0/Kg62Bn9fZwST5sa6gIGV9eeRDLKg7g/eJtAIBsvQWfz74OQ5MyuyynnsDqc7cZt/k8EcqEqDUusyciIiLqRlK1RlyQNzxo7LZBk5ERwSXG0SQqRJyeMxArTr8FMzL7IF1nwqS0fHw190ZcVjgKuuOOpvMHJCwtP4ARn/wHi/auxoqqQ3hs1woM//jfWFlVBFmWW1y7yePCEXsDShyNcJ3ESofD9gZMX/JUcyEPAMX2epz29XPY21TT+Tf9C7Iso9zZhBJHIyRZRu82egT0MiSi0mVr/neZswmzv3oGJfbGsOfVk6RoDBAQvBeBQhCQxA74FEWcmSciIiLqRhI1ejwybj4y9GY8u3c13JIfJpUGvx0yHTf2H9+ls7/djVmtxcT0fLw/40o4/F7olKqgxVO504orVryFwC+Kdr8cwBU/vIW1Z92BbIMF/oCEPU01uGf9YnxVtg8qhQKXFIzCn0fMPmEjMykQwGsHNsIRpPgPyDIe2PoNXp5yMYwqTefe9E+qXDa8V7QVD29fhnKnFRfkD8c9w2bi2h/fafVYpaDA9MxC/OcX57HXuO3Ya61GrjEhLDn1RKk6IxbmD8O7RVtbxS4rHI10bfyeJEDdH4t5IiIiom4mU2/GQ6NPxx2DpsAl+aBXqpGlM3fZHvDuLkGjQ0Ib2wsqXbage+sBoMJlRbXbjmyDBQdtdZjw2WPNfQe8AQkvH1iPpRUHsPz0m9HLGHrm2yX5sKLqUMj4htpS2HyesBTz9R4nfrfuM7x+aGPz2DtFWzA2JRd3DpqKx3avaP7gwqzS4vHxC/DYzhWQIbe6VrGtvtP59GQJah3+c8p8mFVavHJgA3wBCWqFiOv6jcO9w0+FqZ3HDRJ1BRbzRERERN2QVqnisVft9Mtl9MHiTr8XD237LmgDwSOOBiytOICr+o4NeQ2NQok+5hR8X3kwaDzXkABtmPbmV7lsLQr5Y+5avxh3DZmOHefcjUP2ehiUKmTqzLht9Yf4pmJ/0GsNTsgIS049WZbejP+eMh/3DJsJ+08f2GTqzC22ehBFA/fMExEREVFMS9eZoA+x/SBJo0eqzohGjwtfl+0LeY33irbC7feFjKtEEbcMnBQy/qfhpyIxTPunQ3VPB4B/7/gekixjXs4ATM0oRL4pCadm9w/62IGW9HZtH7D7PPBJPe+ov5OhV6lRYErGsKQsFJiSWchTt8BinoiIiIhiWqbejP+NOydo7OkJ5yFTZ4KoUCChjSXRqVoDlIq2tzEUmJLxypSLW3THVwgC/jZyDsak5HYo9+Pl5yUjPy8Zf5w1u83HqY/LU6kQcWWfMfjbyLktPtA4NasfPpt9LTJDnI7gD0jY31SDv2z+Eud89xJ+ve4T7Gio7DFHHxLFAy6zJyIiIqKYphGVOC9vKAZY0vDA1m+wr6kGQxIz8KcRszHAnAalQkS6zoTfDJ6GG1e9H/QaNw+cBKWi7Xkuo0qD8/KGYXJ6PnY3VcEXkDA4IQNpOhNMYWp8d4xWVMIt+VuNT88sbHWuearOiN8NnYHLC0ejyeeGTlQhVWtoc6XAhtpSzPry6ebXWFZxAIv2rMa7My7HmbmDoe6h/RmIYgmLeSIiIiKKeRa1DhPT8/D29Mvh9HthUKpbNSc7I3cQ5uUMwJLSPS3G7x02C33MKe16Hd1PvQy6up/Bu9OvwIKlL0OSA81jmTozFk04P2gzQI2obHdOFU4rLv/hzVYfFsiQcdWKt7F9wd3o3UYzQCLqHljMExEREVHcMKu1MIdYTp+pN+PFyRfhkK0OHx/eAb1ShXPzhiJbn4DENrrlR8OsrL7YueBufHxkB/Y31WBmVl9MTMtDL2PiT+fPW9HodUGlEJGs0SP5F7P1banzOHDIVhc05vB7cdhez2KeKAawmCciIiKiHiNNZ0Sazojxab2jlkN+XvLP/3/AYCx65wMkqlt+mKBVqtDXkooV9z6I7ds345ufxrfuK8M3Zftwx9qPUeGyAgAmpeXjuUkL0T8hrV2vL52g+78/EGgzTkTdA4t5IiIiIqIoKdqzE3OHD2g1fnzBf7wNtSW44PtXW4ytrC7C9CVPYc1Zd7RrRj1Zo0e6zoQql61VTKUQkc8jEYliArvZExERERHFiHs2fBZ0vNptx49Vh9p1jSy9Gc9MPB8ChFaxh0afjnSdqVM5ElFksJgnIiIiIooQWZZxy+L3ceSvV6MeQNsL3n9WVFyHFTsPYnNdecjHLKs42K5rKQQFZmb2xdqzbsdZuYORa0jA1PQCfD33RlzZd2yLI+6IqPviMnsiIiIioghx+n34qmwvAMD+16th/2m8130vtXpsUXHLJnWioECOwYISR2PQaw+wpLY7D4NKjdEpuXht6sWw+73Qiso2j7IjimVOnxeVbhsavS6YlBqk6YywqLtX08uOYDFPRERERBQhalFEriGhxVhukEIeOLpv/viCPkNnwu+HzcQtqz9s9ViloMD8XkNOOh+TWtvqCD+ieFLhtOKBLd/g+X1r4ZcDECDgjJyBeGLCAuTG+KkNXGZPRERERBQhKoWIWwdObv53xn0vtdi5/sj337d4/PGN8ARBwILeQ3Ft33EtHqNXqvHJqdcg15jQBRkTxS6n34t/bP0Oi/auhl8+ekqDDBmfle7CpcvfQI3bfoIrdG+cmSciIiKKI8fOIK/1OCAFAkjRGpClN0OpEKOdGv2k0JyM/407B7++YT5+uTt9Unp+q8c///zzuO666wAA6ToTHh57Jn4zZBp2NlbCpNKgvyUVmToz1CL/tCc6XqXLhuf2rQkaW1ldjEqnDalaY4SzCh9+xxMRERHFCa/kx9qaI7h0+RsoczYBABLVOjw54TycnjsAJhWXU3cHFrUOV/Udi/+UthzftLcEiRo9iorrWszIP/jAPc3FPAAkaHRI0OgwoJ3nyhP1VFavG76AFDJe6mzE0KTMCGYUXlxmT0RERBQniu0NmPPVM82FPAA0eF24ZPnr2NlQFcXM6JeMKk2L/fBFxXUtGtD9MkZEJ8+o0kAhtD6C8ZiMGD+GkcU8ERERURyQAgG8tH8dvCFmoe7b/DWavO4IZ0UnUlRcF7JYbytGRCeWpjViQYjGkAMsacjUmSOcUXixmCciIiKKA27Jjw21JSHju5oq4fB7IpgREVF0mdVaPDJuPmZl9m0xPtCSjk9PvQYZ+tgu5rlnnoiIiCgOaEURQxIzsbTiQNB4H3MK9MpftlsjIopvOYYEvDn9MlS77ShzNCFVa0CGzhTzhTzAYp6IiIgoLogKETf0H48nd6+E9NMRTMf7y4g5SFDropAZEVF0pWgNSNEaMCghPdqphBWX2RMRERHFiTxjEj6ZdXWLol0nqvDkhHMxPDEripkRxa4KpxXfVxzE3esW45/bvsOexmpYfew/QdHHmXkiIiKiOKFTqjA7ux82z/8NKl02SHIAmTozMvUmaERVtNMjijlljiact/QVrK890jz2x41L8MT4c3FZn1E87pGiisU8ERERURxRKkT0MiailzEx2qn0WD5JQrXbDhkyktR66FXsVRCLfJKERXtWtSjkj7l1zYeYnlmIgQks5il6uMyeiIiIiChMjtgbcO/GLzD8439j0IcP46bV72N/Uw0CQfoYUPdW7bbjqT2rQsbfLdoawWyIWuPMPBERERHFvTq3A07JB1EQkKEzQSGEf06rxNGI2V89gwPW2uax1w9uwmclu7HurDtQaE4J+2tGk8vvRZXLDk/AD4NSg2y9GYIgRDutsAlARpM39N74KpctgtkQtcZinoiIiIjilt3nwdb6ctyz/nOsrT2MdK0Jdw2ZjosKRoT9aKplFQdaFPLHNHpdeHTnCvz7lLOgEePjz+9SRxP+vvlrvHZwA7wBCRk6E/4x+nSc1WswkjT6aKcXFkalGlMzCrC88mDQ+PxeQyKcEVFLXGZPRERERF0iIAcgy3JUc1hdXYxpXzyF1TXFCMgyKlxW/Hb9p7h97UeodTvC9jouvw9vHdwUMv5pyQ7Ue5xhe71oqnbZcfH3r+HTkp24ddBkPDnhXNzQfwLu3/INPjm8I262FCRq9PjX2LOgDLKKY0hCBoYmZUQhK6KfsZgnIiIiorAqdzbhsyM7ccn3b+DGVe9jXc0R1IWxcG6vCqcVt6z+EDJaf6DwQfF2VDitIZ/rkyQcsTdgU20pttVXtPlYABAFAWZ16GZoRqUGYpwsQS9xNKCPOQVPTzwPm+vK8NdNX+Hzkl34w/BZqPM4UX6Cr1UsGZyYjpVn3oYp6fkAAL1SjdsHTsZnc65Dlt4S5eyop4uPdT5ERERE1C2UOZow/7sXsbmurHnshX1rcevASfjLiDlI1ho6/RqVLivKHE0ostUjx5CAXsaEoIWV1efGQVtdyOusqTmMoUmZrcYbPS58fGQHfr32k+bzxPONSXhr+mUYmZwNpUJs9Ry1qMQtAyfj/eJtQV/r1kGTkaYztfctdmuljiZMTMvD+UtfaR6r9Thww8r38Nsh0+GWfFHMLry0ogpjUnLx4ayrYfN5IAoCUrXGuNkuQbGNM/NEREREFBZSIIBX9q9vUcgf88TulThga72f/GQdttfj9K+exymL/4cLv38Nkz5/HFM/fxL7mmpaPVYliBAQejY8Qa1r8W+X34tqlw0baktw7Y/vNBfyAFBkr8fMLxfhiL0x5PUGWtJwQ//xrcanphdgfq/B7Xh3sSHPmIi/bPoyaOzRnT/AH4ju1oqukKTRo7cxETmGBBby1G2wmCciIiKisKhy27Fo7+qQ8ef3ru3UHvoGjxPX/vgutjaUtxgvstdj/rcvovIXy7tTtAbMyxkQ9FoqhYgxKTkAAK8kYXdjFW5d/RFeP7gJfw5RqDr9Xnx4eHvI/FJ1Rtw/ah5Wn3k7buw/Hlf2GYuVZ9yGd2dcEVdLsv1yANVue9CYJAdwxNEQ4YyIeiZ+rEREREREYRGQZTj93pDxJq8bAVnu8N7xarcdyyoOBI3ts9ag0mVr0aHerNbi0XHzsa2hHKWOpuZxhSDgjWmXIlN39LFb68sw9Ysn4Q1IeH7SBdjdVBUyhzU1xZACAYiK4HNiKVoDUrQGDLCkotJlw9KKA1hTcxgzM/sgW28JyzaDaNOIqjbjWs5cE0UEv9OIiIiIKCySNDqc2WsQXjuwMWj8sj6jQhbB7WH3hf6gAADqva27xReaU/Dj6bdhTc1hfF22F/mmJJyfNxw5egu0ShVq3Hb8atX78AYkAEC5y4pCUzK21Je3uhYADE/MPuF7aPQ48cL+dfjd+s9ajF9eOBr/N/ZMpGgMKHdaUeZsgsPvQZ4xCWk6I0yq0A30upMUjQEDLGnY01TdKmZUatDbmNhiTJZlCIIAm9eNarcdDr8XZpUWmXozl6wTdQK/e4iIiIgoLPRKNe4ddio+PrwDNp+nRWxYYhZGJ+d26vqJGh1UChG+nwrvX8oOsZQ915iAXGMCFuYPbxVr9LhaFO6v7F+P3w2dgRtXvd/qsWqFiIsKR5wwzwO2ulaFPAC8dnAjTssZgL7mFMz7+jnU/XRUnUIQcMegKfjd0JlI0xlPeP1oy9Cb8OrUSzBjyVNwHLcSQxQUeH3aJcjUWVDrduCgrRYv7lsHp9+HiwtGQoaMS5e/AZvPA71Sjd8OnoabB06Mm8aARJHGYp6IiIiIwqaPORnrzroD/9j2HT49shN6UY0bB4zH1X1PQbahc/vGM7Qm3Nh/PJ7YvbJV7MzcQUjVtiyEGzxOCBCQoNG1evwxwi+W/B+01aHU2YTfD5uJR3Ysb56xT9bo8c6MK9DbkBjsMs38AQlPBcnvmIe3L8PCvOHNhTxwdHvCf3f+gEEJGbim3yltXj8Ur+RHucuKRo8LeqUKKVojkjT6Dl2rPYYnZWLLOb/Fe0VbsaLqEAYlpOOavqegtzERTT4X/rLpSzy7d03z4988tAmnpPTC85MuwIXfvwan34v7t34DQRDwh2EzoeYMPdFJ43cNEREREYWNQlCgnyUNT40/Dw+MmgeFICBda4QY5Di3k6VXqXHv8FOhFVV4cvdKuCQfVAoRlxeOxn2j5jYXr6WORnxdthfP71sLAQJu7D8Bs7L6Bv0wIUmtw6S0fKysLmoeu3/LN7ggfzjenXEFTCotDEoVMvRmZOnMLZbYy7KMcqcVNW47/HIAaVojktS6Ns9Zr3HbYVSpg8bu3/IN5uUMQKbejBqXHZ6AH0pB0aIPQDC1bjte2rceD2z9Fnb/0RURU9ML8MKUC1FgSm7zuR2lVIgoMCXjnmEzcad/ClSiCIVw9Guzoba0RSF/zLraI9jRWIkJab2xuvowAOA/O77HlX3HIM+Y1CV5NnickOQAEtX6Tm3xIOqOWMwTERERUdjpVWroQxStnZGuM+Hvo07DrwZMhN3ngUGlRobW1PxapY5GnPXNi9h2XMf7NTWHMTo5Bx/NurpVQZ+kNeCpiediyudPtjiK7t2irRiTkosb+k+ASaVplYdXkrC25jAuXf4GypxHm+uZVVo8Nv4c3DFoCr4p3xc0/8lp+dheXxE0dsTRALfkw1ele/CHjV9gR0Ml8oyJ+POI2TgtZ0CrlQcAEJADeL94G36/8fMW4z9UHcLcr57F96ffHHL7QbholD83xPMHJDy9Z1XIx751aDOu7ze+uZh3+L2weT0hH99RFU4rfqg8iMd2/Qin34sL8kfgksJRrfbzE8UyFvNEREREFFM0ohL5puAzuZ+X7G5RyB+zsa4USyv24/I+Y1rFBiWkY+P8X+P1Axvxbfk+5BgScOfgqehrTg1ayANHz7uf89UzzcvwAcDqc+OqFW/ju9NuwqCEDOxqrGzxHLVCxG+GTMPMLxcFveZASzoqnTac/s3zzWMHbXW4asXbuGvIdPxpxKmtmuSVO624b/PXQa93yFaHvU3VXV7MH08KBFr1Sziew+dt0e1eIQjQK9vujn+yKp1WXL3i7RYfqGxrqMBTe1Zixem3Ii/EvUMUa7jWhIiIiIjiQp3bgef3tV7efcyze9eg0eNqNa4QFCgwJeOPw0/F4tnX4aXJF+KU1F5IDLHXPiAH8MqBDS0K+ePdv/VrfDzrapyROwgCju7JH5fSCyvOuBXpOlPIo9seGH0afr32k6CxR3YuR7Wr9dnuLr8v5JnvALC1LnhX/q6iUapwaeGokPE52f2wurq4+d/n5w0LewO8HY2VQVdGlDuteHz3j/BK/rC+HlG0cGaeiIiIiHoEGXKbcVGhgEV94uPh3JIfG2tLQsZ3N1ZDJyrx2tRLUO9xICDLsKh1SNEaIMsyls27GZcufx07Go7O3FvUWvxzzBkYYEnD+rrg1w3IMg7Z6lFoTmkxrhGVMCo1zXvlf6nPLx4fCZPT89Hfkoq9TTUtxi1qLS4uGImzv30RADApLR8Pjz0r5OqHjggEAnhx37qQ8TcPbsJvBk/rdDNGou6AxTwRERERxYUkjR7X9BuHTas/DBq/vt/4Njvbt5fT70Nfcyq+DrEvvq8pGTqlCha1ttWHA4IgYEhiBr6ZeyNq3Q54AxKSNHpk6c3Y94vi95cMQZajZ+rMuGXgJPzf9qWtYglqHYYlZZ3EOwuPHEMCvppzIxbtWYUX9q+DW/Lh3N5D8buhM+Dy+/DGtEtRaE5Bls6M1AgfxffL0wuIYhmLeSIiIiKKC4Ig4KzcQXhq90rsaqxqERuRlI1Ts/qF5XVckg+n5w7EM3tXwy8HWsXvHDwNiSc4Fi5NZ2q1vDxFa8CQxIzmGfvjJah1yDEktBpXiSJuGzQZh2x1eK94a/N4hs6Ez2Zfh15BnhMJucYE/G3kXNw8cBJkyEjS6KFXHm1SODIlp8teV6FQ4Lp+4/BO0Zag8csLRyMtSCNBoljEYp6IiIiI4kaOIQFL5lyPz0p24cV96yAIAq7vNw6n5QwI29JqnajCF6W78dKUi/DrtZ+g1uNoHv/j8FORpO3Y+e5pOhNen3opZix5Cg3en/f2qxUiPph5JbJCHFGXqTfj6Ynn4b5Rc3HIVodEtR45Bguy9ZaozkSrRDEqy9kHJ2TgrNxBWFyyq8V4L0Mibh44CSqx88ckEnUHLOaJiIiIKK7kGBLwqwETsTBvOAQBSNIYwnr9FK0B5/Yeht9v+AyPjpsPnVIFfyAAlULEB8XbcEkbDeBOZEhiBjac/WssrdiPFVVFGJqYibN7DUYvQyKUitBFaKJGj0SNHv0taR1+7XiRrjdh0cTzcVXN4eaj6S4uGIkFvYeiF4+mozjCYp6IiIiI4lKyNnQRX+poxLb6cvxQWYRCczJmZfZFjiEB6nbO2o5Kzsbvhs7EHWs/QrnTCgECJqT1xvOTLujUWeaCICDPlIRrTONwTb9xHb5OT5ehN+Oc3kMxM7Mv/HIAiWod98tT3GExT0RERETdlsfvg0oUoRDCd6LyIVsdTv1yEQ7bG5rH1AoRn8++DlPS86EKcXTc8cxqLRb0HoJxqb3Q6HVBpRCRotEjqY0PECjyzO04nYAoVrGYJyIiIqJuJSAHcNjegA+Kt2N55UH0taTgur7jkGdKam6i1h42nweljkZ8WLwd1W47zswdhIEJabht9YctCnkA8AYknPPdS9i+4C70Nia16/qCICDbYOExZ0QUFSzmiYiIiKjL+AMS6j0uKBUKJJ2gw/sx2xsqMe2LJ2Hz/XR2einw2M4f8faMy3BW7mBo2jFzbvN58ObBjbj5uGPqntj9I5bMvh5flQU/Us7h92J3Y3W7i3kiomgK33olIiIiIqLjFNvq8cCWbzHry6dx+tfP4c2Dm1DhtLb5nBqXHVevePvnQv4nMmRc+cNbJ3z+MWWOphaF/DE2vwcy5JDPq/upMz0RUXfHmXkiIiIiCrsiWx0mff4Eqly25rHLf3gTc7L64aWpFyFDF/yYtVqPA1vry4PG3JIf+6w1yDOdeOb84yPbg47bfR5k6syocAX/UGBEUvYJr01E1B1wZp6IiIiIwsrt9+Ff279vUcgf83X5PuxurA75XEkOPWsOAG7J164cql32oOPP7F2NPwyfFTR2Tq8hyNCZ2nV9IqJoYzFPRERERGFV63HgnaItIeMv7VsHOUTRnqjWISdEQzmFIGBwQka7cjgzd1DQ8bU1R+D2+/DxrKvR35IKAEjS6HHfyLl4csK5bR5n19M0elzY11SDdbUlELJTUOtxRjslIjoOl9kTERERUVgJEKBo40xvUaEIeeZ3tsGCpyecj7O/fbHV3vbfDZ2BVK2xXTkMTEjHqORsbKora/naggLTMgsxJiUXY1N7we33QalQIFNngqho3xnzPUG5owl3rP0YHx7+ebvC6OQcvDPjcuSbkqOYGREdw5l5IiIiIgqrFK0BlxeODhm/tt+4Np8/LaMQq8+8HXOy+iNFY8DI5Gx8MPMq/Hrw1HafG56pN+PjWdfg7iEzYFJpAABTMwqw+szbMeSn2f0MnQl5piTkGBJYyB/H4fPiT5uWtCjkAWBjXSnO+e4lVIboN3CyAnIApY5GHGiqxRF7A3ySFJbrEvUUnJknIiIiorDSiErcMWgKPjq8A0ccLc9zX5g3DP3MKW0+36BSY2xqLt6ecRnsPi80ohIpHVj+nm2w4P5Rp+HWQZMQkGUYVZp2H4/Xk1W5rHj94KagsR0Nlahw2kI2MPylgBxAudOKWrcDgiAgRWNAtsGCWrcd7xdvw32bv0a12w6TSoNbB07GLQMnIVPfvmsT9XQs5omIiIgo7HqbkrD89Jux+MhOvFW0GQalGncOmopRKTlIa2eTOYtaB4ta16k8VKKIHENCp67RnXkkPypdVhTZ6uEPBFBgTkaGzgS9Ut3ha1p9HkhyIGS8zNGIkckn7vpv93mwrOIAblj5HqrdRxsS5hoS8OrUi1Fib8Qtxx0daPN58NC271Bkq8MTE85FIj90ITohFvNERERE1CV6GRNx88BJuLRwNJQKBYw/LXfvSm6/D56AH0alBqIivneU2n0efFm6B1f/+A6cfi8AQKUQ8dDo03FV37EdLojNKi2UggL+EAV9ez8c2ddUgwXfvdyi90GJoxFzvnoWn556TdDXeLtoC/48Yg6LeaJ2iO+fcEREREQUVYIgIEGj6/JCvsHjxJrqw7hyxVs485sX8ODWb3HIVodAGzPMsa7YXo+Lvn+9uZAHAF9Awl3rF2PzLxr/nYwMnQlX9R0bNDYiKatdy+DtPg8e3PptqyaGx3L86PB2nJ47MOhzi+31J5cwUQ/FmXkiIiIiimk2nxsv7FuLezZ83jy2qroY/935A1accSuGJLbvOLtY4pMkPLFrZdBiGQAe2PItRqXkIKED2xT0KjX+NnIuXH4f3irajMBPxwhOSsvHa9MuRno7tkk4fF5sa6gIGd/VWBVyqX6ipnNbK4h6ChbzRERERBTTKl02/H7DF63GrT43bl39IT6cdVXcNb5zB/zYZ60JGS+y18Pl93WomAeOngbwxIRz8ZeRs1HvcUEdALLNSUjVte9oQJ1ShQJTMg7Z6oLGC03JqHTaWo1n6EzI1ls6lDNRT8Nl9kREREQU01ZVFYecoV5RdQj1HmeEM+p6elGJCam9Q8ZHJmc1H8nXUWa1Fn3MqRidlA2ptAZJJ/HBgFmtxZ+Hzw4aEyDgtkFTsL2+5cx9glqHz2ZfB5NSg/3WGqytOYxdDZWo+al5HhG1xJl5IiIiIoppvkDb55PLcvBCP5aJChFX9zsFj+76AW7J3yImQMCfR8yJSMPBtgxJzMDTE87Dr9d90pyjSaXBi5MvQj9zKr4+7UbsaarG1voy9DGnYnhSFtQKEbev/QhvHNzc/AHNmJRcvDX9MhSYkqP5doi6HRbzREREccru8aPK7sHOShsUAAZlmJBh0kCv5q9/ii+T0wtCxkYn58TtHuzehgR8d9pNuHLFWzhgrQUAZOnNeHbiQvQzp0Y5OyBBo8MVfcZgTnZ/lDgaIQoKZBssyNSZoRZFGFRqZBssmJXVFwDg8ntx9/rPWp1xv6G2BGd98wK+O+1XyOAZ9ETN+NuciIgoDjU4vXhpfQnu+Xw3pMDR2S2lQsCj84fg0lHZsOhUUc6QKHwydCb8evA0/Hfn8hbjGlGJpyaehxRt+/Z5xxqVqMT4tN5YPu9m1HmckOQAkjUGZOnNEAQh2ukBALRKFfJMScgzJZ3wsZUuG17YtzZobE9TNUocTSzmiY7DYp6IiCgO7ai04a7Fu1qM+QMybv1oO0bnWDCud2KUMiMKvwSNDr8fNgOzMvvgoW3focptx5T0Atw1ZDoK2lFExroMvTkuily7zwtvG1smDtvrMTY1N4IZEXVvLOaJiIjijM3jwz+XHggZ//fyg3jlohFcbk9xJUVrxLzcgZiQlgdPwA+zSgOdUh3ttOgkGFVqqBViyIK+t5EfQhIdj93siYiI4ozbF8CRRlfIeHG9Ey5fIIIZEUVOgkaHdJ2JhXwMytCZcG2/cUFjAyxpyDEkRDYhom6OxTwREVGcMWmUmNA7IWR8Ul4STBoxcgkREbWDTqnGH4efiksLR0HAz3v+RyfnYPHsa5HZjq0EHsmPYns9djVUothWD7ff15UpE0UV19cRERHFGa1KxK+nFuKVDaXwSS2P5NIoFbh5Yh7UShbzRLGi1u2Aw++FKAhI15qgEuP3+zdTb8bj48/Fn4fPRr3XCZNSg1SdEantaGJY6bLhfzt/wBO7V8Lp90IrKnFD/wn43dAZ7foggCjWsJgnIiKKQwXJenz3qwm49p2t2F/rAAAMSDPixQtHID9JH+XsiKg9HD4PttaX49frPsWG2hKYVBrcPGAibhk4GdkGS7TT6zIWtRYWtfaknmP3eXD/5m+waO+q5jG35Mdju1agzuPA4+MXwKKOzyMKqediMU9ERBSHNEoRk/OTsfzmiah3+gABSNarkW7SRDs1ImqnTXVlmLHkacg4usLG5vPg/7Yvww+Vh/D+zKuQoTdFOcPuo8plw3P71gSNvXlwM/48fDaLeYo7LOaJiIjiWIZZiwzzyc1wEVH01bjtuGPtx82F/PFW1xzGIVsdi/nj1HuckOTgjT1lyKj1ONAXqRHOiqhrsQEeEREREVE3Y/tpiX0o35Tvi2A23Z9B1faqI6OSq5Io/nBmnoiIiIiom1EKCmhEJTySP2g8rR0N4boTu8+DCpcVKyoPwen3YWpGAbL1FiRrDWG5fprWgLEpuVhfW9IqNjghA2m62Pp6EbUHi3kiIiIiom4mTWvEFYWj8dy+ta1iCkHA7Ox+UciqY6xeN948tAm3rv6oxbaBSwpG4d+nnIV0Xee3C6RojXhj2mU445vnsN9a2zyeZ0zC+zOvDMtrdIRH8qPJ64JGoYRFwz37FF4s5omIiCiuVbls8AUkaEUlUmJsNpN6Lq1ShT+OmI1V1Yexs7GyeVyAgFemXIzMKBWnHVFkr8ctqz9sNf7moU2YndUPV/QdE5bXKTQnY+m8m3DY3oCD1lrkm5KRZ0yKSud/f0DCIVs9Htu1Aksr9iNda8I9w2ZiTEpOp38ONXqcqHY7YPN5kKDWIl1ngvEE2wwoPrGYJyIioqiRAjJqHV4oBCDVGN4/RmvddiytOID7Nn+NQ7Y6DEpIx0Ojz8Apqb2QwBkyCsIfkFDutKLR64JWVCFVa0CiJnpHOeYaEvDlnOuxs7ESX5XtRZbegjNzByFbb4FBpY5KTm6/D/VeF0QISNMZIQhCm48PyAE8u3d1yPjD25fhtJz+SAvThxNZeguy9BZMSMsLy/U6akdDJSZ//gRckg8AsLepBj98cwh3DJqCP4+Y3eH7qsTRiF+tfB9flu0BAIiCAlf0GY37R81Dpt4ctvwpNrCYJyIioqg43ODEaxtK8ebmMqhEATdNyMNZg9ORbel8oe3wefD4rh/xwNZvm8e21Jdj3jfP4flJF+DyPqOhVIidfh2KH/VuB94t3oo/blyCRq8LADAtoxDPTVqIQnNK1PLKMliQZbBgdnb/qOUAABqtFofs9fj3ju/xWckuGFUa3DpwMs7LG4osfeiZb38ggFJHU8h4tdsGXyB4F/pYVed24NbVHzUX8sf7364VuL7/+A4V8zVuOy79/nWsrC5uHpPkAF7avx6ioMAjp5x9wkaAFF/YzZ7Cym8rhWPfB6hecjnqfrgH3todCHis0U6LiIi6mcMNTkx9chX+8tVe7Km2Y3uFDTd/uB0LXlqPsiZ3p69f5bLjoW1Lg8Z+u/5TlDv5u4la+rJsL25Z/WFzIQ8AyysPYvZXz6DU0Ri9xLoJOdWCUxb/D8/vW4tKlw0HrLW4c+3HuOT711HRxveTWlTijJyBIeOT0/NhjrMCtNHrwuqa4pDx7ysOdui6VS5bi0L+eC/vX48ql71D16XYxZl5Chuf9TAqP5gLf9Oh5jHrpv8iacZjMA28FAp17OztIiKiruOXAnhh7RGUNLpaxTaUNmHN4XqcNyyrU69xxNEY8szpJq8bdR4HehkTO/UaFD/KnU3448YlQWOH7Q3Y2VCFHENCZJOKEqvXjWq3HcW2ehhVGmQbLLAo1fjHzmWw+lp/0Laiqgi7G6uQqTfD7ffB7vdAJ6pazBDPzRmAdJ0JVS5bi+cqBQX+NnIuTGptl7+v7kQ8wdaEUNr6ENIvB9AU5L8PxTfOzFNYBHxONK65v0Uhf0z9stvht1dEISsiIuqOah1evLGpLGT8+bVH4PQGP46rvXTKtucrVArOZ9DPXH4fjjgaQsbX1RyOYDbRU+Wy4Y8bl2DAB/+HuV8/i0mfP44pnz2BCrcdi0t2hXze6wc34oi9Abes/hCzv3wGV654G+tqjsDqPVpc9jYmYvm8m3F6zkAIOFrIjkjKwven34x+ltSIvLdIStLoMS2jMGR8WmboWFvaOo5QIQgwRamPAkUPf5NRWEiuWtj3vBUy7ir+Euqk2DlChYgo1lRa3dhX68A7W8qgV4m4eGQOeifqkGzofn/cCYIApSL0zJSoEKDo4MzVMVk6C5I0etR7nK1i/S2pSNGE52xrig9qhRIWtRZN3uAzm33jsOD8JVmW8UHxNjy1Z2XzmFoh4rEJ52B3YzU0ojLoHnAA0CvVuG3NR/jsp4J/W0MFPjq8Hc9PugAXF4yEVqlCX0sq3ph2Keo8DkgBGRaNFqlxerpEokaPx8cvwOTPn2i1muFvI+cgo4PN/jJ0ZgxOyGhxusExC3oNQZqWq2B7Gs7MU3jIASAQ/Ac8AAQ8oRufEBFR51RY3bjirc2Y/tQqPL3qMP6z/BDGPPoDHvh2H2od3min10qqQY3rxvUKGb9lYj60qs41p8vSm/HejCuh/kWTO7NKizenXYYMPf/opZ9l6k24c9DUoDGDUo3xqb0jnFHkVbis+MfW71qMXV44Gu8c2oLXDmzAhfkjQj53dlY/LKs40Gr81jUfovK4pfVmtRb5pmT0saTEbSF/zMCENGyc/2v8afipGJfaC+f0GoIfTr8FtwycDIu6Y00+M/QmfHzq1RiWmNlifHZWPzwybj7MPWy7AnFmnsJEoTZBkzEOnsq1QeO6vDkRzoiIqOf4dGclvt1f22r8fyuKsHB4FlIMSVHIKjSFQsBFI7Px8oYS7K5q2bBpbr9UjMzu/PFKokKBiWl52L7gbnx0eDs215VhSnoBTsvpj97cK0+/oFSIuL7/eOxuqsK7RVubx5M0eiw+9VrkROGc8mOkQABlziYcsNaixm3HoIQMZOnNSNaGd3WJLxBAhavlnux5uQNx0bLXIAP45NSr8V3FfhywtvxZc/OAidhUVwaHv/UHh27Jj8P2BuSZutfPoEhQCAoUmJLxlxGz8evB06AWReiVnV8pVWBKxpdzb0C1y45ajwMZOhPStMaw3w8UG1jMU1iIumQkT38E5e9OAwIt9zlqe82C0pIfpcyIiOJbtc2N/60oChl/YmURxuYmQCV2r8V4uQk6fHX9eCw9UIuX1pdApRBw6+R8jM1NQIY5PLNLalFEH3MK7h46IyzXo/iWqTfjyQnn4S8j5mBfUw0SNXrkG5OQpTdDVETn+8cfkLChthRnfPN8iy77p+cMxLOTFob1XHGNQok+5pQWxXpAluH/qZHk1SvewePjF6DM2YTvyvfDqFLjmr7jkGdMxMAPHw5bHvFGVIhI0HT+uM3jpetMSO/gUn2KLyzmKWxUKUORdfFqNKz8M9wl30OhS4Zl5O0w9L8ISn1atNMjIopL/gBgdYduFtfg9EEKyOjkqvUukZOgwxVjcnHOkEyICsCg5p8lFF1JGj2SNHoMTEiPdioAgFJHE+Z89UyrWe8vSnfj0Z3Lcf+oeVCL4fm+ydCb8ODoebhw2WvNY5IcgFGpgd3vQY3bjou+fw2DEtIxLrUXXH4fUrR6GJRqZBvMQc+S14kqroQh6kLd62N6imkKpRaa1OFInfcacq7ahayLVsE86g4ojZknfjIREXVIkl6F0weG/sD0ohHZnd5/3tXMWiULeaIgNtSWBF2+DgBP71ndYj96OMzM7IvHxy+AWXV0dcxbhzbjloETWzxmV2MVXtq/HvustcjSW5BlsOClyRdBKbQuK56aeB77UxB1If7mpLATNRZAE729ZUREPYlWJeLu6YV4Z0s5bJ6WM/R5STrM7JsSpcyIqLOKbPUhYw6/F96AFNbXS9LocX2/8TgzdxDqPU5oRCWMSjXUohL/2bEcTr8XAgSckTMQj09Y0LzUe2J6Hjaf8xs8umMFNtaVoK85BXcNnYF+5lRoRVVYcySin7GYJyIiinEFyQasvWMy/vLlXny8oxJqpQJXjcnF3dMLkZsQ3r2aRBQ5Y1JzQ8ZyDBbouqBQVokiehkT0cuYiBq3HfVuJy7IG45L8kZAAqASFUjVGlt0ZNeKKgxKyMBj48+B3e+FXqkKS7M3Imobi3kiIqIYJyoEDEgz4cULh+M/Zw+GACDVqIZG2b2X1xNR2/qbU9HXnIL91tanVTw46nRkhbEB3vGkQADbGypw3cp3sbmu7GgullQ8O3EhxqTmhpxt1ypV0Co5E08UKdwzT0REFCeMGhVyE3TISdCxkCeKA1kGC76ccwNOzxkAAQIAIFmjx9MTz8O8nAEQBKFLXrfYXo+pXzzZXMgDwN6mGsz6chEOWuu65DWJ6ORxZp6IiIiIqJvKMyXh9WmXosbtgEfyw6TSIFtv6bLj8qSAhFcObAjaeM8vB/B/25Zi0cTzoVdxGT1RtLGYJyIiIiLqxixqXYs96l3J4fdheeXBkPHVNYdh9XlYzBN1A1xmT0REREREAACtqEReG2fDZ+st0IbpbHsi6hwW80REREREBABQi0rcMWhqyPi9w2chQcNTMoi6AxbzRERERETUrNCcjKcmnAul8HOpIEDAH4efitHJOVHMjIiOxzUyREREEVbn8KLW6YVfCiBBp0KWWdtlXamJiE6WRa3D5X3GYHZ2f2ypK4M/IGGQMRU55iQkaPXRTo+IfsJinoiIKIJ2V9lw7btbsOZwIwAgy6zFEwuGYFa/FJg0PJ+ZqLOcPi/qvU4IEJCuM0Kp4DGNHaFXqlFgSkaBKRmSJGHLli0wjciMdlpEdBwusyciIoqQ4nonpj65qrmQB4ByqxvnvrIBW8us0UuMKA4E5AD2N9XgV6vfx5CP/oXRn/4Xf9v8NUocjdFOjYioS3BmnoiIKEKWHqhFnbP12c0AcM8Xu/Hp1acg2dCx454CARnlVjeq7V4AMlKNGmSZtRAVkVu+X2v3oMLmQVG9E+lGDXIStMi2sFEWRcYhWz1OWfw/WH1uAIDN58FD277DR4e346u5NyLHYIlyhkRE4cVinoiIKEK+3VcTMraptAkun9Sh67p8En44WIcr3978UzEPpBjUePGC4ZjZNwV6ddf/ui9tdOGqt7dg6YHa5rHcBB2WXD8Og9JNXf761LO5/F48vH1pcyF/vD1N1VhdXYyF+cOjkBkRUdfhMnsiIqIIGZBuDBnLsWih7OAs+sE6B858cV1zIQ8AtQ4v5r+8HvtrHR265slwePz445LdLQp5AChpdGHus2tQ2ujq8hyoZ6v3urD4yK6Q8TcOboRX8nf4+g6fB0fsDThsb4DV2/oDAyKiaGAxT0REFCEXjcgOuez93ll9kWHWnvQ13T4Jj/5wCFJAbhWTZeDhZQfg9Ha8iGmPKrsHb20uDxora3KjuMHZpa8fL2RZRqPHBRuLxZMmQoBBGXqLilmthSh07M/eg9Za3LDyPfR9/yEUvvcPXLr8dexurIIUCHQ0XSKisGAxT0REFCG5CTp8eOUY6FQtu2v/akJvnDEovUPXdHolbC0P3TxvW4UNDm/Hlu+fTA7+IB8mHFPayOL0RI7YG/D0nlU489vnsWDpy/jkyA5UOtkUsb3SdEbcNGBiyPiv+k+EqDj5P3uL7fWY8sWTeLtoC/xyADJkfFG6B+MXP4Yie31nUiYi6jTumSciIooQnUrE3P6p2Hn3dOyptsPu8WNophnpJjUSdB1rfKdXixiQZsTG0qag8QGpRuhVXXs0l0mjhFEjwu4J/qFB31RDl75+rDtib8DMJU+3KA6XVRzAmbkD8eykC5CuY8+BE1EIClxUMBLvF2/DutojLWI3DZiIfpbUk76mLMv4+PAOVLlsrWJ2vweP7VqBf409CxqRf04TUXTwpw8REVEEqZUi8pL0yEvSh+V6WpWI304rxJubyyAHmRy/Z2YfGDRd++s+06zBb6cV4r6v97WKjc6xIIcd7UPySRKe27sm6CzvZyW7sbOhksV8O2UbLPhg1lXYVl+O1w5ugEmpwTX9xqHQlIxk7cl/oGTzefDx4R0h41+W7sG9w2YhQ2/uTNpERB0Wt8X8M888g6+//hqHDh2CVqvFyJEjcdddd6GgoCDaqREREYVVnxQD3r18NK59dyus7qP7440aEYvOG4b+aV0/K65WirhpQh4Csox/f38ILp8EQQDOHJiOxxcMQbpJ0+U5xKoajx0vH1gfMv7M3tWYmlEIZQeWiPdEWXozsvRmzM3uD0Ho3LGMKoWIZE3oD90SNXqoFF276oWIqC1xW8yvW7cOl156KYYOHQpJkvDII4/g2muvxeeffw69PjyzIURERN2BUaPE2YMzsOvuRJRb3ZACQIZZg0yzBmoxMsVGmkmDe2f1xdVje6HJ7YNeJSLdpIFZq4rI63dGnduBarcdlS4bUjQGpOmMkZsNl4FAsCUVP5Fk+eiD6KR0tpAHAJ1ShdsHT8HHR4LPzv928LQOzfgTEYVL3BbzL7zwQot///Of/8SECROwc+dOjB07NkpZERERhV9ZkxtF9Q4cqHWgb4oR+Ul6ZFlOvjN+Z2l+2kIQS0odjbhmxTv4rmJ/89jwpCx8MPNK5JuSu/z1U7VGXFIwEo/s/CFo/Pp+46Hk7G/UDE7IwK8HTcV/d7X877MwbzimZRZGKSsioqPitpj/JZvtaPMSi8Vy0s+VpK7tAtxdHXvfPfX9HyP7bAi4aiE5q6BQm6DQpUKhS4t2WhHBe4B4D3R/h+pdmPvcGhTX/3yWe36SHl9dPw75SZ3fqx7P94DV58Htaz5uUcgDwNb6cpz73ctYMud6pGq6duZVAeCWgZPxTtFWlDlbNjGckdkHQxMzov61j+d74EQSVVr8YdhMXNl3LD46vB2+gIT5vYeglyEByWp9j/ma9OR7gI7iPRBZ7f06C7LcxtquOBEIBHDTTTfBarXirbfeavfzJEnCli1bui4x6vbys8zwb3sYjt2v4tgyR1ViPyTMeRNFtQK8Xm90EySiHs2QkoUL39+L7RWtu20PzzLjzXP7wllXEYXMYoM6Jw0jv3gMcohl7GtOuxWK8rquz0OthjojGe+W7MB7h7dBp1Thpr7jMCEhB47yavSAP9W6PUEQoNfrIQgCnE4nAjxjnogiYMSIERDb2C7XI2bm77vvPuzfvx9vvvlmh54/dOjQNr+I8UqSJGzfvr3Hvn8EfGha9yAcu19pMexr2If6z87CgAt/hMKQFaXkIqPH3wPEe6Cb213tCFrIA8DWciskrREjRozo1GvE8z2wtaEiZCEPAE0BL2Z08ut3Mn6fmIYbB0yAQhCQqP5pVUVqZsReP5R4vgeofXgPEO+ByDr29T6RuC/m//73v+P777/H66+/joyMjA5dQxTFHn3T9tT373OUwbrlyaAxyVEBf+N+6My5Ec4qOnrqPUA/4z3QPTm8bS/Dc3qlsP13i8d7wKLWQhQUkOTgs6yZenNE37MIIE3ZfY+hi8d7gE4O7wHiPdC9xO05J7Is4+9//zu++eYbvPLKK8jN7RlFF4WP7HdB9tlDxn0N+0PGiIgiIdmghiJE026FACTp1ZFNKMak60y4os/ooLGp6QVI1xkjnBEREVH7xW0xf9999+HTTz/Ff/7zHxgMBtTU1KCmpgZutzvaqVGMUKh0ENTmkHFV8oAIZkNE1Fq6UY2rxgb/sPqaU3oh3chivi1GlQZ/HzUPV/YZA1H4+U+i03MG4NWplyBFy2KeiIi6r7hdZn+s0d3ll1/eYvyhhx7CueeeG42UKMaI+kxYxvwWjav+2iqmNPeGytInClkREf3MpFXhgdMGIEmvxpMri+HySdCrRdw6MQ93Ti2AKQbOeI+2LL0Zj41fgD8OPxWNXjdMKg3StEYkaDp/EgAREVFXittifu/evdFOgWKcIKpgGnItAq56WLc+BQR8AAB12kikzXsDSlN2lDMkIgIyzFrcf1p/3DwxD06fBL1KRKZZA42Sexrby6jSwKjSRDsNIiKikxK3xTxROCj1aUiceB/MI25CwFUPQaWHqEuFqE+Ndmp0kvzOKkiOasg+O0RdChT6NIgaS7TTIgoLjVJEXpI+2mkQERFRBLGYJzoBhUoPhaUAsBREOxXqIF/DflR9dgF8dTt/GhFg6H8Rkqb+H5SGjp1yQUREREQUTSzmiSiu+e3lqPzoDPitxceNynDsfQuiPhWJkx6AQqmNVnpERETUBTySH5UuG2w+N/RKNTK0JuhVbApK8YXFPBHFNb+1+BeF/M9s256FecStUFjyIpoTERERdZ0qlw1P7V6J/+78AQ6/FyqFiEsLR+HvI09DtoFb7Ch+xO3RdEREAOBrKgoZkyU3ZL8zgtkQERFRV3L7ffjvzuV4YOu3cPi9AABfQMLL+9fjhpXvoc7tiHKGROHDYp6I4prKUhgyJij1EFSGCGZDREREXanCZcVju34MGvuybA+q3LYIZ0TUdVjME1FcU5p7Q5nQN2jMPOIWiGyAR0REFDeavG54JH/I+BF7Y+SSIepiLOaJKK4pjZnIWLAY6vTRPw8KIkxDb4B55O1QiDxbmoiIKF7olW03uUvRckUexQ82wCOiuKeyFCBj/mJIrhrIPgcU2iSIhnQouMSeiABIARllTS4cqHWg2u7F4AwTMs0apBj4YR9RrEnVGjA3uz++KtvbKpZvTEKW3hyFrIi6Bot5IuoRRH0KRH1KtNMgom5GCsjYUNKI059fiwaXr3l83oA0PHfBcGSZeXQlUSxJ1Ojx9MTzce53L2NLfVnzeK4hAZ/NvhZZenazp/jBYp6IiIh6rJJGF2Y/uxp2j9RifMmeavzn+4P4x+kDoFGKUcqOiDqitzERn8+5FmWOJuy31iLXkIA8YxKPpaO4w2KeiIiIeqxNpY2tCvljnllzGLdPyUfvRH2EsyKizsrQmZGhM2N0Sm60UyHqMmyAR0RERD1WcYMrZMzpleD1ByKYDRERUftxZp6IEPA5IDlrANkPQW2GUp8W7ZSIiCJidE7oZbfZFi30ai6x7yh/QIJHkqBTKqEQOH9ERBRuLOaJejif9TAaVv4Fjv3vAQE/VEmDkDzjUWjSxwIiGz8RUXzrm2JE/1Qj9tbYW8UenDeADfA6wOpzo8hWj6d2r0SxvR7TM/rgwoIRyDMmsqgnIgoj/kQl6sH8tjJUfjgPjr1vAQE/AMBXvwuVH8yFt2ZLdJOLQQGvDZKrDrLkj3YqRNROWRYtvrx+HM4alA5BODqWrFdj0XnDcMbAdAjHBqldXH4vPizejlGfPILn963Ft+X78adNSzD6k/9iZ0NVtNMjIoornJkn6sG8NVvhbzwQJCKjfsU9SDv740inFJMkZw08NVvQtOERBNx10OWdBtOQq6A057MQIIoBvZP0eO2Skai2e+H2S7BoVcgyayEq+P17sipdNty48r1W41afG9f++A6+mHM9UrSGKGRGRBR/WMwT9WDOw1+FjHkq10H2OyOYTWyS3PVoWHM/bNsWNY95a7bAtm0RMi/8AeqkAVHMjojay6xVwaxVRTuNmLetvgJ+OXjTwI11paj3OFjMExGFCZfZE/VgSmPo41oUmkRAYOOnE/HbyloU8scEPI2oX3EvJI81ClkREUWH5wTbjCRZjlAmRETxj8U8UQ+m7zMfCNGMyDzyNih0qRHOKPY4i74IGXMVf4GApyGC2RARRdfI5GwICL49oY85BYlqXYQzIiKKXyzmiXowpTELqfNeazUDr82dCdOQazkz31myDHASioh6kDSdEXcNmd5qXBQUWDTxfGTozZFPiogoTnHPPFEPplAZoM8/EzlX7YS7dAUkdz10OVMgmnpBqU+DJEnRTrHb0+efjsZVfw4a0+WfDoU2IbIJERFFkUWtw11Dp2FSeh4e3Potyp1WnJKaiz+PmIN+Zq72IiIKJxbzRD2cQqWDwlIAlaUg2qnEJKUpG6ahN8C2/dkW4wqNBUlTHoKosUQpMyKi6EjRGnFWr8GYlJYHd0CCWaWBUaWJdlpERHGHxTwRUSeI2iQkTvgr9IVno2nj8UfTXQ2lOT/a6RERRU0Su9YTEXUpFvNERJ0k6lOhz5sDTeZ4IOCFQm2BIPKIK6JoCQRklNvccHolaJQKZJg00CjZA4SIiOILi3kiojARNWzsRBRtdQ4vPt1ZiT8u2YNKmwc6lYgbxvfC3dP7IMuijXZ6REREYcNu9kRERBQXJCmAd7aU4dp3t6LS5gEAuHwS/reiCNe/txW1dk+UMyQiIgofFvNEXUTyNMJvL4fk5jnjoQQ8VgR8zminQURxoszqxp+/3Bs0tmRPNSpsLOaJiCh+cJk9UZhJniZ4a3egcfV98NXvhjKhDxIn/A3q1GEQtYnRTq9b8FlL4Cr6HI5970JQmWAZeRtUqcOg1KdFOzUiimFNbj8aXL6Q8d1VNgzN5HYYIiKKDyzmicJIlnxwHvwUtV9f2zwmOatQ+cFsJM98EsZBV0Ch7NnH8/ish1H53iz4bUeax1zFS2AYeBmSp/wfRD3PISaijtGpRAgCIMvB46nGnv3zl4iI4guX2ROFkeSoQN33vw4aq//hbkjOyghn1L0E/B5YN/63RSF/jGP36/A1HYpCVkQUL9KMapwxMD1oLEmvQp8UHpVGRETxg8U8URhJrhrIXmvQmOx3QnL08GLeXQv7njdCxu27Xo1gNkQUb8xaFR47ZwgGpBlbjM/qm4wfbp4IKSCjwuqOUnZEREThxWX2ROEktH2OsaDo4d9yMiAH/KHDAW8EkyGieJSXpMe3v5qAg7UObCxtwvTCJKwsbsDsZ9egwupBXpIOD84bgDn90pBsUEc7XSIiog7jzDxRGIn6VIiGrKAxhS4Voj748s+eQqFNgqHveSHjxoGXRTAbIgKOnstebfdAkgLRTiVsssxaTClIxrXjcvHaxjLc9tEOVFiPdrIvrnfh0jc245UNJfD4pShnSkRE1HEs5onCSDRkIXXea4D4i9kehQpp816FaMiMTmLdhEKlQ8Ipf4BCm9wqpu09B6rEAVHIiqhnKre68eqGEsx7fg1mLVqNh5YewOH6+DoqstrmxWM/FgWN/fWrvai08qg6IiKKXT18zS9ReAmCAG3mOORctgW23a/BW7UB6pThMA65CkpzbwiKtpfh9wRKSwGyLl4F6/bn4DzwMRQqI8wjb4Ou96lQGnr2ygWiSKmwunHZG5vw/cG65rG/VO7FotWH8eOtk5CXpI9iduFT1uSGFAje2t7hlVDr9KL3T+/V6vajye2DQgDSjBqoRM53EBFR98Zink6KLMuQ7GXw28sQcNdDaSk4urRcmxTt1LoNQVRDldgHiRP+CtnvgaDUQBD4R+ExgiBAZclH0oT7YBl5BwSFCFGXEu20iHqUreXWFoX8MeVWN574sQj/OH0A1MrY//DRoG77PWiUCvj8AeyrdeCPS3ZjyZ5qGNRK3Di+N26ZlIecBF2EMiUiIjp5LOap3WRZhrdmK6o+PrvFEWuGvucjafojUBoyophd9yMICggq/iEYiiCqOBNPFAV+KYAX1rU+HvKYNzeX4TfTCpFlif1iPt2kQaZZ07xf/niDM0xIM2qwr9aBsY/+ALf/aM+ARpcP/7fsAL7YU4UvrhuPbIs20mkTERG1C6cLqd38thJUfjC31Vnpjv3vw7r5CQQkdiI/GX57Bby12+Gp3gK/raTNLu9ERL9U6/BgT7UNW8utKGl0hVxO3ooAKITQYYUgAG3EY0m2RYuPrx4Lo6blBxPJejXevmwU9CoF/vzlnuZC/njbK2zYUtYUqVSJiIhOWpfMzFutVhQXFyMxMRG5ublBH1NSUoKNGzfinHPO6YoUqAt4a7Yh4GkIGrNufQqmYTdAYe4V4axijyz54anZhJolV8DfdAjA0S7vyTP+B33ePCg05ihnSETd3e4qG658ezM2lBwtNlMMavx3/mCcMTANCbq2j1tTKhS4cXxvvLe1Imj8qrG5SI2TI9sEQcCo7ARs++10/HCoDtvKrRjbKwETeieiV6IepY0ufLW3JuTz39pShjMGcQURERF1T2GfmX/88ccxceJEXHjhhZgzZw4uuugi7N+/v9XjNm/ejD/84Q/hfnnqQr6mgyFjss8OSOwK3B5+22FUvj+7uZAHgIC7HjVLLoe3bkcUMyOiWHC43onpT69qLuQBoNbhxeVvbsa6I43tusbgDDPOHJjWajw/SY/rx/eKq+ZvokJAXpIeV4zJxb/PHowLR2SjV+LRpneCAJg0obcTpMTJhxpERBSfwvrb+ttvv8WTTz6JIUOG4K677sLll1+OgwcPYuHChfj222/D+VIUBZrU4SFjCn0aBCX3h5+ILMuw73kbst8VNN6w6m+QPI2RTYqIYsqKonrU2INva/rdZ7tRYz/xB6vpJg2evWA4Pr56LGb2ScGE3ol48twh+P7mieidGB+d7Nsjw6jBzRPzQ8avGhN8dSEREVF3ENZl9i+//DKGDx+Ot956C4JwdMPdtddei1tuuQV33nknHnzwQcyfPz+cL0kRpErsB6WloMWM8jGJ4/4M0ZgVhaxiiyx54alcGzLurdsB2ecENAmRS4qIYsoPh2pDxrZXWoPu/w4mw6TF2YMzMKMwGZIMWLTK5t/d8aDB6YXHH4BJo4RBE/zPHVFU4NpxufhsVyU2lLbcH//XOf3QO5EfUhMRUfcV1mL+4MGDuOmmm1r8MZCeno7XX38dt9xyC/7whz/A4/HgggsuCOfLUoQojVnIOHcJar+5Ae7S5QAAQWVEwrh7Yeh3Ho9fawdBVEGdPASu4i+DxlWWfAgiOycTUWgD000hYzkWHZRtdbcLwqRVdTalbqXW4cX6Iw148Lv9KGtyY3yvRNx7al/0TTFAq2q9pD7bosMn15yCHZU2vLOlDIk6FS4fnYvcBC0S9VxmT0RE3VdYi3mv1wuttnUhotVqsWjRItxxxx3461//Co/HA4vFEs6XpghRWfKRduY7kFy1kP0uKDQJEA2ZUIj8g6c9BEEB4+Ar0bT5USBI9/qE8X+BqEuKfGJEFDPOGpSBP3y+B16p9Qz8H2f1Qaa54x8Ilja6cLjBhbImF/qkGJFj0SJZHzun2FrdPvxvxSE8+O3PvXoON7jwwfYKfHvjBEwtTA76vEyzFplmLWb3S41UqkRERJ0W1qnUnJwc7NgRvIGXSqXCY489htmzZ+Mf//gH3nrrrXC+NEWQqE2COrEfNKnDoTL3ZiF/kpTm3kg/+2Mojl9KL6qROOWf0GSMjVpeRBQbeiVo8cV1p8Cs/bnIFgTgpol5OGdIZoevu6vKhgmP/4gpT67ERa9vwphHf8DZL65FmdUDhSI2Vl5V2bz4x3etm+76AzKuf28rKq3uKGRFRETUNcL6cfv48ePxySef4E9/+hPU6tYFnlKpxKOPPorf/e53+Oyzz+Jqbx5Fl+Rpgux3Q6E2Q6Hq3nscFUotdLkzkXXpBkiOcsiSF0pTLkR9OhSqntN4iog6Rq0UMbUgGdt+Ow1F9U5Y3X4MSDMizaiBRdexJfNlTS7Me24typpaFrvrSppw5yc78I8psXE829byJshy8Nj+WgfqXT5kdGLlAhERUXcS1mJ+/vz5qKmpwc6dOzFy5Migj1EoFPjXv/6FlJQU7Ny5M5wvTz2Q5KqHt2YLGtc9BL+9HJqMU5Aw9m4oEwqhEDXRTi8kQVRCZe4FlblXtFMhohikFBXolahvPmKts0oaXShpDH7Kxqc7q3DfrIKwvE5XO9GReiInEYiIKI60u5jfs2cPBgwY0OZjBg0ahEceeeSE1xIEAb///e/b+9LURWRZhuSoQMDbBEGhhkKXClFjjnZa7Rbw2mDd9gwaV/+1eczfuB+Ofe8g87xvoM2eFMXsiIhiR6U19HF2ARlwtbNDfrQNzTRBqRDgD7Senh+ZbUGSPr6a/RERUc/W7k1wl156KVauXNmVuVAESZ5GOPZ/gPK3JqLs1eEofXkQar68Er6m4min1m6SsxqNa+5rHQj4UfvtjZAcVZFPioi6Lavbj2qbB26fFO1Uup2CFEPImF4twqiKjT3zGSYNnj5vaKtxo0bECxcMR6qx+67YIiIiOlntnpl3OBy48cYb8be//Q3nn39+V+ZEEeApX4WaLy45bkSGq+hzVNbtQubCpVCasqOWW3t5a7YBcvDZIl/DPkjueoiGrtvnKXmaEHBWw28rgaA2Q2nIhGjMYi8Iom6m3unF1nIr/m/pfpQ0uTGxdyJ+M60QhSl6qMXWR5X1RFkmDaYVJGP5obpWsd9OK4DC1QQgMfKJnSS9WomFw7MwKicBj/94CEX1LkwvTMZlo3OQF6YtCURERN1Fu4v5yZMn48cff8Sf//xnlJWV4Y477jipF5JlGV988QXOOOOMk06SwsvvqEL9D/cEj1mL4K3dcbSYlwNISzIAAR/QHf/gPdG59l1YVPsdVWhY9VfYd74E4OhyTtGQhfT5H0GdOhzCiXLrYfyOSsg+B6BQHW30p+TsGEWGzePDolXF+NOXe5vHdlfZ8drGMiy7aQIm5PEoSABIMWrw2iUjcc/nu/Du1gpIARkGtYjfTi/Er8b3Rtn+2OlxY9aqMDLbgkXnDYfHL0GvVkJU8ENWIiKKP+2uOJ555hksXLgQsixj0aJF+N3vfge/v/U52b/k9/vx/vvv47TTTsPdd9/dqWQpPGS/C76GvSHj7rIf4LeXoWn9P6DceCvql90GT/UWBDy2CGZ5YuqUoYAi+OdR6pRhELXBzxPuLDkgwb7zZdh3vohjhTwASI5yVH4wB35bSZe8biySPI1wHFyMindnoPTlgSh7dSgaVtwDv60s2qlRD1Fl8+IvX7X+eeeVArj+va2osvGosmNyEnR45vzh2HvPDGz77TTsuHs67p3ZB6mG2NxnrlYqYNKqWMgTEVHcavfMvCiKuP/++5GTk4NHH30UixcvRnV1NZ544gkYjcZWj/d6vXj33XfxwgsvoLKyErIsQ6kMa/N86iBBoYRCY0HA0xQ0rjT1QtXihfBWbfhp5AfYd72ClNnPw9BvYbc5+k00pCN5+qOoW3pri3FBqUPK7Gch6lO75HX9jnI0bQze6DHgaYK3ahNU5t5d8tqxxl3yPao/u6D537LfBevWp+Cp2Yy0M9+DUp8WveSoR9hc1oQgvdAAALuq7Kh3+ZBu4lFlxxg1Shg1LX9XSxJ7DBAREXVHJ70W+MYbb8S//vUvqFQqrF27FhdffDEqKiqa4w6HA8899xxmzpyJBx98EBUVFVAqlVi4cCGWLFkS1uSpY0R9BswjbgsRVEOZ2Oe4Qv5ntUtvhuSs7OLs2k+hMsDQ/0JkXrQKhv4XQZM5AZYxdyP7so1Qpw7ruheWvAh4GkKGvfV7uu61Y4jfXo76H4KvxvGUr4bfejjCGVFPdKJJWc7ZEhERUazq0FT5mWeeiYyMDNxyyy3Yv38/LrjgAjz88MPYsGEDXn/9dVitVsiyDI1Gg4ULF+K6665DRkZGuHOnDhJEJUzDroe3egucRZ/9PK7UI+3Md9G07v+CP1Hywle/GypLfoQyPTFRY4GYMQbq2c9BltxQKA0QxK5dASKIWoiGTEiOiqBxTdrILn39WCH77G0W7J6KddBmjI1gRtQTjciyQFQIkIJMzw/PMiNZr45CVkRERESd1+GqZ8yYMXj77bdx/fXXo7S0FNdccw2Ao43u9Ho9LrroIlx77bVITu6afcvUOUpDJlLmPAu/vQLems0QtSlQpQyGLPngLv0+5PNkyRe5JE+CQqkBItRUTTRmIXH8X1D73U2tY4YsqFOGRCSPbk+hBhSqow0Ug/jlSQMBrw2SsxoBrxUKtfloozx16y08RCcj3aTBf84ahDs/adnATacS8fxCHlVGREREsavDxXx1dTXefvtt1NXVQRAEyLIMQRAwcuRILFq0CBaLJZx5UhcQdSkQdSnQpP58Jq/fXgGlOR9+a1HrJwgKFqoABEGAvs98JLrr0Lj2H5D9TgCAOm0U0ua9BqUpJ8oZdg+iPg3G/hfBvvu1VjFB1ECTPqb530eX5N8Dx/73jh43KIgw9L8ISZMfhNKYFcm0Kc4YNUpcMSYH43ol4t/LD+JIgwtT8pNw44TeyE/iUWWxptLmxoFaB77dV4t0kwan9ktFtlkDvZo9eYiIqOc56d9+JSUleO655/Dxxx/D5/NBlmWkpKSgd+/e2LhxI7Zs2YLXXnsNt95664kvRt2O0piJlNmLUPnh6YDcsulRwrg/QWTDMgBHPwgxj7oDhv4XIuCuP7r0XpcKUZ8S7dS6DYVKj4SJf4OnZgt8tdubxwVRg/SzP24u0iV3I2qX3Q7XwU9/frIswbHnDUDyIPnUpyFq+OEgdVyCTo1xvdV49eIRcPkCMGmUUIk8PjLWlDW5cP4rG7D2SGPzmEIAXr90FM4amA6DhgU9ERH1LO3+zXfw4EE888wz+OKLLyBJEmRZRmZmJq677josXLgQSqUS9913H9555x08+eSTKC8vx/333w+xO55PTm3SZIxH1iXr0LjuIXir1kM05iDhlHuhSR8FhdoU7fS6DYWogcLcG2Dn+pBUplxknPMZfI0H4alYBdGYA23WBIjGbAji0b3KAVd1y0L+OI79HyBh4n0s5iksdColdLF5ylqP5/VL+O/yQy0KeQAIyMBlb2zC7ntmoK+G23KIiKhnaXcxf+aZZwI4uie+V69euP7667FgwYIWx83dd999yMrKwqOPPoqPPvoI1dXVeOyxx6DXcyljLFGodNCkDkXyqc+gvvoIkpIzoNSz9wF1jNKYCaUxE7qcyUHjkjv0yQCAjICnsUvyIqLYUWX34pk1wRtqBmRgye5q9J3CYp6IiHqWdq8zlGUZhYWF+Ne//oUvv/yyeTb+l2688Ub885//hFKpxMqVK3HZZZehpqYmrElTZAhKPUqq3RA0CdFOheKYQm0+QZyrQYgixS8FcKTBiU2ljdheYUWF1R3tlAAAUkCGwxv6vPvybpInERFRJLV7Zv7xxx/H7Nmz2/XY+fPnIy0tDbfffjt2796NCy+8EM899xwKCws7nCgRxSdRlwpNxjh4Kte2immyJkPUpUYhK6Kep8nlw6c7q3DHJzvQ6Dp6CkVBsh5vXjoKBl3HVthV2tyosXvh8QeQYlAjw6SBVnXy2++MahGjsi3YVNYUND6nH39ORJrbJ8HtD8CgFtmDgogoStr907e9hfwxEyZMwBtvvIG0tDSUl5fj4osvxrp16046QSKKb6I+BanzXoM6dWSLcXX6GKSd9jJEHbd4EEXC5rImXPn25uZCHgAO1Tkxc9FqwHJyzU9lWcaOCitmPLUaw/+zHKf8bwUGPbwM//3hEGrtnpPOLcWowaPzB0MQWseGZZkwMJ0reCLF6vZhU2kjrnt3K+Y9twa//3w39tXY4fMHop0aEVGP06Ufpfbr1w/vvvsu+vXrB6vViuuuu64rX46IYpTKkof0BYuRfelGpC/4AtmXbUL6/I+hNPeKdmpEPUK904s/f7UnaMzplfDJrtqTut6RRhemP73q/9m76zC5qvOB498r477u2bgQV+K4u7u3uLSFttRpS/uj0NLSFmhLixV3K04IEEIgJCEG8WxkXWfHZ+69vz+WbDLZmU0265vzeR6eh9wzc+/Z2dmZ+x55X9bVBFqPRRI6P33zG978pvqA+jipyMOCa2YxoaBla47NpHDtrEG8dsUM8t3WAzqn0DGRhM6LqyqY+uePeXL5TpZsa+TejzYz4Y8LWbqjsbe7JwiCcNDp9jouubm5PPnkk9xwww0sWdJ2Ga0gCAKAas8Bew5mxvV2VwThoBOOa6ypDKRt/3xHEwndYH8L1Cwpa6A+FE/Z9vO313HUiOwOB+AOs8q8oZm8891DaY4mUGWJHOeBLdsXDkxVIMY1z69qczya0Ln8mRV8eO0s8sTAiiAIQo/pkaKsTqeThx56iJ/+9Kc9cTlBEARhgKlqjrChNsjjS3cgSxKXTC1iWJaDbKelt7s2IFhUhSEZ9rR70sfmOFHlFGvc01i6vTFt27aGMNFOLMnOdlrE770XKIrChpogMS317259TZC6UEwE84IgCD2oR4J5AFVVueuuu3rqcoIgCMIAUdkc4drnV/LKmqrWY//4rIzzJhVw7yljyXWJwK6zshxmfnXsSE75T9vcNiZF4twJuR063/iC9FUqCtxWzCJhWr+kG0a77e23CoIgCF1NfJsKgiAIfdrHm+qTAvldnl5ezpdin26XmTnIx10njk4KtDPsJt64cgZyoK5D55ozOBOXJfV8wc+PHk6+WwzA9DeapjEiO/0KjdIMG5k2cw/3ShAE4eDWYzPzgiB0jJ6IoEfqAAnFlo2kmHq7S8JBorwpQk0wSkI3yLSbsTl7L1N4QyjGvR9vTtt+70ebmTskA5dF/H10VqbDzPWzSzlrQgE7GsNYVJl8t4Vch5lVK7d16FwlXhsLrp3FaQ9/zo6mlhrwqizxvXlDOH1cPlKqtPRCn5fjNPGHk0bz/VfXJh1XZImHzp5IvkcssRcEQehJIpgXhD4o3riZxqV3E9rwPEgqzjGX4Jl4vcjuLnSrhKbz5c4mznv8S8oawgC4LCp3nTCCvKIEGY6eTzSW0A0C0UTa9uZogoQmFvfurTYYpTGcQJIg027Cu58zpnazyuAMlcEZu+vKa5rW4evLssSkQjeLb5pDVXOMSFwj120h12nBmWbGXuj77CaFS6cWM6XIy+/e38CW+hDTir386IhhDMt09Hb3BEEQDjriG1UQ+ph401bKn5mDHt5dCsq/7F5CG18m/+z3UF3Fvdg7YX8Yhk6ieQex2pUkmrZizpmIyTMU1Znf211rV1lDmCMeWEw4vjt4a44muO6ltQzNdnH0iI7VGu8KPpuJ08flsbqyOWX7ORMK8FjFrPwusYTGyopmrntxJUu3tySzO3xYFn89fSyjc5w9OiMuSRKFHhuFHluPXXN/aJpOXSiOIktkOsSy8I7y2c3MHZLJMwUewnENl0XBbha3k4IgCL1BfPoKQh9iaHH8q/6ZFMjvkvBvIbT1HdzjruyFngn7yzB0YtXLqXzxOPTo7szgJt9Ick97DZOntPc6tw8vrKpICuT39PO31jG50NvjwY+qyFw+rYQHF5dRE4gltRW4rZw5Ph+5A1nWB7pNdSHm/n1RUrb4BRtrmfu3RSz93rykGfeD0db6EI8u3c5zX5VjNyvcOHvwAZXJE8BtVXFbxW2kIAhCbxIJ8AShD9EidYQ2vpy2PbjuKfRY6hlKoW/QAjupfPnkpEAeIN6wjroPbkSLpi79taeq5gg7GsNUB6Ld1c02ErrOkrKGtO1fVwXSBvrdrTTDzqc3zuHK6cXYzQpOi8I1Mwfx8Q2zGeQ7uIPTPYVjCe7+cFPKsm8N4ThPL9+Jrh+8WxK21IeY9ddPuOOd9aytCrB0exOXPr2Ci59cRoU/0tvdEwRBEIQOE0OqgtCHSLKKbEq/71BSnSCJP9u+LN60NeXKCoBw2TvooRoUiydle20gyrsbavjV2+vZVBdkdK6LO48fxZzSDDK6eUZclWUmFXp4aXVlyvZhWQ6sau+N/w7NdHDfaeP45TEjgZZSalbTge/hNwyDcn+EaELHoioUuC39PilbUyTBh5tSv/cA3l5Xww2zS3EdhNsSogmNexduorK57QDZBxvrWF3ZLGbnBUEQhH5HzMwLQh+i2LJwT7gubbtn0g3Ipr61/1RIpqUJ5FsYGFrqGcBgLMHfFm3lwieWs6E2iG7AmspmTnv4C55asZP4ASQh66hzJxWkrf99x7EjyHL2bjkxm1mhyGujyGvrVCBfHYjy4OIypv35Y4b9/gNm/OVj/r1kGzU9uBKiO5hVmdx2fkcFbgvmXhiQCcUSbK0PsaE2QGUvzYDXBmM8vaI8bfu/l5Qd1KsWBEEQhP5JBPOC0MfYBh+HtfjwNscdoy7AlD2+F3okdIQ5Y0TaNtniQTK7U7ZVNUf53fsbUrbd/r+vKfd3f6A5yGfj7e8eSrZz9yoAiyrzf8ePYGaJr9uv3xOC0QT3LtzM9S+uap2lLfdH+O7zK/n7oq2EY72zlaArZNjN/PiIYWnbb5k3BIvasxUJtjWGue6FVYy86wNG/t8C5t3/KW9+XYU/Eu/RfgC0l1pBTTOIJQiCIAh9mVivKwjdTI8F0UJVRKuXgx7HkjsF2Z6Tdqm16sgn+7hHidd9TfPaR5EUE65DrsDkHYZiz+7h3gsdpdjzsJUeT3jrm23avDN+juooSPm8cn+ERJqZwUBUozYY6/b94WZFYe7gDL68ZR5VgSixhE6ey0KkrgKvbWB8XVQFovxx4aaUbXct2Mil04oYnNF/S2zNKs3gulml3P/p1tZjkgS/P2EUw7N69ueq8Ec48aHPWFMZaD22sTbIif/+nLe+M4NjRvZcdYQcp5lLpxZz94epf/ffmVEiEikKgiAI/c7AuDsThD5KizYR/OZp6j68BYxdM34Snmm34Zl8C4otK+XzVEceqiMPa/Fh/X4fb3cxtAR6pA5kJe3r2BsUWyZZRz1I05d/pHnVvzASYWR7Dr6Zv8Qx7HQkJfXHrnUfM6bplr93NVmWWpeyQ0uN8RVb9520r7+oCcTSDppEEzq1gVi/DuaznRZ+c9xIrptdysJNdZgUiXlDMslzWXD38F75b6oDSYH8nr7/6hrev8ZNrqtn9qmbFIXrZpfy3MpyttaHk9pOH5fHqBxnj/RDEARBELqSCOYFoRsYhoEkSSQaN1G34Ma9W2n64g9YC+diLz223fOIQD61uL+MwJpHCa5/Dkm14ppwDfbSE/pMHXfVmY9v9p24J90IWhRJtaM4C5Ck9AF5nstCjtNM9V7l16Al+Vy2qIfdJaym9gdFOrMXv6/w2c347GbG5Lp6tR8LNqbPH7G2KkCwh7c0DPLZWXjtbF77upInl+3EblK4ee4QphZ7emxQQRAEQRC6kgjmBaGL6PEQiebtBL55knjDemwlR2HOGIXJN4J4w/o2j2/8/PdY8qajWAfGXuSeEm/aSsWz89GCFa3H6t67lkDBLHJOeKrPBPSyakF2D9rvxxe4rbx42TSO/sdnSSXg3FaVZy6eQp7ItN0lsh1mBmfY2VIfatM2Irv9QZPmSJzGcAIkyLSbsJvFV2h7ijzpk3U6zAqmXtinXuyzce3MUi6YVIQqg9Ny8GX2FwRBEAYOcSciCF1A16KEy96l+o1zwWip8Rza8AKyLYvsY/9DzTtXoYeqk56jBSowtP6dPbun6VoM/1cPJAXyu0TLPyVWs6LPBPMdJcsS04u9rLp1Pm98Xc3yHU0cOsjL0SNzGOQVFQy6SoHHxouXTeXwBxbTGN6dhC3Tbub5S6emHDTRdYP1tQF+8r9veHVNJaosc/6kAn5x9AgGZ/bfJfnd7cjhWaiylHJbwzUzB5Hr7J3VJpIk4bWJIF4QBEHo/0QwLwhdQAtUUPPmxa2B/C56uJbGJb/DPe67NC75bVKbJf9Q5DSZzYXU9HAtwXVPp21vXv0frCVHIiv9c0m6qsgMyXRw45zBvd2VAW18vpvl35/HkrIGvqrwM7nQw9RiLyVpBk0214c49/EvuXhKERdOLkKSWhK5nfffZTx7yZRuS0wY0zS2N0Z4d10NG2qDzBmcwdRiL8X9ZHCn0GPlpcumccajXxDXdgf0s0t93DJvCOYezqwvCIIgCAONCOYFoQvE679OWz88WvEZnqm3Jh+UVbzTf4Rs6t7s5AOPBHI7H1uy2u6+dEGAlpnZQT47g3x2zplY2O5jowmN19ZUcsexo/jV2+tYWeEHYGKBm18dO5LPyhoo8dq6PL9FQtNZtKWB4/+1hJjWMkh470ebKfRYWXDtLIb1cGb6A2E1KRw5PItvfng4i8saqGyOMmdwBoN8dnJdlt7uniAIgiD0eyKYF4QuoMdTZ2xuJe3+UzNljCbrqAdQPUO6uVcDj2LLxjXm0jarHHZxj/suUnvBvtCrDMOg3B+hujlGOK6R57aQ67TgsPTd31lDOM74Ajcn/ftzoondK29WlPs5/7/L+N9VMwhEE7i6OFP8Tn+EUx/+vDWQbz3eFOHq577i+Uun4rP3/RUoVpPC4EyH2I4gCIIgCN2g795BCUI/Ys4an7ZNdZVgzhxD4aWrwdCRLT5UR24P9m7gkBQV19jLCax7mkTjxqQ2+5CTMWWO6aWe9S+aviuojqIDuU4z+W5rtyYk03SDFeVNnPbwF+xsalnFosoSP5g/lO/PH0K2s2/O1KqSxFPLdiYF8ruE4xrPfrWTqUVdv11mfU2QQDR1tvcFm+qoDcb6RTDfXxmGQWVzFE03sJsVMsRrLQiCIPRBIpgXhC6g2HNwjfsuzav+2aYt8/C/YPKU9nynBijVVUz+me8QKnuH4NdPIKlW3BOux5w7RQyS7IdwTOODTbVc+tRy6kMtCeDcVpV/nDWeE0bn4Oqm7N7bG8Mc8cBimqOJ1mMJ3eCuBRsZmmXnyuklHV6qbhgGFf6WgMuiyuR0x9JtCT7f3pi2eUlZI5GEgaOLL71ncr5UolrbwQWha1Q1R3lxVQV3LdhIhT/CtGIvfzhpDOPz3Tj78CoSQRAE4eAjNpcKQhdQrD58M39B1tEPoXqHI6l2LIVzyT9nIdaieb3dvR5j6BqJ5h1Ea1YSq/saLVTTLddRXUW4x15BzikvkXPSs9iHnCAC+f20uT7Eqf/5vDWQB/BHEpz/32Wsqw5223UXbq5LCuT39Ot31lPh71hlh+rmKA8uLmPGfR8z6M73OOLBT3ljbRUN4VhXdLeVRZUp8qQvC1jkte6zdv2BGJuXvkZ8rsuCt4uX9XeWYRhEE91TNz6h6RhG24z43aE+FOPW19Zw/Yur2NYQJq4ZfLq1gTl/W8QnW+p7pA+CIAiCsL/EELMgdBHFnoPrkEuwlR4LehzJZEexZvR2t3qMFm0ivPUt6j78Pnq4JYg3Z40n67hHMGce0uUJwgAUi6gG0BGxhM59H28mRaUwAH73/noeO39yt8w+rtjpT9u2oylCXN//meamcJw73l3PA59ubT22tirAyf/5nIfPnchFkwtRumjLgMti4kdHDOOtdakHpm47bCiObqg3n+uycP6kQp5avrNN2z0nj6EgRQm93hCJa5Q1hHlk6XZWVfg5tMTHeZMKKfXZUDv5OyhrCPHe+lpeX1tFic/GVTNKKPXZujw/wZ4q/BGeWNb2NQe44aVVfHz9bPL7yGsvCIIgCCKYF4QudrDOEMeql7eU59vzWO1KKp87goILPu+XWw30WAAtVEVkx8cYWhhr4VwURz6KLbO3u3ZAgrFEazb2VNZWBQjGEt0SzE8v9qRtK82wYe5A4FcViPLg4q0p2259bS1HDM/q0vJt4/Ld/Pq4kfzy7XXsmiCWJfjdCaMZk5t+Br0zMuxm/njKGCYWuLln4SZqAjFG5Ti5+6QxzB7sQ5a7fnCsLhgjpum4LOp+vQcSms5Hm+s46d+ft9aS/9/X1fz+g418cM1MZgzyHXBfNtQEmHf/p1Q1716x8ddPtvDPs8Zz3qTCblvuvnR7U9q2zXUhGsNxEcwLgiAIfYYI5gVB6DQtXEf9Jz9J2aZHGwmXvYNp/Hd7uFedo0WbCH7zNHULbgJ2T2U7Rl9Expzf98tBG4dZZUKBmyXbGlO2j8l1dsssM8Cs0gx8NhMNKfaC//a4UR0KkDbUBkm36rouFKM+FNtnML8rs74/ksCsymQ7zLjTzPhm2M3cPGcw504sZOn2RmRgSrGXPJelW/dQ57msfH/+UC6YXEhCN7CqMrmurg8kawNRFpc1cOf7GyhvijBjkI+fHTWcEdlObKb0teDL/VHO+++y1kB+l3Bc44InlvHJDQc2i+2PxLnllTVJgfwu17ywksOGZTGsm153t7X983Y2SeTOpjBrKpv5ZEs9gzPszB+aSZHXillJ/zoLgiAIQjoimBcEodOMRJh47eq07ZEdC3GnCOYNLY727ZJ82ZaFrPSdjNEJfxl1C25sczz49X+xlxyJc/SFvdCrzjGrMj86fDiflTWwsqK5TftPjhzRbcFpic/Gh9fN4uzHlrK+pmVvvs2k8Iujh3PsyJwOncu1x4CDKksM8tmIaQbbG8MAWPYRcDWF47y/sZZbXl7NjqYIkgQnjc7lz6eOZXCmPfU1rSZcVhPDe7i+uyJLFHq6bpXB3prCce7+cBN3f7ip9diOlRW8vLqS966eyfyh6VehVPgjaRP1bakPURuMHVAwXxuM8da66pRtugGLttQzrJt+DxMLPZgVuU1JQICjRmSR5Tjwz6it9SGO/sdiNtWFWo+ZFZn/XTWDuYMzMKkijZEgCILQMSKYFwSBRKCChH8L8Yb1qJ4hmLxDUZ2F+38CxYTqHkS8YV3KZlPm2DbH4v5tNK/6J4G1j4Oh4xh5Lu6JN/SJ5fiGoaesTLBL4xd3Yxt0NIq9Y0Fob0oEyonVrcGz42PeO7KYGueh3PZBI/9b34jHqvLgWeMZlePstutLksS4fDcfXjeLmkCMaEIny2Em32XB0s7sbyqlGTYy7Ca+M2MQswdnsKbSj/3beubvb6ghy9l+wLW4rIGzHl3a+m/DgNfWVrG6spmF18+iqBuD576mKhDlnoWb2hzXdIOrn/+KD6+dRbYj9YqFVAHvnvaesd9fmm6kXXkBEIilTqTYFfJdFp68aDLnPLY0KbdEnsvC304fh9d2YPv1/ZEEt7yyOimQh5bX8JSHP2f1rYdRmpF6IEkQBEEQ0hHBvCD0MkNPoAXKiTdtRovUY84cg2LP6bHkefGmzVS+dFJS3XbFWUTeGW+ieIbt1zlUey7eGT+h5q1L2zbKKs4RZyVfs3k7lc8fTcK/pfWYf/l9BNc/T/65CzG5Bx3YD9NFDC1Owr89bbsWrsbQuy+g6GpxfxmVL55AonFD6zGrbOLJk16k4pTZ2CxWCtzWTics2x95Lit5nVwqXuC2svC6Wdz53gbuWrD7favKEv85dwJWNf3gQFVzlFtfW5OybUt9iJXl/oMqmF+2oylt4Ly+JkhDOJ42mC/y2tLOYmfYTWTaDyzw9dhMjMt3sSrF6hGAeUO6L2eF1aRw3Mhs1tx2OM+s2MnG2iDHjsxhzpAMBvkOPNiuCUZ5fW1VyrZQTGN1pV8E84IgCEKHiTVdgtCLDC1BtGIJO5+YQuULx1DzxnnsfGw8dR/cRCJY2e3X18K11Lx5cVIgD6AFdlD92pno4dQ3n6nYSo7CPeVWkHZ/rEhmN7mnvoLiKm49ZhgG4c2vJwXyrdcNlhP4+kkMvXtKXO0vWbVgH3x82nZLwWxkc/ckPutqeixAw8c/TgrkWxri1L9xNkNsfkp89h4J5LuKqsh8vr2Rp1eUJx1P6AaXPr2Cbd8ut08lHNdYWxVI275gY22X9bO7xBI65U0RqpqjnS7ZZtnH0m6lnUR7uU4zvz1+VMq2v54+lsIDTBSX47TwwBnjU177gsmFFLgtB3Te/WU3q4zMcfKLY0by2AWTuXBKUacCeWj5nZ0xLp87jx/Fj48YxpC9tnPUBru2pKIgCIJwcBAz84LQixKBHVS+eDyGFkk6Hlz/LKassXin3oYkd19iJC1cS7Tyi5Rt8Yb16OH9D2wUeza+GT/GPe5K4g0bkEwOTO5BKI4CJGX3R40ebSLwzVNpzxNc/yzucVf2+hJ22+DjkZfkoIf22rsrq/hm/qLfBPNauIbgxpdTthlahFjN8j6xtaEjqpoj/N/7G1O2GQY8+sV27jppTMp2VZbSJuIDGJrZs3viO8IwDDbXh/jLR5t5eXUldrPC9bMHc+a4fAo8BxY4Tyhwo8pSyiXxU4s9ZNrTb1mwm1WumF7M2DwXv3x7HZvrQozNc/Kb40YxvsDdqfKAk4s8fHHzXH7x9jd8sqWBHKeZHx4+jBNH55Dp6N5gvqtpuoEEeKwqjy7dTqbdzK3zhxLXdL736hp0AyYVenu7m4IgCEI/JIJ5QehFkR0ftQnkd/F/eS+u0Rehuoq67fpGPNhuux71A/u/5Fg2u5HNbkzeoWkfI8kKkpr+nJJqBan3Mzub3IMoOHsBdQt/QHjr24CBOXsimUf8FZN3eK/1S0+E0ULVGIkIssmB4shvd8DH0GJgpF/poIX6/kz03uKaQUVz6r8bgI21QXTdSFm+Ld9l4eZ5g/nV2+vbtJkUiaNHZHdpX7vSproQM/7ycdJAxM0vr+aZFTt57pKpB5RsLs9l4cGzxnPVs18lHXdbVR46ZyKZDjOalv79k2E3c9yoHKYVe4kkNOwmBV87AwD7y2pSmFjo4b8XTKY5mkCVZXJd/SuI3+Xr6mZm3vcJwdiu1zHI4rIGzplQwE+PGs7S7U0UduNqA8MwqGyOktANHGaFjC74/QiCIAh9gwjmBaEXxfde+rwHPdqAoaeePewqsjUDZBOkvI6E4sgFUtclTwQqMBJhJMWMYs9Lmn1v95pmF+6J1xPZviBlu3viDX2mjrvJN5zs4x9Hj9SDriFbPCj23gv2EoFyGpb8lsDax0CLIVsz8R76c5wjz0GxZaV8jmx2o7oHkfCXpWy35E3tzi53C6dFZUaJj/c3pB6IOH5UTto67Ioi850Zg1i2vYlX99jDbDMpvHTZVIq8fbOGeDimcdcHG1KuKPh0awMrK/wHFMzbzSpnjc9ncpGHv3+yla0NIQ4flsl5Ewsp7cDS8sxOZHlvj9tqSlsysD9oDMf5/qtr9gjkd3v2q3I+uHYm18wsJcvZPcF8pT/CC6sq+MOCTVQ2R5hR4uMPJ41hbJ6rW8sqCoIgCD1DfJILQi+y5s+kKU2b6hnaOoOthWpbZvBlFdWR12XXV+y5uMdfg3/FX9u0OUaei2zNZO9gXgvXES57l4ZFPyPRvA3Z4sU96SZc467a775Z8qZjH3Iyoc2vJR23Fh2GrfiIA/55uoNi8aBYPL3djZb8Bm9fnjQIokfqqP/wFtATuCdcl3JARXXmkzHvHqpfP7tNm7XkKFRn96386C5em4nfnTCKmfd9wt6rw3OcZo4e2f6AS77bykPnTqDCH2Xp9kYyHWbG57sp8Fj6bL3v+nCMF1alz6PxyBfbOXp4dtpBjPa4rSYmFni4/8xxxDQdm6oc0HmEthrCcd5bn371y+KtDRw2NPVAXGfVBWN875U1PPPV7twSn2ypZ/bfPuGt7xzap1ehCIIgCPun/2Q8EoQByJw9Pik53J4y5vwOyWQnVPYelS+dwPb/DKPimbk0r/4P2t77uA+QbLLjmfZDPDN+hmRqKUsmqTbck24mY94fkMzJQayhJYjs+JjA2sdalm8DerSRxs9+Tf3CW9Ei9ft1XdWRR+aR95N35js4RpyNfdgZ5J7+BtnHP4rqzO+Sn603JIJVxJs2k2jejq5Fu/bcgfK0qxkal/yGRLA8ZRuAtfgwck97FZOvJVmZZHbjmfZjso95qFdXGnTGmBwXb3/30KS670cMy2ThdbP3K1lZlsPCuHw3l08v4ZRD8ijNsPfZQB5AAsxK+gDbpipInYy/TYqMw6x2OpCPaxpVzRHqRFI3JKC9l1PtxkGTcn8kKZDfxTDghhdXUelPv1VFEARB6B/EzLwg9CLVVUT+me9Q+961RHZ8CIBsyyJjzu+wFs0jtPkNavco95bwl1H73jW4JlyHb9YdXTJjrDpy8U2/Hdchl2LEQ0gmG4o9H1m1JO2V1WMBEv4yolVfoLoH4Rh5Lkgy9QtvRY82EFz/LN5Df7bfJfVURy6qIxdr4VzAQJL778eRHvUTqVhC/Ue3Eq//Gkm14xp3FZ4p30N1FnbJNeIN69q5fhNGLHUZL2hZXWAvPQ5z9qSWrRGyimLPRVL67/Jlh0XlyOHZLLxuFo2ROKosk2U34R2g+4GznRaunFHC79Mk/vvOoSVInY3mO8kwDLbUh7h/0VZe/7oKt1Xl+/OGctiwzE6XI+yvMuxmThqTy6trUlcGOX509yX6XFLWkLZtQ22QpkiCPHe3Xb7bGFqChL8aDAPFlYlsOjjfW4IgCCCCeUHodnosgBaqRo81IZtcyPbspCDc5B1KzknPoIdbltLLFi+KowAtWEH9wh+kPGfzVw/gmXh90nn0RAQtWE5k5yK0UDXWwjmY3KXf7ntvn6SY2q3tbsSDhDa/Qu07VwEt65qbV/8bU+YhZB/3CFWvnQV6nHjDeswZqUtVpb12N2br7ymR8k+peuWU1n8biRD+5fcRrfqC3BOfQ3F0/oa93ez+ktySOHAf1P14L/Q3eW4reQdYAq0/MSky18ws5YWVFayvSU5cefn04qQVCr1lQ22QQ+/7hMY99vVf8MQyThuby4NnTSCnC/eFl/sjrK8J8OX2RgZn2JlS5KXIa2u3lF5vcFtV/nDSGBZtaaAulLxS4bbDhlLo2f8Eox3lsqa/xZMkUNtZ6dFXxeu2U//hP2j66D8YWhz39HPIPO4HmHOG9HbX+jQjkSDeuJNY+VoSgTqsxRNQfQWozr6Rn0YQhAMngnmhx+jxIEYsgGSy90pZLy1cj6FFkEyOHtsDnQhW0PDpr1oSlhkaIGEbciJZh9+XlKVesfpQrL6k5+rRhnZKwxnEGtZj8rVkVdcTEcJl71L9xrmgJ1ofZSmYSc4JT3Z6dlgPVSYF8rvE69YQ3PAijmGnE1z/LLLFl/oEA1giWEndwu+nbIuWLybu39IlwbzJMwTZlpXyPWEbchKSyUG8aQtICootG9nUfUGC0DuKvTbeu3omH22u4/Evd+CyqFw/u5Qxua5uS6C2vwLRBL98a11SIL/Ly6ur+OHhwS4L5rfWhzjuX58lDWo4LQrvfncmU4u9fS6gH5Ht5Itb5vLU8p288XUVWQ4z3583lEPyXPhs3bc6ZlqxF5MiEdfalh08bmQOWf1sFUu8fjtlfziKWOXuShQN79+P//PnGPzLJZizB/di7/ouPREjvP4Ttv35FIzoHn8zk08j/9L7MXn779Y2QRDEnnmhB+ixINHqFdS+8x0qnj+S6jcvJlKxBC2aLvVb19LC9YS2vk3VKyez88npVL9xHpGKJejtLEvuCnos0BLIr3l4j9JgBuHNr1Pz1mVo+6rhLrd/oyWbna3/rwV2Uv36OUmBPLQEk03L7kPXDnzvqt1uJ1zWUpotleC6Z7APPQXZmtHv6pV3BSMWINGYeukztMzadwXFWUTe6W+0GTAxZY0jY/adVL9xHjseHsmOR8dQ9+HNJPzbuuS6/YlhGOxsCrOmspkNNQEaQgNvz3aR18YFk4t48bKp/PeCycwfmkV2FwTJg0szW/87EA3hOC+sqkjb/syK9DkdOqIpHOeGF1e1WZ0QiGqc8NASdjb1zX3gpRl2fnj4MF6/cjpPXjiZeUMzu60CwC75biuPnz+pTS6FAreVP582Fk83DiR0h+DaD5IC+V205hoaPngAPdG91V/6q0T9Drb98fikQB4gsOxlGj/8J4aWSPNMQRD6AzEzL3Qrw9CJ7PiQqlfPYFcwGG9YT3jL/8g6+p84Rp6HvB/Lgw+UHgvSvPo/NCz6SeuxyLb3qdj2PjknPoN92KlIUveMaWmhqpYZ+RQiOz9CC1WnLScGoNgyMedMJla9rE2bZHZhcu+ehQhvey9tLfHmVf/CM+kG5DSJ9vZFluV2a5EbWgRJNpF76isojoIDuka/pphAMUOaAZN2l8d3gCRJmLMnUHDhF8TrvyHRvA1z1jhks5uKZ+e3lM8D0GIE1jxCZOci8s98B9XVNXv2+zp/JM4HG2q58eXVrQHdvCEZ/PPsCYzIdu7j2f2PzdS3vr4lQJElEnuXF/hWqkRv5U1hyhrCbKoLMTTTTqnPTr6n/e+DmmCMN9elTgDaEI6zqS5Iia9vrkpRZAmvredmw20mhRPH5LLmtsN4enk5m+uCHDcqhzmDM/vsa5SOHgnStOjxtO3+z58j49jvIYtZ5jaCXy/ASKT+fqp7+894512JKaP/VTURBKFF37obEAYcLVBOzbvfJdWsbt2Cm7EWH47czl7tTl8/XE3D4l+mbKtdcCOFedOSlrt3JT3alDbABtCClZA5Jm27Yssi+9iHqXj+yOSl1bKJ3JOeSwqcE807057HiAcw9PT92JdwOIxt0NE0ffH7lO3m3CmYcyaiuooHxP73jlJsOThHnk9g7aNtG2UT1oJZXXYtSZIxuUswuUsA0CL1VL129u5Afg+Jxg3EalYcNMH8sh1NnPHo0qRjH22uZ/79n7LkpjmUdKBmutBxmXYT508q5JEvtqdsP29S8vtwY22A4/61hM11odZjw7IcvHnVDIa2s/8/HNcwUo8XAFAT6NoqEv2dw6wyKsfFr44d2dtd6RxFQbKk/xuWLfaD8vtnf8SqN6Vt00ONGJpY0SAI/ZlYZi90Ky1cix6uSdlmJMJogfRBaFdI+LeCnvqLSg9Vo0Xquu3aLXkB0u/dVGz7LglmzhxNwfmfkXXMf3COuZSMuX+g6JKvsBTOSaopbis5PO05TJljkdQDD2Q0TUP1DsWcN6NtoySTOf9PmDyD+3U2+s6QTTZ8M3+BKXPsXg0quSc/h+LovpkiIx4kuvOTtO2hzW9027X7ktpglNteX5uyrao5yqIt+1cyUThwNrPKz48aTr677ZL/q2aUMGiPmeDqQJSzHv0yKZAH2Fgb5NzHv2w3IPfYTGTY0y8PH53b8/lYhO4nm6xkHH1T2nbfUTeiuruvMkB/Zh8xJ22bOW+EyK8iCP3cwXn3LfScfZVK6qYl7rtP3/6eQEnqvj8B2Z6DbfAJhLe0DahMWeOQ9zOzuMldgmnMRbjGXJT+MRmjMGWMIV7fNqDJnH8PaicTsMm2HHJPehr/igfwr3wQI+bHkn8oGfPuwZw1dt8nGOBUVzF5p79BvHE9kR0foTgKsJUcjuIo6NZtJEgKsjUDPc2glOI8OLY9hOM6y3emz8Hx3sZazp8slpECSXvix42bxKuvvZf2saecfBSrVi1v/ffGTamXt7eeO9PBpzfO4eVVlTy/sgKfTeWWeUMYl+8my7E7yK8ORFlZ4U95jmU7m6gJxNLmASh0WfjtcaO47sVVbdpOGJ2TcjBBGBisRePwzLyApsVPJh23DZ+Na9IpaZ4lWIvHY8oqJV67tU1b7nl3o3rzer5TgiB0GRHMC91KsWV9W2atbfIjyexC7eY91oqrGMnsSlmDW/UOR7Z1X1kWxeIh64i/UvNWM5GdH7UeN2WNI/fk51G7aC81gOrIJ/e012j87NcE1j0FWgyTbyQZ8/+EJW9a11zDWYhv5i9xT7wWdA3J7NzvmvL70lJWrxIjEUJSHSiOPGS1f92Uq858VGc+tqL5PXZNxZ6Le+INNH52R8p2x4izeqwvvUmVJQrcVnakSX42cgDume8Kq1YtT5nw7kCT4AEM8tm5ae5gLptejEmWsJvb3mYEou1v+wnE0ifkUhSZsycUYDMr/PR/31Duj+AwK1wzcxDfmzc0adBAGFhUTy65F9yL94hraVjwIEY8im/eFVhKJoqM7O0wZRQx6EfvU/H4DQRXvQWGgerNJ/e8P2IfMa+3uycIQieJYF7oVoqjgOzjHqHypRP2yrQukX30v1Ac3TsirDoKyD7uUapfOwsMfffVVRvZxz2CmuL6hq6hhaoBA9mWhawceMIi1VVEzklPo4Wq0YKVyLYsFEdelwbyu5jcxWQefh/eQ38GegLJ5OzyuuKSYup0mbu9JYKVNC29h+aV/2xJpqfacE24Fs/kW1L+foTdJFnBNfZywtsXEN1jwAgkso7+Z5f/rvqqPJeF248YzvUvtZ2tVWWJ08eK91F3qg1GqWyOsq0hTLbDTKHHRkE7iewyHSYkiZR732UJMvdRMi3TYeaSKUUcNTyLUEzDrMrkuSxYVLFneqBT3Tmo7hzsw2YBhtgnv5/MOUMouvYptOYa9EQMxeZG9RUi7Wv1pCAIfZ4I5oVuJUkSlvxDKbxoGf4VDxCr/hJTxmg8k25C9QxB6kSgvF/XV0zYio+k8OIVNK/+D/G6tVgKZuEceS5qisR7iebtNK95lMCaRzD0OI4RZ+OeeD0mz4HXr1VsWS1Z69tJdtdVZJMN2dR9CQW7mhb1U//JTwh+/d/WY0YijP/LP6FHm8ic94dvcw8I6ajOAnJOeIKEfyvhsvdQrBnYBh2F4shPKl84kEmSxBnj8/hieyOPLN2dgM1mUnjukikUe8We0F22bG3ZktGR2feNm6pZsWJFyrYdjWEue3oFH2zcnaRzcIad/101g5E5qd9/uU4LF08p4rGlO9q0XT6tmBznvr8XJEmi0CN+rwcrSRYpnzpKsXtQ7J7e7oYgCF1MBPNCt5NVK+aMUWTMvxsjHkJSbT26hFo22VquP/f/MLQYkmJJORqdaN5B5YsnEG9Y13rMv/w+guueIf/cjw/KGurdTQ9VE/z6iZRtgTWP4J16qwjm94PqyEV15GLNT5Gk8CCR67Lyx1PGcNvhQ1lZ7sdtVRmd66LAbcF8kM3YNoRi+KMJZEki22HGamr78+8K6iF1YL9nu6alXhYfiCb40RtrkwJ5gC31IY7712csumE2BSkCbrfVxP+dMBqfzcw/Fm8lktCxmRSumzWIH8wfisvav+qftycYS2AYBk7LwPmZBEEQhL5DBPNCj5EVc0s97l4iSTJSO8nIwtsXJAXyu2ihKppX/wffoT9HUsQNWVdqqSaQps6UoaFF6jExtEf7JPRfPrsZn9180GY0jyY01lQ2871X1vDxlnqsqsxl04r58RHD0pbmSzdDP7g0MymgT6WqOcqzX1WkbCtrCLOtMZwymAfIc1v5/QmjuGnuYEKxBA6zSr574CyVr/BHWLKtgQc+LUM3DK6cXsLcIRliNYEgCILQpUQwLwiAHgsQWPt42vbg+udwT7y+y/eg7y9di6IFK9FCVUiSimLPQXEWIHVzNYDuJpvaXwYum9LXmxYEIdk31QFm/vUT4lrLAFkkofPg4jI+2FjL+9fMbBNI7h3Ib9lal3RsXwF9KK6h6emLvu9Mk5BwF6tJYXDGgZfN7Ksq/BEuenIZCzbufu3e31DL5EI3L18+nSKx7UMQBEHoIiKYFwQASUFS099gSaq1w4litEg9WqCC0Lb3kJCwDTq6ZR+zaicRqiBe/w16pAFz9gQUey6KLXVmeC3SSHD9c9R/dBtGoqUus2zLJuf4/2IpnN2pBH29TbZnY8oaR7y2beIyc85kFFt2L/RKONiFYwkqAzEicQ2nRaXAZUFR+vbAWVM4zu1vfN0ayO9pfU2QL3c0JQXzDz300H6d96GHHuLyyy9P2eayqNhMCuF46mX4QzIPzsG4xVvrkwL5XZbt9PP62iqumVXa850SBEEQBqS+fXfSBZ544gmOOOIIxo0bx9lnn83KlSt7u0tCHySbbLgnXp+23T3hWpQOZKDXQjU0fPordv53Eg0f3Ub9R7ey8/EJBNY/R3jHh+x8bAJVL59MzVuXsPPxCdQtuIlEsDLluWI1K6j74PrWQB5AD9dQ+fJJJPxl+/9D9kGqPYfck55B9QxJPu4dTs6JT6LYRTB/MDIMgx2NYZaUNfDOumrW1wRoDMd65No7m8Lc8soaRt+1gEPu/pBJf1rI3z/dSm0g2iPXP1DN0QQfpAggd3lhZfJy+Dt/+6Okf++agd97Jn7vx+0p323h5rmpk4NOL/ZQ2E5G+4GqORrn759uTdv+4OIyavr4e0kQBEHoPwb0zPz//vc/fv/733PHHXcwYcIEHn30Ua688kreeustMjO7r7640D9ZsidgH3YGoY0vJh03583APuSkDp0rWrWU5pUPtjluchVR9erpoMeTjgfXP4s5dzKeybckLZ3XIg00LE5dQxw9TmDtY/hm3bFfy+0ToWrQYiCrfarkm8k7jPyzPyDhLyPetAWTdwiqaxCqU9QNPhhpusHynU2c/J/PqWpuCXokCS6bWsydJ4wiz9V9AWJNIMolTy1PmlWtD8W55ZU1JHSDm+YMRu2jM/SyJOGzm1pfs73luZKTju65pH7vAH7vtnQJ8DTd4OqZg9B0g79+soVIQkeS4MTRufzt9HHkODuf6NQwDMoawrz1TTUfba5jfL6bMyfkU+K19cn99YYBiXa2HiR0PWVJPkEQBEE4EAM6mH/44Yc555xzOPPMMwG44447+PDDD3nhhRf47ne/28u9E/oaxZFL5uH34Z5wDf6V/wQ9huuQKzDnTOpQYKlFm2haeneb4+acSUSrlrYJ5HdpWvpHnCPPQ3UWtB4zEiHiDevTXitWs6IlQ387if20SD2RnYtoWPQz4vVfo7oH4535c+ylx3ZqGbsWrkOPNgISsjUDxeo94HOpzgJUZwHWgpkHfA5hYNjeGObIBxfTHE20HjMMePiL7YzIdnDr/KHdtuS93B9JuTwa4Dfvrues8flpE8n1tlyXhRtnl/Kzt9om8QS4eGpRm2Pt7Ydvry0S19hUF+T3729gybZGLppSxOKb5pDQDdwWEzlOMx5b1yQLXVXRzPz7FzG12Mtl04oxKzJrKpsJRBOMy3P3ucEVt9XEFdNK+Hhzfcr2S6YUk+nov1ujBEEQhL5lwAbzsViMNWvWcPXVV7cek2WZWbNmsXz58g6dK92sxEC36+c+mH5+yZqJuWAuWfmzWiIIueVPpCOvgZ6IoIXb3ggrtiy0QHn654VrMPR48rXklrJ+kZ01KZ9jzpmMIanp+6fHCa57hroFN7ceSvi3UPv2FXim/gj3tNuQ1PT7WlO9Bww9gdawlroPbiRa+TkA1qLDyDz8z8ieER3OLSC0ZURq0YIVxBs3oToLUFzFyPbeWanQ058DS8oakgL5Pd394SYumFRIgbt7Sluuqw6mbWuKJPBHEn3q8zChGajK7r+3S6cV89a6Gj7ZkhxI/vnUQyh0Ww+473u/B77Y3siRDy5unYG+45313PHOen5+1HC+N28wTrPcJa9TTTDOhU8u4wfzhyJLEje/vJr6UBxFljh5TC53nzSGUl/fW8p/5PBMxua5WF3ZnHS8NMPGuRMLwNDpQ2+j/dIX7wf8kQQ1wTgN4Thuq0q2w4zPNmBva3tdX3wPCD1LvAd61v6+zgP2U6+hoQFN09osp8/MzGTz5s0dOteqVW2Tcx1MDvafv6O8bgeuosOJ13+ddDzesAH7kJPTPs+UOZb6phA7NqxoPaaqKoOn/oTIzuPbPkExYx5yNitWfJX2nMMK7DR88tOUbU1f3oNp2Pms3xlu/wdi93tAkiRGFJiofW4+hrY7U3Vkx4dUPDufjDM+Yv2OULrT9Ai3y4HVZJAwFJr8oX71pSNJEsOKXDR/cCWxys9ajyvOIjJOfJEttQqxWM/sHd9bT3wOOBwO1lToadvrQ3GaAkGqN3+d9jEHSpZlMqzpt5/IEpCIsWLFhi6/dkdYrFYUbx6vr6vj462NDM+0cfGkfEyRRmLBZv5x8lAqwkN5a10tXpvKiaOyUSNNbP6687+/VatWYc8q4DvPfZ1yKflv39/A2WOziVZt7fS1AMgsIdNuRpUlfvLmN62HNd3g5dWVbK0P8eRZIwnW7Oya63URRVF47oJxvL6ujoeX7kTT4YJJ+ZwzNpumHRup3ZJ6dVZ/0BfuByRJwplXwu3vbOal1VWtx+cPyeDB00YTrt7Wrz73+5u+8B4Qepd4D/QtAzaY70rjxo1DUfre3rzupmkaq1atOmh//o4wwrXo0XoMQ0e2uCHn+4S+fhQjvnumL+Hf2pK13lmEFtjR5hwZc/8PS8EIsgqSj+sxP5lH/5P6hT/AiLXM9CiOfLKPfxxz5jAmZqdfzpqo/QojHkjTaQ01Ucf40WMwIjXokQZkixfZmoVkbcmsv/d7wNCiNCz8QVIg39rPaBOJLS8yceoPoRdK5hmGjh7YTvDrxwlvX4DZWUT+pJtQvcOQzJ4e78+BMOIB6t67OimQB9ACO6h/4wxGnfsxsr1n8x309OfAdL0G2JSyrchjxedyklcwsVuuvdMfJddl5riROZw6Np+ErmNRZT7d0sC2xiDFmW6c3XTt/bWmKsCc+z/FH9m9euEvn2zl2YuncPwhgzArMiOA+cP23ELjBQYd8DX3fA9saoiyvib1CgbDgLW1Ec6cOPGAr7WnlZUBLp9ezA9fX5uyfUW5nybDzNQuul5XuznHw4VTijGALLu5ZUAo19vLvTowfel+IBDVuObFVUmBPMDCzfVc9vwaXrl8Gpn2rtnmIezWV94DRiKGEY8gWxwgi3vTntRX3gMHi12v974M2GDe5/OhKAp1dcnLnevq6sjKyurQuRRFOajftAf7z98eQ0sQq1lBzTtXts7Eq+5Sso56kILzl1D3wQ1EdnwISNhKj8GUPY78M9+hdsGNRLa9D4DiKCBj/j1Y8mekfJ0Vmw911AXYi49AC9eApKDYsr+tM9/+knZtH2XrJMVC7duXESl7u/WYpXAOOcc+guou2d2Hb98DiYifyM6Fac8X3vYu7kk3oFh6PniO1X5N+bPzWwc8AELrnyVj3t24xl6BbHb1eJ86Kt5cS2jTyynbtMAOtMB2TK7Cnu3Ut3rqc2BCgYcCt5Vyf9sBo98eP4rCbqzRXey1sfC62fzpw02c+/jS1jJvR4/I5qGzJxBK6DRFNcyq1K2J+NKpCUS59OkVSYE8gG7AxU+tYM1th1HajXXbFUVB3sdnjkmRu+x9kuUw47ao1ATSr0b5qryZGYNSl/XsC/LcA+s2qy/cD9SEIjz3Veota0u2NVIdjJHTC3+fB4veeg9ooSZiVRupe/tPxGu2YB85F+/8qzBnDkZSB9bfWV/XFz4HhN0G7LvfbDZzyCGHsHjxYo466igAdF1n8eLFXHTRRb3cO2GgSDRvpeL5IzESu5eqJ/xbqXzpRAou/Jyck57ZI0mcrzXIzTnhSfRwHYYeRTZ79xmYS4oZ1V2SFGDvD9mWjck3knhD26RYsj0HPVKXFMgDRHd+QvWbl5B7yvNg9u3VDyuKLZtE48aU11Mc+Ui9UPdeC9dR+/51SYH8LvUf/wj7kBP7RTBvxINgpF9mrqUpXziQFHttfHDtTC5+cjlfbG8EwGlR+NUxIzlxdG63Xjua0PnXZ2X8c8m2pONHDc/ilTUV3PvRFrbUhxiaaefO40dx5PDsNsnMDMOgOhBFNyDLYcLUhTc8tcEYX5X7U7aF4xrrawLdGswDZNhNTCxwsyJFP1RZYkKBu8uuVeC2UuKzYVZkYlrqv4tirwjaDjb+SJx2CgZQ3RyFvlOwRegCWjSE//NnqXh4d/Lq8MbF1L/7V0p/8hG2wVN7sXeC0Lv6VhrYLnb55Zfz7LPP8tJLL7Fp0yZ+9atfEQ6HOeOMM3q7a8IAYOgazWseSwrkdzdqNC35PZJixuQZjMlTmjRbrVh9mHzDMGceguoq7Lakcaojl+wTnkTea6ZcUm3knPAUDYt+nvJ50YpP0UJtk+4pVi/eabelvZ5n0s3IaudnTg1DJxEoJ9G8I2Uywb3p0QaiFZ+lbjR0IhWfd7pPPUEye5DU9MGY6hnSg73pPSOynbxx1XTW/vAwvvzePFbdehg3zint9izg2xrC/H3R1qRjF04upCoQ5aaX17ClviUfxKa6EOf9dxn/+Xwb0fjuvbk7m8L8bdFWDrt/MTP/+gm3v/ENW+rTJ9XrqPZKngGE4+kHgrpKttPCv8+ZiMPcdpDib6ePJbcD5ejKm8JsqQuxsymMnuJnU2SJUp+di6akXo3itZk4JK/vD9IJXctlMdHeV2aOq3sSZAq9R2uqpOKx69scN2Jhyh+6nIS/uhd6JQh9w4CdmQc44YQTqK+v57777qOmpobRo0fz0EMPdXiZvSCkYsSDRMs/SdserfoSPdaMbEqfLb4nmLPGUnDhUiLbFxAp/wxL9nhsg49Dj4eI1a5M+zw92kCqOUVL3gxcE66n+au/Jx33zrwDk29Ep/ubCFYS/OYZmpb9CS1UhSV3Ghnz7sKcNR7Z7Ez5HKOd2WwgbTnAvkZx5uGe8j2altzZps1SMAfV0TsZ7XtDlsNClqPnbsrLmyJ8UxMgkkh+L50zsYCzHl2a8jm/emc9Z08ooDTDTnlThDMf+YLPtze1tv/po808vmwHi2+cw5DMzn8OZNhNFHqs7GxquwVBkuixwHZ8gZsV35/Po0u3s3BzHYO8Nm6eO4RhWQ4cln3fVtQGo7yxtpqfv/UNO5oi5DjN3H7kcM6fWNgmEMt0mPnVMSPZWBvkoz3KvWXYTbz5nRkUebpv24XQN+W6LJw1Pp/nvqpo0za9xNuhAaXOMAxDVG/pIdGdq0FL/T0e3bEaLVCH6s7p4V4JQt8woIN5gIsuukgsq+9H9HgYPeZHUswoVt++n9CbVGvLTOnO1AG96ipGUnp/CagkSZjcgzAdchmuQy5rPR5r2ABIQOrZPtmaeh+qYs/GN/MXuMd/l8iOhSArWIvmo9rzWpL/dYIWrqXugxsJbXql9Vi0cgkVzx5O7umvYx90dOo+WbyYs8anHZyw5B/aqX71FFmx4JlwLSDhX3Zvy7J7ScEx/Awy5t6FYs/e5zmEA7OivAndaJkN1r6dJZYkiMT11r3zewvHNWqDMUoz7Czd0ZgUyO9SE4jxl4+38IeTRmNRO7fkvsBt5cEzx3PKw59j7NWl2w4bSo6zZ7a4KLLE0CwHvzx6BIG4hlWV9/tniyY0/vP5dn78xu6KBNWBGN97ZQ2baoPcefwoXNbk5GVFXhvPXTKVnU0R1lQ2k+eyMDzbQZHHhiyLYOpg47aq/OmUQ4gmDF5ds3vr0ezBPv57wWSyuzmYj9fvILzpM/xfvIDqzcM75zJMWYNQ7N5uve7BzNDbH7Df54C+IAxgAz6YF/oHXYuRaNxE09K7iZQvRnHk4p32Yyx5U1FsfXQlhRbFOeYSAmsfS9nsnX47itXbs33qAMWeg33YqRx6wzuAAmh8cEvLMmJr0WEotvSBo2L1oVh9mDNH7/f1DMNAC5ajhaoxtDiKPQfFnots2j2zlgiUJwXyezybugU3Yz77A1RH282Qij2HzKPup+K5I0BLTpblnvIDlBTP6asUew7e6T/CdcilGDE/kupAseekXZUgdI1nVpRjNyucOS6fZ79NrmUYLQnd2mNWJBKazsOfb0/7mGe/KueHhw+lsJOzyJIkMX9oJotvnMPP3vqGL7c3UeKz8fOjRjB3SAZua89m8FYUGc8+Xp+9Vfqj/Prd9Snb7v90KzfNHdImmIeW5f3ZTgsTC/tHZQqhexV6bDxy7gSqAqNp3FVn3mkhq5u34sRqy9j2h6OIVe3OG1P/9p/JPe8evPO/g2LvupwRwm7WonEtVXJSBO3m3OEojswUzxKEg4MI5oU+IVa9vCUQ+3Y5dKJpE1WvnIJ76q14p/2oV7Kj74sWqiaw9r9kzLubhkU/w9CiLQ2SgmfqrahdsOS8OykWD5mH3QuM33UEU+ZYFGc+2Uc9iGLL7LJavYaWIFr1BdVvnIcWbFkaKSlWvDN/ieuQy1BsLV/E0Yolac+RaNyIHvVDmsDckj2RwguX0rT0j0TKF6HYc/FO+1HLgFAffP+0R1YsyO4DLyUmdJzPbuIfi8t46qIp1IdivLehFoD6YCzt0vYhmXaynRYkCaym9EGtWZH3mQV+fzktKtNLfDx78VSCsQRmRe72mciuVBuKEYql/lzRjZa8A8OyendrktA/eO1mvPYDD971WAQt1IAkq6jufa960mMRal/7XVIgv0vV07finHCCCOa7ieLJJfus31Lz3E/2alDJv+JfmLz9Z8BeELqaCOaFXpcIVVP7/nUp9zX7l96D65DL+2QwFqv/hsDaR7ANPpHsE55CD9dgGAlUZxHB9c9hxJqA4t7uZrv23gbgnnQjtuLDUV1d2+9E8zYqXzwuKVmgoUVo+OR2TL7hOIaeAtAmUV9yZ2UkOf1HlqSYMWeMIvPw+/rPVg2hz7h0ajH3fbyFC59Yxo8OH8rN84ZQHYhS7LHx9EWTOe5fSwjuEYS6rSrPXzKVfHfL39DVMwfxzIrU5bK+M6OEnC6eMfTaTHht3TMT3xCOUeGP8v6GliSYRw7LxubtmhVStn0sx3eaxW2J0L0MXSNWvZm6N+8hsPJNFIeXzGO/j2P8cZg86YNCrbmGpkWPpm1vXvYKloL9X60m7D/F6sR32NXYhsyg9rU7SdRtwzr0ULJO+jHmnKG93T1B6FXiW1PodXq0kXjtqrTt0YrPMPuG92CP9s+uEmzhLW8Q3vIGssUHsoIebpnR87ST9b0v0CL1NH7xh6Rjde9djeouJe+sdzF14cxwaNOrqbP+Aw2f/gpr/qEo9hwsedNAVkFPtHmcrfQE5P3YciGbbElL9wVhfwzy2fj50cP5zbsb+NU7LcvAHWaFUTkOXr1iBitvPYz3N9SwbGcT04t9HDY0k5I9at6PyXFx/qQCnlqeHNCPznVy6bRilBTL0euCMaIJHZdFSbm0vDfUBqPc9cFG/rhwc9Lx780t5ce5cbKdndv3n+U0My7fxaqKtmUkC9xW8tz9Z5XBQGfoGonGchJNVRhagmHZboxEFJTuLX/Y3WKV69lyx3T0SACARP12yh+6HOfEkyi48t9pE6kZho4Rj6Y9rxZq7I7uCt9SnRk4xxyBrXQKRjyCbHUhW/r3e1EQuoII5oVeJ+2jQqIk942b3L2ZvMORFCuG1rL8Vo827G7LHIts7Vt7uAaX7u7PuHGTeO7f9+Bfdi+QnAE74d/KSUdOZv0elek2bupc2Zdo1Rdp2xKNGzC+3eeuOPLJPv5xav53YdLeOMVVTOb8e1A6mWBPENLJsJu5ee4QTh+bz2NLt1MXinPepEIm5LtbZ9+vmpF+gCvHZeFPpxzCldNL+OuiLYRiOpdNK2Lu4EyKvMmDS3XBGEu2NfCbd9ezvTHClCIPvzxmBCOznfuVDb47fVXubxPIA9z78VZOGJPHkcM7l9Qzx2nh6YumcPgDn1Id2J3fwm1VefWKaRS4ez9pqAB6PEp4wyJ23H8uWnPLALVktpFzzh/wzLoQ1dE/Vz1pIT9Vz/yoNZDfU2DF68SqN6cN5mWbC/vI+YTWLUzZ7pp0Spf2VUhNsXuAvrdaUxB6iwjmhV4nW31Y8qYTrUxRC1ySW2Zr+yDFkUfWsf9pCTz3yAgvmRxkH/tvVHvfLZOyatVyRk0/Ekjem3rEnx2wj8GVA2HJO5Tg+udStpl8I5GUltk4WbViLz2ewktWEtzwIommrdgHHY0lf3qXL/0XhL1l2M1k2M1tkqxF4hqBaAKbWcHRzjLwXJeVXJeV2aUZaIaBPcVjm6Nx/rZoC3e8szsJXPnaCG98XcXrV87guFG997nRHInzhwVt9wPvcveCjUwv8eKydG6AdXSui89vnsvG2iBbG8Jk2k1MKPBQ4rW1lvpqjsRpiiSQJch1WlKubBC6T7yujLJ7jksqB2bEwlT990Ys+SNxjk1dWaSv08ONBL56I227/4vnsA9LXf1EdWSQd+G9bL5jRpsyafZRh4nl3oIg9Arx7Sj0OsWWSeZRDyCZ29ZIzph3N4o9txd6tW8tgedxFF68DNeEa7CVHIV35h0UXvgl5qzx+z5Bn7D3R0D3fCTYh56EpKZeDueddUdSyTXZZMfsG4Fv+o/JPvpBHCPOFIG80CuiCY2vq5q56eVVHPmPxVz4xDIWb62nMRxr93kWk5IykAeoao7xmxTZ3HUDrn5+JeUpEu31lKimJ82W76060LItoLNiCY24brC+JsjaymYkSUKVJWRZIp7QWVPZzCVPrWDkXQuY8ueP+f0HG9nZlHqbjtD1DMOg8ZNH09b1rnnxFyQC9T3cqy4iSUhK+gE52dz+sm1zwSEMuWMpzoknI5ntqL5Ccs69i8Jrn0D19M17FUEQBjYxMy/0CebMQyi84AsC3zxBeNsHqK4i3JNuwuQb3qdLcslmJ+bMQ8icfy+GFkVSrUhS3xwj27K1Dkhebr8vGzdVs2LFik5fW3UVk3fWu9S8cT6J5m0ASKod3+zfYi2Y2enzC0J3+HxbI0f9Y3FrnflVFc28uqaKv50+lsumFacN2NvzTVUzeuqy9WxvDFMXilHgObCl5pqmE9N1rKrSOsMNENc06oJxFFlqN/O9x6pyzIhsvir3p2w/ekQ2HmvnbhviCZ2PNtdz4r+XtL6uf/poM8VeGx9cM5NIQmPanz8m8u2gQTiu8Yu31/HG11W8eNm01i0PQvcxEjGi21akbY9VbcCI98/BFcWZhWfmhTR+/HDKdve0s9t9vmwyYy0eT+HV/0WP+EGSUT15SHLXfe/HG8oxYiFQTKiePGSTyCMhCEJ6IpgX2uWw21uytGMg2zKRle6p4SpJMibvELzTf4J70s1IigVZ7T9fYJKsIMn9IxHLrqBeC1Yx7JAxbdoX3KZTcP5izBmjuqw0nSSrWPOmkX/uR2jhGtDiyPZsFEcestJ/fs9708K1aJGWXAmK1YeyHwn6hP6hwh/h8mdWtAace/req2s4flQOgzM7/hVqUtu/6VfljpewC0QTbKkP8eDirWyuC3H4sCzOGp9Pqc9OWUOYBxdv5cVVFdjNCjfNGcIJo3NSBsUmReE7hw7igcVbCUST//adFoXvHFqCSelcArxyf4TTHvmizeu6vTHMdS+u4oxxea2B/J6WbGvk66pmEcz3AEk1Yxs8jcBX/0vZbi4YjbSPGey+SjbbyDr15wRWv0OiYWdSW8Zx30fNKNqv8yh2d5eXodOCDQTWvEf1M7cRry1DMtvxHvZdsk64FZOvsEuvJQjCwCGCeSEtPVRJTvAdql54CCMRxj7sdNwTr8PkGdxt15RkRSQ56yGpAnmAw++W2Xxt91QPUJ0FqM6Cbjl3TzK0BLG61dS+dw2x6mUAmHMmk3XUA5gzx7W7jFPoH+pCMTbXhVK2xTWDdTVBBmd2vB76iGwnVlVOGbCOzXOR2cESduG4xitrKrn4yeWtx95eV8Pv3t/AB9fM5LKnV7C6cnfm+O889xWHDc3kiQsnpwyMB2fY+fSGOdz88moWbGoZ+Dt8aCZ3nziCQQe4YmBPa6ua09aZf29DDdfOSp9k8PmVFRwxfN/1wIXOkSQJ96yLqH3jLox4220fOWf+pt8mwAMwZw9m8M8/pXnlmzR//hyyM5OMo2/EUjAa1ZnRK30yDIPAyjfZ+eCFu4/FQjS882ei21ZQdP0zaRPzCYJwcBN3nEJKiUAF1W+cR6xySesx//K/EPj6vxScvwiTZ0gv9k7orL2X2m9Ys5bhewT3Q4bktM7gC20l/FupeHZ+Urm9WPUyKp49jMILv8TkG5b2uYZhoAUr0EI1YCRQbNkojnwkpW9WbRBSkzo+gQ5AvsvCf86byIVPLMPYY3LaYVZ45LyJ5LSzDD6VCn+EK5/5qs1xfyTB1c+v5NyJBax+a11S24eb6lhTmXqWW5ElxuS6eO6SKTRGWkpEeq0q2zd+g1zY+QCuIZx6HzaAYYCWbg8C4LOJv5GeYs4cxKAfvceOv5/bOoMt29zkXvhnrCUTe7dzXcCUWULG4VfjnXkRqCZktXtWHe6vREM5VU/fmrIt9M2HxOt3iGBeEISURDAvpBSrXp4UyO+iR+poWnovGfPvRlbFcsf+6KGHHmp7UGtbO/eBP/2c7978q+7vUD+jazH8Xz2YFMjvYiTC+L96AN/c36fckmJoMaKVS6l+80K0QMsNsmR2k3nYn7APPRXFIsrt9BWZdjNDM+1sSjE7b1ZkRmQfWC4Pq0nh5NG5rPj+fP6xuIz1NQHmDcnk/MmFlPo6vnR5TWUzMS11UrovdzTxkyPbrrKZXOghmtD5proZsyKT7TTjspioDUbZWBvkH4u34Y/EuXhKEdNKvHisKlsSiQ73LZXxBelXXuW7Le0G7OdNOriWGhuGQVlDmIWb6/i8rIGJhR6OGp5Fic+OcgDbMTpCUk3Yhs1i8C8/R2uuxkgkiKoOXHlDUMz9d2vU3mRrx1fXdAc94ifRWJG2PVK2DFvp5B7skSAI/YUI5oU2DD1B89pH07YHN76Ad8aPkZ0H141VV0uEqtFDNejxIIotA8WWg9wDWwzu/O2Pkv69ftUKKp47kg9uaU4qTfeH++7nqquu6vb+9DdGzE9kZ+o6wwCRnR9hxPyQYv98onkblS8ei7HH4IkR81P7zlXknTUYW9Hcbumz0HH5bisPnzuRI/dIgLfLX047hLwOzqDvyWFRGZfv5s+nHkJU07GpCvIBBmepluvvae+J7mtmDmJigYfrXlzF9sYwsgSnjc3n7pNGc8+Hm3hgcVnrY19aXcn4AhevXzHjgPqWSr7Lylnj83l+ZdvA5d5TDmFMrotD8pysqUyuA/7r40ZS3AXL/PuTlRV+Drv/U5oiuwdSHGaFD66ZydRib1KSw+4gSRImXwEmXwGaprF2xQomForbxu4gqRaQFdBTb0FR3X0jU77X5UCr30487Eey2FBdOd/WfRcEobeIT2UhBRmpnVl3STYjqhp2TrxxU8s2hppvl8dKMs7RF+Gb/VtUR163XnvL1rrWZfabt9TiX/F3Ev6tAHxwS5Aj/uz89v8DBNc/j9N1Yrf2p7+RFCuKIx9q2i5tBlAceUhK278fwzAIfP1kUiC/p4ZPf4n5lBdQrP13L+pAM73Ey4rvz+evn2zhs7IGhmbaufXwYYzKdmIzdy4RHICqyKidrJ8+ocCNJJG0ZH+XIZl2agK732+jcpxML/FxxTMrWo/pRste9eXlhUmB/C4ry5t55IvtnFnStnTogch0mLnvtLFMKfJwz4ebqQvFGJPr5O6TxjCzNAOvzcRb3zmU5TuaePqrcrIcZi6bVswgnw2vLfVS6NpAlHBCR5Ul8lyWbg9ye0KlP8LZj32ZFMgDBGMapz+ylCU3z6HQY+ul3gldTXHn4J52Fv4lz7RpkywOLMW9X+5WD9TiXPMcm968CyMaBEnCMe5Y8i99EHNW+lwXgiB0LxHMC21Isoxr7HcIfvNUynbX2CtQ7GLv1oFKBMqpfOlEEk2bdx80dAJrH0O2ZuCb9Ztuz+TfmtE+0kDgmyeT2j64ZfeMWHDd07hmH9+tfelvZLMTz9RbCW99K2W7Z+ptKcspGlqUaNXStOeNN6zDSIQAEcz3FWZVYXSuiz+fOpbmaAKbST6gcnTdKddp4db5Q7n7w01Jx2UJ/n7GOP780e7Pme8eOog/LNjY5hxHDc/m5VWVaa/x4OIyzhgxtsv6nOe2cuthw7hoShEJzcBmUshx7f7MK/TYKPTYOOmQ9gc2/ZE4X+5o4rbX1rK8vIlCt5XbjxjOGePzyHX171n8mmCMjbXBlG3l/gjVzTERzA8gitVJzjl/ILpjNdGda1qPS2YbJd//HyZv766ENLQETZ/+l7qXf7HHQYPgyrfYfu9JlNz2LiZv905ECIKQWt+6KxH6DHPGCBwjLyC4LjnQM/lG4hp7BZLc+Vmpg1XCX5YcyO+heeU/cE+4DtlTut/n08L1LUGgpKI6O/hlKint5j6QFAsG/X+Wq6uZs8binfkrGhffAeyaEpXwHvoLzFmpgx5JsWDOnpB2EMDkHYqkipvzvsisymT2coKsXaoDUWqDMeKaTobdTIHbym2HDWNmqY8739vAzqYI04q9/OrYkYzMdjAm18U762p4YtkODsl18k11oM05zYpEOJG+DGU4rh14xr80FFnqVDBqGAbvbajlrEd3D5DtaIpw/UurWLqzkXtOGoPP3jd+Zwciuo/tE+39voT+yZxVQskP3yVWuZ7wps8wZZZgG3ooJl8Rktq7t+uJxnJqX/1tyrbojtXEa7eKYF4QeokI5oWUFHsOvnl3YRlxAZGvH8KIB3GOvghr4VxU1/7VYRVSizdtSttmJMIYidSzMXvTY83EaldR//HtRKuWojoL8Ez9Ifahp6A69m9/nWJx455wPZGdn6Rsd0+8gbKgzkD5ik6EqkHXkK2+TiVwVKwZeCbegHPE2UQqWhJFWvNnoNhz0+Y9kCQJ55iLafryT6C3zejtnflLFGvvlEUS+j7DMFhd2cxFTy5jVUVLqbksh5m/nHYIJ4zK5bSx+cwZnEk0oeOyKLitLYnk7GaVK2eUcM7EfOpDcdxWFf9eS7cXlzVw+xHDeSHFPnaA08bmIcdTl+nrLeX+CDe9tDpl28Ofb+e2w4b262A+y2HGblZSlvEzKS3bCYSeoUdDGFoc2ebu9i0cJm8+Jm8+jlHzu/U6HaVHg+ihxrTt0Z1rsA87tOc6JAhCKxHMC2nJ1iy2BnI55NhHkTGQTR3PtCy0ZfIMTdsmqTYk0/5l143s/JiqV05r/XfCX0bdB9cTrVxCxry793vvtaVwNrZBxxAueyfpuLX4cCxF84isa3uD31peLVwLGCjWLBRnPpLUN3MpJAIVhDa/hn/F39FjzdiHnIRn8s2onsEH3GfZ4ka2uDH52mYLT0d1DyLvtNepfvNC9HAt0PI79829C0uOyFQ8UASjCWpDMTTdwGszkdEFQWVZQ5g/f7SZO44dRULXMckyW+tD/Oj1r8lzWTl8WBZZ7dSod1lMWFWFG2aX8rv3k5falzWEsZlkJhW6Wb7Tn9Tmtqr8+IhhNG9fD/SdfbGN4Tjl/rY10HdZWe5nVE7X7PPvLH8kTnUgxrqaAHaTwpBMO/luC2Yl/Qq3fLeFO44ZyW2vr23T9sPDh5Ergvlul2iuIbp9FXVv/xk91IBr6pm4ppx+UO4Pl0xWJJMFI54654vpIHxNBKGvEMG80K5EIoEkm5HbuekQOkZ1D0L1DCWRYobeNeFaFHv+Ps+RCJRT98FNKdsCax/DM+UH+x3Mq448so55iHjtavyr/gWGgWvcVZizxyNZs4HkYF5PRIiWL6bm7cvRguUAKPZcso7+F9aieX1u0CcRrKT6rUuI7tidgb555YME1z1FwXmLMPlG9FhfZMWCtWgehRd8jhaqwtATKPY8FEdet+dJEHrGlroQP33za55fWUFCNzh0kJe/njaOcfkuzOqBf47ubArjs5s4/79fti7BHpPr5B9nT+Dvi7YyPt9NZjvBPIBJkblu9mCWbm/infU1rcetqkyhx8rLl0/j8S938OCnZYTiGqeNzeNHRwyj1GNl5bb09d/TiWs6kYSGXVVQOpnob2+mfZxv18qE3lYTiPLHhZu458NNrZUFHGaFpy6awpHDs7CZUr8nLKrCZdOKKPba+Plb37ChNkhpho1fHjOSE0fl4OhjuRsGmkRzHdUv/JzGBf9oPRZa/wl1//sDpT/9BHPOkF7sXc9TPXl451xGwx6vxy6KKxtL3she6JUgCCCCeUHocaqzgLzTX6f6jfOJ1axoOSjJOMdcimfyLfsV1OmxJhLN29K2R6uXY84cvf99cuShOvKwFh8GhoGktNwIa1rbJZ4J/xYqXz4R9N1LdbVQFVWvnkbBBV9gyR6339ftCfH6b5IC+V30aBMNn91J1lH3I+/naoiuIMkKqqtIbFcZgLY1hpl//yJ2NO2eMf6srJFZf/uEL2+Zx9j8Ays9aRgGn21r5E8Lk3NtrK0KcNnTy7n/jHEt+9r3Q4HbyuMXTGJnU4TPtzeS4zAzodBDoadlpvhHhw/n8mkl6IZBhs2Ezaym/BxoTzCWYEt9iL8v2so31QFmlPi4Ynoxg312TGrXBPVZDjNzh2Tw8eb6Nm12s8KonLZJKHvDgo21/GFB8sBtS0b6L1h162Ht9jPTYeGciQXMG5JBTDMwKRL57v6d2K+/iNdtTQrkd0k0VlD72p3kXfw3ZPPBk+NENtvIPOXnRGvKCK3enfdF9eZTcutbmDKLe7F3gnBwE8G8IPQCk3coeae/gRb+ts68NQPFnoNs3r9loZLc/qzT/p6n7Xnb/0jQtRhNy/+WFMi3MnSalt5N1lEP9qnZ+UCaqgwAoY0voc+5s0eDeWHg+nBjbVIgv0tcM/jF2+t49LyJuA5gxrjcH+FPC1Pn2qgJxGgIx7Go+7+XN9tpIdtpYWJh2/rQity5gDGmaby9roazH1vaWi5v4aY6/vLxZt6/ZiazSrsmL0SG3cw/z5rAYQ98SlXz7qW/qizx3CVTKPD0/kqX6uYov3lvQ8o2TTd44ssd/Ob4Ufs8T54I4Huc/7Onkw9IEo6xx+CafCqSyYYWqEPOOLgGZBVPHpYz7yXv/HuIVW9EdedgyijGdJC9DoLQ14hgXugzEsFKEk2biVYvR3WVYM6egOosHLCZ8xV7Noo9+4CeK1szsRbNJ5JixllSLJizumd23IgFiFUvS9seq/kKIx6APhTMt5chXlItILL1C10goem81E55tw831dEUTRxQMB9J6FT4U+9VhZal/dnOvhHwVTRFufSp5W3q3kcTOpc8tZyPr5/dZbPLI3OcfHbTHBZtqef9jbWMynZy2tg8ir22dvej95SYrrOtIZy2fU1VM5quo8h9M9fIwczQdicple0eCr/7GMGvP6Tm5TswoiGCE08i+7RfYs4dNmDvUVIpbwiSM3Ei1qJDersrgiB8SwTzQp8Q92+j6tXTideuaj0mmV3knf4/LLlTD6ovy/2hWH1kHvF3Kp8/Ei1UtbtBksk+/r8ojuT883oi0ppwTbZlIh9gCTTJZMfkG0ms6suU7ap3GJLadwJ5ANfoC2n+6v6Ubc4xlyIf4ICKIOxJkSUK3OlngzPtJtQDzIRtUWSynWZqArGU7RMKDmz5fnfY1hgmmCIDO8DmuhC1wViXLhUf5LMzyGfngsl9b3bQYVKYWOhOuRUA4PBhWSKQ76PcM86l/p2/AJB34V+ofuHnRLevbG33f/YUgRWvMfhXS7Hk7/9+cS3cTKKpguDqd9EjzTgOORpTVgmqS3wPCYJwYMS3iNDr9FgzDR//OCmQBzBizVS9fBJaYOcBn9vQExiploT3c4lgBZEdH5J11D/ImHsXjpHn4Z3xUwov/grboGOSyq7Fm7ZQt/D77HhsPDseHUvdgpuJN6auc78vsmrFM+V7pJvN9k7/EbK5b+xV3UX1DMY1/uoUx4fgmXQTstIz5au0cA2xujWEty8gVrsaLVSz7ycJ/YYkSXzn0PQZnX8wf+gBZyAvcFu5/YhhKdt8NhMzBu1fssueoOntJ8rT956yH8B8djO/Oz517hKPVeWkMftXQlToeeacoTgnn4opswQjEU0K5HfRIwFqXvk1enT/yslqoSaaFj3Gph+PovLxG6h+7na2/Goq5f/5DvHG9Kt6BEEQ2iNm5oVep4VrCG58KWWbHm0i1rAO1V3SoXMmgpXEalbSvPrfAC3Z2bPGoTr6f8V0LVRD7TvfaS0lZ8oYg8k3gsiOj7EWHYY5Y/csQdxfRsWzh6EFd2ekD6x5hNDmN1oyuXtKk88d9YMeR7Z4066GMHmGkH3849S+dzVGvOUmRlJtZB5+H2bfvvd/9jTFloXv0F/gGHEu/q/ux4g14Rh5Hrbiw1BdPZO0J+HfTvWbFxGtWNx6zJw7lZwTn8LkFiV9BorSDDt/PHkMP3gtuZzYyWNyOHVs3gHXqJZliQsmFVHWEOZvi7a2BsyDfDZevnwaJd7eT8QVS2js9Efx2kyYFZmYprd5TK7LQmY/rv1+IMblu3j+0qnc8OIqKr/d2z8+381j50+i1Nf7vzchNdWdQ8FlDxKt2kjDu39t0y7bPZh8hYQ3LkYLNiBb9p13JV5bRuXjN7Q5Hlj2Cs1jjyHjyOu6pO+CIBxcRDAv9DojEQUjfbZkLViVti2VRLCCmrevILLt/dZjoY0vYR10DNnHPNTvA/pE87akmvDx+rXE61uCh7oPbyHvzLdR7TkYhk5w/fNJgfwueriGwNeP453+EyRZQQtVE638gqZlf0aP+bEPPQ3n6AuQHW2XrspmF/Zhp1GYP6Nl1YRhoLiKWsqrKb2fdCoVxZ6NzZ6NJX866IkeTdCnheupefeqpEAeIFa1lJo3Lyb3lBdRbFk91h+h+3htJq6cXsLxo3N5Z101zdEEx47MYZDPRrazc38bOS4LvzluFDfMHkxVIIrdpJDjtFDg6f298pG4xgcbaznz0aWcPCaX248cxh3vrKfQY+W8iQVkOcysqwly1rh8CrpwiX19KEZNMEY4ruGzmShwWzD1gb3ye3JbTZw+No/pxV7qQ3FMikSmw0xOJ98PQvdTPXmonjyaFj3eekxxZZNz9u+RLXZilRswZZWgxyMYhrHPwbqGjx5K21b31h9xTz0D1dO/708EQeh5IpgXep1kdiLbstHDqZcdm7PGduh8kR0fJQXyrcfL3iG6cxHqiDMPqJ99RXjHR2nb4nVrMGJ+sOegR5sIbngh7WODG1/GNf4aJKBu4a0E1+3O3hurXo7/q79TcM7ClDcosmJGdg/qd7PKsmKGHlpWv4sWriGyfUHKtmjFZ2ihmoM2mNc0nbhuYE1Ta7s/cttMuG2mbimN5rSoOC0qQ7P6VvWFHU0RTnv4CxK6wfMrKyjNsPPJ9bPY1hjhwcVl7GwKM6PER7HPRkzTsXZBDpRNdUGuemYFC7/dj+6yqPzqmBFcPLWILEffCpQlSaLIa6PIa8MfidMUSbCzKUyO09znBh+Etnzzr6Txw3+2JsKrfOJmYpXrW9sVVxaDfvge1pIJac9h6BqJ+h1p27XmWgxt4G0JFASh+4lgXuh1qqOAjNm/ofa9a9q0WYrmoToL9/tcWqQB/4q/p21vWvE3rIOOQrG0LcnUXyiWdvbHymrLf7SUmWuvRJ1sciDJKvGGDUmB/C56qJrGz/8P39BbO93ng5kR87fbrseaeqgnfUdzJM6W+jAPfraVKn+U780bgg58XtZAocfKoYN8FHqsmFUR6HSlbQ1hlm5v4LOyBkbnujhsWBbFHiuq0rn0OW9+U01ij73y9aEYL6+p5J4Pd+fm2FQX4tmvyvngmpnMGZLZqevtbApz9D8Ws7V+d6b45miCH7y2FrdV5YrpJQe8paG7xBIa62qC/PiNr3lnfQ1Os8LVMwdxw+zBFPWBbRJCeqacoWQc931k1ULtG3clBfLQEohv+9MJDP7F55gyUt+vSLKCa/JpNH+ZekuhfeR8ZFvfSWQpCEL/IYJ5oddJsoJ96KlkSQoNn/4CLViBpFhwjrkU74zbO1a+zdAwEm3rPO9ujrS7pL8/sBbNBUkGo+2eVMewM1BsLa+XbHbhmXRz2llhz6SbUaw+GlIE8rsE1z2Dd9wPuqbjBynJ4qUlYWDqxF9ye4MzA1AoluCFVRVc8cxXmBWZ5y+dyi2vrGHZzt2DGhZV5tUrpjF/SKYI6LvIuupAm5rsdrPCu1cfyoxiH7J84MHv5rpQ0r/PGJfPKf/5vM3jErrBVc99xYfXzSLPdeDL7b+pCiQF8nv6+VvrOG5UDoWevhUgr68JMv0vHxNNtHxuN0US/GHBJt78ppr/XTWjz/VX2E11ZpJ18k9I1O+k9vXfp3xMoqGceMOOtME8gH30YagZRW1n6BWVnDN/gyKCeUEQDoDIZi/0CYotE+eYSyg4/1OKLl1N4aWryZh/T4dm5QFkawaOkeelbXeOvKDfB0+KI5+sYx9m74zyqnswvtm/RTbtXoJryZuKY8Q5bc5hH3oKlsLZLf9IMSiw28GTebq7KPYc7MNOT9lmG3wCij2nh3vUuyqbo3z3uZbM0GdPyOf5leVJgTy01CQ/5T9fsLMp/cCcsP9qA1EufmpZUiAPEIppnPLvL9jp79zrfOSw3TPtBW4rm2qDpEtqv74mSH0onrpxP+39ftlTZXOUcLxvDdj6I3F+8ubXrYH8nlZVNPNVefurd3bRdYMdjWGW7Wjky+2NbGsIk0iRaFDoeqozcx/flaAF6tptN2eWUHr7QtwzzoVvt5pYh0yj9GeLMOftf3k7QRCEPYmZeaHPkCSpw8F723PIOEachf+rv6M1b09qU92DcAw/rc8tv+wo2WTHMeQULJesJLjhRbTmbdhKj8OSOwXVlZywTrHnkHnYvbgn3Uhg7eOAjnP0RajeYajfBpHOUeenrcPuGHkuTSEQ8wUHTrF4yDzsT0iyieCG5769IZSwDzuNzPl/QrH278GljvpyR1PrkuyTD8nj0qeWp3xcNKGzuKyBwZl9a394f1QTjLF0e+oAuC4UY3tjmOJOLPWeWOihNMPG1vowumHsc9l+JxYBADCsnZwBLouKuZPbBrpaUyTBO+tq07Y/91UFJ4xuv0xdOK7x0aY6Lnl6OTWBGNCScPGfZ43n2FE5uCzidq67yQ4vktmOEQulbDdnD97nOcw5Q8i/4iFyzvk/0DVkmwfVdXDmTBEEoWuIT39hwDG5S8g/+wP8K/9B8OsnAAnnmItxj/tOj5Ui626y2YE5YyTmGbfv87GKPRvFno01f0bKdpNnCI4RZxNc/1zyNWzZeKfdzvYtTQyMV633qM4Cso66H9+sX6JH/cgWN7ItB8XSN4dJtGgjRtQPkgSWjC4dAIvsMWsqQcrZyl3KOzljLLRo7zUG8Ec6l3iryGvj/atn8b1XV/P62ipKfDZUWUraR7/LhAJ3p8vTTS704LaqKft945xS8t19KwGeLIHbqlIbjKVsz3KY9nmOLXUhTvrP561lCQEaw3HOefxLvrh5LlOKvV3V3R6VCNRhxCNIJhuqM6O3u9Mu1ZNP1km3U/Piz9u0uSafhuJuf0BmF8XqRLF2fYJMQRAOTiKYFwYkk3sQGTPvwDPxBkBCsWUhKfu+Yeov9HgILVwLhoZsdqPYDjyhlGLPJmP+n3CMPBf/sj+jx5qxDzsN56gLkZ3FGMaKruv4QUw2u9pNSNgXGFqCWMPX1H/0w5aKEIoZ58jzGTGx65IgTivZvRKhJhBlSKa9zZ7rXWaV9u2b+/4iw27CY1VpShH8ShIMyex8qcbBmXYeO38yNcEohmFw32ljue7FVUmPsZsV/n3OhE6X6Sv22nj/mpmc+NASqgO7A+RzJhRww+zBfS5DfK7TwnWzBvHrdzekbL94SvvDpbGExl8/2ZIUyO/pzvfX89j5k3H2o9n5RKCe8KbPqHnxF8SqN2EpHEPOmb/FOmgSit3b291LSTZZ8B1+NbLVQe0rv0UL1iOZbXgP+y5ZJ/6ozw9GdCdD10k0lqOFm5AUM6orG8Xh7e1uCcJBof988gtCB0mKCdVZ0Nvd6HJxfxmNn/2GwDdPgR7HnDuFzMP+gjl7PLJ6YEmlVEcu6tBTsBbNBz2ObPG11J/X+tbe095gaHESwXJiNV+hhaqw5E5FcRa2blMYSOJNG6l4anZLokgALUZg7aNEti/AcvYHKO6STl8jz2Xmxjml/PWTrfzzs23cfsQwvvPtHvo9TSnydEmQKUC+28rvThjN9XsF1wDfmVFCbhfVPHdbVdzWltuKbIeFacVe/vzxZrbWh5k3NIPLp5VQ6ut8ojdZlphU4GHpLfPY1himPhRnaKadXJeFjAOY9Y9rOlXNUTTDwGFWyXJ0bflKVZH5zqGD+N/X1Szdkbzd4c7jR1Hia/9zOxTXWVGePk/AmsoAwVii3wTzWjRM0yePUPXU7uSq4Q2fUvZ/R5B/1cN4Z13YZwffVXc2GUfdhGvqWRixIJLJiurJRzb1rdUgPUkLNhJY+SaVT30PrakKAMchR5N/2QOYc4b2cu8EYeDrH5/8giAAkGjeQeULx5Fo2tR6LFb1JRXPzqfg/E+x5Ezq1Pn7c8m+7mBoMSI7F1H16mkYid3Zs63Fh5N97COozvxe7F3X0uNBGpf8bncgv4dE8zYiOxZiGnNxp6/jtZn52VEjmDs4k9+9v4FvqgM8et5E7nh3PZvrQlhUmUumFPHzo0d0KuO5sJtJkTl3YgFZDjM/+d/XbKoLkeM08+MjhnH+pEI8tq4PnDw2E1OKvTx0zgQicR2nWUHpwr3ssry7dntn7GyK8MCnW/jboq34IwmmFnu495SxTCx04zB33S1SocfGK1dMZ3VlMy+srMBnN3HBpEKKvVa8tvYHD+wmhfH5bpZsa0zZPjrXicPct1YjtEfzV1L9/E9StlU9cTOO0Udgzur8wGF3kRQFc6bYfLZLaP3H7HzwgqRjwTXvsvX3hzP4559iyihK80xBELqCCOYFoR+JVi1NCuRbGRr1n/yEnBOfQrF4e7xfA1UisJOqV07B0JKzgEe2L6Bp+V/wzfo1stK1s3i9RY82Ed72Xtr24IYXcIw8t0t+3mynhbMmFHDYsEyiCQOvVeGoEdkEYwlMskyuy4LV1H+Ck/4gw27m7AkFzB2cQSShY1Ik8l3WTpWk2x/RhE40oWM1yfS132hVc5Tz//sln2ypbz22dHsT8+5fxAfXzGT+0K5NTJbvtpLvtnL0iA6UWwXMqsyNcwfz78+3pawS8NMjh+O07P+AjB4LkWiqQvPXIJksKO4cTN6eG5hMNJZjxKMp2/SwH625BvpwMC/slmiqouqZ21K31W8nUrZcBPOC0M1EMC8I/Uhw06tp2yI7PsKIBUAE810msnNRm0B+l+aV/8Qz8XrkAZJUEUlBtvjQw6mzbiu2HCSpa8OxLMfupamODgQjwoHLc/fMaoe6YIwvdzRy14KNVPijzB+ayS1zhzA0077PbPc9ZUt9MCmQ38Uw4KaXV/Pu1TPJ6aItCJ01JMPOy5dP59KnltMQbint57KoPHDmOEbl7H8ytURzDQ3v/Z3a13+PkWjJN2DKGULxjS9iKR7fI9VepH0MCEqq+CzoL/R4mFjFurTtoXUf4Zp0cg/2SBAOPiKYF4R+pL3SfYo1E7o42DrYJZrL0rYZ8QCG1rl62X2J6sjFM/lm6j64IWW7a/x3kWTx/hL2rTEc548LN/F/H2xsPfZNdYBHv9jOxzfMZkqRt/c6t4cPNqSvC76qopnmSKLPBPN2s8pxI7NZ8YN5VDfH0A3IcZkpcFsxdWBwJLD8dWpeviPpWLx6M1t/P58hv1mBOau0i3velurJQ3FmpqzLbsoahCJKtfUbkmxCcWSgBdsOigGYc4f3cI+6n6HrJJoqMBJxJJOlR1e1CEIqfWN4XBCE/eIcdX7aNvekm1Ac+1caR9g/1oJZadtUz1Ak08BK0GYfegq20mPbHHdN+wmqe981lNOJa+2XRhMGlqrmaFIgv0skoXPN8yupDaRe7dLT2kt0Z1ZkVKX7Z6k7QlVkir12phR7mVbiZZDP3qFAPt5YQfVLv0zZpoeaCG1Y1FVdbZfqK6Do+mdhryR3ktlG4bVPY/IOvMS1A5XqzSPj+B+kbJNUM45DjuzhHnWvhL+a+vf+xuZfTmHjrYPZ+puZNC76L4kUA1OC0FPEzLwg9COqs5jMI/9O3fs3ALs3T1pLjsQ5+kIkSYzPdSWTbyQm3yjiDd+0acuYdxeqI68XetV9VEceWcf8m0TTFkKbXkUyOXAMPZUqv4Svg9s3wjGNrQ0hHlu6nbVVAeYNyeT0cXmU+uzdvk9b6F2LtqaepQP4ckcTDeE4WX1gxvuI4VnIEin3oV80pZCcLs5q39uMRJRE/fa07ZGty2Dmhd3eD0lWsA2fw9DfraZp8RNEylZgGzoDz4xzMWUO6vbrC11HkhV8c68gUrac5i+e333c4qDklldRMwbINjRACzdT8+pvaXj3r63H4rVllP/zYnLPuwffUTcimwbWZ4bQP4hg/iBlGDpasBIMHclkR7EevPVR+xPZ4sI58jxsRYcRKnsbPdKEbdDRqO5SVMfAK5XW21RnAXmnv0b9x7cT3PgSGBqKs4iMeX/AWjSvt7vXLVR7Dqo9B2v+DAA0TaO6bAUFHbjHjmka722o4fRHvmgNlF5bW8Wv313PwutmMbFQVE0YyPY1VtMT+7L3R4Hbwn8vnMyFTyzD2COgH5Xj5BdHj8C2H9ns9XgUMJBNfb/ygqSYUTOKSNTvSNluHTS5x/oim8xY8kaQc/od6Ik4stgn32+p3jzyL/sH2af/iuj2lSiODMz5ozB5C5HUgRNmJPxVNLz395Rt1S/9Ete0M3tkm4og7G3g/JUJ+y0RrCTw9RP4l/0ZLVyDJe9QMubdhTlrLLLJ0dvdE/ZBNruQzS48voG3F60vUt2DyDr6n/jm3ImhRZHNblSnWAbangp/lAueWNZmxrM5muCSp5bz3tUzyXH1/sys0D1ml2YgSSQFyLvMKvWRYe8bgZvdrHLy6Fy++eHhvLqmip1NEY4dlc3YPBeFnvZL3sUbK4mULaPhgwfA0PEd9l2sg6dh8vXdzwaTr4Ds0++g4t9XtmmT7R7sI2b3Qq8QgfwAoDozUJ0ZWAsP6e2udJtE/Q4wUm8ZM6LBlhwQIpgXeoEI5g8yWqiG2nevJrz1zdZj0YpPqXhmHnlnvoOteH4v9q5n6VoMIx5EUu3IqggshPRksxPZvP8Zow92m+tCBGNayrbVlc3UhmIimB/Acl0W7jxuFD95M3l7itOicP8Z48mw952lqA6LyvBsJz84bP//vuONFZT/6zKCq99pPRb46n/Yhs2i6Ibn+nRA75p4MvHTfkndntnss0opvuklscRdENohW9v/jJD6weocYWASwfwAo8dDaKFq9HANkmpFtuWg7pEULRHYkRTI72ZQ9+Et5J35Nqp9YC/X1rUoiaat+FfcT6x6Keb8mbjHXfVtUG9DsXesBrAgCMki8dSB/C6JVJuUhQHDbTXx3ZmDmDckkz8u3MROf4Qjh2VxxfQSSjP6f9LI8MbFSYH87uOfElj1Nr55l/dCr/aP6s4m68Qf4p1zCQl/DbLJiuLK7tMDEP1Bwl+DkYghW50odrGNaCBSPXmonjwSTZVt2izF41BdA/veWei7RDA/gCRCNfhX/I2mL/8I2rcj7r6R5Jz0DObMMQBEdn6c9vnxujUYUT8M8GA+WrGEyhePBz2Oe9KNmLMnUvP25cTrv8HkGYp35i+wFsxGsWX2dlcFoV8anu1Mm1gsz2UhwyaW1Q50GXYzswZnMLHQTTSh47Kofaa+fGdokWbq90iAtbeG9/+Ga/IpqM6++/0hm+2Ys4dgzh7S213p9xL+GoLfLKD21d+SqN+JtXQKOWfdiaVg9D5ncoX+RfUVUnzLq5TddQR6JNB6XHFlU3TdM6huMREk9A4RzA8QhqET2vAiTZ//Pul4vGEdFc8fReH5n6G6S5DN3vQnkRSQB/ZbIhEop/btK0CPYxt0NIqjgNp3rmhtj9WupPq1s/DNvhP3xOuRB1jpMSGZYRhogXK0SD2SJCHbsgZchvrekOsyc/uRw7nzvQ1t2v52xjgK3GI54sHCblbpQ6vqO0/XMb4dLE/FSMRAF6UYDwZaqInaN/6P+rf+1HosuOZdtqx9j+Lvv4Fr/PG92Duhq0mShLV0MkN+u5LQ+kVEd67GNngatiHTMGWW9Hb3hIPYwI7cDiJasILGJXembNPDtUSrl6O6S7AWzm4J2o22y2Adw05HsWV1d1d7lRauI9G8DQDnIZdT+97VKR/X8NkdOEachew58NraQt+mx4NEdnxM7XtXowUrAFA9Q8g+9hEsuVOQFDF7fKBcFhM3zx3M5EIPv353PdsawkwocHPn8aMYm+8Spen6gGAsgUmWMav9f7a8Jyl2D57ZlxDe8GnKds/MC1GcojrMwSDhr6b+7XvbNhgGlY9ei/Vnn4rtCwOMJCuYswdjzhb3hkLfIYL5AcJIRNFCbffx7BKrWYlj2Kkojnyyjv0PtW9dxp51ylX3IHxz7jwIknzt/pklScaINad+mBZDC5RjEsH8gBVv2EDVK6ey53si0bSZyheOpuCiZZhFtYBOyXJYOH1cPnMGZxBN6DjMCr4+NkWrRZtaPgMkGcWeiyQrvd2lblfWEOL1tVW8vLqSTLuZm+YOZmS2k8wBVlO9O7nGn0B97nBiVckrT0yZJbhnXnBQvI8EiGxbkbpkAy31x7VggwjmBUHodiKYHyAkxYJsz0EPVadsN2eNBUA22XEMORnLJV8RXP8CieZt2EuPw5I3DdVV1JNd7hWKNRPFkd8yE7uvLQWKyLY9UOmxAI2f/449A/ldDC1K85qHyZj5ayRFfER2Vraz7/0d6VqMeP03NCz6KeHtC5AtXtwTrsd1yKUDuuzgprog8/6+iAp/tPXYs1+V86PDh/LDw4f1ucGWvsqUWcygH71P46eP0bjw32DoeGZfgnfelZjFctuDhmxpfxue+P4QBKEniE+aAUJx5uOd9mPqF36/TZts8WHOnbz732Yn5oxRmA/9aU92sU9QnAVkHf0vql45BS1YieoeTMK/pc3jZFu22Ds9gOnxALHqr9K2xyo+Q0+EUBR3D/ZK6CnxujWUPz0H9DgAeqiaxsW/JFz2NjknPpNUAaSrabpBOK5hUWVMPZgQLhRL8Mu3vkkK5He5a8EmLphcJIL5DjBlFpN14o/xzrsSyQDFlSWCt4OMpWAMksmCEW/7N2UdPBWlDydBFARh4BCb5QYISZJxjjwX9+TvJc04q+7B5J31HqpLzBbAtwlMCudScMEXxBs2kHnYvUgmR/KDFDM5Jz6F4sjvnU4K3U5Sbaju0rTtqm8Ekjrwk7QZhk6ieSfxho0k/NswtHhvd6nbaZEG6hfe1hrI7yla/imJxo3dct2EprOxNsiv313HqQ9/zo0vrWJlhZ9ANNEt19tbXSjOs19VpG1/ZXX6bVpCapKsYPLkoXrzRCB/EFK9+RR+93GQknOAyHYvBVc9jOoa2DmIBEHoG8S3zwCi2LPxzfw57glXo4VqkL6tma6KoDSJbLJhyR6HadYd6PEQhRd+QWjTG0QqFmPOmYRzxJmorhKx73EAUywevDN+QuWOBSlaJTwTrkdWOjZLaWgxEs3bCW58mVjNCqwFs7CVHofqHoQkdd24qaHFMbQIkmrv1HtUC9cS3PgSjYt/jRaqQjK7cE+4HvfE6wb0qhQj1kxk50dp24ObX2tJFNrFvqrwM//+TwnFWpKPLthYx7+WbOO/F0zm9LF5WE3d+3mjGwZamv29AOFE26SogiCkJ5usOMefwJA7V9P40b+JVa7HcchRuCadiilrUG93TxCEg4QI5gcY2eRE9jgxeUT92H2RTfaW0nP2LDxTbsZt3NilQZfQcVq4Dj3mB0lBsWV1a2lAc/Z4MubdQ/0nt7fO0kqqnayj/4nawb8fQ9eIVHxG5UsnwLdlq4LrnkEyu8g/630sORM73V89FiTh34r/qweIN3yDJW8GrkMuQ3WXdjjzvqHFaV77OA0f/2j3sVgzTV/8H4nGTWQe+TcUq6/Tfe6TJAlJtWEkwimb5W74uauao1z61PLWQH4Xw4Arn1nBzEGHU5rRvWUwvVYTx47I5q11NSnbTxsrBn0FoaNkqwNr4Rhyz7sHQ4sjq2KriiAIPUsE84LwLRHI9x49ESFWu4r6D79HtPJzkE24J1yDe+KNoCcw0FEsPhR7dpddU7H6cI27CvvQk0k0bQFZQXWXojjyOzwrrwXLqX793NZAfhcj1kzNmxeRd9b7ndqHrWsxwmXvUP3GeexK2hfZ8RH+5feRd+Y7WAtmdri/jZ/9JmVbcMNzeGf+YsAG87ItG+eYS2le+WDKdsfQU7v8mnWhGGurAinbIgmd9TWBAw7m64Ix6kIxErqB16pS4LGlfJzHZuLuk8fw0ZZP2gwqnD42j1Jf6ucJgrBvkiQhdVEgbxgGWlMVhq6hOLzIFse+nyQIwkFLBPOCIPS6eMM6Kp6dD3rL/mFz5iHYio+g5s0LiVZ+AYApaxxZR96POWdSh4PtdGSTHdkzuNMlCBPBCvRIXcq2eMN69HANdCKY14IV1LxzBXtn3ze0KDVvX07+2QtQnfs/s6pFGzHiqYNLaCnRZ84YeaDd7dNk1Yp36m1Etn9AvGF9UlvGvHtQHV2fzV7X0y9vB4hr7benYhgGa6sCXPXsCpZsawSgNMPGA2eMZ86QDBzmtl/vI7OdLPvePO75cBNvr6vBZzNx62FDOGp4dp+sOnAgEppOMKZhNclYVLFVSuhf4g3l+L94jvp3/oIeasIx7liyT/0F5pxhSKq4ZRcEoS3xySAIPcjQEhh6FEmx9qk9+Vq4Di1UjRasQLZlodhzuzWjd9K1o000LPpZayAPEr7Zv6H6jfOTAs547Soqnj+Swgu/wJwxukf6tr+MRKT99r1m7DtKa96OEQ+mbEs0bW4ZSOhAMC+p7c/CypaBOSu/i+ouJu+Mt4lWf0lw40so9jxcoy9EcRUjW7q+gkGG3Uyx18b2xrZL+xVZYlSus8PnLGsIM+/vi2gI707kt7U+zAn/XsJnN85hWknb36GqyIzIdnLfaWNpCMdRZWnABPHxhM6WhhD/+qyMT7c2MDTTzvfmDWFYlgOXtWPbUAShN8QbK9n54IWEvvmw9Zj/s6doXvYyg3/5BdaiQ3qvc4Ig9FkimO/HDENHC5SjhWow9DiKPQfFkYd8EGTh7m/0WJBE81b8K/9BvH4d1vyZOMdchOoq7fUsyInATmrevoLI9t3J4EyZh5B78vPIrtJuv74RayayfWHrv20lRxIuezf1zLEWo2npn8g8/D5kU99ZFqy6ilqqSOhtM5PLFg+yrXNZjY0U501qNzqWvEyxZWEtnEtk58dt2+y5LT/PAKe6ClFdhTiGntLt1yrwWPnX2eM54aEl7D1J/6tjRpB7AAH162urkgL5XQwDfvrWNzx78VS8ttRBrNWkkN/NCfd62rKdTRz+wKdEEjoAi8sa+O+ynfzn7LEcF16IVLcR97SzMGWUoDozerm3wsFGj0VINFWgBeqQTFZUVzaqJ3nAPFa5LimQ38WIhal+7scUXvMEiq3vlkvVY2G05lqQQLb7MBJRNH81WtiP4vChunJQHN7e7qYgDDgimO+nDC1GpOIzqv93AXqoGgBJseKbcyfO0RcN2P2u/VHK/c7bF9C07F7yznoXa970XuubFvVT9+H3kwJ5aKnDXfXqmeSe8Vb3d0JSkK0ZaMFyAEyZo4lWLU378Ej5IvSYv08F84otF+/021PuQ8+Ye1enK0qo7kGgmNvsyYeW4FuxdqyesWLNIOuYf1H5wvEk/Ftaj8sWD7mnvYriLOxUf4W25gzO4Itb5vHrd9bz5Y5GSnw2fnH0CKYUeXFaOvZVnNB03tuQOpEdwNLtTQRiibTB/EBT2Rzh0qeXtwbye7r2pbUsP38U+sOXU/fqnWQccwtZp/xUlA0TekyiuYaGDx6k9rXfYcRbVnFZCg+h8PpnsRaOaX2cf+mLac8R+Op/aKGmPhvMx6o3U/Pqb/B/9hSS1UXJzS9T/dzthNbtHjB2TTmDvIvvw+QT3y+C0JVEMN9PJZq3WEAvEAAAbNFJREFUJWXOBjC0CPULf4DJNwJ76bG92DthT1qwgpq3L6fNfudEmJq3Lif/7Pd7rRSYHq4mtPHllG3x+rXooe6vPa04cnFPvomGj3/c0qdIA0o7wa9iz0VS+9bSYNnswD3hWkwZo2hc/BsS/i2YMkbjm/1bLHnTOpxtfm+KPZeMOb+nfuEP9mqRyDzqARRnx/d5mzxDyD/nA+L164hWr8DkG4Y5ewKqqxhpr7rJQufZzSqTCj08dv5EAjENqyrjsx9Y7gdVkRmelT4pVqHHilk5eBJ61gfjrK9JvQ0lmtDZFLYw1O5BDzVR/86fcU09A3Xk3B7upXAwMgyD5i9fpubFXyQdj+5cQ9nvD2PIHUsxZZYAtJvoTjJZ++zncqy2jK13ziHRWAFA9hm/oerJ7xPe/HnS45q/fBHJZCb/sn90yaCEFgmgB+uBlpUAis3V6XMKQn908HzbDzCBb55JOUsH0PDpL9HCqZNxCakZeoJE83YilV8QKV9MvGkr+j72Qe+vhH8rRiKUuq1xA3ov/q70WIC9Bxn2pIWqkeXu/ZiQJBnnyPOxlhwFQHDTqzhHnJ328d7pP0axeLu1TwdCsWXhHHE2eWe9S9FlX5N3xv+wlx7TJatkZJMd5+iLyDvzXaxF81FdJdiGnETB+YuxFR12wJUYVGchtpIj8E79Po6hp2ByDxJVHbqZy2oi32094EB+l8unl5Du3v4nRw4nZ4Dshd8fejufYQCabiBJu7cV1L/7F/R4tLu7JQgkGsupeflXKdu05hrCW5e1/tsz49y05/HOvRzF1XXVXLqKYRg0L32xNZBHkrDkj2oTyO/iX/IsCX91p68ZrVhP+UOXseHWIWy4dQjlD11GtGI9htHxZKKC0N+Jmfl+yNATxKqXpW1PNG3aZ0IuYTc9ESGy4yNq3rwYPdoAfLtlYe5dOEedj2L1du4CWtfud+5Kstmddq83gOIsQK/r/pte1ZlP9nGPkGjaSrjsbSTVgW/uH2j45Mdg7F466556K5bcKd3en87orsSBitWHrXg+5uwJGFoE2eRANouZiIPVIJ+Npy6czKVPryC6x/LyG+eUctTwg2sJeYbdzCCfjbKGtgkGVVliuEtH+3YGD0BrrsPQ4mA6eAY8hN5hJKIkGsrTtkfKluGechoApswSsk7+KbWv3Zn0GFPOUDJPuA25D75f9bAf/9IXWv8tmWxogXYmKAwdPdzUqWvGa7ey9Tczk/6mm5e+SPDrBQy540vM2Z2rTiMI/Y0I5vshSVYx500ntPm1lO0m3wgkkQRvvyX8ZVS9cirsEVQbWoT6D2/GnDEKW8nhnTq/6h2SNmBWHPkoto7td+5KiiMP1yFX0Lzqn23aLAWzkG05wPYe6Ytqz0G152DNb8khYC2cjWPoyUQqPwc9gSV/Rsv+cIunR/rTV3V6cEkYEBxmlVMOyWPtDw9nTaWfYExjYoGHXJcZr61rSjf2FwVuK/8+ZyLH/usztL0yDN55WB7qor+zZ6pA9/SzRe1uoUdIihnFnYOWZjbaUji29f8Vh4+M476Pa8qpNHzwIInmWjyHnod9xBxMGcU91eUOkRQTit3b+m8jHkZpLx+FJKPYDvw73NA0Gj95JCmQ30UPNtD48cNkn/qLXk8sLAg9Sbzb+ynniLNoWnInhtZ2Bt4769e9GiD2J4au0bzm4aRAfk8Nn/0ac87ETi2VVmw5+Gb9hoZPbt+rRcI3+7cY+5i5706yyY730J9hGBqBtY+CnkB1D8Y25ES8U76PZM2kp4L5Nn0zO5HNTkzeob1yfUHo66wmhcEZdgZn2Hu7K71uZqmP5d+bx/99sIEvtjcxyGfjR1OdlGx+mfjiR1ofp/oKcE44sc/uPxYGFtVbQNbJP6HqiVvatMl2L7ahM5If78xAdWZgvXwKhv7/7d13eFRl2gbw+7TpLZPe6SAdFBVQcMFeAcWOrr27uu4n9oIFu2tf6+qKdXXt2LsoKiqKqIgCIb0nM0kmU8453x+RwJiZQNq03L/r2uuS9znlmeyBzHPepkKUE3sRS9FogXu/C9Dy/RsdDbqOQOUvMA2bhvYNX3c53rHrQkiOrF7fT/U1oeW7yB1ZAOD97lW49zmfC1zSoMJiPknJ9mLkHP42apYfB7WlDAAgKDa4Z90CY1ZshiGr7Y1Q22qg+WohGl0Q/+hZTSa66kewbk3UeKjpd+ghH4DeF/OiwQrb2BMgO4fC893dCHlKYMgYD/uE09H66/NoWnkdco/8EHKcVhCXrTlIn30bXLteCj3YikDt9wi1VCDo2QQZwKgCM1q+vxdqWw3MxftAcY+J24J9RMmmrMmHX2tbsb6uBWOybBiRYUW+M3F2YkgVZkXC+FwHHlo4CV5/CCZZgKm5BDWffYugIEKQZDimH4vMQ6+EIaM43unSICGIIpy7H4Ng7SY0vHcPoHV0HMjuQhRd8Grn4neRzhMGeL2a/mIqnATXXqej6aOOEX61r96AgrOeQe2r18O3fkXncfad5yP7mNv7tPidICmQrNG/j0mWNAgJ/gKEqL+xmE9SgiTDlDcdeUd/BtVXC2ghiOZMyNbcPq+cvSNCLRWo+/A8+H7f+obUkDERWQc/l1Q9qYJsgiF7F/hK3o0YV9J3giD3vddLD7ai8bPLYR25ANLIBQg1bUDdO6d2ztEPNW+KWzEPAIJohOrdjKqXDg5brE9JHw/3Hjeg/vOroId8aF51KwyZk5F96P8GxV7kRH3xS40X+zy4EuXNW0dQFaeZ8e4Z0zGim9XoqfcsBhkWwx9fbcyjkHf6E1DbmiBAgGTPgGjgixTqO13XEWqsgOqtha6pkByZUFx5EYd3y44sZB6+BO59zkWoqRKC0QrZkQ0lree7kCQi2ZGJrCNuQNpfzoBn5bPQtSBEWzoKznoGWrsXaru33/aZl8wOuA/4B1p/+iBiPP3Af/RpGD9RMmIxn+RkWx7kXmxL1RdaoAWNK64IK+QBIFD3A6pfmY+cI95Jmp5bQRBh3+l4eL65A7radaG3tOlX98scZT3UhlDz72hedWvEeNCzCab8mX2+T2+FWstR9fIhXVbdD9b/CO/ax2Hb6Th41zwCAAjUrkbzt/9E2h43QJQSb0GebWnBNqhtVdD8zRBkCyRLJiSTO95p0SBQ5WnHgsdXhRXyAFDS6MNRT36Dt07bDZmDaMX5eJHMjoTdm5v6JthcDaghiBYnJJMtZvfVggH4fvsc5f86tnMVd9HiQu6JD8A26aCIW6RJJjskkx2GrOTp7OgJ2Z4B2Z4B85CpA34v85Bd4Jp9Cpo+fjSs3TnrJJiHThvw+xMlmuQYw0MJRW2rQcsvz0SMBRt/gdoSfeXWRCQ7hiB7wVuQbFt7mkWjCxn7PwFD+vhuztxxgmLttodfccb3F3ygbg30YOR9mtt+fxXm4n3D2rxrHoHW1rftZQZaqLUGjZ9fjbInJqDi6d1Q/p8JqHn9KASbN8U7NRoEaloC+KWmJWLsu/Jm1LRwazSi3gg2V6Hxo4dRcuMsbLhyEioeOQnt5WuhhSJv19vv96/biJJb9926HRsAra0J5Q8cA3/52pjkkAw0fxvUNk+/bxcnOzKRtfAmDF3yLTIOuxLph16OoUu+RfZRt0Luw3x8omTFnnnqMS3YEnXBOAAItZTDmD3wb2f7iyApMOfP3DplQVchmTIh2fIgiNL2L7ADJGsOHJPPidgzL7tGQnbEdw6n1lodPairYdvDAR0jDXQtflvqbY+m+uH5/j54vrsrrL297GNUvzIPOYe/lTSjRyg5tQa6X9iyLZC4f3+IElXIU4vKx89Cy7cvd7Z5v34BLd+9iiFXftGnnmG1rRlauweACMmRFXHxOV1V0fTxI4Aa7HoBALUvX4uCc54d1EO9Q54atJf+gIZ37oLma4Zj1yNhm3IoDFHWB+iNzpEAxVP67ZpEyYrFPPWYaLADogJokX+ZyfbE3EJlewZyyoIoGeGYcj60gKdjuPofL0MM2bsg68CnINtyB+S+O8qQFf0XomTNhRbwhB+fvTNEQ+yGNfaU2loFz7d3RYwFG35CyFvKYp4GVKbNCFEAtAidUrIowG0dXNvHEfWW6vMg1FwNzd8KPeQPK+S30EMBVC07H4UXvArZ1rOpVFoogEDlOlQ/vxitP74D0WRD2l/OhHvvc6G4w9eG0YI++DZ9E/Va/vK10Pxtg7aYD3nrUP38JWj+9N+dbW3rPoX8xi0YctknMGQOiV9yRCmKxTz1mGTJhn38yfD+8GCXmCFzCqQYz+FPFrI1G+49b4Jz6oXQ2hsgKDZIlgxI5vhvoSLZC2DM3xP+8k+7xJy7XATvj9vMTRNEpM++IyHyjkYPtnSZ/7+tUON6IIdz62jgZNkM+Ou0Qjz2VdetHc+eMQQ5nC9PSawtEEK114/2kAabUUaewwRJ7P/t/oINZahcdj5avn0Z5mG7wTIq+toyvvUroPmagR4W84GqX7Hx2mnQgx1TX7S2ZtS/cTNafliOoovehJK2dXFaUTHBWDABbT9/GPFahuyREA09XzQ32FiO9k3foPnrFyA7suGauQhKelHYHu7JIFizIayQ3yLUUIr6N29F9jG3Q1RMcciMKHWxmKceExULXLtdDl0NoOWn/3T2MpsK9kLGvg8n3fZ0sSQqVoiuYQCGxTuVMLIlC1kH/AfNX98K79p/Qw/5INuLkDbzeuiChEDdjwA6euTTZ98BQ+akOGfcPUG2AJIBUCPPoYz3tAZKfQ6Tguv3H4MsmxH3fLYRrQEVDpOMC2cNw5nTh8Bq5K9fSk5lzT5c+eY6PP1dGYKqDrdFwdX7jsYxk/OQ0Y8vqULeOpQ/dCLafu5YuVxXgxCUbnYjECVA6NlSUKrPg5r/XtpZyG/LX7oG7Zu/DyvmBUmG+y9noPH9+zq3mdtW5vxrIFl61isfrC9FyW37IVDxc2dbw5u3IeuoW5C21+k9vl48NX3+ZPTYZ08g4+BLIbq5Ew5Rf+K3CeqVjr3Jb4dr2sXQ/E0dvczmTEhmrhSerGRbPtL2vAmOnS8E1CAExQLBnI1NG9ajaNEPAFSIii2he+S3kCw5sI89Ed41D3eJyfYiyM4hsU+KBp0chwnX7DsKZ0wvhi+owqxIyHOYoEhce5aSU11rEMc/9S0+2dDQ2dbQFsTfXv4Rqqbj3JlDIPfT8x3y1HQW8gDQvnk1MhcsiXq8Y9eFkG09+/2k+Txo/fGdqHHPV8/DPunAsDYlcygKL3gV5Q8eD621Y3tZwWBBznH/hKlwYs/uH/Sj7q3bwwr5LWqeuxi2SQcmVTGvhyJPvwQAaN2vI0JEvcNinnpNNNgSet409ZwomyBu02utqiqaPK0YMmwkEPRAD7VD9TdDMib2lwtRMcO12+VQ22rQ9vsrne2yawSyD30Jsi2/m7OJ+o9BllCc1vNht0SJRhAEVHj9YYX8tpa8+ysWTMhBUT8979uuFg8A0FR4v3kJGQdfirrXl4aF5LR8ZB1+A0STtWc3EUSIJjvUlvqIYcne9eWAaDDDNn5fDL/ue4Saq6BrKmRXLmRnDkSlZyMTVG8tmj7q+tJ5C+/XL8KUP65H14wn54zj0PRR1ymYAGCfdiQkKzt8iPobi3ki6la224JA+SdoXHkdQs2/Q0kfi7TpV8PgHgvRmLj7N8u2PGTs8xDUmddDba2EaHRBsmTHfbFBIqJkpCgKfqz2Ro03+YLw+Puv91WOUEg3ffwI3Pucj4Lz/4eW75cj1FwF+87zYR23d69WS5cdWUibezbqXrkuYtw144SI7YIkQ0kvhJLexwV/dQ16oJv1XVojv2RIVMacUbBNOhAt3y8PaxetaciadyVEI19sEvU3FvNEFJWu+mFp/ABVn1zY2aa2VqJy8/vI3P8/sI5a2G/b9w0EyZQGyZQGuEfHOxUioqSmqipyHNEXLxMFwKz03+8D2ZkDY8F4+Mt+DGtvePduBBvLkHfq4xAUI0S59ztDCJKMtL1OR8v3y9H+p1XqM4+4AUoft1MLeWqgq0FIZlfEUQOiyQ7L2Llo++n9iOc7ps7v0/1jTXZmI/fkR9H603toePtOaD4P7FPnIW3uWVAyhsY7PaKUxGKeiKLSfdXwrLg0Yqz+w/NhypsJ2ZGcWxESEdGOU1UVw9MtyLAaUNfadXHRBRNykWXrvy0XZWc2Cv/2Mkr/eRj85Ws7282j9kTOsf+EZLb3y30UdwEKL3wV/rK18Hz9AiSbG87dj4XiLoRkdYUdqwXboXrrAACS1R21pznUXI2WNW+hfvmtCHlrYd1pDjLnXQkla0TYywfJmoacY27Hxmt3hR4K/5mahu8OQ+6YfvmMsaS4cuCacTxsE/YHNBWi1Q1RVuKdFlHKYjFPRFGFWqugq+1hbaIxDaI5HWprJdT2upQr5kMt5QjU/wR/+QrIjiEwFc6GbMuHIHFfcCIa3PLsBrx12u7Y96Ev0NC2dbGznQucuP3QcbAb+7doM2QNR/HF7yHYXAXVUwM5LQ+yIxuyI7Nf76O48qC48mAbv0/UYwK1G1G//BY0f74MuqbBseuRyDz0chiyR4QdF/LWoXLZ+fB+9Xxnm+fLZ+H95n8YcuUXMA+ZGv4Z83bC0GtWoeaFy9C69l2IZifce58L16xToLhy+vVzxlKkaRJE1P9YzBNRVNsOoZddI5E2/SroahBqawVk5zAIcg8XG0pwweZNqPrfAQg1/97ZJkhGZM97Faa8PSBI7F0gosFLEARMznPg2wtnYV1NC0qb2zE+x47iNDOy7QOzf7jsyoEc56I2UL8Zm27YE6HG8s625s8eR8vq1zD0mq9hyNw6hDzYUBpWyG+hhwKoWnYeCi94DbJt60JwomyAqXAC8s9cBs3nAQQRsiMHgtTx+1dtaYDa1gQIAiRbRr+NSCCi1MBinoiikiw5HT3xJjfS97odde+cBrWtujOupI9D9mEvQ0mBfdtVvwf1H/89rJAHOtYNqH5lPvJP+D4lPicRUV+IooCiNEu/rVqf6HRdh3fVi2GF/BZqSz0aP34EWfOv6XzZ27rm7ajX8q3/HFpbM2Druqq7ZHZCMm/dKUYLBeAv+xFVy86Db/3ngCDCPuVQZB19C4zZIzuG/Lc2QhDlfh+pQETJg5vdElFUgiUHafs8Bteul6Lu/XPCCnkACNavRd37Z0Ntb4xThv1H89XBt3F5xJgeakOwfm3EGBERpS7N54Hnq/9GjXtX/Q9q69bfgYKhm5ccgtixUuAOCNb8jk3Xz+go5AFA1+D99mVsumFP+Kt+RfXTf8emJbuj5OY5aPzk3wj+eSu/KFSfB8HGCoRaIm8xSETJhT3zRBSVIEio0YehwJUG1Vsa8Zj2kneh+eo6Vo1PYroWAHQtalxtq41hNkRElAgEUYZojr4Nq2i2A+LWr9O2CfuiOsqx9p3nQbKmR72W2tYM1VsLLeBDqLEcpuKp8P32RfgxzdXwfPVfCCY73PtdCF0NovnTx+Bd9QLyTnkMsjM74rW19lb4q35B7UtXo33Tt1DSi5Bx2NUwD98Vsi16TkSU2FjMEyUAta0WodYqBBt/gWTJhuIcCslWAEHYsTf4A6ml1Q9Nbur2GC0YfZ/cZCEa7JCseVBbKyLGDVlTI7YTEVHqEk1WpO97QdTh8+n7/T1sDrzszEPWkTej5vnFYcfJzhxkHXlz1DnvgZoNqHzynI776DpkZw4yDrkM5qHT0PDu3Z3HGXJGwTJmNjxfPIX6N5+CaDDDsdvRMBVPQaBuU8RiXtd1tK77GKV3HgzoOgAg1FSJ0jsOROaCJXDvdyEkk63HPxsiij8W80RxFmopR+3bJ6O99MPONtGciZz5b8CQOSnuBb2qqpAd0feHFWQzRJMrdgkNEMmaB/esW1D75vFdYuYh+0O25cYhKyIiijfTkKlwzjgezZ8vC2u3TT4YljF7hbVJFgfS9joN1nFz0fDefVCbK2GbchhsEw+AISPyuivBhjKU3DwHwbqSzrZQcxWqlp2P3JMfgSFvJwQqfgYkBTmL7kHZ3fM7t8gDgLpXr4epeAqyjr4t4vVDTRWo/PfpnYX8tmpfvhbO6cemRDEfbCxHoHIdfBtXwZA1DKahu0BxF4Yt5kuUaljME8WRFvShceX1YYU8AGi+WlT97wDkHfslFEdRnLLbSjRnwjz0wIhzyp07/wOSJXm3z9lCEASYi/dF1qH/Q8MnixFqWg/B4IBj8jlwTDoTkpnb7BARDUayIwvZx9yBtL3PRfOK/0BXg3DOPAHG7JERe8IlaxrM1p2Rd9LD0LUgRKX7lf7bS78PK+S3Vf/mrUj7y5mofvpCOHZZAM/KZ8MK+c5rlHyHUFPkkWVqS0PEBfwAAJoKf+U6GLKGd5tjogvUbkTJLfsgWLN1EVvRZEPRxe/BPHQaBJHLhFFqYjFPCU/11QO6CtGUnnJvV9W2arT8/GTEmNZej2DjuoQo5gVjGjLm3o+mr5aiZe3j0FU/RKMTzl0uhn3cXyHKxnin2C8kkwvWYQfDmD0NeqgNgqhAsmRzSzoiokFOdmRCdmTCMny3HT5HkKTOLea607bu06ixQOU6KO4CAIBl9CzUvnxt1GO9X78A525HQ5DCv95v77uTIBu2m2MiU1ubUPn4mWGFPABo7S0ovf1ADLvuOyjp8f8uRTQQWMxTwgq1VsK3+QN4Vt8LPeiDddThsI09IaW2B9NVH6AGosZVT+RF5+JBtnUMQ3fufBH0kA+iYoVkzevypSEVyNbICwgRERH1N0P2iKgx0ZoG2ZWL7OPvhnXsXNS9flPUYwWDGYgwNU+ypW8dqh/hnO7unwxC3lq0/vhOxJja2oBA7UYW85SyOOaEElKotQq1b/0VdW+fhED1Nwg2/ISmldeh8rlZCDZvind6/UZUbBBNXfeb3ULJGB/DbLZPlM1QnENgSN8JsqNoQAt5XQ0i6NmMQMM6hLyboauhAbsXERFRvFh3mhO1dzx9vwthHrY70vc5D4bsEUjb67So10n7y1kRe+FlZzbyz3gSgtEaHhAE5J32OGRncq8Jowfbu41HmpZAlCpYzFNCCtSt6TKPHADU1kp4vrsHmuqPQ1b9T7LmwbXbFRFjhsxJkFNoFEJPhFqr0fjVDSh/cjLK/zMB5ct2RtM3tyLUVhPv1IiIBiWHI/r2bNQ3srsARRe92aXYtu+yAK7Zp3UO1RdECa49T4KxoOuLfueM42DM2ynqPUyFkzD8+u+RuWAJrOP2Rtre52LY9T/APvEgiEpyT5WTLE6I1ujb4xryxsQwG6LYSr3xsZT0dE2D98fHosZb1j0L5y4XQbTlxTCrgSGIEmxjjoauq2j+8npo/mZAEGEedjAyZt8xKId7a34PGr+4Gi3bPAOavxlNn18NzdeAtBnXQlQsccyQiGhwCLU0INiwGZ6Vz8La3oJ27UgYc0ZH3cucekeUDbCM2hPDb1yLQMXPCLXUwzRkZ4hGC0JNFfD99jkUdwHktEIofxT+bes/R/Nn/4ZgsMK997kw5o+F7MiMeg9BkmHIGo6MQy6Hvv9FEGTjDs3nTwayKw9ZC65H1ZPndInZphwK2Zn8i/QSRcNinhKSIER/NAUhNX75bCGZM+CcdA6sI+ZDD3ggyGZI5kyIxsHZC6L6atCy9vGIMc/398Mx+SyIzmGxTYqIaJAJtdSj7vWb0PDm1u3Omt6/D9ZxeyPv9P9AcSX30OxEI8gKDBnFndvXBeo2ofSuw+AvWd15jCF7JIouWg5D9gg4dzsS9qmHAoIIsQcL2AmiCMGYWi/EBUmGc/ejIZqsqHnhcoQayyGabEibew7c+/4Nsi093ikSDRgW85RwBFGEfcIpaP31uYhx29hFkMzR3z4nI0GSE2LV+kSgttUCuhY5qAWh+RoAFvNERAMqULU+rJDfonXte/B++zLcc86KQ1aDQ6ilARUP/zWskAeAQPV6lN49H8UXvwfZmb3dLe8GE8nmhnPmCbCO2xuavw2iYoTkzIUoczcaSm2cM08JSXGPhWX4YV3aZccQ2Ceewa3CUpig2LYTT60eBSKiRKOrITS+f1/UeMPb/0SwuTqGGQ0uqrcGbb98HDHmL/sRIQ/Xj4lEEAQoafkw5oyEkl7EQp4GBfbMU0KSrVlIn3Mv7ONOQvN3d0MPtcE25hiYhx0MxV4Y7/RoAEmWTMiukQg1re8SM2ROTrlRGZRcNE1HXVvHdpKZVgOECNtAESU7XVOhtjZEjau+ZkBTY5jR4KK1t3QbV9saY5QJDXa6riPUWIGQtwZ6KIARmXbooQAgmeOdGv2BxTwlLNmaDXnYgTAVzIKuhSAanfziPAjI1hxkH/oiql7cD2pr5dZ2exGyDnwKkoXFPMVHaZMPL/xQgce+KgUAnLxrIRZOzEOBK7m+1FR52lHW3I7SJh+K08zIc5iQ4+BwXdpKVIxw7HoUWr5fHjFun3ggpG5WD6e+kaxpgChFfWEiO7gAIQ08PRSCb+PXKLvvCIQaKwAAgsGMrIVL4Zy5CLI1+tbKFDss5inhiYbuh11T6jG4xyDv6BUINv6KYOM6KO6doKSNhGzLj3dqNEiVNvmw74Mrsa52a4/ZRa/+hIe+2Ix3z9g9aQr63+tbccijX+GXmq2fY2KuAy+fNA1D3JzCEm+6qkJta4QgKZAszrjmYt3pL1AyhyJYuzGsXTBakX7wJRANyfHMJyPJkQ3XrFPQ9NFDXWL2qfMgObLikBUNNsGGEpTcPAd6sL2zTQ/4UP3UBTBkj4B90kFxzI624Jx5IkpIsr0A5qI5cEw6C+bCvVjIU9zouo7XfqoKK+S3WFfbgtd/So65wzVePxY+sSqskAeAHyo9WPTMt6hvDcQpMwKAQO1G1L66BCW37I3Sfx4C77evIhTHeelKeiGKL/kQaXPPgWAwA6IE+9R5GHbN1zBkDY9bXoOBZLIhc/41SNvnPAhb9oCXZDj3+CtyTrgPMkdFUAx4Vr0YVshvq/aFKxDy1sU4I4qEPfNERETdaGwL4vGvS6PG//11KY6clAe3dce3h4qHmlY/Vld4IsZWbGxETYsf6Qn+GVJVoPo3bFyyO9SW+s62tnWfwjH9WOQc+89u9w8fSIaMYmQfcxvSD1qM1tYW2DPyIMd5xMBgobhykX3kzUjf70Jo7V6IRitkZw5EozXeqdEgoGsafL9/FTXur/o1aqFPscWeeSIiom4IAiB1s16HJApIhuU8vO2hbuMtge7jNDA0fytq/ndVWCG/heeLpxGs2xjhrNgRFRMkVx421LZBMHLaWyyJBjMkWzoExQy1rRmh5iqo21kcj6g/CKII8/Bdo8aNOaMgcGvEhMBinoiIqBtpFgPOnD4kavys6cVIsyR+j3Z3ve6iALjNif8ZUpHa0gDP1y9EjTd/+VwMs6FEEmwoQ8XDJ+H3S0Zj49U747fFo1G17DwEmyq3fzJRHzl2Obxjik0EmUdcD9meEeOMKBIW80RERNux96hM7Fbk6tK+e3Ea5oxMji80mVYDDp+YGzF2wi6FyLKzmI+L7YzqEAR+VRuMQi31KH/kJHi/+R+g6x2NmormTx9HzX8vherzxjdBSnmKuxjFi9+HnLZ1zSLBYEH2cXfBPHx6HDOjbXHOPBER0XbkO0148cRp+HRjPR78ogQAcOb0Yswcmo58Z3IMNUyzGHDXvPFwmmT8Z1UZQpoOgyTi1N2KcPneI2E3KvFOcVCSrOlw7HYUPJ8vixh37HZkjDOiRKB6atC29r2IsebPlyHz0Csgme0xzooGE0GWYR6+O4Ze/SVCnhrooSACig227KGQjdzNIlGwmCci+pNQayWCjb/CX/UNZOcQGLN2hmzPhyDyn8zBLM9pwlGT83HgmI5toeym5Ct+8xwm3HXYeFw2dyS8fhUOo4QchxFmhc92vIhGC7LmXYPWNW9D9daGxZwzFkHJGBqnzCieQp6a6EFNhdrWHLtkaNASBAFKWj6UtHyoqoqfV6/G5HyO4kok/O1NRLSNoKcE1S8djGDjus42QbEiZ8GbMGZPgyBKccyOEkEyFvHbshplDDPy138iMWQPx9BrvkLzimXwfvsSRLMT6ftfBPOwaZyXOkhJVne3cZG98kQEFvNEFEOqvwmqtwyt61+EFvDCMvwwKGmjIFuz450aAED1e1D/0d/DCnkA0IOtqH75EOQf9w1kR1GcsiOiVGbIGIKMgy9F2tyzIUgyJLMj3ilRHMnObBiLJsG/+fsuMeuE/bdb7BPR4MBinohiQm1vhOf7+9H0xbWdbZ7v7oYxf09kHfAkZFteHLProPlq4dv4RuSYvxnBxvUs5olowAiSBNnGIq23Qt46hJqrEWosg+TIguzMheLKiXdaEQ0dkt753xs3dd2WUHZkofC8/6H07vnwl/7Q2W4eOQPufc9Hw3v3Im3OmVCcifn5iCg2WMwTUUyEPJvCCvkt/OWfonXd83BMPT/uqzbrqh/Qtahx1dfNHEYiIoqbYH0pyh9chLZ1H3e2GfJ2QtEFr8KQPSKOmfWeIWsYiv6+HIHqXxGsK4Fkz4C/bA3K7zsKWrsXoaZKZB99GxfCA6D6vND8LRAVMySrK97pEMUMi3kiGnC6rsO75rGocc/qe2EdfRRkW+Rts2JFNNghmjOg+eoixpX08THOiIiItkdta0blsvPCCnkACFT8jM3/PBTFl3yQtD3YeqgdJbfuC0E2Qg+0bd2mDkDTx48g48D/G9TFvNbeAn/lL6h9+Rr4S9dAyRyKzMOuhrF4MmRrWrzTIxpw3LyUiAaernXbq60FmgFdjWFCkUnWPLhnXh8xZireN+4vG4iIqKuQpwYt370aMRao+BmhpqoYZ9R/VG89oIag+1vDCnkAgK4h1NJ1iP5goWsaWn7+ABuv3RUtq99AsH4z2n75GCU3z0Hziieh+tv67V6h1kYE6jcj2FAGLRTst+sS9RWLeSIacIIowTpqYdS4uWgfiEZX7BKKQhAlWEbMQ8Z+j0Oy5Xe0yRY4pvwNmfs8DMnMVaWJiBKN1u7tWuhuQ+1um7cBNnRIeuf/Dj1k726PPfSQvcOOBwDBaOn2HHE78VQWaqpA5WOnRfz/vua5/4Pqqe7zPbRAO3wbv0HZXfPx29+L8fulY1H74uUINpT1+dpE/YHD7IkoJky5u0N2jUCo6bewdkEywbX7lRANtjhlFk4yuWEbcwzMhXtBD7YBkgGSNRuiZIx3arSDNE1HWbMPP9e0oLy5HRNzHSh0mZFt5/+HRKlIsrgASQbUUMS47M6PbUJRrFnzXdjCd1tEattCdmTBWDgB/tI1XWLGgvGAqCDYVJWwC/0NJNVbF/VFjR4KIFhXAkPm0D7dw1++Fhuv273z2dLavahffita1r6Hor+/DsUV/8V7aXBjMU9EMSHbC5C74C00fXM7WtY+Dj3UDvOQfeHeYykUV2ItTiQIQkKsrk89p2k6vilrwn4Pf4km39ahkLsXp+H5RTujwGWOY3ZENBBkZw7SZp2Cxg8f7BKzjNkLsiMxtj/tDdmRhYJzX8DmW/dFsK6ks11JL0L20bdh881zIJrsKLzwNRhzRsUx0zgQpW7DgtS3MifU2oDqZy6K+JLIX/IdAuU/s5inuGMxT0QxIzuK4N7zFrh2+T8AOgSDA5LRGe+0KIWUNfuw70Mr0dwe/uVrZUkjLn/zZ9y/YCKsRv7qI0olotGCjHlXA4KAxo8fBdQgIAiwTTkUuYvuhWyP3xSpLdvOddf7Hu2cLYw5ozDk8hUIVK+Hr+SbjpcTuobKf5+OUFMlgEpsvm1/DLn8UyhpiTEKIRYkewaUzKEI1m7sEhNNNsjuwj5dX29v6bKo4rY8370K67i5fboHUV/xGw0RxZQoGyHaC+KdBqWon6pbuhTyWzy7ugLX7DsaQ1nMUwIItTQg1FSJtl8+giAbYRkzG7IzG5LZEe/UkpLiykX20bcj/YD/g+prhmi0JdTPc9sCPVJhH2mv+W0p7nzoahCVT56LUGM5tLamsHiwdiOC9ZsHVTGvuHKRf8YylNw8B3rQvzUgCMg7/T+QXX1ctFYQIZps0NpbIoZle2bfrk/UD/iNhoiIUkZFc3vUWFDV0R7SYpgNUWQhTw1qXrwSTR89tLVREJB91K1wzTqF+2T3kmi0wJA1LN5pdCtaD/3QIenbLei1di8C5WujxoP1pcCI6X3KL9mYh07DsOvXoOnTx+D7bSWM+WORNucsGDKHQZQNfbq25MhG2l/ORP2bt0WMO3ZZ0KfrE/UHFvNERJQyJuRG3285w2qAjb3ylADa1n0SXsgDgK6j+tl/wDJmNsxDd4lPYjSg/lzIb9xUH9a2vYJeNNkhGMzQA76I8UR/kTEQBFmBMWcksg6/HlrAB1Ex9Xmu/BairMC979/Q8tP78Jd8FxbLOeE+yG6OMqT4S8lvNWVlZbj//vuxcuVK1NXVISsrC4ceeijOPPNMGAx9e0tHRESJqyjNgl0LnfiqtLlL7Lr9RyPPYYpDVkRbhbz1qHv9pqjxhnfvRu7Jj0KUlRhmlby0QDtUbw10XYNoskO27fjc9Fh65JFHdvi4U089NWJMduXAPfdc1L95a5eYsWhSTIpLPeiHv7Yc3m9eQqB6Pazj9oZlxHQo6UUDfu/uCKIEydT/u+Io7gIU/f0N+MvXwvvdq5DtmXBMOwJyWn7CTOGgwS0li/kNGzZA13UsWbIExcXF+PXXX3HllVfC5/Nh8eLF8U6PiIgGSLbdiP+eOA2XL/8Zz66uQEjTkWE14Lr9R+OIiXmQRCHeKdIgp6sBhLrZ/zrUWA6EAgCL+e0K1m9G7Ws3ovmzJ6AH22EeMR05x90FY8EEiIb+e3GnBf1Q2xohyEbI1rReXeOG68O/f27pgf9z7/wN1y+OWsyLignuAy6CFmpH4wf/6ljoD4BlpznIO/VRKM6B3Z7ObjHB98sHKL1rHqCpAICmjx+BnJaH4ks/gjF75IDeP14UVy4UVy5s4/aOdypEXaRkMT9r1izMmjWr88+FhYXYuHEjnnnmGRbzREQprtBlxgOHT8S1+41Ge0iDzSgjz2FiIU8JQTI7YRmzFzyfL4sYt048AILREuOskk+woRwlt+6LQOW6zjbfb19g4/UzMPSqL2EeMjXseF1TEWqqQKipClqwHUpaPmRHNkSTNeo9dDWEQO1GNLzzT7T++A4kWzrSD1wMy8iZkJ1ZPcp326L9z0Ppu4v9meLMRvbCm5C+7wVQ2xohGm2QHJmQre4e5dMb2VYBZbcv7Czktwg1VqDyibNReM5/ud4DUYylZDEfidfrhdPZuy2wVFXd/kEpaMvnHqyfn/gMUPI+AyZZQJFrm545XUOSfYSEkazPQMKSjcg4+FJ4v3oeeigQFpKsbjh2ORyallgLNSbiM+Ar+SaskO+khlDz/CXIO/tZiOaO7316KAj/xq9Qdu8RUL21HcdJCjIPvQKuOWdBjFIIByt+xsYlu0MPtHU0VP+GsnsWwLnnScg68haIPeyl/+33mo4UI/wcu4t1IRshpRdDSi/ubBro/29UVUWo6hfowciLjLatfQ8hby1gir5uSU/oug6E/BAkAyCK/XJN6ptE/Hcgle3oz1nQdV0f4FzirqSkBAsWLMDixYtx5JFH7vB5qqpi9erVA5cYERERDTo2iwk5YjPqn/kb2jeuAgQBlrH7wH3krShtEdHu92//IoOY0+mE6aMb4fn035EPECXkXrsGG2o7ivCRmSaUL9k5fPuyP2Sf8QyqnBPQ3h5epOakWRF4/hz4fv4g4i3yr/wKv3skDIKv0QAAg8GAnPqvUfvvU6Iek3fVN/i9qW8/D7PJiAK7iLbvXoL/148hZwyDfc9T0KBZUe+NvPAfUSqbPHkyJEmKGk+qnvnbbrsNDz/8cLfHLF++HMOHD+/8c3V1NU499VTsv//+PSrktzVhwoRuf4ipSlVVrFmzZtB+fuIzQHwGiM/AQLL8/Q1obc0d+1lb3RDNDoyJd1IRJOIzULc6+h7iktUNq82OyfmjAACNb98ZsZAHgMbXlmDk4g8g/WnP8FD9ZvwepZAHgMAv72PSAf/Xi8yTk6qqaC8LRY3L7kJY0rIxeUjf5u0HK9Zi0w0zofk8nW3NHz2IvNMeR8HOh0MwmPt0feq9RPx3IJVt+XlvT1IV8yeffDLmz5/f7TGFhYWd/11dXY0TTjgBU6ZMwXXXXdfr+0qSNKgf2sH++YnPAPEZID4DA0FyZAGOns29jqdEegac049F/Ws3Roy59zkPijMXwh+5tpd8E/U6wdoNELRQl8+lCgIgiIAeecqDIMph5wQbyuDbuAot378OxV0Ix65HQnEXQuzBCutqayN0TYVkSevMPZG0wATH9GPh+eLpLrGcRffA4M7v0/VD3jpUPHJyWCG/RcVjp2HE6FkwZA7t0z2o7xLp3wFKsmLe7XbD7d6xBT62FPLjxo3D0qVLIXK+DREREVFKUNyFyDnhPlT955ywdvOoPeCadUpYMWwZOROelc9GvI4xdycIirFLu2RzwzbpILSsfi3iebZJB3b+d6CuBCU3z0Ww5vfOttqXr0XeqY/Dscvh3S6yBwCh5iq0rfsU9e/8E1p7CxzTjoBz5iIYMoZ0e95A0/xtCHlroKshCAYrGn0aRh19O8zDdkP98psRaqqEqXgqso++DaY/LTjYG2pLPdo3RXnxogbRXvpDn4p5XVMRaqyA5m+BoJghO7MhsqefklxSFfM7qrq6GosWLUJeXh4WL16MhoaGzlhmZmY3ZxIRERFRopPMDjhnLIJ17Fx4V78OtbUB9okHQskeAcWZHXasbdJBEP97GbR2b5frZC1cCtne9buhZHYg++jb4Fu/AmprQ1gs/eBLobjyAHQUvDUvXhFWyAMAdB0Vj5wE88gZMJpGRP0coeZqVDx2ethLg9rSH9Dw/n0YeuUXceuJDtRvRs0LV8Dz5bOAGoQhZxTyjr4DUArg3uc8OKYdAWgqBIMZsj0j6nVCzdVQ2xoBQYJkc0O2pUc99s+r5AOAkjUMtgn7QxAlCHLXly47KuSpheer51H70tVQW+ohKEa49vgrMg67Ekpa30YUEMVTShbzK1asQElJCUpKSsK2qAOAdesirHxKRERERElFMtshmUfDmDu62+OU9CIUX/ohyu47qrPoFk12ZB99G8zDd496njF3FIZeuwqeL5+Dd/XrkB1ZcO93IYz5Yzu3YAt5a+H58rnIF9A1tP30PozZ0Yt5f9W6iL3/anM16t64GTnH/ROiYopw5sAJNpZj8637IVD5S2dboOpXVP7zYBRd8gGUnf4CJS2v22towXa0b1yFisdO67yOecTuyD3pIRjzxkGIMGJWtKZByRqOYM3vEBQTchbdCz3kh3fVi9DVEIxFkxFsKIfSw+H8uhpC8+dPovqZi7a2Bf1o/PBB+Gt+R8FZz3T7QoIokaVkMb9gwQIsWLAg3mkQERERUZwJogTzkJ0x5PLPoHproasByPZMyK5cCJLS7bmGzKFIP/BipM09C4Jk6DosWwsBajDq+WprY7fXb/708agxz8pnkHnoFRDdBd1eo7/5y9eGFfLbqn7qApgufg+yo/uRroGq9dh0018Adeuieb7fVmLT9Xtg2JLvYMga1uUcxZWLvJMeQskt+yBn0T1oXvEftK37pDPetu4TGAsnoOjvy6H04GcSbKpA7cvXRoy1rX0PoaYKFvOUtDiRnIiIiIhSnuLKgalwAsxDdoaSXrTdQn4LQRQhmZ0R51eLJgeMhROjnmsdO2c7Fxd6Fxsguq6j9cf3osb9pT9AC7R2ew2tvRV1r10fVsh3xnweNH/5HHQt8sKCpuHTMfyGNYAohRXyW++/Bp5VL/ZoS0DN54m4qF7nNSs5apeSF4t5IiKiJFDpaccPlR58tbkRG+pb0RqIvk0UEcWG7MhEzqJ7O1a+/xPruL2hbGcRO+eeJ0WPTT++y5Z5W4RaG+GvXIe29SvQXvYjQp6aHuUdia5p8Ff83O0K/KLZAUHsfmCv2u5B2/ovosZb174LLdAWMSYZzVDSi+FZ+UzU85s+egiqp7bbHLYlKuZuX4zISbSjBNGfpeQweyIiolTyY6UHC55Yhd/qOnrEFEnAhbOG4++zhyHL1vtFoYio70xDdsGwG9YgWLcJgerf4P32FVjHzYVrz5O2Wygac0bBvsvh8K56MaxdTstD+gEXQYyw0n6wsQJVT54D7zcvb71O0SQUnvciDFnDe/05gg2bsem66cg/6xlAlCIuSJc29xzIf1pg8M8E2QDFlYtQQ2nEuJIxpNvF7HToQJSee6BjVXpgx3vmJUcmbJMPQct3r3aN2TNhyOw65J8oWbBnnoiIaACEVA0bG9rwxNeluPzNn/H6T1Uoa/L1+DqbG9vwlwe+6CzkASCo6rjlw9/w3OoKaNqOf6klov6ltjXBt/4zVDx4PEr/eSga3r0LzhnHIW3WKVBcuds9X3ZkIeeE+1B4wSuwjNkLpqG7IOuoWzHkis8jrmSvtbei5oXLwgp5APBv/h6b7zgYwaaqXn+W9g2roPk8aPzgAeSe+AAghff5mcfMRtrcc7Y7PUG2pSP90Mujxt17nwtRjn4NyWSDa/apUePOmYsg9WCOu2R2IOf4u7tMh5CsbhT939uQY7wmAVF/Ys88ERFRP1M1HV9ubsK+D62EL7i1d6vAacIHZ83AiIzu953e1jdlzahvC0SM3fDer5g/PgcFLu6VTBRruqbCu/oNVDx4fGdbsGYDKh89Bf79LkTm/GsgmR3bvY7izIYy5VBYRu8FXQtBsrgirvYOACFPFZo/XxYxFqj8BaHGMiiunF59Hv8fi961rH4d0FQUnv8SApW/QG1pgGnIVMj5EyE5d+zalhEz4N7/IjS8dfvWRlFCzqJ7Yehmdf/O80ftCVPxVLSXfBvWrmQMgWvGIgiitOMfDIAhoxhF/3gbwbpNaC/9Hob0YhjyxkJJL4QQh7UJiPoLi3kiIqJ+Vt7swyGPfRVWyANAWXM7Tn1+NV766zSkWQw7dK3vK6Iv3FTTEkBAjT4clYgGTqixAtVP/S1irOGdu+Cee/YOFfNbSJbtH6u1t0Qc/r5FsLEc5qG77PA9t2UeunPnf7f88CZafngThuyREE02NK96AWlnvYwdndQj2zOQediVSNvrNPg2fg1BMsA8dGfIjhyIpu2/zFTc+Si84FV4V7+Kxg8egK6G4Jp5AhzTj4WSXtSrz6e4cqC4cmAZEX07QqJkw2KeiIion21saEOTL/J2VZ9saEBta2CHi/lJedG/4GfbjTBInDFH4bT2FgSbKtDy/XKEvLWwjd8PhpxRve6xHQxCnloEG8vh2/AlJKsb5qG7QHbmQjRE3+NdbW2A2lIfOahr8Ff9ukO90D0hmuyApETdDq+3hS4AGAsmQHYXINRQ1tkWqF4PAMg9+RG0CFak9eB6ksUJyeKEMXd0r/JR3PlwzzkLjmlHALoOyZbe4x55olTHYp6IiKifNbZF33caAPyhHe9N37nAiXSLIeJQ+8vmjkSeI3qxQYOP1t4Cz6oXUPHIycAf23fVv3YjTMN3Q+F5L0JJy49zhokn2FSJyn+fhpbVb3S2CbIBBee+AOu4vSNuSbflmO50typ8b8nOHKTNPgWNH/yrS8xYPBmKK6/X11bcBShe/AEqHj4Bvt9WAuj4DOkHLgZECdLHtyE49ywImUOj/kwGghxlRX8i4gJ4RERE/W50VvQv8W6LApd5x/a3BoCiNAs+PHt62Dx7RRJw8V9G4OjJeRBFzvekrYKN5WGF/Bbtv3+JhvfuhR6lR3ew0lUVTR8/GlbIA4AeCqD07vkINpZFOROQbBkwFU2OGBMtTijpQ/ox0z+ua7Qg47Cr4Nzzr2Hb4VlG74nC81/e7krz22PMGYnCC17D8KU/YcgVK5B36r/h2/gVKh85CU3v34sNV0xE608fQI+whzwRxR575okoIem6jpCnBL5Nb6G97BMoGRNgG7UQkqMQosStuCix5diNOHZqPp7+trxL7KaDdkKevWfP8PgcBz45ewZqWgNoD6rIsBqQYzfCYuCvcQrn/ealLoX8FqGmKgRqNkJtqYMgGyA7cyC78qIutjYYhJqr0PD2nZGDmoqW75fDuG/kefGyIxN5ZyxDyY2zoLY2bA1ICgrOfbFPveTdUVy5yDnubmQecjnU1kaIJjskRyZkW3q/XF+2Z0AP+VFyy94INVaEBzUV5Q8ej+HXf9+nIf1E1D/4LYCIElKg7kdUvTAHmr+5o2H9C2j68nrkHPYKTAV7QZD4zxclrjSLAbcdPBbjsu24/ePf0dAWxLB0C246cCfMGZEBqRfz3HMcJuRwSD1tR7A58tZkmfOvgRbwYcMVE6CHOqZsSM5sFJ77AszDdoPQzVZhKU0LhRfifxKo3djt6cb8sRi65Bu0/vQBWn/5GKaC8XDsPB+yuwiCPHC/pySzHZLZPmDXV721XQv5P2htTQg1V7GYJ0oA/DZMRAkn1FaD2rdO3FrIb6EFUbP8GOQd9w0UB79EUGLLcZhw8V7DsWjnAgRVHWZFZDFOA84+6SA0vnNXWJshdwwkRzZqnzgrrF1trkbJLftg+I0/wpA1vFf30zUNetAHQTZBkJJvcTLBYIGxaBL8m7+PGLeNndP9+YIAQ8YQGGadjLRZJ2/3fqHmamiBVgiiAsmZ0+1+6/Gka92v68Fh9kSJYfCOqyKihKX56hCs/zFyzN8M1bs5xhkR9Y4kiShwmTE03cJCnmLCmD8OxsIJYW2uPf+KxvfujXi8HmyHZ9VLPb6PHgrBX70eNS9dhdJ/Hoaqpy9Ae/laqP62XuUdL7IjEznH3BExpmQOhal4ar/cR21rhvf7N7Fp6Wz89o/h+P2ysaj93xUI/qn3Wwu2I1C7Cb6Nq9Be9iNCzdX9cv+eku2ZEK2R164XDGbIaQMzhYCIeobFPBElHF3rfoEmLZhcXxaJiGJFSctD0d/fQNrccyD8seK4IXcMAjW/RT2nfdOqHt/HV/INNlw+EfWv3oDWn95H43v3YsPlE9H64zvQQl13XkhkpqG7oPDC16FkDu1oEETYd56P4ovfg+Iu6Jd7tP7yIUrvOBCBynUAOnYdqH/jFpQ/eDxCnhoAQMhbh/q37sDvl+6EjddMw4bLJ2DT0r3QXvYj9CjrIAwU2ZWL3BMfiBjLOeZOyM7cmOZDRJFxmD0RJRzJ5IZoSofWHmH/XkGE4urdcFAiosFAcRci+5jbkXHQxdA1FRBlGHLHRB1Kbhk5o0fXDzZVovxfx0IPtocHdA0VDy3CsBt+hCGjuLfpx5xkdsA++SCYhkyF5muGIBkg2TP7bU56sLEC1U9dEDHW9vOHCNaXQnZkoeX7N1D7wuVh8UDlLyi5cTaGXvcdDDGcoy5IMmwTD8SQq1ai9qVr4C9fCyV7JLLmXQ1T4USICheiJUoELOaJKOFI1jy497oDdW+d2CXm2PkiSOasOGRFRJQ8RMUIcZviL+uIG1F6x0FdjhOMVtgmH9Kja6veOgRrNkSMae0tCNZvTqpifgvFlQu4+r/HWWv3IlhXEjXu2/Al5LQ81Lx4ZcS42toA328rY1rMAx2L7FmG74aCs5+D6veipsED05BRkJJwbQSiVMVh9kSUcARRgmXogcg5/B0YsneBIJmgpI1B5v5PwjX1AojGgVvBl4goFZlHTEfOifdDNNk625TMoRhy6Uc9X5VcU7uPcy/7MIJsAMToBbBkz4IebEeooTTqMb2ZCtFfJIsDkiMH1U2c4kaUaNgzT0QJSTI6YS7cCznzXoMe8gGSAtmSHe+0iIiSkmxNg2vWqbBNPBCqtxaC3DGUXOlFT7Rkz4DkyIL6x1zv8KCyde45AQBkexYc046A58vnusQExQjz0J0hyEbIrlyEmiojXsNYOKlLm66G/phvr0OypUNUEnuRTS3gQ6i5CnrAB9Fkg+zKGzTbzIY8NVC9ddDVICSrG3JaHoRuXvAQ7ajB8TeIiJKWZE6PdwpERClBlJWO4e99HAIvu/KQe9JDKLt7PvCnhdmyFy6F7OCL122JJiuyjrwZ7ZtXdy6ABwCQFBT+7RXIrnwIsoKMw65C1Z+2DwQA0eyAZdQeYW3B+lI0fvwwmj5+BHooAPu0I5Bx4P9ByRwGQRAG+iP1WLCxArUvX4vmzx6HHgpAtDiRccjlcO1xImRH6k6d03Ud/vIfUf6v4+Ev/QEAIFndyD7un7BPPgSS1RXfBCnpsZgnIiIiom4JggDNW4P2ip/Q9Nl/YB4xHUMu+xS1r90Af+kPUDKHInPe1TAVT4VotMQ73YRjyChG8eIP4K/4CW3rPoWSXgjrTnMgp+VDVAwAAMcuhyNYuwH1b93ROZVBdheg8G+vQHEXdl4r2FCGklv3CXsx0PThg/B+/QKGXvM1DAk2MiLkrUPFo6egdc1bnW1aWzNqnrsYerAd6Qcu7vwZpJpgXQk23TgbWmtjZ5va2oCKh05A0f+9A9v4feKYHaUCFvNERERE1K0hGVaU/+s4tP38IQCgecV/IFndyDrmdlhPuA+ixQU5yr7k1EFJy4OSlgfbuL0jxmVHJjIPuwppfzkDoeYqCAYLZEcWlLT8sONaf/kovIf/D2pLPRreuxdZRyxNqOI45KkOK+S3VffGzXDOPKHLgomav2N+frK/GGpd+15YIb+tmv9eAlPxFMj2jBhnRamEC+ARERERUbfU9R92FvKdba0NqHzkJARrN7KQ7yeiyQZD1nBYRs6EuXhKl0Je87ehecWTUc/3fv0C1NYI27rGUaD696gx3d8Kra2p88/Bxgp4vn4RpXfPQ+k9C+D59mUEo6wjkAxa130cNdZe+kPX7R2Jeog980REREQUldZSB8+H90eN179zN8wjpkM0mGOY1SAlShCN1qhhwWCGICRWX53syIweFAQIho7e92BjOcruXQjfb190hlvXvA3zmNkoOPNpKGl5A51qvzMVTIAnSsyQMSRhFgAMNlVC9dR2LNBnz4DsyoMoK/FOi3ZAYv1tJyIiIqKEomsqtPaWqHGt3QN9e9vVUb8QFSPce58bNe6eey6kBFtQTnEXQv7TCIMtrBMO6FwAr2XNO2GF/Ba+Xz5G26+fDmiOA8Wxy4KOrQkjyDjsKsjOnBhnFE7XVPg2fYtNN+yJDVdOwsZrdsGGyyeg+dPHEIoyPYASC4t5IiIioiSjBQMI1G2C9/vlaF75HPwVv0AdoC/fotUN6+RDo8ad04+DtM3+9TSwjAXj4ZxxfJd284jpsO+yIOFWs1fcBSi66M0uLxmMhROQe+L9kCxOhFoa0PhB9NEfje/fB9UXrY87ccnuIhRe9CZEi3NroyDCfcBFsE3YP36J/SFYV4KSpbMRrNk6FUJr96Ly8TPR/vvKOGZGOyoxxnYQEQ0AXVOh+moAXYNoSocoJ/YevEREO0ILtqN17fsou28h9ICvs92550kdW8M5+3drOEFSYJ99BryfPwm1tSEspmQOhW38vv16v2QU8tYh1FSB9s2rIdkyYMwfB8WVB2EAhirLjixkH3M70v5yBho+fBB60AfXnifDVDwFiiu33+/XH0yFEzDsmlUIVK9HoG5Tx88nvRiK64+eaV2Drgajnq+HgoCmxSjb/iMqBlhHz8Kw639AqH4zNH8rlKzhkB1ZkMyOeKeHlh+WRx11U/Pfy2AaugtkezfTJCjuWMwTUUoKtZSj5een4V3zELSQD5bhh8K180WQnYm5By8R0Y4K1pei9K7DOrcv26L503/DPHw3pO11er//O7e5WcWIq79E/Ws3wvP1fwFJgWvPk+De53wo6YXbv0AKCzZVovLfZ6Bl9WudbYLBgqILX4N51B4Qowyz7gvZkQXZkQXziBkAdAiiFPXYkKemc9SGZHV3P4d9ACnphR1b8kWISVY3nDMWoWbz9xHPde7516Tdk12QZBjSi2BIL4p3Kl20rf88asxf+TP0oD+G2VBvsJgnopQTaqlA9asLEKj5rrOtZc0jaPv1BeQd8wUU1/A4ZkdE1Deer//bpZDfov71pbBPObTfe2jb/X7IGTsh54T7kLlgCSAIkGyZCbUFWjzoagiNHzwQVsgDgB5ow+Y7DsTwG3+CIWvYgN1fEKPPmNVCAbSXfIfKx06Fv+xHAICpaDJyT3kUpsKJCbP4GtDxOZy7LkTjB/cjWLMhLGbIGQX7pAPjlFlqMxVPhWflMxFjSuYwCBIXwUt0nDNPRCnHX/1tWCG/heZvQtOq26CFuBUMESWvQOWvUWPBxnJACw3YvUWDGYq7AEpa/qAv5AEg1FyFhnfvjhjTg360/mk7v1gK1mxAyY2zOgt5AGjfvBqbbtgDgbqNccsrGiW9CEMu+QiZR1wPQ/ZIGHJGIeuom1G8+D0o7sE9+mOg2HeeB0ExRoxlLljS71N2qP+xmCeilKJrKlp+jr4Hb9tvL0FrT6w9eImIesI6bm7UmKl4SudWXzTwdDUIra05ajxQuyFqbCBpwXbUv30n9FCgS0wP+ND04UPdzlGPFyW9EBkHXYLiyz/FkMs+Qfr+/2AhP4AM6cUo/r93IW07L15SkLlgCaxj9opbXrTjEmd8DRFRfxAECEo3e/DKZiDB9uAlosSlaxpCTRUIeWoAXYVkz4Lsyh2QedA7yjJmNiRHFlRPTZdY9lG3QralxyGr5KAF2hFqqoBvw5cIeetgGTEDSnph5/ZoPSUqZhiyRyJQvT5i3Dpqz76k22uazwPf+s+ixlvXfQzV54Vsc8cwqx0jiBIU9gjHhCArMI+ciWFLvkWouRJ60A85LR+yIxuikS8FkwGLeSJKKYIgwjHhVLT+vCxi3D7hNEjmxNqDl4gSkxb0w/fb5yh74BiozdUAANFkR86iu2GfOh/StttNxZAhvQhDLvsEFY+dBt8f+2/LafnIWXQPTMVT45JTMujYBeBdlN5zOLBNr7R13N7IO+0JKGl5Pb6m7MpB9tG3dSxI+CdK5lAYCyb0KefeEhQTZFc+/OU/RYwr7iKICnd4oY71ChR3ARR3QbxToV5g9xQRpRzFNRL2cSd3bU8fD/vYE7pd9ZeIaItg3SaU3LpfZyEPdOzBXPHwSWgv/SGOmQHG3NEo/NvLGH7zOgy78UcMvfpL2KfOg2S2xzWvRBZsKEPp3fPDCnkAaF37Hho/fAC62ru1BiyjZyH/rGcgb1l0UBBgm3wQihe/D8WdDy3gQ6B+MwK1mxBqaej+Yv1EMjuQccilUePp+1/EnleiFMCeeSJKOZIlE2kzr4dt3Anw/PAg9EALbGMXwZizK2Rbz3teiGjw0TUVTZ882qXw26L2pWtgOv9FSBZXbBPbhmxzJ+Qw6UTV+sObUXcBaHj3HqTtdUaveiclqwuO3Y6CZdQe0HweCLIB0h/7iAfqNqH2pWvhWfk09FAA5pEzkHP83TDmTwhbQDDYUAbfhq/g+fZlKGkFcM44Doq7sE97kRsLJyFzwRLUvnQ1oOsdjYKI7KNuhTFvTK+vS0SJg8U8EaUkyZIByZIBY85u0HUVosRVl4lox+nBdrSXdN0VY4tA5c/Q/G1xLeapZ4L1m6PGtLZm6FEK/R0hCEKXFwHBhjKU3DQHwdqtK8f71n+OjUumY9i1q2AqnAgACNRtQsnNc8O2ZKt/fSlyT3oIzt2PgWiy9Son2eaGe98L4Nj9aLRvXAUIIsxDdobszOn1NYkosXCYPRGlNEGUWMgTUY8JigmmoslR44ac0RymnGSsY6PvAmAsnAixn3cBaFu/IqyQ76QGUfPCFVDbPND8baj939Vd9lYHgMrHz0CwqaJPOUhmO4zZI+Hc/Rg4dzsKhuwRLOSJUgiLeSIiIqI/EUQJrtmnApISMZ45/1r2yicZY+EEGLJHRozlHHMHZEdmxFhv6JoG76r/RY23/vwBtHYPQt5aNK98JspFdLT++E6/5UREqYfFPBEREVEESsYQFF30ZtgezILRityTH4GpaGIcM6PeUNLyUXTxO3DsdhTwx0KoStZwFP79DZiGTevXewmiCNkVfY0WyeruyEFXo67LAABqa2O/5kVEqYVz5omIiIgiEBUjrDv9pWMPZk8NoIYgObMhO3PDFi+j6FSfB5q/FaLBEret/LZlyBiCvJMfRdbCpdDVIESTA4orZ0Du5drzJDS888+IsfT9LoTsyIba2gDT0F065rRHYBu/34DkRkSpgcU8ERERURTcg7l3VJ8H/vK1qH3pWvgr1sKQPQqZ86+GqXBS3It60WSFwTR0wO+jZBQj+9g7Uf30hWHt1nF7w7H70R299/YM5Bx/DzbdsEeXlfat4/aBklE84HkmMtXngR4KQLK4IEgsW4j+jH8riIiIiKjf6GoILavfQPm/ju1sCzWUoeTnDzpWaJ95AkTFGMcMY0OyOOGadTJsE/aH9/s3oPmaYZt0EAyZQyE7sjqPMxVPxtCrv0LN85eg9ZePINvS4d7/QjhnLILszI7jJ4ifkKcGvg1fof7N26C2NsI2+WCkzToFSuZQCIIQ7/SIEgaLeSIiIiLqN8GmClT+56yIsaqnLoB1/L4wDJIeZ8nsgGR2dLuvu6iYYB4yFQXnPA/N7wUECbIzB4I4OJe2CnnrUP3fS9H8yWOdbf7SH9D4/v0YetVKGHNHxzE7osQyOP+VICIiIqIBoXpqobU1R4zpgTaEmipjnFFykKwuKO5CKGl5g7aQB4BgQ2lYIb+F1taEmv9eCtXnjUNWRIlp8P5LQURERET9TpCk7cQ5MJSi8377cjexV6C1NsQuGaIEx2KeiIiIiPqNZM+E7MqNHLO6ITsG5zxw2kF692Gtm638iAYbFvNERERE1G9kVx7yz3wakJTwgCgh/8ynohb6RABgn3xw1Jht8sFdVv0nGsw4zomIiIiI+o0gCDCPmIHhN6xB08ePoL3kWxgKJsD9lzM6ViPnMPu4CTaUob30e7St/xyG7JGwjpkNJa0Agqxs/+QYEYw2OGcch+bPnwprl6xuuOeejZC3lovgEf2B/5oSERERUb8SFQOMuaORtfAmaEEfRMW83bn0NLAC1b+j5OY5CNZv7mwTFBOK/u9tWEbMSJiXLKLBCNOQqbCOnYvmz5+C2tYIy+jZsI3fF1VPXYDCC16Nd4pECYPD7ImIiIhoQAiSBMlkYyEfZ2prEyqeODOskAcAPdiO0jsPQaixPE6ZdSU7cxHy1KHmxSthyNsJ1vH7wl++FpvvOBDm4btBdmTFO0WihJEYr+CIiIiIiGhAhFpq0bb2vYgxzeeBv3o9lIziGGcVmWgwI32/CyDb0lH32o1QWxsgmuzIOORypM09B5LFGe8UiRIGi3kiIiIiohSmB/3dxtWWxNruTXZkwb3vBXDseiS0gA+iwQTZlQvhz4sqEg1yLOaJiIiIiFKYZHZCsmdA9dZFjBsLxsU4o+0TJAlKemG80yBKaJwzT0RERESUwuS0PGQddWvEmH3aEZCd3C6QKBmxmCciIiIiSmGCKMEx9TAUnPcilKzhAADRmobMBUuQc/w9kG3uOGdIRL3BYfZERERERClOsqbBscsCmEdMhx5shyApkJ253GmAKImxmCciIiIiGiQUV8eQerW1CYHa36G2NEA0OyDbMyE7MuOcHRH1BIt5IiIiIqJBJNhYgapl58G76n+dbeZhuyL/7GdhyBwax8yIqCc4Z56IiIiIaJBQ21tQ899Lwgp5APBt+Aqld89HqLk6TpkRUU+xmCciIiIiGiTU5mo0f/F0xJh/8/cINlXGOCMi6i0W80REREREg4TW7gE0NWo81FQRw2yIqC84Z56IiIiIKMGFPDVQvXXQ1RAkmxuyKw+C2PN+OdHsAEQpakGvpOX3NVUiihEW89RnWrANamsV2iu/gB7wwpg3E7ItD5I5Pd6pERERESU1XdPgL1uD8gePh7/sRwCA5MxG7qL7YB2/LySzvUfXkxzZcM48Ac2f/rtLzDRkZ8jOnH7Jm4gGHot56hMt0ILW319B3TunAvrWN7yWUUcgffadkK3ZccyOiIiIKLkF6zZh042zoPk8nW1qczXK7j0CQy7/DJZRM3t0PclkQ9bh10MPtsPz5bOArgMAzKP2QP4ZT0J28rsbUbJgMU99EvKWou7tkwHoYe1tv74Ac8Fs2CecDkEQ4pMcERERpQQt6Ice9EM02Xo1tDyZeb97NayQ31bNC5ei4G+vQLam9eiaSloecv/6L2TOvxZaayNEsx2SIwuyjaMqiZIJi3nqk5afn8KfC/ktmlfdDsvwwyBbOVyLiIiIei7U0oBA5TrUv30n1OZKWCcdBOduR0HJGDIoOgt0NYS2dR9Hjbdv/h66vxXoYTEPAJLZAcns6Et6RBRnLOap13RdR6h5Q9S42lYNaKEYZkRERETxorY1Qw8FIFldECSlX67X+P59qP3fVZ1tbb9+hoblt2LIlStgzB3T53skOkGSYcgbC3zzcsS4klEMQTbGNikiShiDa5wS9StBEGAedlDUuDF3dwiKNYYZERERUayFPDXwrn4dpf88FCW3zEXNi1ciULMBuh555N4OX7e5MqyQ30JtbUDV0xdCbWvu0/WThWvmoo7V5yPIOOwqyI7MGGdERImCxTz1iSl/T0jWvK4BQYR75g2QTD0f9kVERETJIeStR80Ll6H0zkPQtu4T+EvXoP6Nm7Hh6qkIVK7r07Vb174XPbbmbaitDX26frJQ0otR+LdXIJpsWxsFEemHXAbrmL3ilhcRxR+H2VOfKI4i5C58H/Uf/wO+jcsB6FDcOyH9L3dDSR8b7/SIiIioF0It9Qg1lKFl7XsQDWaMHLEntHYvJKsr7LhgQymaPn60y/laWzOqn7sY+Wcu6/W8bF3tZqqerneuwp7qRIMZ1vH7YNgNPyJYuxFaoA2GnFGQHdldtqULeeuh+ZoAUYJky4C07QsAIko5LOapzxTXcGTu/zg0XwOghyAYHNySjoiIKEkFm6tR88xFaP7iqbD2rKNuQdrs08IK+pbvXo16nZbv34Da2tjrYt46dm7UmHnkTIgWV9R4qhFlAwwZxTBkFEeMa0E/2ku/R9V/zkH7xlWAKMG+8wJkH3kTDFnDYpwtEcUKh9lTv5CMTiiuoVDSRrKQJyIiSmJta9/rUsgDQM1zFyNQ81t4ozBwXyXltHy49jq9S7ugmJCz6B7INveA3bu3Qk1VCNZvRrCpKqb3DVStw6brZ3YU8gCgqfB+/V9sWjobgfrNMc2FiGKHxTwRERERAQBCnlrULb85arzh/fvChr/bpxwS9Vj71MMgWXtfcMs2N7IOvw4F578E8/DdoGQNg2v2aRh23WqY8if0+roDIdRSj+Yvn8emG/fE+r8XY9N109G04kmEvLUDfm/V50HNi1cCEaYlhBrK0PZL9K3tiCi5cZg9EREREQEAdDUI1RO9AA01VUJXgxCkjq+QcloBXHPOQtMHD4QdJ1rTkLVwaZc53T0lO7Lg2HkeLGNmdWx7Z3ZBNJj6dM3+pgX9aPrk36h57v8624J1m1Dx0AnImHcVMg5cDNFoGbj7+zxo++WjqHHvN/+Dc/qxEKKsiE9EyYs980REREQEAJAsTlh2+kvUuH3SwRAN5s4/y/Z0ZC24FkX/9w6s4/eFacjOyJh3DYZd+w0MOaP6LS/Z6obizEm4Qh7oeMFR+1LXLfQAoO61pQh5BnbIvSDKkOzRt6eT0wpYyBOlKPbMExEREREAQDRakXHoFfCuehF6KBAWkxxZsE05uMs5sj0TtvH7wDxiOvSQH5LZBUEaPMWj6q2FHvBFCQYRaqqCIXPgFqGTXTlIP+AfqHrirIjxtNmnDdi9iSi+2DNPRERERJ0M2SMw5IoVMI/YvaNBEGGdfAiGXP4pDBlDop4nmWyQbemDqpAHAEExdh/fZiTDQLFPnQfb1MO6tGcffzeUKCvgE1HyY888EREREXUSZQPMQ3dB4YWvQ2trgg4R1V4/5Mzh8U4tIUn2TChZwxGs+b1LTE7Lh+zIGvAcFFcO8k56GMHDrkLrj+9AcubAMnoWRNkAQe7+ZQMRJS8W80RERETUhWxLB2zpUFUVtaWrkR/vhBKU4spF4bkvYNPS2dB8ns52wWhF4fkvQXblxSQP2ZEJ2ZEJJWMI2ku+Q+W/T0OosQKWkTOQfsA/oGQNhygbYpILEcUGi3kiIiIioj4wFk7EsOu+R+svH6F9w1cwDZkK69i5UNKLIAhCzPJQfV40vncval+6urMtUPkLmj9fhuJLP4JlxPSY5UJEA4/FPBERERFRHwiiCEPmEBgy/wrs+de45aF6qlH78jVd2vVQAJWPnYaiSz6AEoNh/0QUG1wAj4iIiIgoBfg2fg3oesSYv3wttNaGGGdERAOJxTwRERERUSoQtreTQOyG/BPRwGMxT0RERESUAsxDdwaEyF/vTcVTIJrsMc6IiAYSi3kiIiIiohQgO3KQfewdXdoFgwWZR9yA6mf+Ae8PbyLkqYlDdkTU37gAHhERERFRChBNVrhmngjzsN1Q/9YdCDVshmnoLrBPPgS1L10N3+9fwvPlM3DOWITsY2+HbM+Md8pE1AfsmSciIiIiShGS1QXLiN2Re8ojSJt7DoJ1Jdh8x0Hw/f5l5zHNnz+JYO2m+CVJRP2CPfNERERERClG93lQ+e/ToAf9EePNXzwF87BpMc6KiPoTe+aJiIiIiFKOHnWbOgDQ1SBC3voY5kNE/Y3FPBERERFRipGs6bDvemTUuGXMbJTeNQ/BhrIYZkVE/YnFPBERERFRihGNFmTNuxqSLb1LzDblEARrN8G3/jM0vHcvdDUYhwyJqK84Z56IiIiIKAUZskdg6DVfo+GDB9D6w5sQzQ44px8HCCKqlp0HAGj88F9w730eFHd+nLMlop5iMU9ERERElKIMmUMhu/Jh32UBdH8b6t+6A8Ga3zvjms8L6FocMySi3mIxT0RERESUwkz5O2HzrftFjFkn7AvR7IhxRkTUHzhnnoiIiIgowWiBdoS8ddD8bX2+lrFgAkzFU7u0C7IB2UfeDMni7PM9iCj2WMwTERERESUILeBDe9mPqPzP2dh8yz6oePRk+DZ9C9Xn7fU1FVcuCi94FemHXAbR4gJECdaJ+2PoNV/DkDum/5InopjiMHsiIiKiFKP6vAg1lsHzzctQW+pgn3IIDDmjobhy450adUPXdbSt+xSb7zgQ0FQAQPvm1fB8+RzyzlgGx7SFEBVDr66tuPORNf8auOecDUCDaHKwR54oybGYJyIiIkohqs+Dps+eQPWy8zvbGt66A6bhu6HwvBehpHHV8kQVaixHxcMndhby26p8/AxYRu0BQ0Zxr68vSApXrSdKIRxmT0RERJRCgg2lYYX8Fu2/f4nGDx+ErobikBXtCNVbh1BzVcSY7m9FqLE8xhkRUSJjMU9ERESUQjwrn40aa3zvPoSaq2OYDRERDRQW80REREQpJOSJXqyrbU0AuKd4opLsGZCc2RFjgtEKmVMkiGgbLOaJiIiIUoh96ryoMevYuRCN9tglQz0iu/KQf+rjgND1K3ruiQ9AdnIBQyLaigvgEREREaUQU9EkGPPHwV++Njwgycg66mZIVldc8qLtE0QR5tGzMez61ah/83a0l3wHY84opB+0GIac0b1eyZ6IUhOLeSIiIqIUoqTlo+gfb6Fu+a1o+vgR6IE2WEbPQvaxd8CYNzbe6dF2SEYzpIIJyD3xAWj+VogGC0SjJd5pEVECYjFPRERElGIUdwGyj7oFGQf+A9A0CGYHZGtavNOiHhANZogGc7zTIKIExmKeiIiIKAWJihGiuzDeaRAR0QDhAnhERERERERESYbFPBEREREREVGSYTFPRERERERElGRYzBMRERERERElGRbzREREREREREmGxTwREREREQAtGECopQFaoD3eqRARbRe3piMiIiKiQU0L+hGs3YCGd++Bb+PXMGSPQvoBF8GQPRKS2R7v9IiIImIxT0RERESDmu/3lSi5ZR9ADQIA2jeugmfl08g740k4pi2EqBjjnCERUVccZk9EREREg1awsQIVD53QWchvq/LfpyPUXBmHrIiIti/li/lAIIDDDjsMo0ePxs8//xzvdIiIiIgogagtdQjWb44Y0wM+BOtKYpwREdGOSfli/pZbbkFWVla80yAiIiKiRKRvL67FJA0iop5K6WL+448/xooVK7B48eJ4p0JERERECUiyp0NOy48YExQTlIyhMc6IiGjHpOwCeHV1dbjyyitx3333wWQy9elaqqr2U1bJZcvnHqyfn/gMEJ8B4jNAqf8MCPZs5J3yGDbfcSCghX/G7OPugujIStnPvqNS/Rmg7eMzEFs7+nMWdF3f3uCipKPrOk477TRMnToVZ599NsrKyjB37ly8/PLL2GmnnXb4OqqqYvXq1QOXKBERERHFndNqQpbSjuZ37oB/83dQskbAtd9FaDZkoba5Ld7pEdEgNXnyZEiSFDWeVD3zt912Gx5++OFuj1m+fDlWrFiB1tZWnHHGGf1y3wkTJnT7Q0xVqqpizZo1g/bzE58B4jNAfAZocD0DlpMegu5vARQzRKMVNgCRB+APLoPpGaDI+AzE1paf9/YkVTF/8sknY/78+d0eU1hYiJUrV2L16tWYMGFCWOzwww/HIYccgptvvrlH95UkaVA/tIP98xOfAeIzQHwGaJA8A5IVMFnjnUXCGhTPAHWLz0BiSapi3u12w+12b/e4K664AhdccEHnn2tqanDKKafgzjvvxKRJkwYwQyIiIiIiIqKBl1TF/I7Ky8sL+7PFYgEAFBUVIScnJx4pEREREREREfWblN6ajoiIiIiIiCgVpWTP/J8VFBRg3bp18U6DiIiIiIiIqF+wZ56IiIiIiIgoybCYJyIiIiIiIkoyLOaJiIiIiIiIkgyLeSIiIiIiIqIkw2KeiIiIiIiIKMmwmCciIiIiIiJKMizmiYiIiIiIiJIMi3kiIiIiIiKiJMNinoiIiIiIiCjJsJgnIiIiIiIiSjIs5omIiIiIiIiSDIt5IiIiIiIioiTDYp6IiIiIiIgoybCYJyIiIiIiIkoyLOaJiIiIiIiIkgyLeSIiIiIiIqIkw2KeiIiIiIiIKMmwmCciIiIiIiJKMizmiYiIiIiIiJIMi3kiIiIiIiKiJMNinoiIiIiIiCjJyPFOIJHpug4AUFU1zpnEx5bPPVg/P/EZID4DxGeA+AwQnwHiMxBrW37OW+rRaAR9e0cMYoFAAGvWrIl3GkRERERERDTITJgwAQaDIWqcxXw3NE1DKBSCKIoQBCHe6RAREREREVGK03UdmqZBlmWIYvSZ8SzmiYiIiIiIiJIMF8AjIiIiIiIiSjIs5omIiIiIiIiSDIt5IiIiIiIioiTDYp6IiIiIiIgoybCYJyIiIiIiIkoyLOaJiIiIiIiIkgyLeSIiIiIiIqIkw2KeiIiIiIiIKMmwmKcd9tFHH2HhwoWYOHEipk2bhrPPPjveKVEcBAIBHHbYYRg9ejR+/vnneKdDMVJWVobLLrsMc+bMwcSJE7H33nvj7rvvRiAQiHdqNICeeuopzJkzBxMmTMDChQvxww8/xDsliqEHH3wQhx9+OKZMmYLp06fj7LPPxoYNG+KdFsXJQw89hNGjR+OGG26IdyoUY9XV1fjHP/6B3XbbDRMnTsQhhxyCNWvWxDstAiDHOwFKDm+//TauvPJKXHjhhdh9992hqip+/fXXeKdFcXDLLbcgKysLv/zyS7xToRjasGEDdF3HkiVLUFxcjF9//RVXXnklfD4fFi9eHO/0aAAsX74cS5cuxbXXXotJkybhiSeewCmnnIK33noL6enp8U6PYuCrr77CcccdhwkTJkBVVdxxxx045ZRT8MYbb8BiscQ7PYqhH374Ac8++yxGjx4d71Qoxpqbm3HMMcdgt912w8MPP4y0tDSUlJTA6XTGOzUCIOi6rsc7CUpsoVAIc+bMwXnnnYeFCxfGOx2Ko48//hg33XQT7rnnHhx00EF4+eWXsdNOO8U7LYqTRx55BM888wzef//9eKdCA2DhwoWYMGECrrrqKgCApmmYPXs2Fi1ahNNPPz3O2VE8NDQ0YPr06Vi2bBmmTZsW73QoRlpbW7FgwQJcffXVeOCBBzBmzBhcfvnl8U6LYuS2227Dt99+i6effjreqVAEHGZP2/XTTz+huroaoihi3rx52GOPPXDqqaeyZ36Qqaurw5VXXolbbrkFJpMp3ulQAvB6vXwzn6ICgQDWrl2LGTNmdLaJoogZM2bgu+++i2NmFE9erxcA+Pd+kFmyZAlmz54d9u8BDR4ffPABxo8fj/PPPx/Tp0/HvHnz8Pzzz8c7LfoDi3nartLSUgDAvffei7POOgv/+te/4HQ6sWjRIjQ1NcU3OYoJXddxySWX4Oijj8aECRPinQ4lgJKSEixbtgxHH310vFOhAdDY2AhVVbsMp09PT0ddXV2csqJ40jQNN954I6ZOnYpRo0bFOx2KkTfeeAM//fQTLrrooninQnFSWlqKZ555BkOGDMGjjz6KY445Btdffz1eeumleKdG4Jz5Qe22227Dww8/3O0xy5cvh6ZpAIAzzzwT++23HwBg6dKlmDVrFt566y1+mU9iO/oMrFixAq2trTjjjDNilBnFyo4+A8OHD+/8c3V1NU499VTsv//+OPLIIwc6RSJKANdeey3Wr1/PobaDSGVlJW644QY89thjMBqN8U6H4kTXdYwfPx5///vfAQBjx47F+vXr8eyzz2L+/Plxzo5YzA9iJ5988nb/EhYWFqK2thYAwr7MGwwGFBYWorKyckBzpIG1o8/AypUrsXr16i698ocffjgOOeQQ3HzzzQOZJg2gHX0GtqiursYJJ5yAKVOm4Lrrrhvo9ChO0tLSIEkS6uvrw9rr6+uRkZERp6woXpYsWYKPPvoIy5YtQ05OTrzToRhZu3Yt6uvrsWDBgs42VVXx9ddf46mnnsKaNWsgSVIcM6RYyMzMDKsBAGDYsGF4++2345QRbYvF/CDmdrvhdru3e9z48eNhMBiwceNG7LLLLgCAYDCI8vJy5OXlDXSaNIB29Bm44oorcMEFF3T+uaamBqeccgruvPNOTJo0aQAzpIG2o88AsLWQHzduHJYuXQpR5EytVGUwGDBu3Dh88cUX2HvvvQF0DLP+4osvcPzxx8c5O4oVXddx3XXX4d1338WTTz4Z9mKPUt/uu++O1157Lazt0ksvxbBhw3DaaaexkB8kpk6dio0bN4a1bdq0Cfn5+XHKiLbFYp62y2az4eijj8Y999yD3Nxc5OXl4dFHHwUA7L///nHOjmLhzy9ttmxJVFRUxF6aQaK6uhqLFi1CXl4eFi9ejIaGhs5YZmZmHDOjgXLSSSdh8eLFGD9+PCZOnIgnnngCPp8vrJeOUtu1116L119/Hffffz+sVmvnSD273c6FUAcBm83WZX0Ei8UCl8vFdRMGkRNPPBHHHHMM/vWvf+GAAw7ADz/8gOeffx5LliyJd2oEFvO0gy6++GLIsoyLL74Y7e3tnXsOc0VbosFhxYoVKCkpQUlJCWbNmhUWW7duXZyyooF04IEHoqGhAXfffTdqa2ux00474ZFHHuEw+0HkmWeeAQAsWrQorH3p0qV8qUM0SEycOBH33nsv7rjjDtx3330oKCjAZZddhkMPPTTeqRG4zzwRERERERFR0uGERyIiIiIiIqIkw2KeiIiIiIiIKMmwmCciIiIiIiJKMizmiYiIiIiIiJIMi3kiIiIiIiKiJMNinoiIiIiIiCjJsJgnIiIiIiIiSjIs5omIiIiIiIiSDIt5IiIi6pF33nkHo0ePxpgxY7B+/fqox4VCIZx66qkYPXo0pkyZgp9++imGWRIREaU2FvNERETUI/vssw9GjBgBXdfx4IMPRj3u2muvxaeffgpZlnHXXXdh7NixMcySiIgotbGYJyIioh4RBAFnnHEGAGD58uXYvHlzl2MefPBBPP/88wCAq6++GrNmzYppjkRERKmOxTwRERH12EEHHYSioiKoqoqHH344LPb666/jzjvvBACceeaZOPLII+ORIhERUUpjMU9EREQ9JkkSTj/9dADASy+9hOrqagDAqlWrcOmll0LXdRx88MG44IIL4pglERFR6mIxT0RERL0yb9485ObmIhgM4pFHHsGGDRtwzjnnIBAIYNddd8XSpUshCEK80yQiIkpJgq7reryTICIiouS0bNkyXHfddTCbzUhPT0dZWRmGDx+OZ599Fg6HI97pERERpSwW80RERNRrfr8fc+bMQV1dHQAgIyMDzz33HAoKCuKcGRERUWrjMHsiIiLqNVmWUVxc3PnnW265hYU8ERFRDLCYJyIiol5bsmQJvvnmm84/r1q1qtvjW1tbcc899+CMM87AzJkzMXr0aFxyySUDnSYREVHKYTFPREREvfLggw/i2WefBQBMmTIFQMcc+paWlqjnNDY24t5778XatWsxfvz4mORJRESUiljMExERUY+98sornXvJn3POOXjggQdgsVjg8Xjw9NNPRz0vKysLn3zyCT777DPcfffdsUqXiIgo5bCYJyIioh754osvcPnll0PXdcyfPx/nn38+0tLScPTRRwMAHn/8cbS3t0c812AwIDs7O5bpEhERpSQW80RERLTDfv31V5x33nkIBoOYOXMmrrvuus7YKaecAqPRiPr6ejz//PNxzJKIiCj1sZgnIiKiHVJdXY3TTjsNXq8XY8aMwd133w1FUTrjGRkZWLhwIQDg0UcfRSAQiFeqREREKY/FPBEREW1XS0sLTjvtNFRVVSE3NxcPPfQQbDZbl+NOPfVUKIqCqqoqvPLKK3HIlIiIaHBgMU9ERETdCgaDOPfcc7Fu3TrY7XY89NBDUee95+bmYt68eQCAhx56CKqqxjBTIiKiwYPFPBEREXXr8ssvxxdffAFFUXDPPfdg1KhR3R5/xhlnQJZlbN68GcuXL49RlkRERIOLoOu6Hu8kiIiIaPDx+/2YOHEi5s+fj5tuuine6RARESUV9swTERERERERJRk53gkQERHR4LJs2TJ4PJ7O+fTr1q3D/fffDwCYNm0apk2bFs/0iIiIkgKH2RMREVFMzZkzB+Xl5RFj5557Ls4777wYZ0RERJR8WMwTERERERERJRnOmSciIiIiIiJKMizmiYiIiIiIiJIMi3kiIiIiIiKiJMNinoiIiIiIiCjJsJgnIiIiIiIiSjIs5omIiIiIiIiSDIt5IiIiIiIioiTDYp6IiIiIiIgoybCYJyIiIiIiIkoyLOaJiIiIiIiIkgyLeSIiIiIiIqIkw2KeiIiIiIiIKMn8P4z7QLg9BXauAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "visualize_clusters(X, true_labels)" + ] + }, + { + "cell_type": "markdown", + "id": "b1d79024-9510-4e1d-9cf8-9c8f99317cd7", + "metadata": {}, + "source": [ + "Напишем свой класс `MyKMeans`, который будет реализовывать алгоритм кластеризации K-средних. Напомним сам алгоритм:\n", + "\n", + "1. Выбераем число кластеров (K)\n", + "2. Случайно инициализируем K точек (или выбираем из данных), это будут начальные центры наших кластеров\n", + "3. Далее для каждого объекта считаем расстояние до всех кластеров и присваиваем ему метку ближайщего\n", + "4. Далее для каждого кластера считаем \"центр масс\" (среднее значение для каждого признака по всем объектам кластера)\n", + "5. Этот \"центр масс\" становится новым центром кластера\n", + "6. Повторяем п.3, 4, 5 заданное число итераций или до сходимости\n", + "\n", + "Во время предсказания алгоритм просто находит ближайщий центроид (центр кластера) для тестового объекта и возвращает его номер." + ] + }, + { + "cell_type": "markdown", + "id": "8bea2fc4-ba1f-41f0-9969-f9e6d7d7d796", + "metadata": {}, + "source": [ + "Реализуйте методы:\n", + "* `_calculate_distance(X, centroid)` - вычисляет Евклидово расстояние от всех объектов в `Х` до заданного центра кластера (`centroid`)\n", + "* `predict(X)` - для каждого элемента из `X` возвращает номер кластера, к которому относится данный элемент" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1037858c-086a-47b7-8786-f5750569edd1", + "metadata": {}, + "outputs": [], + "source": [ + "class MyKMeans:\n", + " def __init__(self, n_clusters, init=\"random\", max_iter=300, visualize=False):\n", + " \"\"\"\n", + " Конструктор класса MyKMeans\n", + " :param n_clusters: число кластеров\n", + " :param init: способ инициализации центров кластеров\n", + " 'random' - генерирует координаты случайно из нормального распределения\n", + " 'sample' - выбирает центроиды случайно из объектов выборки\n", + " :param max_iter: заданное число итераций \n", + " (мы не будем реализовывать другой критерий остановки)\n", + " :param visualize: рисовать ли кластеры и их центроиды в процессе работы\n", + " код будет работать сильно дольше, но красиво...\n", + " \"\"\"\n", + " \n", + " assert init in [\"random\", \"sample\"], f\"Неизвестный метод инициализации {init}\"\n", + " self.n_clusters = n_clusters\n", + " self.init = init\n", + " self.max_iter = max_iter\n", + " self.centroids = None\n", + " self.visualize = visualize\n", + " \n", + " \n", + " def fit(self, X):\n", + " \"\"\"\n", + " Подбирает оптимальные центры кластеров\n", + " :param X: наши данные (n_samples, n_features)\n", + " :return self: все как в sklearn\n", + " \"\"\"\n", + " \n", + " n_samples, n_features = X.shape\n", + " \n", + " # Инициализация центров кластеров\n", + " if self.init == \"random\":\n", + " centroids = np.random.randn(self.n_clusters, n_features)\n", + " elif self.init == \"sample\":\n", + " centroids_idx = np.random.choice(np.arange(n_samples), \n", + " size=self.n_clusters, \n", + " replace=False)\n", + " centroids = X[centroids_idx]\n", + " \n", + " # Итеративно двигаем центры\n", + " for _ in range(self.max_iter):\n", + " # Посчитаем расстояния для всех объектов до каждого центроида\n", + " dists = []\n", + " for centroid in centroids:\n", + " dists.append(self._calculate_distance(X, centroid))\n", + " dists = np.concatenate(dists, axis=1)\n", + " # Для каждого объекта найдем, к какому центроиду он ближе\n", + " cluster_labels = np.argmin(dists, axis=1)\n", + " \n", + " # Пересчитаем центр масс для каждого кластера\n", + " centroids = []\n", + " for label in np.sort(np.unique(cluster_labels)):\n", + " center = X[(cluster_labels == label)].mean(axis=0)\n", + " centroids.append(center)\n", + " \n", + " # Отрисуем точки, покрасим по меткам кластера, а также изобразим центроиды\n", + " if self.visualize:\n", + " visualize_clusters(X, cluster_labels)\n", + " display.clear_output(wait=True)\n", + " display.display(plt.gcf())\n", + " plt.close()\n", + " \n", + " self.centroids = np.array(centroids)\n", + " \n", + " return self\n", + " \n", + " \n", + " def predict(self, X):\n", + " \"\"\"\n", + " Для каждого X возвращает номер кластера, к которому он относится\n", + " :param X: наши данные (n_samples, n_features)\n", + " :return cluster_labels: метки кластеров\n", + " \"\"\"\n", + " \n", + " \"\"\"\n", + " YOUR CODE IS HERE\n", + " \"\"\"\n", + " distances = []\n", + " label_matrix = []\n", + " for centroid in self.centroids:\n", + " distances.append(self._calculate_distance(X, centroid))\n", + " for distance in distances:\n", + " np.append(label_matrix, distance) \n", + "\n", + " cluster_labels = np.argmin(label_matrix, axis = 1)\n", + " \n", + " return cluster_labels\n", + " \n", + " \n", + " def _calculate_distance(self, X, centroid):\n", + " \"\"\"\n", + " Вычисляет Евклидово расстояние от всех объектов в Х до заданного центра кластера (centroid)\n", + " :param X: наши данные (n_samples, n_features)\n", + " :param centroid: координаты центра кластера\n", + " :return dist: расстояния от всех X до центра кластера\n", + " \"\"\"\n", + " dist= np.linalg.norm(X - centroid, axis = 1)\n", + " \n", + " \n", + " return dist.reshape(X.shape[0], 1)\n", + " \n", + " \n", + " def __repr__(self):\n", + " return f\"Привет, я твой KMeans (/¯◡ ‿ ◡)/¯☆*\"" + ] + }, + { + "cell_type": "markdown", + "id": "29842c6f-0db4-4fa9-b7e1-5ccb944b9864", + "metadata": {}, + "source": [ + "Обучите `MyKMeans` на наших игручешных данных, добейтесь сходимости. Не забудьте поставить `visualize=True`, чтобы посмотреть на красивые картинки. Также попробуйте различные способы инициализации центроидов и скажите, какой лучше подошел в этой ситуации." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "81c005e8-2372-45ad-aefa-e7fa41b32b30", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "Привет, я твой KMeans (/¯◡ ‿ ◡)/¯☆*" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "my_kmean_random = MyKMeans(4, \"random\", 7, True)\n", + "my_kmean_sample = MyKMeans(4, \"sample\", 7, True)\n", + "my_kmean_random.fit(X)\n", + "my_kmean_sample.fit(X)" + ] + }, + { + "cell_type": "markdown", + "id": "1c6abb8e", + "metadata": {}, + "source": [ + "При обоих способах инициализации на 5-6, (до 10 точно) итерации все сводится к стабильной картинке, и координаты центроидов не меняются, я бы сказала что для таких данных эти способы одинаковы" + ] + }, + { + "cell_type": "markdown", + "id": "788a9e3e-461a-413b-84a5-4740387ff1f0", + "metadata": {}, + "source": [ + "### Задание 2. Подбираем лучшую иерархическую кластеризацию\n", + "\n", + "5 баллов" + ] + }, + { + "cell_type": "markdown", + "id": "89fc5e02-7d4c-4df0-83c6-2d7f148b461d", + "metadata": {}, + "source": [ + "На лекции были рассмотрены различные расстояния, которые могут служить метриками различия между объектами. Также мы разобрали несколько алгоритмов кластеризации, в том числе и иерархическую. Часто может быть непонятно, какой алгоритм и какую метрику расстояния нужно взять. Давайте упростим себе жизнь и напишем функцию `algorithm_selection`, которая будет на основании переданных ей:\n", + "\n", + "* метрик расстояния (можно брать все, что было на лекциях, минимум 4)\n", + "* параметра `linkage` ('average', 'single', 'complete')\n", + "* и метрик качества кластеризации ('Homogeneity', 'Completeness', 'V-measure', 'Silhouette')\n", + "\n", + "будет выводить итоговую таблицу, в которую войдут столбцы:\n", + "* distance (метрика расстояния)\n", + "* linkage (алгоритм иерархической кластеризации)\n", + "* homogenity\n", + "* completeness\n", + "* v_measure\n", + "* silhouette\n", + "\n", + "В результате по этой таблице, нужно сделать вывод о том, какой алгоритм кластеризации и с какими гиперпараметрами лучше всего сработал." + ] + }, + { + "cell_type": "markdown", + "id": "dcf06c6c-61e0-457e-9964-e7c97a36f1c6", + "metadata": {}, + "source": [ + "Загрузим наши данные:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "15a8d955-21ea-4a2f-af54-6cf06e0e2cb5", + "metadata": {}, + "outputs": [], + "source": [ + "data = load_digits()\n", + "X, y = data.data, data.target\n", + "#print(y) есть все цифры от 0 до 9, 10 кластеров" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "59d0b973-87a6-469f-af73-81b83fb7e129", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(X[0].reshape(8, 8).astype(int), cmap=\"gray\")\n", + "plt.axis(\"off\");" + ] + }, + { + "cell_type": "markdown", + "id": "a9d4cb2c-c3b1-4d08-a803-7a9699445b4b", + "metadata": {}, + "source": [ + "Работать будем с изображениями рукописных цифр. Тут все похоже на данные для 1 домашнего задания, каждая картинка представлена вектором из 64 элементов (числа от 0 до 255). Чтобы ее нарисовать мы должны сделать `reshape` в картинку 8 на 8 пикселей. Вам нужно будет выбрать наилучший способ кластеризации при помощи функции `algorithm_selection`, которую вы реализуете. Для некоторых метрик кластеризации требуются метки **классов** объектов (они хранятся в переменной `y`)." + ] + }, + { + "cell_type": "markdown", + "id": "16323581-d0cf-4e6a-9319-78a02aaad4d3", + "metadata": {}, + "source": [ + "##### YOUR TURN TO CODE" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a52f8aa3-a13e-43bd-9851-d213213c9c05", + "metadata": {}, + "outputs": [], + "source": [ + "def algorithm_selection(X, n_clusters=10, distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'chebyshev'], algorithms = ['average', 'single', 'complete'], metrics = ['Homogeneity', 'Completeness', 'V-measure', 'Silhouette'] ):\n", + " \"\"\"\n", + " Для заданных алгоримов кластеризации и гиперпараметров \n", + " считает различные метрики кластеризации\n", + " :param X: наши данные (n_samples, n_features)\n", + " : n - число кластеров\n", + " :param distances: список возможных метрик расстояния\n", + " :param algorithm: параметр linkage ('average', 'single', 'complete')\n", + " :param metrics: список возможных метрик качества кластеризации\n", + " :return compare_dataframe: таблица с метриками кластеризации\n", + " \"\"\"\n", + "\n", + " \"\"\"\n", + " YOUR CODE IS HERE\n", + " \"\"\"\n", + " results = []\n", + " \n", + " for distance in distances:\n", + " for algorithm in algorithms:\n", + " clustering = AgglomerativeClustering(n_clusters, metric = distance, linkage = algorithm)\n", + " labels = clustering.fit_predict(X)\n", + " row = [distance, algorithm]\n", + " for metric in metrics:\n", + " if metric == 'Homogeneity':\n", + " homogeneity = homogeneity_score(y, labels)\n", + " row.append(homogeneity)\n", + " elif metric == 'Completeness':\n", + " completeness = completeness_score(y, labels)\n", + " row.append(completeness)\n", + " elif metric == 'V-measure':\n", + " v_measure = v_measure_score(y, labels)\n", + " row.append(v_measure)\n", + " elif metric == 'Silhouette':\n", + " silhouette = silhouette_score(X, labels)\n", + " row.append(silhouette)\n", + " results.append(row) \n", + "\n", + " compare_dataframe = pd.DataFrame(results, columns=['distance', 'algorithm'] + metrics)\n", + "\n", + " #best_result = results_df.loc[results_df['v_measure'].idxmax()]\n", + " \n", + " return compare_dataframe" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1010717d-e93c-4f2a-a371-ee60d1f295cd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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distancealgorithmHomogeneityCompletenessV-measureSilhouette
0euclideanaverage0.6553930.7823420.7132630.146625
1euclideansingle0.0050560.2737550.009929-0.133621
2euclideancomplete0.5905490.6377720.6132530.119271
3manhattanaverage0.5667510.7789420.6561170.089217
4manhattansingle0.0051020.2762370.010019-0.166627
5manhattancomplete0.6463720.6861090.6656480.140183
6cosineaverage0.6482680.8087620.7196760.129526
7cosinesingle0.0050500.2733890.009916-0.158250
8cosinecomplete0.5287270.5774150.5519990.088021
9correlationaverage0.6690220.8305250.7410760.130163
10correlationsingle0.0050610.2739920.009938-0.174934
11correlationcomplete0.5547190.5808960.5675060.088853
12canberraaverage0.5738600.7797890.6611610.094335
13canberrasingle0.0061440.2805060.012025-0.181136
14canberracomplete0.5287020.5615880.5446490.099416
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" + ], + "text/plain": [ + " distance algorithm Homogeneity Completeness V-measure Silhouette\n", + "0 euclidean average 0.655393 0.782342 0.713263 0.146625\n", + "1 euclidean single 0.005056 0.273755 0.009929 -0.133621\n", + "2 euclidean complete 0.590549 0.637772 0.613253 0.119271\n", + "3 manhattan average 0.566751 0.778942 0.656117 0.089217\n", + "4 manhattan single 0.005102 0.276237 0.010019 -0.166627\n", + "5 manhattan complete 0.646372 0.686109 0.665648 0.140183\n", + "6 cosine average 0.648268 0.808762 0.719676 0.129526\n", + "7 cosine single 0.005050 0.273389 0.009916 -0.158250\n", + "8 cosine complete 0.528727 0.577415 0.551999 0.088021\n", + "9 correlation average 0.669022 0.830525 0.741076 0.130163\n", + "10 correlation single 0.005061 0.273992 0.009938 -0.174934\n", + "11 correlation complete 0.554719 0.580896 0.567506 0.088853\n", + "12 canberra average 0.573860 0.779789 0.661161 0.094335\n", + "13 canberra single 0.006144 0.280506 0.012025 -0.181136\n", + "14 canberra complete 0.528702 0.561588 0.544649 0.099416" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "algorithms = ['average', 'single', 'complete']\n", + "distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'canberra']\n", + "metrics = ['Homogeneity', 'Completeness', 'V-measure', 'Silhouette'] \n", + "algorithm_selection(X, 10, distances, algorithms, metrics)\n", + " " + ] + }, + { + "cell_type": "markdown", + "id": "9b68dc3e", + "metadata": {}, + "source": [ + "Выведем лучший результат по каждой из четырех метрик" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "74551a25", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "best_result by Homogeneity\n", + "distance correlation\n", + "algorithm average\n", + "Homogeneity 0.669022\n", + "Completeness 0.830525\n", + "V-measure 0.741076\n", + "Silhouette 0.130163\n", + "Name: 9, dtype: object\n", + "best_result by Completeness\n", + "distance correlation\n", + "algorithm average\n", + "Homogeneity 0.669022\n", + "Completeness 0.830525\n", + "V-measure 0.741076\n", + "Silhouette 0.130163\n", + "Name: 9, dtype: object\n", + "best_result by V-measure\n", + "distance correlation\n", + "algorithm average\n", + "Homogeneity 0.669022\n", + "Completeness 0.830525\n", + "V-measure 0.741076\n", + "Silhouette 0.130163\n", + "Name: 9, dtype: object\n", + "best_result by Silhouette\n", + "distance euclidean\n", + "algorithm average\n", + "Homogeneity 0.655393\n", + "Completeness 0.782342\n", + "V-measure 0.713263\n", + "Silhouette 0.146625\n", + "Name: 0, dtype: object\n" + ] + } + ], + "source": [ + "results = algorithm_selection(X, 10, distances, algorithms, metrics)\n", + "for i in metrics:\n", + " print(f\"best_result by {i}\" )\n", + " print(results.loc[results[i].idxmax()])\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "4bb9c746", + "metadata": {}, + "source": [ + "Видим, что по трем из четырех критериев лучшие показатели у алгоритма кластеризации, с праметром average и подчетом расстояния (максимального абсолютного расстояния)" + ] + }, + { + "cell_type": "markdown", + "id": "6e7af28c-0397-4cb8-9846-385b661a0529", + "metadata": {}, + "source": [ + "### Задание 3. Аннотация клеточных типов\n", + "\n", + "суммарно 10 баллов" + ] + }, + { + "cell_type": "markdown", + "id": "28c49ff3-a95a-4938-9b59-60565bc0d6ec", + "metadata": {}, + "source": [ + "В этом задании вам предстоит применять полученные знания о кластеризации для аннотации данных, полученных при помощи проточной цитометрии. Каждая строка в данных это одна клетка, столбцы **FSC-A**, **SSC-A** косвенным образом свидетельствуют о размере клеток, остальные показывают интенсивность флуоресценции различных поверхностных маркеров. Ваша задача определить для каждой клетки, к какому типу она относится." + ] + }, + { + "cell_type": "markdown", + "id": "a42d4b51-b073-4e99-a957-272f385e4425", + "metadata": {}, + "source": [ + "#### 3.1. EDA\n", + "\n", + "1.5 балла\n", + "\n", + "Проведите EDA:\n", + "\n", + "1. Посмотрите на данные (можно попробовать метод `describe`)\n", + "2. Сколько у нас клеток / признаков\n", + "3. Постройте распределения каждого признака (есть ли очевинные выбросы?)" + ] + }, + { + "cell_type": "markdown", + "id": "a1bb5cda", + "metadata": {}, + "source": [ + "##### YOUR TURN TO CODE:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "453f60e1-85c6-4145-aaa0-2f957407e77d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " In this dataframe (Number or rows(cells), number of columns(features)) = (10000, 9) \n", + "\n", + "Overall number of missing values: 0\n", + "Overall number of rows with missing values: 0\n", + "Data types:\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0\n", + "FSC-A float64\n", + "SSC-A float64\n", + "HLA-DR float64\n", + "CD3 float64\n", + "CD45 float64\n", + "CD14 float64\n", + "CD56 float64\n", + "CD19 float64\n", + "CD11c float64" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#fc_data = pd.read_csv(\"../Data/flow_c_data.csv\")\n", + "df = pd.read_csv(\"../data/flow_c_data.csv\", index_col=0)\n", + "print(\"\\n In this dataframe (Number or rows(cells), number of columns(features)) = \", df.shape, \"\\n\")\n", + "print('Overall number of missing values:', df.isna().sum().sum())\n", + "rows_with_na = df[df.isna().any(axis =1)]\n", + "print('Overall number of rows with missing values:', len(rows_with_na))\n", + "print('Data types:')\n", + "df.dtypes.to_frame()\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "14973060", + "metadata": {}, + "source": [ + "Пропущенных значений нет, приведены данные для 10000 клеток, и 9 признаков" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f712e969", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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FSC-ASSC-AHLA-DRCD3CD45CD14CD56CD19CD11c
count10000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.000000
mean0.9624580.1654151.7915793.2803915.1698451.0971820.4122231.2196830.569898
std0.5000120.1907732.0272812.1120790.5182471.3758761.1769672.2853051.502445
min0.1447860.021657-7.634172-2.517639-8.329666-8.833883-12.358701-9.640775-11.085437
25%0.7988040.1055500.2750561.4019434.9222270.389746-0.195978-0.146948-0.498781
50%0.9085740.1305431.1943134.3736605.2341190.6728530.0532670.2441210.272297
75%1.0520340.1625363.6969764.8422125.4812181.0650760.3785760.9083741.220576
max42.95448515.46099712.94666813.84439113.7109226.2942366.4618997.2087216.840864
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" + ], + "text/plain": [ + " FSC-A SSC-A HLA-DR CD3 CD45 \\\n", + "count 10000.000000 10000.000000 10000.000000 10000.000000 10000.000000 \n", + "mean 0.962458 0.165415 1.791579 3.280391 5.169845 \n", + "std 0.500012 0.190773 2.027281 2.112079 0.518247 \n", + "min 0.144786 0.021657 -7.634172 -2.517639 -8.329666 \n", + "25% 0.798804 0.105550 0.275056 1.401943 4.922227 \n", + "50% 0.908574 0.130543 1.194313 4.373660 5.234119 \n", + "75% 1.052034 0.162536 3.696976 4.842212 5.481218 \n", + "max 42.954485 15.460997 12.946668 13.844391 13.710922 \n", + "\n", + " CD14 CD56 CD19 CD11c \n", + "count 10000.000000 10000.000000 10000.000000 10000.000000 \n", + "mean 1.097182 0.412223 1.219683 0.569898 \n", + "std 1.375876 1.176967 2.285305 1.502445 \n", + "min -8.833883 -12.358701 -9.640775 -11.085437 \n", + "25% 0.389746 -0.195978 -0.146948 -0.498781 \n", + "50% 0.672853 0.053267 0.244121 0.272297 \n", + "75% 1.065076 0.378576 0.908374 1.220576 \n", + "max 6.294236 6.461899 7.208721 6.840864 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c0833159-c7c0-41a9-9e9d-8ac35b405ab9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "number or outliers for column FSC-A = 352 \n", + "\n", + "number or outliers for column SSC-A = 1030 \n", + "\n", + "number or outliers for column HLA-DR = 3 \n", + "\n", + "number or outliers for column CD3 = 1 \n", + "\n", + "number or outliers for column CD45 = 102 \n", + "\n", + "number or outliers for column CD14 = 1043 \n", + "\n", + "number or outliers for column CD56 = 1226 \n", + "\n", + "number or outliers for column CD19 = 2046 \n", + "\n", + "number or outliers for column CD11c = 166 \n", + "\n", + "Number of dublicates = 0 \n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "numeric = []\n", + "for i in range (0, df.shape[1]):\n", + " if df.iloc[ : , i].dtype == 'int' or df.iloc[ : ,i].dtype == 'float':\n", + " numeric.append(df.columns[i])\n", + "for name in numeric:\n", + " q1 = df[name].quantile(0.25)\n", + " q3 = df[name].quantile(0.75) \n", + " outliers = df[(df[name] < q1 - 2*(q3-q1)) | (df[name] > q3 + 2*(q3-q1))]\n", + " print(f\"number or outliers for column {name} =\", len(outliers), \"\\n\")\n", + "#display(df.head())\n", + "#display(df.describe())\n", + "df.isnull().sum()\n", + "print('Number of dublicates =', len(df) - len(df.drop_duplicates()), \"\\n\") \n", + "\n", + " # создание heatplot корреляции\n", + "tr = np.triu(df.corr())\n", + "#pylab.subplot (1, 2, 2)\n", + "sns.heatmap(df.corr(), annot = True, cbar_kws= {'orientation': 'horizontal'}, vmin=-1, vmax=1, center= 0, square=True, cmap=\"vlag\", mask = tr)\n", + "pylab.title (\"Корреляция между переменными\")\n", + "pylab.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "e514c6f9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Анализ выбросов\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print('Анализ выбросов')\n", + "df.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "4665ae40", + "metadata": {}, + "source": [ + "Есть по всем пременным как минимум один явный выброс, проверим, возможно, это одно и то же значение, попробуем его найти и удалить" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3edf593f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fc_data = df.drop(df[\"FSC-A\"].idxmax(), inplace = False)\n", + "fc_data.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "5f385b42", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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eeEPLli2zH/f391d8fDwbaaFS6Nq1q3bs2HHV89OnTy/xmrS0NDdmBZRedHS0pk6dqpdeeklRUVFat26dsrKydOLECd155516+eWX7XEAAAAAgIqHwjR8TmpqqmbOnKl7771Xv//973X06FEFBQVpzZo1mjlzprp160ZxGgC8LDo6Wg0bNtT69etVp04dXbhwwX6uWrVqunDhgho2bEhhGgAAAAAqKNaYhk8xDENxcXHq37+/vvrqKz3xxBMaMGCAnnjiCX311Vfq37+/4uPjZRiGt1MFAJ9mNpv10EMPSZIuXrzocK6wsFCS9NBDD7H0EgAAAABUUBSm4VMyMjKUm5uryZMnl7iZ1qRJk7Rv3z5lZGR4KUMAgPTLjcQlS5aodevWVxSfTSaTWrdureTkZG4kAgAAAEAFxVIe8CnFm72Fh4eXeL74+OWbwgEAPK/4RqKfn5996SWLxaLg4GD7ZrU2m00ZGRks5wEAAAAAFRAzpuFTmjRpIknKyckp8Xzx8eI4AIB3HD58WJJ0zz33KDU1VbfccouqVq2qW265Rampqbrnnnsc4gAAAAAAFQszpuFToqKiFBISomnTpiktLc3hnNVqVWJiokJDQxUVFeWdBAEAkiSLxSJJCgkJ0c0336z9+/fbz7Vs2VJ9+/Z1iAMAAAAAVCzMmIZPMZvNSkpK0rJlyzRo0CBlZmbq7NmzyszM1KBBg7Rs2TLNnDmTzbQAwMuCg4MlSe+9956OHDnicO7IkSOaPXu2QxwAAAAAoGJhxjR8TkxMjJKTkxUXF+cwMzo0NFTJycmKiYnxYnYAAElq3Lix/fc6derojTfeUMuWLbV//3699NJLOn/+/BVxAAAAAICKg8I0fFJMTIwGDhyo9PR0ZWVlqVu3boqOjmamNACUE4ZhSJJq1aqlqlWrasyYMfZzLVu2VK1atXTmzBl7HAAAAACgYqEwDZ9lNpsVHR2tevXqKTIykqI0AJQjGRkZkqQzZ84oOjpa8fHxslgsCg4O1po1a7Rs2TJ73O9//3tvpgoAAAAAKAMK0wAAoNx6+eWX9cknn9gL0dIvSy+99NJLSkhI8GJmAAAAAIAbweaHAACg3ImOjpYkrV27Vjt37tTatWs1depUrV27Vjt27NDatWsd4gAAAAAAFQuFaQAAUO5ER0erYcOGWr9+vWJiYlS1alVFRUWpatWqiomJ0bfffquGDRtSmAYAAACACoqlPAAAQLljNpv13nvvaciQIfrHP/7hsJRHjRo15Ofnp/fee4/9AQAAAACggmLGNAAAKJdiYmKUnJysRo0aORxv1KiRkpOTFRMT46XMAAAAAAA3yqkZ05999pkWLVqkw4cPS5JuvvlmPfHEE+rZs2eJ8ampqZo0aZLDsYCAAGVnZ5cxXQAA4EtiYmI0cOBApaenKysrS926dVN0dDQzpQEAAACggnOqMN24cWPFx8erZcuWstlsSktL09ixY/Xll1/q5ptvLvGaWrVqadWqVfbXfn5+N5YxAADwKWazWdHR0apXr54iIyMpSgMAAABAJeBUYfquu+5yeD1u3DgtWrRIW7ZsuWph2s/PT8HBwWXPEAAA+DTDMOwzpk+cOMGMaQAAAACoBMq8+aFhGFq1apXOnTunzp07XzXu3Llz6tWrl6xWq2655RaNHz/+qkXs0rwn4ErFfYq+BXegXwE3LjU1VXFxccrNzbUfCwkJUVJSEmtMAwAAAEAF5nRheseOHRo2bJguXryoGjVqaNasWQoLCysxNjQ0VNOmTVPbtm11+vRpffTRRxo2bJiWL1+uxo0bO50sa1PDXehbAFD+pKamasiQIerfv78WLFggq9Uqk8mkGTNmaMiQIWyACAAAAAAVmNOF6dDQUKWlpen06dNavXq1Jk6cqAULFpRYnO7cubPDbOrOnTurX79+Wrx4sZ555hmnk42IiODRXbiUYRjKzs6mb8EtivsXAOcZhqG4uDj1799faWlpstls2rJliyIjI5WWlqZBgwYpPj5eAwcOZPwGAAAAgArI6cJ0QECAWrZsKUkKDw9Xdna2Pv30U02ZMuW611apUkXt27fXgQMHnM9Uv2x+xD8+4Q70LQAoXzIyMpSbm6tFixbJZDI5LI1jMpk0adIkde/eXRkZGYqOjvZeogAAAACAMjHdaANWq1WFhYWlijUMQzt37mQzRAAAcE15eXmSfrkJXrz54apVq5Seni7DMBQeHu4QBwAAUN4YhqE333xTd911lzp27Kg+ffpo1qxZstls3k4NAMoFp2ZMJyUl6c4771STJk109uxZLVu2TN99953mzp0rSZowYYIaNWqkuLg4SdI777yjyMhItWzZUqdOndLcuXP1008/aejQoa7/JAAAoNJo0qSJpF++S8yZM+eKzQ9Hjx7tEAcAAFDefPDBB1q0aJFmzJihsLAw5eTkaNKkSapdu7ZGjhzp7fQAwOucKkwXFBRo4sSJOnLkiGrXrq22bdtq7ty5uuOOOyT9MmvJZPrfJOxTp07pxRdflMViUd26ddWhQwctXrz4qpslAp5UPAMvKytLJ06cUHR0NMt5AEA5ERUVpeDgYE2aNEn33nuvxo8fL4vFouDgYK1evVqTJ09Ww4YNFRUV5e1UAQAASrR582b17t3bvuxY8+bNtXz5cm3dutW7iQFAOeFUYXratGnXPD9//nyH15MnT9bkyZOdzwpws9TUVMXFxV0xAy8pKUkxMTHeSwwAYOfn5ydJ+sc//qHly5fbj1erVs1bKQHl0vvvv6+kpCSNHDlSzz//vLfTAQD8n86dO+uLL77Qvn37FBoaqu3bt+v777/Xc88951Q7l++1AbiK1Wq1/6SPwdVK26ec3vwQqOhSU1M1ZMgQ9e/fXwsWLJDVapXJZNKMGTM0ZMgQJScnU5wGAC/LyMjQkSNHJP2vQF2s+OmsI0eOsPkhfN7WrVu1ePFitW3b1tupAAB+ZfTo0Tpz5oz69u0rs9kswzA0btw4DRgwwKl2srOz3ZQhfNne45ckSbt375a1oIqXs4GvojANn2IYhuLi4tS/f3+lpaXJZrNpy5YtioyMVFpamgYNGqT4+HgNHDiQZT0AwIsOHz4sSerbt69SU1M1a9Ysbdy4UV27dtXYsWMVExOjlStX2uMAX3T27Fk9++yzmjp1qt577z1vpwMA+JWVK1dq6dKlSkpKUlhYmH788UclJiaqYcOGGjx4cKnbiYiI4N+ncDnTwePS2gKFhYWpY4v63k4HlYxhGKW6qUZhGj4lIyNDubm5WrRokUwmk8OjBSaTSZMmTVL37t2ZgQcAXmaxWCT9ssxS+/bt7UsvLVmyRO+8847uuecehzjAF02ZMkU9e/ZU9+7dy1yY5tFduBqPhsOdKlqfeu211zR69Gjde++9kqS2bdvqp59+0pw5c5wqTJvNZgrTcLnipxBNJhP9C15DYRo+JS8vT5IUHh5e4vni48VxAADvCA4OliS99957Vyy9NH36dM2ePdshDvA1y5cv13//+18lJyffUDs8Hg5X49Fw4H8uXLhwxZJkZrNZNpvNSxkBQPlCYRo+pUmTJpKknJwcdevW7YrzOTk5DnEAAO9o3Lixw2ubzWb/71pxgC/Iy8vTq6++qo8++khVq1a9obZ4PByuxqPhcKfSPhpeXvTq1UuzZ89W06ZN7Ut5fPzxx4qNjfV2agBQLlCYhk+JiopSSEiIpk2bprS0NIdzVqtViYmJCg0NVVRUlHcSBAA4aNeunXJychzG5dDQULVr107bt2/3YmaA92zbtk0FBQUOmzUbhqFNmzZp4cKFys7OLnWxmcfD4Wo8Gg78zwsvvKC//e1vSkhIUEFBgRo2bKg//OEPGjt2rLdTA4BygcI0fIrZbFZSUpKGDBmiQYMGacKECbJarcrMzNRrr72mZcuWKTk5mS/RAOBlR44ckSRt375d/fv31/jx42WxWBQcHKw1a9Zo2bJlDnGAL+nWrZuWLl3qcGzSpElq1aqVHn30Ub7HAEA5UatWLT3//PN6/vnnvZ0KAJRLFKbhc2JiYpScnKy4uLgrZuAlJyc7zD4CAHhH8ZJKiYmJmjNnjr0QLf0yXk+bNk2TJ09m6SX4pFq1aqlNmzYOx2rUqKF69epdcRwAAAAoryhMwyfFxMRo4MCBSk9PV1ZWlrp166bo6GhmGAFAOVG89NKGDRuUk5Oj+Ph4bd68WZ07d9bMmTP1wAMPsPQSAAAAAFRgFKYBAEC5U7z0UmxsrGrXrm3f9HDjxo2aM2eObDabUlJSuKEI/J/58+d7OwVUMPuOntXZi0Uub3eP5Yz9pzvG6JpV/RUaVNPl7QIAAM+jMA2flJqaqri4OOXm5tqPhYSEKCkpiaU8AKCcyMrKkiT5+fnZC9PSLxtqGYahrKwsxmwAKIN9R8+q18x0t77H+CXZbmv7m/hoitMAAFQCFKbhc1JTUzVkyBBVq1bN4Xh+fr6GDBnCOtMAUA4UFhbqjTfeUKNGjbR//36tX7/evvRSjx491LJlS73xxhuaOnWqAgICvJ0uAFQoxTOl3/xDpMIa1nJp24ZhaHPOdnUOb+fyGdO7j5zRM59vcctMbwAA4HkUpuFTDMPQ448/LpvNpt69e+u5556T1WqVyWTS9OnTtWzZMj3++OMaOHAgj4cDgBe9++67Kioq0tSpU+Xv7/h1xd/fX1OmTNFjjz2md999V88884x3kgSACi6sYS2FN6vr0jYNw1CRparCm9Xl+zQAALgmk7cTADwpPT1dR44cUY8ePZSamqoLFy5o3bp1unDhglJTU3XHHXfoyJEjSk9P93aqAODT9uzZI+mXZTzCwsLUp08fvfDCC+rTp4/CwsJkMpkc4gAAAAAAFQszpuFTigvOffr0UZs2ba5YY3rkyJH69ttvlZ6ert69e3snSQCAWrduLUl65JFHdN9992nBggX2J1xmzJihRx991CEOAAAAAFCxMGMaPikhIUERERFav3691q1bp/Xr1ysiIkKvvPKKt1MDAEh67LHHJEkBAQH6/PPPHZ5w+fzzz+3rShfHAQAAAAAqFmZMw6dERUVJkurXr68lS5Y4bKa1ZMkSNW3aVMeOHbPHAQC8Y+PGjZJ+2QSxVq1aslqt9nMmk8n+euPGjYqOjvZGigAAAACAG0BhGj6leAOWY8eOqX79+jp//rz9XPXq1e2v2agFALwrLy/P/vvlRelfv748DgAAAABQcbCUB3zKkSNH7L9fvHjR4VxhYWGJcQAAz2vYsKEkqV27dmrZsqXDuZYtW6pdu3YOcQAAAACAioXCNHzK5YWO5s2bO5xr3rw5hQ4AKGe2b99e4p4A27dv93ZqAAAAAIAbwFIe8ElBQUH65z//qXXr1tnXmL7zzjt11113eTs1AICkn3/+2f67zWbTDz/8IIvFouDgYNlsthLjAAAAAAAVB4Vp+JTiJTq+/fZbxcbGasKECYqKipLJZFJsbKy+/fZbhzigolu4cKHmzp0ri8Widu3a6cUXX1THjh2vGv/JJ59o0aJFysvLU/369XX33XcrLi5OVatW9WDWgGSxWCRJd999t1avXq3ly5fbz/n7++v3v/+91qxZY48DAAAAAFQsFKbhU5o0aSJJmjZtmmbPnq2oqCj7uZCQEL366quaPHmyPQ6oyFasWKHExEQlJCSoU6dOmjdvnkaNGqVVq1YpMDDwivilS5cqKSlJ06ZNU+fOnZWbm6vnnntOfn5+mjRpkhc+AXxZcHCwJGn16tXq16+fWrdurUOHDql58+bas2ePVqxY4RAHAAAAAKhYKEzDp0RFRSkkJEQpKSny8/O74nxqaqpCQ0MdCtZARfXxxx/r/vvvV2xsrCQpISFB6enpSklJ0ejRo6+I37x5s7p06aL77rtP0i/rrvfv31//+c9/nH5vwzBuLHn4vMsLzt988429EC1J1atXd4ijv+FG0YcAAAAAz6MwDZ9iNps1dOhQ/fWvf1WjRo00e/ZstWzZUvv379dLL72kf//733r22WdlNpu9nSpwQwoLC7Vt2zY99thj9mMmk0ndu3fX5s2bS7ymc+fO+vvf/66tW7eqY8eOOnjwoP71r39p4MCBTr9/dnZ2mXMHJGnPnj3238+fP+9w7vLXe/bsKfEJAAAAAABA+UZhGj7FMAwtWbJEv/nNb2SxWDRmzBj7uZCQEP3mN79RcnKyEhMTKU6jQjt+/LgMw7iiYBcYGKi9e/eWeM19992n48eP649//KNsNpuKioo0bNgwh78npRUREcHfIdyQ//73v/bfq1SpopiYGDVt2lQ//fSTUlNTdenSJUlSrVq1FBkZ6aUsUVkYhsENNQAAAMDDKEzDp2RkZCg3N1eLFi3SbbfdpvT0dGVlZalbt26Kjo7Wd999p+7duysjI0PR0dHeThfwqI0bN2rOnDl66aWX1LFjRx04cECvvvqqZs2apbFjxzrVltlspjCNG5Kfny9Jqlatmho2bKjPP//cfq5ly5bKz8/XhQsXlJ+fT18DAAAAgArI5EzwZ599pvvuu09dunRRly5d9Ic//EH/+te/rnnNypUrdc899ygiIkL33XffdeMBd8rLy5MkhYeHy2w2Kzo6Wvfcc4+io6NlNpsVHh7uEAdUVPXr15fZbFZBQYHD8YKCAgUFBZV4zd/+9jcNGDBAQ4cOVdu2bfW73/1O48aN0/vvvy+r1eqJtAG7LVu2SPplDWmTyfHrip+fn30N6uI4AAAAAEDF4lRhunHjxoqPj1dqaqpSUlLUrVs3jR07Vrt27Sox/ocfflBcXJyGDBmitLQ09e7dW2PHjtXOnTtdkjzgrCZNmkiScnJySjxffLw4DqioAgIC1KFDB2VmZtqPWa1WZWZmqnPnziVec+HChSsKgMUzUW02m/uSBUpw9uxZSdLBgwd1/vx5zZ49WytXrtTs2bN1/vx5HTx40CEOAAAAAFCxOFWYvuuuu9SzZ0+FhIQoNDRU48aNU40aNa46W+nTTz9VVFSUHnnkEbVu3VrPPPOMbrnlFi1YsMAVuQNOi4qKUkhIiKZNm3bFDFCr1arExESFhoYqKirKSxkCrvPwww/riy++0Jdffqk9e/bo5Zdf1vnz5xUTEyNJmjBhgpKSkuzxvXr10qJFi7R8+XIdPHhQ3377rf72t7+pV69eLJUAj7vjjjskSdWrV1dAQIDGjBmjvn37asyYMapataqqV6/uEAcAAAAAqFjKvMa0YRhatWqVzp07d9XZd1u2bNGf/vQnh2M9evTQ2rVry/yewI3661//qvvvv18DBw7Us88+K0n69ttv9de//lXLly/XF198IYn+hhvn7T7Ur18/HTt2TG+99ZYsFovat2+vDz/80L6UR15ensMM6ccff1x+fn568803lZ+frwYNGqhXr14aN26ctz4CfFinTp0kyWF2dLEDBw5cEQcAAAAAqFicLkzv2LFDw4YN08WLF1WjRg3NmjVLYWFhJcYePXr0irVMAwMDdfTo0TIly27pcIXQ0FDNmDFDb775pnr27Gk/3qxZM82YMUOhoaGsWYpKY/jw4Ro+fHiJ5+bPn+/w2t/fX08++aSefPJJT6QGXFNpvyuU9TsFAAAAAMC7nC5Mh4aGKi0tTadPn9bq1as1ceJELViw4KrFaVeKiIjgcXK4RGRkpP7yl7/oX//6l7777jv99re/Vc+ePelfcCnDMLihBpTR1TbpLGscAAAAAKB8cbowHRAQoJYtW0qSwsPDlZ2drU8//VRTpky5IjYoKOiKmUwFBQVl/kek2WymcAiXKl7GwGQy0b8AoBz5z3/+I0mqU6eO8vLy9N5772njxo3q2rWrHn/8cTVu3FinT5/Wf/7zH/3ud7/zcrYAAAAAAGc5tflhSaxWqwoLC0s8FxkZqaysLIdjGzZsUGRk5I2+LXBDUlNTFRYWpj59+uiFF15Qnz59FBYWptTUVG+nBgDQL2v/S9KpU6c0bNgwde3aVU8++aS6du2qYcOG6fTp0w5xAAAAAICKxanCdFJSkjZt2qRDhw5px44dSkpK0nfffaf77rtPkjRhwgQlJSXZ40eOHKmMjAx99NFH2rNnj95++23l5ORcdb1TwBNSU1M1ZMgQRUREaP369Vq3bp3Wr1+viIgIDRkyhOI0AJQDtWvXliQ98sgjys7OVlRUlHr27KmoqCjl5OTo4YcfdogDAAAAAFQsThWmCwoKNHHiRN1zzz3605/+pOzsbM2dO1d33HGHJCkvL08Wi8Ue36VLF82cOVOff/65Bg4cqNWrV2vWrFlq06aNaz8FUEqGYSguLk79+/dXSkqKLly4oHXr1unChQtKSUlR//79FR8fL8MwvJ0qAPi0ESNGSJJSUlK0bds2zZw5U0OHDtXMmTOVk5OjtLQ0hzgAAAAAQMXi1BrT06ZNu+b5+fPnX3Gsb9++6tu3r3NZAW6SkZGh3NxcPfbYY2rTpo1yc3Pt50JCQjR69GgtXbpUGRkZio6O9lqeAODr7rrrLtWtW1fHjx9XrVq1ZLPZJElLlizRs88+K5vNprp16+quu+7ycqYAAAAAgLJwevNDoCLLy8uTJE2aNEn9+/fX+PHjdfToUQUFBWnNmjWaPHmyQxwAwDvMZrNGjx6tv/71r/aidLHi16NHj2bTWgAAAACooChMw6c0bNhQktSuXTvl5ORo2bJl9nMhISFq166dtm/fbo8DAHiHYRhasmSJGjVqpPz8/CvON2rUSMnJyUpMTKQ4DQAAAAAVkFNrTAOVxfbt2xUeHu6w+WF4eLi2b9/u7dQAAPrf0kv5+fny8/NzOOfn56f8/Hzt27dPGRkZXsoQAAAAAHAjKEzDp/z8888Or202m/2/a8UBADzr4MGD9t/79evncCOxX79+JcYBAAAAACoOCtPwKRaLRZL0+OOPKycnR1FRUerZs6eioqK0bds2jRkzxiEOAOAdGzZskCS1bt1af//739WtWzfVqFFD3bp109///ne1bt3aIQ4AAAAAULFQmIZPCQ4OliTl5uZq586dWrt2raZOnaq1a9dqx44d2r9/v0McAMA7ijehDQwMLPF8gwYNHOIAAADKo/z8fMXHx6tr167q2LGj7rvvPmVnZ3s7LQAoF9j8ED6lWbNmkqSVK1cqNjZWEyZMUFRUlEwmk2JjY7Vy5UqHOACAd9SuXVuStGnTJg0YMEChoaE6dOiQmjdvrn379unf//63QxwAAEB5c/LkST3wwAPq2rWrPvjgA9WvX1/79+9X3bp1vZ0aAJQLFKbhU6KiohQSEqKgoCBt3bpVUVFR9nMhISH6zW9+o4KCAofjAADPGzFihBYsWCB/f38tX778ivNVqlTRpUuXNGLECC9kB3jXnDlztGbNGu3du1fVqlVT586dFR8fr1atWnk7NQDAZT744AM1btxYiYmJ9mMtWrTwYkYAUL5QmIZPMZvNSkpK0pAhQ3TvvfcqLi5OFotFwcHBWrNmjZYvX67k5GSZzWZvpwoAPq13794KCAhQYWFhiecvXbqkgIAA9e7d28OZAd733Xff6cEHH1RERIQMw9Drr7+uUaNGafny5apRo4a30wMA/J9//vOf6tGjh55++mlt2rRJjRo10h//+Efdf//9TrVjGIabMoQvs1qt9p/0MbhaafsUhWn4nJiYGCUnJysuLk7Lli2zHw8NDVVycrJiYmK8mB0AQPrli8ylS5euGXPp0iUZhsHNRPicuXPnOryePn26br/9dm3btk233Xabl7ICAPzawYMHtWjRIj388MMaM2aMsrOzNXXqVFWpUkWDBw8udTusSQ132Hv8l+/au3fvlrWgipezga+iMA2fFBMTo/79++vtt9/Wxo0b1bVrVz311FMKCAjwdmoAAElvv/22bDabJMnPz8/+++WvbTab3n77bcXFxXkrTaBcOH36tCSVac1SZkj5puI/d8MwXN4HLm/b1dyZNyqGivbnbrPZFB4ervHjx0uSbrnlFu3atUuLFy92qjAdERHBjXi4nOngcWltgcLCwtSxRX1vp4NKxjCMUt1UozANn5Samqq4uDjl5uZKkpYsWaJ33nlHSUlJzJgGgHIgIyPD/nvVqlV14cKFEl9nZGRQmIZPs1qtmjZtmrp06aI2bdo4fT2z8HxT8Sy5nTt3qsjinlly7uhbnsgbcKXg4GC1bt3a4VirVq20evVqp9oxm80UpuFyJpPJ/pP+BW+hMA2fk5qaal9jevz48Tp69KiCgoK0Zs0aDRkyhOU8AKAcOHPmjP33y4vSv359eRzgixISErRr1y599tlnZbqeWXi+yf/wSWltptq0aaPwZs7PtL+W4hlS7uhb7swbFUNpZ+CVF126dNG+ffscjuXm5qpZs2ZeyggAyhcK0/AphmEoLi5Ot956q3JychzWmA4JCdGtt96q+Ph4DRw4kH+kAYAXBQcHuzQOqIymTJmi9PR0LViwQI0bNy5TG8zC803Ff+bu/PN3R9ueyBtwpYceekgPPPCAZs+erb59+2rr1q364osvNGXKFG+nBgDlAoVp+JSMjAzl5uZq//799hnTFotFwcHBWrNmjZYvXy6bzaaMjAxFR0d7O10A8FlFRUUujQMqE5vNpldeeUVff/215s+frxYtWng7JQBACTp27Kh33nlHr7/+umbNmqXmzZtr8uTJGjBggLdTA4BygcI0fMrhw4clSZGRkdq6davDjOmbbrpJkZGR2rx5sz0OAOAd33zzjUvjgMokISFBy5Yt07vvvquaNWvKYrFIkmrXrq1q1ap5OTsAwOV69eqlXr16eTsNACiXKEzDpxT/w23z5s2qXr36FecOHDjgEAcA8I5Tp065NA6oTBYtWiRJGjFihMPxxMRE9skAAABAhUFhGj4lMDDQ/rvVanU4d/nry+MAAJ7n5+fn0jigMtmxY4e3UwAAAABumMnbCQCedOTIEfvvly5dcjh3+evL4wAAnlfa3erZ1R4AAAAAKiYK0/ApR48etf8eEBDgcO7y15fHAQA8r2rVqi6NAwAAAACULxSm4VMOHjxo//3Xj39f/vryOACA55V2Azc2egMAAACAionCNPB/WKcUAMqP/Px8l8YBAAAAAMoXNj+ET2nRooX99169eumee+6RxWJRcHCwVq1apRUrVlwRBwDwvGPHjrk0DgAAAABQvlCYhk8JCgqy//7NN9/YC9GSVL169RLjAACeZzabXRoHAAAAAChfWMoDPqVx48b23202W6niAACeFxgY6NI4AAAAAED5QmEaPqVZs2aSfllPuqQ1pYuPFccBALyjZs2aLo0DAAAAAJQvLOUBnxIVFaWQkBAFBQXJYrFo//799nONGjVSUFCQCgoKFBUV5cUsAQCnT592aRwAAAAAoHyhMA2fYjablZSUpNjYWFWrVs3h3M8//6zc3FylpKSwZikAeNmvx+gbjQMAAAAAlC9OFabnzJmjNWvWaO/evapWrZo6d+6s+Ph4tWrV6qrXpKamatKkSQ7HAgIClJ2dXbaMARe5ePHiNV8DALynQYMG2rNnT6niAADO8/M/pX2ndshUrZZL27UaVuWez1XVgqoymV27cuS+U2fk53/KpW0CAADvcaow/d133+nBBx9URESEDMPQ66+/rlGjRmn58uWqUaPGVa+rVauWVq1aZX9d0tq+gCcYhqExY8ZIkvr166dWrVrp0KFDat68ufbu3avly5fr8ccf18CBA5k1DQBedPjwYZfGAQAcVam3UZO/m+a+N7j+vcUyqVKvt6R+7mkcAAB4lFOF6blz5zq8nj59um6//XZt27ZNt91221Wv8/PzU3BwcNkyBFwoPT1dFotF7du3V3Z2tpYvX24/d9NNN6ldu3bavn270tPT1bt3by9mCgC+7dixYy6NAwA4unSiq5Lu/aNaN3T9jOkdO3eobZu2Lp8xvefIGT290E0VbwAA4HE3tMZ08YZDdevWvWbcuXPn1KtXL1mtVt1yyy0aP368br75ZqffzzCMMuUJFPvnP/8pSfrxxx9VvXp1h3MWi0Xnz5+3x0VHR3s6PVQyjFlA2VmtVpfGAQAc2YrqKLROW90SeO1/yznLMAxdrH5R7QPbu/wJROuFk7IVWVzaJgAA8J4yF6atVqumTZumLl26qE2bNleNCw0N1bRp09S2bVudPn1aH330kYYNG6bly5ercePGTr0n61LjRuXl5dl//3XR8PLXeXl52rJli6fSAgD8StWqVVVYWFiqOAAAAABAxVPmwnRCQoJ27dqlzz777JpxnTt3VufOnR1e9+vXT4sXL9Yzzzzj1HtGRESw7i9uSNu2be2//7ovXf66bdu2ioyM9FRaqKQMw+CGGlBGNpvNpXEAAAAAgPKlTIXpKVOmKD09XQsWLHB61nOVKlXUvn17HThwwOn3NZvNFKZxQ06cOGH/vXjZjpJenzhxgr4GAF508eJFl8YBAAAAAMoXp3ajsNlsmjJlir7++mvNmzdPLVq0cPoNDcPQzp072QwRXnHw4EGXxgEA3KOoqMilcQAAAACA8sWpGdMJCQlatmyZ3n33XdWsWVMWyy8bT9SuXVvVqlWTJE2YMEGNGjVSXFycJOmdd95RZGSkWrZsqVOnTmnu3Ln66aefNHToUBd/FOD62EwLACoGPz+/Ui3T4efn54FsAAAAAO/Yd/Sszl50/WSMPZYz9p/ueGK8ZlV/hQbVdHm7qFycKkwvWrRIkjRixAiH44mJiYqJiZH0y6ZxJtP/JmKfOnVKL774oiwWi+rWrasOHTpo8eLFCgsLu9HcAacxAw8AKobSFpwpTAMAAKCy2nf0rHrNTHfre4xf4r59kb6Jj6Y4jWtyqjC9Y8eO68bMnz/f4fXkyZM1efJk57IC3GTLli0ujQMAuIfJZJJhGKWKAwAAACqj4pnSb/4hUmENa7m0bcMwtDlnuzqHt3P5jOndR87omc+3uGWmNyqXMm1+CFRUp06dcmkcAMA9AgICdOnSpVLFAQAAAJVZWMNaCm9W16VtGoahIktVhTer65alPIDSYJoRfIq/f+nuxZQ2DgDgHlWqVHFpHAAAAACgfKEwDZ/SvHlzl8YB5d3ChQt11113KSIiQkOHDtXWrVuvGX/q1CklJCSoR48eCg8P1913361//etfHsoW+B+ecAEAAACAyo3CNHxKq1atXBoHlGcrVqxQYmKixo4dqy+//FLt2rXTqFGjVFBQUGJ8YWGhHn74YR0+fFh/+9vftGrVKr3yyitq1KiRhzMHJKvV6tI4AAAAAED5QmEaPiUyMtKlcUB59vHHH+v+++9XbGyswsLClJCQoGrVqiklJaXE+JSUFJ08eVKzZs3SrbfequbNm+u3v/2t2rVr5+HMAQAAAABAZcdCuvApJ0+edGkcUF4VFhZq27Zteuyxx+zHTCaTunfvrs2bN5d4zT//+U9FRkZqypQp+sc//qEGDRqof//+evTRR53eDMMwjBvKH3AG/Q03ij4EAAAAeB6FafiUoqIil8YB5dXx48dlGIYCAwMdjgcGBmrv3r0lXnPw4EFlZWXpvvvu0/vvv68DBw4oISFBRUVFevLJJ516/+zs7DLnDjhry5Yt3k4BAAAAAOAkCtPwKdu3b3dpHFCZ2Gw2BQYG6pVXXpHZbFZ4eLjy8/M1d+5cpwvTERERTs+yBsqK5ZdwowzD4IYaAAAA4GEUpuFTzp0759I4oLyqX7++zGbzFRsdFhQUKCgoqMRrgoOD5e/v71BQbtWqlSwWiwoLCxUQEFDq9zebzRSm4TH0NQAAAFRWfv6ntO/UDpmq1XJpu1bDqtzzuapaUFUms2u3oNt36oz8/E+5tE1UThSm4VOqV6/u0jigvAoICFCHDh2UmZmpPn36SJKsVqsyMzM1fPjwEq/p0qWLli1bJqvVKpPply8mubm5Cg4OdqooDQAAAABwjSr1Nmryd9Pc9wZ73NNslXq9JfVzT+OoNChMw6e0bdtWS5culSRVrVpVFy9etJ+rVq2aLly4YI8DKrqHH35YEydOVHh4uDp27Kh58+bp/PnziomJkSRNmDBBjRo1UlxcnCTpgQce0IIFC/Tqq69q+PDh2r9/v+bMmaMRI0Z482MAAAA3yTns+g2/DcNQdv5F+R8+6fInWnYfOePS9gCgIrh0oquS7v2jWjd0/YzpHTt3qG2bti6fMb3nyBk9vdBNFW9UKhSm4VPy8vLsv19elJZkL0r/Og6oqPr166djx47prbfeksViUfv27fXhhx/al/LIy8uzz4yWpCZNmmju3LlKTEzUgAED1KhRI40cOVKPPvqotz4CAABwgyKrTZL0XKob11Zfl+m2pmtW5Z+xAHyHraiOQuu01S2BdV3armEYulj9otoHtnf5jUTrhZOyFVlc2iYqJ/6PDp9is9lcGgeUd8OHD7/q0h3z58+/4ljnzp31xRdfuDstAADgRZEt6ilt7B3yN/m5vO2dP5/U+CXZen1ohNo0dm0RRfqlKB0aVNPl7QIAAM+jMA2f0rRpU5fGAQAAeMvChQs1d+5cWSwWtWvXTi+++KI6duzo7bRQQUS2qOeWdg3DkCS1Dq6l8GauL0wDAIDKw7WLyADl3I4dO1waBwAA4A0rVqxQYmKixo4dqy+//FLt2rXTqFGjVFBQ4O3UAABX8f7776tt27Z69dVXvZ0KAJQLFKbhU86ePevSOAAAAG/4+OOPdf/99ys2NlZhYWFKSEhQtWrVlJKS4u3UAAAl2Lp1qxYvXqy2bdt6OxUAKDdYygM+JT8/36VxAAAAnlZYWKht27bpsccesx8zmUzq3r27Nm/e7FRbxcsuAK5itVrtP+lfcLWK2qfOnj2rZ599VlOnTtV7773n7XQAoNygMA2fUqVKFZfGAQAAeNrx48dlGIYCAwMdjgcGBmrv3r1OtZWdne3K1ADtPX5JkrR7925ZC/hODUjSlClT1LNnT3Xv3r1MhemKWpDHjSv+szcMw+X94PK2Xc2deaNiKO2fO4Vp+JTTp0+7NA4AAKAii4iIkNls9nYaqERMB49LawsUFhamji3qezsdVDKGYVS4G2rLly/Xf//7XyUnJ5e5jYr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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fc_data = fc_data.drop(fc_data[\"CD11c\"].idxmin())\n", + "fc_data.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "3553becf", + "metadata": {}, + "source": [ + "Стало лучше, еще попробовала удалить точку с минимальным значением в CD11c, слишком она одинокая, остальные \"выбросы\" оставим, так как их много, и не факт, что они выбросы. Данные примерно одного порядка, так что тоже нормализовать не будем. Попробую работать с тем, что есть. Update Так как я перебрала все алгоритмы и не получается примерно ничего, нормализуем данные. Update. Снормализованными так же странненько" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "8c0b16b4", + "metadata": {}, + "outputs": [], + "source": [ + "scaler = StandardScaler()\n", + "fc_data = pd.DataFrame(scaler.fit_transform(fc_data), columns=fc_data.columns)" + ] + }, + { + "cell_type": "markdown", + "id": "487d3cbf-7e93-44e9-879b-4b271c0e4b11", + "metadata": {}, + "source": [ + "#### 3.2. Кластеризация\n", + "\n", + "4.5 балла" + ] + }, + { + "cell_type": "markdown", + "id": "0fa8f868-9e36-488b-a9d5-5b1ed3645ac5", + "metadata": {}, + "source": [ + "При ручной аннотации клеточных типов обычно поступают следующим образом:\n", + "\n", + "1. При помощи методов понижения размерности рисуют наши наблюдения, чтобы примерно оценить число клеточных типов\n", + "2. Проводят кластеризацию наблюдений (для некоторых методов нужно заранее задать число кластеров, поэтому нам как раз помогает п.1)\n", + "3. Далее мы считаем, что клетки, которые алгоритм отнес к одному кластеру являются одним клеточным типом (если кластеров больше, чем типов клеток, то возможно, что 2 разных кластера являются одним типом)\n", + "4. После чего по интенсивности экспрессии поверхностных маркеров мы присваиваем кластеру клеточный тип" + ] + }, + { + "cell_type": "markdown", + "id": "71982501-d096-4411-9aac-1c65b6b5f908", + "metadata": {}, + "source": [ + "Давайте для начала напишем удобную функцию для визуализации наших многомерных данных в пространстве размерностью 2, делать мы это будем при помощи алгоритма t-SNE." + ] + }, + { + "cell_type": "markdown", + "id": "6d100f3c-adb3-431e-a790-f0c8244377f6", + "metadata": {}, + "source": [ + "Поиграться с красивой визуализацией можно [тут](https://distill.pub/2016/misread-tsne/)." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "8bf1a5c8-62d3-4de7-b797-ce55ce77af87", + "metadata": {}, + "outputs": [], + "source": [ + "def plot_tsne(data, n_iter=1000, \n", + " perplexity=40, color=None):\n", + " \"\"\"\n", + " Функция для отрисовки результатов работы t-SNE\n", + " :param data: таблица объекты х признаки\n", + " :param n_iter: число итераций градиентного спуска,\n", + " может быть полезно увеличить, чтобы получить результаты получше\n", + " :param perplexity: \n", + " :param color: np.array[n_samples] с переменной,\n", + " которой мы хотим покрасить наши наблюдения\n", + " :return tsne_emb: np.array[n_samples, 2] - результаты работы t-SNE\n", + " \"\"\"\n", + " \n", + " # Сначала сделаем PCA, так как это хорошее начальное приближение для t-SNE\n", + " # позволит алгоритму быстрее сойтись\n", + " pca = PCA().fit(data)\n", + " pca_embedding = pca.transform(data)\n", + " \n", + " # Запустим t-SNE, он выдаст нам для каждого объекта по 2 числа, \n", + " # которые мы сможем нарисовать\n", + " tnse = TSNE(n_components=2, init=pca_embedding[:, :2], n_jobs=-1,\n", + " n_iter=n_iter, perplexity=perplexity)\n", + " tsne_embedding = tnse.fit_transform(pca_embedding)\n", + " \n", + " sns.scatterplot(x=tsne_embedding[:, 0],\n", + " y=tsne_embedding[:, 1],\n", + " hue=color, palette=\"colorblind\")\n", + " plt.xlabel(\"$TSNE_1$\", fontsize=18)\n", + " plt.ylabel(\"$TSNE_2$\", fontsize=18)\n", + " \n", + " # Вернем также результаты t-SNE, так как, если потом захотим перестроить картинку,\n", + " # в таком случае нам не придется ждать заново, просто нарисуем новую с готовыми данными\n", + " \n", + " return tsne_embedding" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "027fc51f-4939-4b78-823d-42e794d9765e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "tsne_res = plot_tsne(fc_data)" + ] + }, + { + "cell_type": "markdown", + "id": "6a0d3310-80ad-456e-87ce-c06b5266a94a", + "metadata": {}, + "source": [ + "Кластеризуйте ваши данные:\n", + "\n", + "1. Попробуйте методы кластеризации из тех, что мы прошли\n", + "2. Выберите лучший на основании метрики `silhouette_score` (попробуйте также подобрать гиперпараметры)\n", + "3. Присвойте каждому наблюдению метку класса и нарисуйте график t-SNE, покрасив точки метками кластера" + ] + }, + { + "cell_type": "markdown", + "id": "923c5853", + "metadata": {}, + "source": [ + "Это очень долго работает" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "6ef26640-8351-4fd1-bd2b-0bbfb288a84d", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "#kmean_fc = MyKMeans(4, init=\"random\", max_iter=10, visualize=True)\n", + "#kmean_fc.fit(tsne_res)\n", + "#kmean_fc_pred = kmean_fc.predict(tsne_res)\n", + "#silhouette_score(fc_data, kmean_fc_pred)" + ] + }, + { + "cell_type": "markdown", + "id": "2843c80c-690c-4f2d-8b24-2d45dff31c91", + "metadata": {}, + "source": [ + "Удалось ли вам получить ситуацию, где отдельные группы точек покрашены в один цвет?" + ] + }, + { + "cell_type": "markdown", + "id": "216ae127-a7b7-4245-a978-48504a8cb2cb", + "metadata": {}, + "source": [ + "Нет, считает очень долго и очень не очень. Попробуем готовую KMeans, я пробовала с разыми параметрами и числом кластеров (4,5, 6), оставляю один вариант, как будет лучше дял дальнейшей задачи" + ] + }, + { + "cell_type": "markdown", + "id": "d361fca1", + "metadata": {}, + "source": [] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "2b2558b9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 76.01067509, -6.41330441],\n", + " [ 11.05410476, -53.76350655],\n", + " [-56.84306332, 31.4058005 ],\n", + " ...,\n", + " [ 52.3717864 , 16.13241666],\n", + " [ 68.83147428, -12.45410525],\n", + " [ 68.69423321, -7.19204945]])" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "kmeans = KMeans(n_clusters = 4, algorithm= 'elkan')\n", + "kmeans.fit(fc_data)\n", + "#cluster_centers = kmeans.cluster_centers_\n", + "plot_tsne(fc_data, color= kmeans.labels_)\n" + ] + }, + { + "cell_type": "markdown", + "id": "ff0ab492", + "metadata": {}, + "source": [ + "Попробуем другой алгоритм аггломеративный" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0df1056e", + "metadata": {}, + "outputs": [ + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", + "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", + "\u001b[1;31mClick here for more info. \n", + "\u001b[1;31mView Jupyter log for further details." + ] + } + ], + "source": [ + "cell_types_clust_scores_ac = algorithm_selection(fc_data, n_clusters =4, distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'chebyshev', 'jaccard', 'canberra'], metrics=['Silhouette'])\n", + "#distances = ['cosine', 'jaccard', 'russellrao', 'canberra', 'sokalmichener', 'chebyshev', 'sqeuclidean', 'seuclidean', 'yule', 'matching', 'correlation', 'dice', 'euclidean', 'braycurtis', 'cityblock', 'minkowski', 'wminkowski', 'sokalsneath', 'rogerstanimoto', 'manhattan', 'hamming']\n" + ] + }, + { + "cell_type": "markdown", + "id": "d1d38ce2", + "metadata": {}, + "source": [ + "Оцените степень моего отчаяния, у меня упорно все делилось на 3 группы + точка и я решила пробовать ВСЕ" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4a953b34", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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distancealgorithmSilhouette
0euclideanaverage0.585570
1euclideansingle0.575817
2euclideancomplete0.431971
3manhattanaverage0.560331
4manhattansingle0.583829
5manhattancomplete0.470232
6cosineaverage0.484445
7cosinesingle-0.351409
8cosinecomplete0.155365
9correlationaverage0.486437
10correlationsingle-0.355241
11correlationcomplete0.113550
12chebyshevaverage0.532642
13chebyshevsingle0.575817
14chebyshevcomplete0.360762
15jaccardaverage0.014673
16jaccardsingle0.014673
17jaccardcomplete0.014673
18russellraoaverage0.014673
19russellraosingle0.014673
20russellraocomplete0.014673
21canberraaverage0.471743
22canberrasingle-0.260554
23canberracomplete0.252552
\n", + "
" + ], + "text/plain": [ + " distance algorithm Silhouette\n", + "0 euclidean average 0.585570\n", + "1 euclidean single 0.575817\n", + "2 euclidean complete 0.431971\n", + "3 manhattan average 0.560331\n", + "4 manhattan single 0.583829\n", + "5 manhattan complete 0.470232\n", + "6 cosine average 0.484445\n", + "7 cosine single -0.351409\n", + "8 cosine complete 0.155365\n", + "9 correlation average 0.486437\n", + "10 correlation single -0.355241\n", + "11 correlation complete 0.113550\n", + "12 chebyshev average 0.532642\n", + "13 chebyshev single 0.575817\n", + "14 chebyshev complete 0.360762\n", + "15 jaccard average 0.014673\n", + "16 jaccard single 0.014673\n", + "17 jaccard complete 0.014673\n", + "18 russellrao average 0.014673\n", + "19 russellrao single 0.014673\n", + "20 russellrao complete 0.014673\n", + "21 canberra average 0.471743\n", + "22 canberra single -0.260554\n", + "23 canberra complete 0.252552" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cell_types_clust_scores_ac" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f18e8d7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.5758170177979756\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ag_fc = AgglomerativeClustering(4, metric ='euclidean', linkage='single')\n", + "predicted = ag_fc.fit_predict(fc_data)\n", + "print(silhouette_score(fc_data, predicted))\n", + "#plt.figure(figsize=(6,5))\n", + "tsne_res_ag = plot_tsne(fc_data, color=predicted)" + ] + }, + { + "cell_type": "markdown", + "id": "48e3ebcf", + "metadata": {}, + "source": [ + "Вообще не очень, попробуем другие параметры\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a7c6f81d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.5758170177979756\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ag_fc = AgglomerativeClustering(4, metric = 'chebyshev', linkage='single')\n", + "predicted = ag_fc.fit_predict(fc_data)\n", + "print(silhouette_score(fc_data, predicted))\n", + "#plt.figure(figsize=(6,5))\n", + "tsne_res_ag = plot_tsne(fc_data, color=predicted)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d9e7fd02", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.48444469053321304\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ag_fc = AgglomerativeClustering(4, metric = 'cosine', linkage='average')\n", + "predicted = ag_fc.fit_predict(fc_data)\n", + "print(silhouette_score(fc_data, predicted))\n", + "#plt.figure(figsize=(6,5))\n", + "tsne_res_ag = plot_tsne(fc_data, color=predicted)" + ] + }, + { + "cell_type": "markdown", + "id": "284a1a4e", + "metadata": {}, + "source": [ + "И тут, поверьте мне на слово я перепробовала очень много комбинаций. Вот это самое приемлимое" + ] + }, + { + "cell_type": "markdown", + "id": "fe78762b-cadb-4eeb-ae2b-1a6ca7be05dc", + "metadata": {}, + "source": [ + "#### 3.3. Аннотация клеточных типов\n", + "\n", + "4 балла" + ] + }, + { + "cell_type": "markdown", + "id": "1552d02d-3579-45b8-84ca-d44bee4882d1", + "metadata": {}, + "source": [ + "Теперь когда мы подобрали хороший алгоритм кластеризации, можно аннотировать наши клетки. Для этого мы нарисуем t-SNE и покрасим точки в зависимости от интенсивности экспрессии поверхностных маркеров. В датасете присутствуют следующие типы клеток:\n", + "\n", + "* B_cells\n", + "* T_cells\n", + "* Monocytes\n", + "* Other cells\n", + "\n", + "Вам нужно будет выяснить, какие клетки экспрессируют определенные маркеры и присвоить каждому кластеру один из типов клеток." + ] + }, + { + "cell_type": "markdown", + "id": "74ac9a1c-2d5a-4296-a07a-0d43fcc1aa56", + "metadata": {}, + "source": [ + "Для начала нарисуем все это безобразие:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "828d2d2e-b74f-46c1-82f3-ee44477d0761", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Результаты t-SNE уже есть в переменной tsne_res\n", + "fig, axes = plt.subplots(3, 3, figsize=(20, 20))\n", + "for col, ax in zip(fc_data.columns, axes.ravel()):\n", + " scatter = ax.scatter(tsne_res[:, 0], tsne_res[:, 1], \n", + " c=fc_data[col], cmap=\"YlOrBr\")\n", + " fig.colorbar(scatter, ax=ax)\n", + " ax.set_title(col)\n", + " ax.grid(False)\n", + " ax.axis(\"off\")" + ] + }, + { + "cell_type": "markdown", + "id": "387a5192-36d9-4806-854b-bcf6eb00c103", + "metadata": {}, + "source": [ + "Дальше дело за вами, нужно определить клеточный тип для каждого кластера и записать их как значения в словаре:" + ] + }, + { + "cell_type": "markdown", + "id": "3185f3aa", + "metadata": {}, + "source": [ + "подпишем какие маркеры где больше экспрессированны" + ] + }, + { + "cell_type": "markdown", + "id": "b3abfb53", + "metadata": {}, + "source": [ + "используем последнюю модель ag_fc" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94452812-efc3-4fbe-8c75-a802aa5f24a4", + "metadata": {}, + "outputs": [], + "source": [ + "cell_type_cluster_map = {0: \"T-cells\", # CD3\n", + " 1: \"B-cells\", # CD19\n", + " 2: \"Other cells\", # CD56\n", + " 3: \"Monocytes\"} # CD14" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "13ea2cbd-6df2-421b-895f-2a9bccedc7af", + "metadata": {}, + "outputs": [], + "source": [ + "labeled_fc_data = fc_data.assign(Population=ag_fc.labels_)\n", + "labeled_fc_data[\"Population\"] = labeled_fc_data[\"Population\"].map(cell_type_cluster_map)" + ] + }, + { + "cell_type": "markdown", + "id": "e26897e3-8161-4816-a4fe-3717d03433cb", + "metadata": {}, + "source": [ + "Посчитайте, как распределены типы клеток:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2c3b11f5-41d1-42f0-960b-4cea03301a01", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Population\n", + "T-cells 5771\n", + "B-cells 2038\n", + "Monocytes 1100\n", + "Other cells 1089\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "labeled_fc_data[\"Population\"].value_counts()" + ] + }, + { + "cell_type": "markdown", + "id": "a1efdb04-814c-4418-b6fe-5811ac3e34bc", + "metadata": {}, + "source": [ + "Сохраните ваши результаты в csv файл, мы сравним их с правильными ответами по метрике `f1_score(average=\"macro\")`, которая хорошо подходит, даже если классы не сбалансированы." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9a1feed8-fe0b-4ba3-a3b4-4e7c9c84b62f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "fc064d4f-6451-42ee-a129-640b7a4b333e", + "metadata": {}, + "source": [ + "#### 3.4. Атоматическая аннотация\n", + "\n", + "**дополнительные** 5 баллов" + ] + }, + { + "cell_type": "markdown", + "id": "6d11fd03-325d-4267-b532-c2e2a6b261b6", + "metadata": {}, + "source": [ + "Это задание является дополнительным. Вам нужно построить классификатор клеточных типов на основе размеченных вами данных. Пока что мы прошли не так много разных классификаторов, но уже есть из чего выбирать.\n", + "\n", + "Оцените качество полученной модели при помощи `f1_score(average=\"macro\")`. Попробуйте его улучшить, каким-то образом поработав с дисбалансом классов ([помощь](https://elitedatascience.com/imbalanced-classes))." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "61d60f3f-421a-4d86-911e-1b727792276c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "d5d0a9c8-9285-47b0-a419-c69d3cdc6270", + "metadata": {}, + "source": [ + "### Задание 4. Любимое место\n", + "\n", + "дополнительно 0.5 балла\n", + "\n", + "Расскажите о вашем любимом месте, куда бы вы хотели съездить этой весной, если вы уже там бывали, то прикрепите фотографию)" + ] + }, + { + "cell_type": "markdown", + "id": "446bef7d-f230-4bc8-9fe3-ba838c6bcac4", + "metadata": {}, + "source": [ + "Не думаю, что этой весной, но обязательно доеду до Гренландии!" + ] + }, + { + "cell_type": "markdown", + "id": "824b9905-57ad-4206-a6dc-a606bebf0d29", + "metadata": {}, + "source": [ + "### Therapy time\n", + "\n", + "Напишите здесь ваши впечатления о задании: было ли интересно, было ли слишком легко или наоборот сложно и тд. Также сюда можно написать свои идеи по улучшению заданий, а также предложить данные, на основе которых вы бы хотели построить следующие дз.\n", + "\n", + "**Ваши мысли:**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "90d85915-bfee-47d5-bb82-00b1460807f2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/HW3/data/flow_c_data.csv b/HW3/data/flow_c_data.csv new file mode 100644 index 0000000..489d264 --- /dev/null +++ b/HW3/data/flow_c_data.csv @@ -0,0 +1,10001 @@ +,FSC-A,SSC-A,HLA-DR,CD3,CD45,CD14,CD56,CD19,CD11c 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+9998,0.894134609375,0.137300478515625,-0.2261861444813615,0.2468036771513223,4.4302119985313775,0.4578806929091285,2.404284224076486,-0.1129987442914436,0.0692386313753887 +9999,0.826940703125,0.186521875,-0.2435229975045753,0.6063060166565595,4.466969899377792,0.1046865594339563,3.7382597161131454,-0.4414549477160054,0.3783314060508278 From 65cff73ec729fc4e75499cee5f0abc9058f8403a Mon Sep 17 00:00:00 2001 From: MariaLukina Date: Tue, 5 Mar 2024 02:52:12 +0700 Subject: [PATCH 2/7] Add HW4 --- HW4/Code/dt_lecture_practice.ipynb | 135 + HW4/Data/train.csv | 17997 +++++++++++++++++++++++++++ 2 files changed, 18132 insertions(+) create mode 100644 HW4/Code/dt_lecture_practice.ipynb create mode 100644 HW4/Data/train.csv diff --git a/HW4/Code/dt_lecture_practice.ipynb b/HW4/Code/dt_lecture_practice.ipynb new file mode 100644 index 0000000..f11378f --- /dev/null +++ b/HW4/Code/dt_lecture_practice.ipynb @@ -0,0 +1,135 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "b084d51a-694e-4cc8-99cb-f2e8cc62269d", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from sklearn.tree import DecisionTreeClassifier\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.metrics import accuracy_score" + ] + }, + { + "cell_type": "markdown", + "id": "ab8e95f5-5349-423d-8c28-e80f50a61ce2", + "metadata": {}, + "source": [ + "Будем учиться классифицировать жанры музыки, полузуюсь не аудио дорожками, а уже осмысленными признаками (правда, не все из них имеют понятные названия). Сами данные можно найти [здесь](https://www.kaggle.com/purumalgi/music-genre-classification). Будем использовать файл `train.csv`. Нашей задачей будет предсказание переменной `Class` (жанр песни) при помощи деревьев решений. Можно попробовать также другие методы классификации, которые мы прошли, и сравнить результаты. При обучении всех моделей не забывайте про разделение на тренировку и тест (или кросс валидацию [ссылка](https://www.youtube.com/watch?v=fSytzGwwBVw))." + ] + }, + { + "cell_type": "markdown", + "id": "04e0c9f5-2043-4ed7-92e4-e53677b60df8", + "metadata": {}, + "source": [ + "### Задание 1. EDA (10 баллов)\n", + "\n", + "Как обычно, начнем с того, что посмотрим на наши данные: типы переменных, пропущенные значения, баланс классов и все такое. Ваш ход:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1ab19c5c-4a2b-4388-8063-ec56e415408a", + "metadata": {}, + "outputs": [], + "source": [ + "data = pd.read_csv(\"train.csv\")\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d19b38c0-2bbd-476d-8ec8-c244fb8b2a78", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "d7dfab66-247d-423e-a4f9-5891ce11627b", + "metadata": {}, + "source": [ + "### Задание 2. Обучение дерева решений (10 баллов)\n", + "\n", + "Предобработайте признаки так, чтобы их можно было подать в модель дерева решений и обучите ее, постарайтесь подобрать оптимальные гиперпараметры, которые вам известны. Постарайтесь также обосновать выбор метрики в данном случае. При подборе гиперпараметров может помочь `GridSearchCV` [ссылка](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f69d6a02-fac9-48ec-9ae8-1613f27283d5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "11c54184-da20-4f53-9d5f-575e2cad3a4d", + "metadata": {}, + "source": [ + "### Задание 3. Другие модели (без баллов, просто если есть желание)\n", + "\n", + "Проделайте операции из **Задания 2** с другими известными вам классификаторами. Стало ли лучше?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eb381e31-ecb5-47aa-8eb0-1fed6e248c61", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "a4d857d4-15fc-456d-adb3-d0ebd1690cfa", + "metadata": {}, + "source": [ + "### Задание 4. (0.5 доп. балла)\n", + "\n", + "Расскажите про свои любимые фильмы, мультики и тд.\n", + "\n", + "1.\n", + "\n", + "2.\n", + "\n", + "3." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9ab7a7eb-eae9-4b07-bcc1-d5deca2aba00", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "configs_task", + "language": "python", + "name": "configs_task" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/HW4/Data/train.csv b/HW4/Data/train.csv new file mode 100644 index 0000000..8758079 --- /dev/null +++ b/HW4/Data/train.csv @@ -0,0 +1,17997 @@ +Artist Name,Track Name,Popularity,danceability,energy,key,loudness,mode,speechiness,acousticness,instrumentalness,liveness,valence,tempo,duration_in min/ms,time_signature,Class +Bruno Mars,That's What I Like (feat. Gucci Mane),60.0,0.854,0.564,1.0,-4.964,1,0.0485,0.0171,,0.0849,0.899,134.071,234596.0,4,5 +Boston,Hitch a Ride,54.0,0.382,0.814,3.0,-7.23,1,0.0406,0.0011,0.00401,0.101,0.569,116.454,251733.0,4,10 +The Raincoats,No Side to Fall In,35.0,0.434,0.614,6.0,-8.334,1,0.0525,0.486,0.000196,0.394,0.787,147.681,109667.0,4,6 +Deno,Lingo (feat. J.I & Chunkz),66.0,0.853,0.597,10.0,-6.528,0,0.0555,0.0212,,0.122,0.569,107.033,173968.0,4,5 +Red Hot Chili Peppers,Nobody Weird Like Me - Remastered,53.0,0.167,0.975,2.0,-4.279,1,0.216,0.000169,0.0161,0.172,0.0918,199.06,229960.0,4,10 +The Stooges,Search and Destroy - Iggy Pop Mix,53.0,0.235,0.977,6.0,0.878,1,0.107,0.00353,0.00604,0.172,0.241,152.952,208133.0,4,6 +Solomon Burke,None Of Us Are Free,48.0,0.674,0.658,5.0,-9.647,0,0.104,0.404,1.34e-06,0.0981,0.677,143.292,329387.0,4,2 +Randy Travis,On the Other Hand,55.0,0.657,0.415,5.0,-9.915,1,0.025,0.175,5.65e-06,0.132,0.347,96.03,3.105783333,4,4 +Professional Murder Music,Slow,29.0,0.431,0.776,10.0,-5.403,1,0.0527,2.21e-05,0.0013,0.179,0.318,120.857,237867.0,4,8 +Dudu Aharon,"◊ì◊ï◊ì◊ï, ◊ô◊ê◊ú◊ú◊î ◊ô◊ê◊ú◊ú◊î",14.0,0.716,0.885,1.0,-4.348,0,0.0333,0.0614,,0.253,0.833,128.043,164093.0,4,9 +Mohammed Rafi,Meri Dosti Mera Pyar,11.0,0.491,0.563,7.0,-8.588,0,0.0331,0.957,0.0023,0.263,0.843,95.558,4.33045,4,3 +Arctic Monkeys,The View From The Afternoon,59.0,0.387,0.922,9.0,-5.192,0,0.0674,0.00487,,0.187,0.417,146.478,222947.0,4,10 +Eyal Golan,◊ß◊®◊ï◊ë◊î ◊ê◊ú◊ô◊ô,34.0,0.585,0.381,1.0,-7.622,0,0.0463,0.435,,0.126,0.322,143.876,206875.0,4,9 +"Harald Lassen, Bram de Looze",How it feels pt. 2,34.0,0.462,0.374,11.0,-12.069,0,0.0331,0.949,0.929,0.131,0.174,122.939,4.44025,3,7 +Buffalo Springfield,For What It's Worth,76.0,0.653,0.519,2.0,-10.164,1,0.0497,0.406,0.0209,0.101,0.822,98.883,153693.0,4,10 +Elmore James,Madison Blues,37.0,0.431,0.852,2.0,-6.522,1,0.0431,0.564,0.208,0.254,0.794,67.601,146800.0,4,2 +Dudu Aharon,◊ú◊ê ◊ô◊õ◊ï◊ú ◊ë◊ú◊¢◊ì◊ô◊ô◊ö,14.0,0.713,0.939,5.0,-3.609,0,0.0372,0.11,5.88e-06,0.331,0.88,108.034,179320.0,4,9 +Velvet Two Stripes,Drinks,31.0,0.564,0.801,1.0,-4.73,0,0.0473,0.00233,0.0078,0.067,0.401,105.01,154293.0,4,10 +Eden Ben Zaken,◊û◊†◊í◊ô◊†◊î,29.0,0.57,0.458,9.0,-5.935,0,0.0236,0.502,2.35e-06,0.134,0.19,93.088,217529.0,4,9 +DaBaby,Baby Sitter (feat. Offset),70.0,0.852,0.73,1.0,-5.803,1,0.0579,0.0219,,0.336,0.394,92.506,157693.0,4,5 +Mura Masa,Teenage Headache Dreams (with Ellie Rowsell),48.0,0.347,0.411,6.0,-8.071,1,0.0414,0.0181,0.636,0.0975,0.395,171.991,283013.0,4,6 +Clairmont The Second,intres-ting,44.0,0.796,0.441,7.0,-9.83,1,0.292,0.16,2.89e-05,0.118,0.371,158.105,137872.0,4,1 +Krankhead,Cut Throat,29.0,0.805,0.448,7.0,-9.452,1,0.112,0.0602,1.79e-06,0.113,0.775,160.018,138000.0,4,5 +The Stone Roses,Driving South,44.0,0.472,0.947,9.0,-6.128,1,0.0774,9.43e-06,0.0155,0.364,0.75,98.784,309867.0,4,10 +R3HAB,Whiplash - Acoustic,44.0,0.556,0.188,8.0,-12.161,1,0.0316,0.494,,0.119,0.184,138.091,145217.0,4,9 +"IndianRaga, Akshay Anantapadmanabhan, Madhu Iyer, Sri Poornima Krishna Emani",Swagatham Krishna - Mohanam - Adi,,0.548,0.711,10.0,-8.44,1,0.107,0.542,9.59e-05,0.355,0.618,119.675,4.015633333,3,0 +MC Hammer,U Can't Touch This,73.0,0.867,0.517,11.0,-13.222,0,0.0875,0.00456,0.000339,0.0864,0.866,133.148,257360.0,4,9 +duendita,Open Eyes,35.0,0.341,0.47,5.0,-10.144,1,0.037,0.226,0.105,0.518,0.203,144.109,204280.0,4,1 +Rainbow,Since You Been Gone,66.0,0.733,0.726,7.0,-6.514,1,0.0371,0.379,2.58e-06,0.471,0.915,120.814,197160.0,4,8 +fijitrip,Private Social Network,30.0,0.696,0.661,6.0,-5.996,1,0.0877,0.00103,3.21e-05,0.114,0.397,121.032,180822.0,4,6 +Machine Gun Kelly,love race (feat. Kellin Quinn),81.0,0.517,0.848,10.0,-4.054,1,0.0521,0.00581,,0.214,0.429,95.906,188779.0,4,9 +ShittyCT,Mahapecha Shel Simcha,4.0,0.437,0.948,5.0,-4.287,0,0.092,0.000234,,0.0876,0.517,170.023,180293.0,4,6 +Tetrarch,Negative Noise,49.0,0.384,0.974,1.0,-3.647,0,0.141,0.000153,0.000247,0.226,0.155,194.842,247370.0,4,8 +Dreezy,Where Them $ @,42.0,0.858,0.525,,-7.332,1,0.148,0.0443,0.00738,0.197,0.351,170.875,193962.0,4,5 +The Ayoub Sisters,Mother's Pride,16.0,0.297,0.0958,,-20.316,1,0.0384,0.844,0.855,0.126,0.296,80.672,3.503783333,4,7 +Brandon Jack & The Artifacts,four days,29.0,0.516,0.948,2.0,-3.994,1,0.0644,0.0279,0.0564,0.15,0.957,170.087,130329.0,4,1 +Moon Guitar,Struna,47.0,0.32,0.242,,-15.17,1,0.0422,0.941,0.93,0.165,0.431,81.09,2.817633333,4,7 +Ivri Lider,◊†◊°◊ô◊õ◊î ◊©◊ú◊ô,47.0,0.661,0.407,4.0,-9.283,1,0.0412,0.713,,0.115,0.337,127.873,216695.0,4,9 +Vieux Farka Tour√©,Bonheur,37.0,0.569,0.751,7.0,-12.826,1,0.0418,0.365,0.856,0.0561,0.758,105.156,338292.0,4,2 +Kvelertak,Crack of Doom (feat. Troy Sanders),44.0,0.357,0.977,1.0,-6.489,0,0.124,1.6e-05,0.892,0.105,0.28,159.81,233929.0,4,8 +Better Than Ezra,Good,63.0,0.615,0.657,7.0,-6.873,1,0.029,0.000372,0.0204,0.132,0.792,109.95,185093.0,4,10 +Lior Narkis,◊ó◊ú◊ß◊™ ◊ê◊ú◊ï◊î◊ô◊ù - ◊î◊©◊ô◊® ◊©◊ú ◊ê◊ï◊§◊ô◊®,44.0,0.479,0.444,,-6.497,1,0.0316,0.857,,0.141,0.236,107.915,174242.0,4,9 +Silversun Pickups,Lazy Eye,65.0,0.633,0.831,4.0,-5.053,1,0.0461,0.0401,0.693,0.117,0.243,127.397,354360.0,4,10 +Lilly Wood and The Prick,A Song,,0.618,0.438,11.0,-7.495,1,0.0762,0.407,,0.5,0.651,155.014,209307.0,4,6 +Orange Juice,Rip It Up,55.0,0.881,0.546,7.0,-9.357,1,0.0407,0.0532,0.000149,0.0497,0.852,102.814,320413.0,4,6 +U2,The Blackout,49.0,0.624,0.528,9.0,-9.103,0,0.0344,0.0286,0.00516,0.0866,0.33,120.049,285933.0,4,10 +Omer Adam,◊™◊í◊ô◊ì◊ô ◊ú◊ô ◊©◊ò◊ï◊ë ◊ú◊ö,37.0,0.607,0.503,2.0,-7.406,1,0.0703,0.446,,0.173,0.473,135.606,205040.0,4,9 +The Clash,The Magnificent Seven - Remastered,56.0,0.799,0.789,,-8.208,1,0.0395,0.0595,,0.0338,0.831,116.083,333520.0,4,10 +Victor Manu,Raphaela,47.0,0.494,0.0634,2.0,-19.203,1,0.044,0.984,0.926,0.11,0.15,78.227,3.014916667,4,7 +The Last Shadow Puppets,Bad Habits,49.0,0.52,0.642,9.0,-7.546,1,0.0434,0.000517,0.0017,0.0794,0.449,88.967,180968.0,4,10 +Anne-Marie,Our Song,48.0,0.595,0.759,11.0,-4.245,0,0.0423,0.141,,0.172,0.515,80.953,163733.0,4,9 +How Lucky,"Kurt Vile, John Prine",,0.523,0.441,5.0,-9.928,1,0.0311,0.465,0.00268,0.365,0.49,171.246,3.385116667,4,0 +Sly & The Family Stone,"I Want To Take You Higher - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.566,0.943,,-10.359,1,0.123,0.00488,0.346,0.728,0.324,117.813,403027.0,4,10 +Veruca Salt,Seether,47.0,0.612,0.86,8.0,-9.175,1,0.044,0.00253,0.00153,0.158,0.687,136.212,196467.0,4,1 +Juice WRLD,Life's A Mess (feat. Halsey),77.0,0.63,0.446,1.0,-8.9,1,0.0351,0.337,,0.166,0.177,143.078,202193.0,4,5 +BENEE,C U,53.0,0.521,0.532,9.0,-11.492,0,0.0357,0.563,0.000435,0.386,0.326,95.19,180533.0,4,9 +Berry Sakharof,◊†◊§◊™◊ú◊ô ◊î◊ì◊í,18.0,0.501,0.474,2.0,-13.893,1,0.0299,0.608,0.885,0.147,0.281,102.404,352267.0,4,10 +Ganser,Self Service - Adam Faulkner / Girl Band Remix,9.0,0.185,0.865,9.0,-10.522,1,0.0576,0.000632,0.807,0.112,0.0789,84.031,207465.0,3,6 +Dion,Blues Comin‚Äô On,34.0,0.532,0.685,4.0,-6.577,0,0.0318,0.0208,0.000154,0.303,0.648,140.036,288071.0,4,2 +Nick Cave & The Bad Seeds,Deanna,41.0,0.415,0.94,,-4.874,1,0.0889,0.0049,,0.144,0.439,134.392,225627.0,4,1 +Soen,Lotus,49.0,0.425,0.403,4.0,-9.343,0,0.0273,0.0792,0.0049,0.113,0.135,155.761,323931.0,4,10 +Vani Jairam,Bole Re Papihara,20.0,0.373,0.707,1.0,-9.566,0,0.0562,0.668,3.68e-05,0.361,0.75,89.1,3.578883333,4,3 +Liam Gallagher,Once,59.0,0.39,0.646,6.0,-3.961,1,0.0372,0.0904,,0.114,0.271,120.755,213677.0,4,10 +The Pretty Things,She's a Lover,38.0,0.439,0.795,2.0,-9.424,1,0.0314,0.00407,0.00114,0.296,0.789,84.846,212067.0,4,6 +Tha Dogg Pound,"New York, New York",56.0,0.827,0.532,2.0,-4.775,1,0.302,0.0219,2.91e-05,0.127,0.694,87.257,290440.0,4,5 +BLAB,Casual Sex,26.0,0.709,0.685,2.0,-7.573,1,0.0281,0.0355,0.0268,0.0389,0.7,129.987,194567.0,4,1 +Mighty Sam McClain,When the Hurt Is Over,41.0,0.583,0.143,,-15.786,1,0.148,0.676,2.84e-05,0.117,0.533,156.009,371496.0,3,2 +Trillary Banks,Last Man Standing,35.0,0.704,0.579,6.0,-9.331,1,0.418,0.287,,0.139,0.712,142.815,176667.0,4,5 +El Goodo,Feel so Fine,30.0,0.247,0.88,2.0,-3.057,1,0.097,2.01e-05,0.309,0.122,0.333,134.445,237493.0,4,10 +Keb' Mo',The Medicine Man [Feat. Old Crow Medicine Show],54.0,0.801,0.637,,-6.406,1,0.0565,0.169,3.75e-05,0.0925,0.769,77.012,218360.0,4,2 +Why Bonnie,Athlete,24.0,0.539,0.578,4.0,-8.522,1,0.0278,0.0987,0.000923,0.28,0.353,102.03,191890.0,4,10 +Snoop Dogg,Beautiful,63.0,0.907,0.695,11.0,-6.268,0,0.135,0.246,,0.0808,0.961,101.007,298307.0,4,5 +MOD SUN,Stay Away (feat. Machine Gun Kelly & Goody Grace),68.0,0.667,0.636,8.0,-5.669,1,0.082,0.022,,0.0908,0.152,158.058,151891.0,4,10 +Turbo Knight,Rasengan,43.0,0.436,0.944,10.0,-7.981,1,0.0398,0.0035,0.972,0.105,0.588,110.002,307545.0,4,6 +The Black Crowes,Sometimes Salvation,41.0,0.366,0.662,4.0,-4.914,1,0.034,0.00261,,0.0594,0.362,148.34,284000.0,3,10 +"Britney Spears, will.i.am",Big Fat Bass (feat. will.i.am),41.0,0.777,0.71,,-4.717,1,0.0919,0.0295,,0.192,0.673,129.945,4.747333333,4,9 +Radiohead,Burn the Witch,57.0,0.54,0.847,11.0,-6.52,1,0.0297,0.303,0.272,0.109,0.62,148.936,220609.0,4,10 +Oceans,Shark Tooth,42.0,0.435,0.889,11.0,-6.462,0,0.0474,2.38e-05,0.000872,0.87,0.344,93.896,198345.0,4,8 +Arctic Monkeys,R U Mine?,79.0,0.288,0.758,6.0,-5.692,0,0.0371,0.00616,,0.303,0.619,97.094,201726.0,4,10 +The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,10 +Itay Levi,◊î◊©◊ß◊ò ◊©◊ú ◊©◊ë◊™,33.0,0.683,0.347,1.0,-10.392,1,0.0473,0.549,,0.0907,0.437,80.009,157630.0,4,9 +Joe Bonamassa,Cradle Rock,44.0,0.411,0.91,2.0,-4.867,1,0.0392,0.000243,0.00082,0.0931,0.613,106.675,230027.0,4,10 +LeRoi Thirteen,Stand up and Shout (Cover),41.0,0.49,0.974,8.0,-4.295,1,0.115,0.000546,0.225,0.336,0.257,108.946,229617.0,4,8 +Us The Duo,drivers license,55.0,0.374,0.35,10.0,-11.48,1,0.176,0.843,,0.188,0.129,74.464,3.81156667,1,0 +Keller Williams,Right Here,43.0,0.633,0.194,8.0,-14.543,1,0.0729,0.885,0.404,0.111,0.421,143.376,348383.0,4,2 +Primal Scream,Movin' on Up,63.0,0.523,0.76,5.0,-12.437,1,0.0325,0.103,0.00068,0.0666,0.581,94.267,228267.0,4,10 +Lil Son Jackson,Upstairs Boogie,35.0,0.593,0.438,10.0,-13.451,0,0.028,0.883,0.0167,0.317,0.758,130.225,136560.0,3,2 +Drake,Passionfruit,81.0,0.809,0.463,11.0,-11.377,1,0.0396,0.256,0.085,0.109,0.364,111.98,4.98235,4,9 +Abstract Orchestra,New Day,45.0,0.748,0.411,8.0,-6.06,0,0.0489,0.0532,0.0117,0.115,0.339,91.941,145052.0,4,5 +Luther Allison,Soul Fixin' Man,13.0,0.529,0.595,2.0,-13.696,1,0.0375,0.0227,0.0266,0.0326,0.767,134.642,187827.0,4,2 +Elena Falwell,Elegi For Cello,41.0,0.167,0.148,,-19.539,1,0.0347,0.955,0.897,0.111,0.04,76.412,2.7204,3,7 +Sharon Van Etten,Comeback Kid,51.0,0.543,0.927,,-5.209,1,0.0755,0.000342,0.543,0.0327,0.354,120.097,182333.0,4,10 +beabadoobee,"Don‚Äôt You (Forget About Me) - live from Abbey Road Studios, London",41.0,0.644,0.891,2.0,-5.147,1,0.0526,0.00111,0.00798,0.118,0.504,110.007,239488.0,4,10 +R.E.M.,Drive,62.0,0.467,0.432,7.0,-11.753,1,0.0283,0.175,0.001,0.226,0.238,142.642,271333.0,4,10 +FCG Heem,Shinin,44.0,0.514,0.387,6.0,-11.51,0,0.409,0.0753,,0.0485,0.461,84.112,186812.0,4,5 +The Beatles,She's Leaving Home - Remastered,,0.381,0.214,4.0,-11.629,1,0.0337,0.944,,0.106,0.393,127.581,3.586,3,0 +Tom The Mail Man,Taking Over,60.0,0.762,0.516,5.0,-8.016,0,0.0969,0.0288,,0.0966,0.721,156.97,158000.0,4,5 +ANSON,Ghost,28.0,0.357,0.943,4.0,-6.168,0,0.101,0.000547,,0.145,0.482,147.217,209682.0,4,10 +Jimmy Eat World,All The Way (Stay),38.0,0.576,0.931,7.0,-2.491,1,0.0563,0.00085,,0.143,0.735,133.986,245747.0,4,10 +dempsey hope,picture perfect,3.0,0.61,0.482,5.0,-9.137,1,0.137,0.299,,0.0527,0.869,73.628,147013.0,4,9 +Howie Lee,Birdy Island,24.0,0.491,0.504,4.0,-13.581,0,0.0566,0.625,0.794,0.222,0.145,159.911,258771.0,4,6 +Pit Pony,Dutch Courage,25.0,0.117,0.916,1.0,-3.281,1,0.0723,1.39e-05,0.0992,0.219,0.423,151.886,270205.0,4,1 +Niko B,Who's That What's That,63.0,0.86,0.668,7.0,-8.512,1,0.221,0.423,1.85e-06,0.096,0.237,128.096,240000.0,4,9 +Ruthi Navon,◊ó◊©◊û◊ú ◊ë◊õ◊§◊ï◊™ ◊ô◊ì◊ô◊ö,22.0,0.766,0.526,10.0,-11.819,1,0.0392,0.784,0.000214,0.0879,0.934,141.631,238000.0,4,10 +Dan + Shay,Good Things,71.0,0.529,0.621,11.0,-6.018,1,0.0296,0.13,,0.173,0.617,97.189,2.48178333,4,9 +Gossip,Standing In the Way of Control,55.0,0.697,0.919,7.0,-6.174,1,0.029,0.00694,0.0621,0.203,0.943,118.341,256400.0,4,6 +Gone Is Gone,Breaks,28.0,0.407,0.932,11.0,-6.252,1,0.113,0.00363,0.346,0.229,0.173,102.954,235214.0,4,8 +Violent Soho,Covered in Chrome,55.0,0.564,0.753,5.0,-5.223,1,0.0433,0.00512,2.43e-06,0.167,0.414,152.064,212547.0,4,10 +Mr. Oizo,Positif,44.0,0.744,0.928,10.0,-5.628,0,0.0495,0.000409,0.624,0.132,0.507,123.014,171120.0,4,6 +Cage The Elephant,Skin and Bones,65.0,0.539,0.788,9.0,-3.227,0,0.0396,0.0089,,0.29,0.357,159.986,196173.0,4,10 +Carusella,Star Quality,11.0,0.431,0.967,1.0,-4.555,1,0.114,0.00159,0.0064,0.142,0.179,146.623,269440.0,4,6 +Faith No More,Falling to Pieces,,0.545,0.919,2.0,-7.679,1,0.0483,0.00269,0.00512,0.0978,0.386,104.364,313573.0,4,10 +FLO,D's,66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,9 +Pathiena,The Deepest Of Sorrow,40.0,0.645,0.329,2.0,-16.642,1,0.0419,0.239,0.892,0.375,0.184,128.099,3.545833333,4,0 +The Offspring,Coming for You,59.0,0.508,0.912,,-1.798,1,0.0827,9.75e-05,1.25e-06,0.0669,0.533,139.381,228587.0,4,10 +Pain of Salvation,Meaningless,42.0,0.579,0.661,7.0,-4.011,1,0.0422,0.0675,0.000373,0.303,0.374,144.909,287467.0,3,10 +Lenny Kravitz,Stand By My Woman,,0.521,0.527,2.0,-6.371,1,0.0296,0.0931,0.0244,0.106,0.273,122.271,259627.0,4,10 +Black Sabbath,Paranoid,16.0,0.426,0.619,4.0,-11.501,0,0.0722,8.44e-05,0.00239,0.17,0.382,162.721,2.80733333,4,10 +The Dark Element,Songs the Night Sings,47.0,0.449,0.854,3.0,-8.261,1,0.0431,4.62e-05,0.016,0.246,0.408,152.142,309827.0,4,8 +Henry Gray,Let's Get High,19.0,0.698,0.609,,-6.993,1,0.0485,0.743,,0.188,0.665,131.057,232413.0,4,2 +Eyal Golan,◊ò◊¢◊ô◊™◊ô,38.0,0.54,0.425,5.0,-9.577,0,0.0518,0.428,,0.218,0.239,88.047,220543.0,4,9 +Noah Kahan,Young Blood - Acoustic,59.0,0.691,0.231,11.0,-10.512,1,0.0471,0.815,,0.103,0.298,85.153,3.34355,4,0 +The First Edition,Just Dropped In (To See What Condition My Condition Was In),57.0,0.58,0.551,9.0,-9.898,0,0.0582,0.181,0.00719,0.15,0.516,115.896,201213.0,4,10 +Alka Yagnik,Aaye Ho Meri Zindagi Mein - Female Version,42.0,0.565,0.754,8.0,-11.636,0,0.0344,0.678,0.0442,0.0756,0.922,135.01,6.05555,3,3 +Bryan Adams,I Think About You,43.0,0.616,0.551,7.0,-7.27,1,0.0249,0.155,,0.099,0.618,75.027,216373.0,4,10 +The Shins,Simple Song,62.0,0.546,0.878,7.0,-5.137,1,0.0525,0.0133,,0.135,0.35,119.945,255400.0,4,1 +benny blanco,Care (with Omar Apollo),50.0,0.618,0.215,2.0,-12.8,1,0.04,0.759,0.00962,0.109,0.214,90.004,290466.0,4,1 +The 1975,She's American,57.0,0.639,0.859,1.0,-3.923,1,0.0554,0.18,0.000499,0.0798,0.523,115.97,270104.0,4,10 +Winger,Seventeen,60.0,0.577,0.676,8.0,-11.931,1,0.0295,0.000895,2.29e-06,0.0625,0.676,95.98,245267.0,4,8 +Townes Van Zandt,Waitin' Around To Die,52.0,0.551,0.233,6.0,-18.251,0,0.0312,0.71,0.000949,0.11,0.659,89.574,165187.0,4,6 +Piers Faccini,Bring Down The Wall,28.0,0.454,0.387,2.0,-10.159,0,0.0417,0.406,0.00099,0.0783,0.686,97.995,205533.0,4,10 +Athletic Progression,Stepney Tale,37.0,0.632,0.8,5.0,-7.227,0,0.234,0.547,,0.147,0.496,92.757,209833.0,4,5 +Thirty Seconds To Mars,Dangerous Night,56.0,0.295,0.715,2.0,-6.533,1,0.0709,0.00212,1.55e-06,0.242,0.242,86.937,199773.0,4,10 +Pete Rock & C.L. Smooth,Straighten It Out,50.0,0.77,0.656,10.0,-11.169,0,0.246,0.11,,0.0793,0.788,98.82,253413.0,4,5 +Peter Case,Bumble Bee,45.0,0.717,0.245,7.0,-10.908,0,0.0493,0.665,0.000119,0.385,0.502,83.554,214933.0,4,2 +Menahan Street Band,Queens Highway,50.0,0.778,0.399,1.0,-8.984,1,0.0858,0.0751,0.835,0.103,0.321,137.305,67720.0,4,1 +Butcher Babies,Sleeping with the Enemy,48.0,0.438,0.951,7.0,-5.192,0,0.0736,4.63e-05,0.233,0.351,0.461,165.088,212927.0,4,8 +MICROCORPS,DOR,10.0,0.451,0.776,3.0,-11.756,0,0.0587,0.0518,0.703,0.11,0.609,177.953,331304.0,4,6 +Sarah Palu,Ikivirta,38.0,0.617,0.375,5.0,-11.889,0,0.0319,0.742,0.513,0.109,0.117,151.983,387547.0,4,1 +Saltatio Mortis,Kaufmann und Maid,54.0,0.565,0.768,2.0,-5.332,0,0.0382,0.0277,,0.0725,0.58,124.006,223907.0,4,8 +JADHU,Fling,32.0,0.62,0.835,9.0,-6.711,0,0.0319,0.273,0.00339,0.113,0.699,99.022,225072.0,4,9 +Bring Me The Horizon,Parasite Eve,69.0,0.589,0.797,9.0,-5.464,1,0.15,0.0289,4.35e-06,0.383,0.232,102.489,291813.0,4,10 +Frost*,Day and Age - Edit,38.0,0.443,0.858,8.0,-6.935,1,0.0378,0.000843,0.00243,0.18,0.34,169.951,301533.0,4,8 +Toto Espinoza,Frida Kahlo,41.0,0.605,0.162,4.0,-12.932,0,0.0353,0.98,0.899,0.104,0.126,95.576,5.735216667,3,7 +T-Bone Walker,Evil Hearted Woman - Alternate Take,30.0,0.624,0.26,1.0,-11.64,1,0.0621,0.904,0.0263,0.0825,0.551,51.0,156933.0,4,2 +K. J. Yesudas,Do Din Ki Jawani - Adalat / Soundtrack Version,7.0,0.513,0.658,6.0,-7.185,0,0.0622,0.512,,0.21,0.698,145.896,3.181333333,4,3 +Jimi Hendrix,Purple Haze,71.0,0.533,0.905,2.0,-5.27,1,0.0754,0.00876,0.578,0.0698,0.486,108.9,2.84688333,4,10 +Eskiz,Aborjinin T√ºrk√ºs√º,21.0,0.588,0.747,7.0,-6.064,1,0.0498,0.116,7.2e-05,0.244,0.263,138.067,249000.0,4,10 +Lowest Creature,Reapers Fool,23.0,0.487,0.975,11.0,-4.974,1,0.105,7.47e-05,0.0183,0.201,0.526,139.964,202019.0,4,8 +Tomer Yeshayahu,◊ë◊ú◊ô ◊ú◊¢◊ñ◊ï◊ë,30.0,0.621,0.375,5.0,-11.8,1,0.0297,0.701,1.2e-06,0.122,0.508,132.611,219625.0,4,9 +Neon Trees,Animal,66.0,0.482,0.829,5.0,-5.576,1,0.0437,0.00034,,0.378,0.739,147.99,212307.0,4,10 +JJ Lin,Bedroom (feat. Anne-Marie),69.0,0.369,0.424,7.0,-5.431,1,0.0318,0.64,,0.184,0.181,179.597,203991.0,4,9 +Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,6 +S. P. Balasubrahmanyam,Mere Rang Mein Rangne Wali,34.0,0.548,0.347,7.0,-14.7,0,0.0362,0.771,0.00175,0.124,0.498,117.75,6.90355,4,3 +Scary Kids Scaring Kids,Holding On,49.0,0.421,0.935,8.0,-5.153,0,0.0697,0.000442,0.000212,0.1,0.455,165.02,261240.0,4,10 +Lawrence of Arcadia,David Keenan,30.0,0.524,0.336,2.0,-8.034,1,0.0415,0.841,0.00118,0.111,0.458,110.964,4.757883333,5,0 +Nirvana,In Bloom,65.0,0.436,0.876,10.0,-4.902,0,0.0647,3.33e-05,0.000104,0.205,0.512,157.044,255080.0,4,1 +Berry Sakharof,77' - Acoustic Live,17.0,0.5,0.47,,-7.996,1,0.0345,0.642,0.0511,0.276,0.346,158.809,268400.0,4,10 +Breezie 311,Shots In The Dark,32.0,0.705,0.756,9.0,-5.274,0,0.0415,0.00477,,0.0892,0.846,129.98,141875.0,4,10 +Ghali,Combo (feat. Mr Eazi),41.0,0.825,0.781,9.0,-4.732,0,0.107,0.0833,3.55e-05,0.26,0.812,100.013,176012.0,4,9 +Gwar,Sick of You,48.0,0.657,0.535,1.0,-9.715,1,0.047,0.000329,0.000492,0.318,0.738,132.257,188830.0,4,8 +Downset,Empower,42.0,0.58,0.93,1.0,-5.719,1,0.12,0.0128,,0.102,0.534,97.917,144267.0,4,8 +Blue Material,Blue Blood,37.0,0.621,0.602,9.0,-7.796,0,0.0279,0.000316,0.853,0.134,0.609,116.011,230152.0,4,6 +Sempra,B Mine?,19.0,0.754,0.92,3.0,-4.484,0,0.05,0.183,0.689,0.187,0.966,147.998,266133.0,4,1 +Malcolm McLaren,Buffalo Gals,41.0,0.881,0.636,4.0,-13.617,0,0.156,0.0257,0.000257,0.207,0.616,108.863,259427.0,4,5 +Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,10 +Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,6 +3 Doors Down,Your Arms Feel Like home,37.0,0.548,0.709,9.0,-6.557,0,0.0273,0.00678,3.82e-06,0.104,0.191,119.998,224213.0,4,10 +ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,10 +Crown Lands,Howlin' Back Again,39.0,0.494,0.969,6.0,-2.694,1,0.222,0.172,0.00158,0.148,0.165,121.214,169808.0,4,10 +The Undercover Dream Lovers,Get to You,42.0,0.761,0.707,5.0,-6.208,0,0.0356,0.68,0.421,0.0969,0.893,113.976,208421.0,4,6 +A Scent Like Wolves,Telephone,39.0,0.553,0.939,3.0,-4.04,0,0.0795,0.000833,0.000181,0.404,0.369,124.984,198840.0,4,8 +Idan Rafael Haviv,◊©◊ú◊û◊ô◊ù,55.0,0.417,0.355,,-12.372,1,0.0599,0.847,4.18e-05,0.113,0.0914,86.078,221025.0,4,9 +Otis Junior,When It's Sweet,30.0,0.824,0.489,9.0,-5.669,0,0.0692,0.302,,0.0887,0.771,86.815,160250.0,4,1 +Madhav Gopi Nair,Mukti,17.0,0.349,0.336,4.0,-11.111,1,0.0292,0.723,0.913,0.154,0.062,112.966,111765.0,5,6 +The Sequence,Funk You Up - 12'' Version,24.0,0.921,0.768,,-5.735,1,0.311,0.507,0.000738,0.053,0.775,103.713,652320.0,4,5 +Advaita,Ghir Ghir,33.0,0.601,0.728,4.0,-10.469,1,0.0436,0.378,0.726,0.368,0.862,137.99,5.09355,3,0 +John Campbell,Devil in My Closet,30.0,0.353,0.495,8.0,-11.503,1,0.0344,0.000119,0.0119,0.13,0.567,81.018,360600.0,4,2 +Dan + Shay,Glad You Exist,79.0,0.748,0.551,11.0,-6.12,1,0.0349,0.235,,0.119,0.66,103.953,2.408883333,4,4 +Gymshorts,Gotta Get Away,23.0,0.15,0.843,9.0,-8.369,1,0.0439,0.000127,0.502,0.665,0.729,180.034,145932.0,4,1 +Liz Phair,Fuck and Run,47.0,0.774,0.64,2.0,-7.949,1,0.0333,0.743,0.0316,0.088,0.947,136.226,187933.0,4,1 +Stephen Taranto,Pixel Heart: Verdant,28.0,0.373,0.964,11.0,-7.925,0,0.0798,0.000152,0.791,0.109,0.207,83.958,312363.0,4,8 +Deep Purple,Gettin' Tighter,43.0,0.42,0.831,7.0,-9.069,1,0.0754,0.00028,0.0711,0.153,0.752,120.867,218173.0,4,10 +Loyle Carner,Yesterday,60.0,0.428,0.98,11.0,-2.975,0,0.443,0.0734,,0.127,0.423,92.035,168654.0,4,5 +Nickelback,Rockstar,70.0,0.616,0.91,,-3.004,1,0.0386,0.0459,,0.343,0.693,144.072,252040.0,4,10 +Post Malone,Motley Crew,90.0,0.797,0.631,3.0,-3.818,0,0.0786,0.0904,3.71e-06,0.0998,0.288,129.915,3.07021667,4,9 +Yehudit Ravitz,◊®◊ó◊ë◊™ ◊î◊®◊ô◊ß◊ï◊ì◊ô◊ù,20.0,0.418,0.761,9.0,-8.285,1,0.0557,0.295,1.37e-06,0.36,0.467,152.472,298693.0,4,10 +Olivia Rodrigo,good 4 u,99.0,0.563,0.664,9.0,-5.044,1,0.154,0.335,,0.0849,0.688,166.928,2.96911667,4,9 +Rema,Bounce,59.0,0.463,0.847,11.0,-6.776,0,0.0511,0.0307,,0.117,0.625,114.962,187783.0,4,9 +Charlie Puth,Cheating on You,75.0,0.749,0.535,4.0,-6.785,1,0.0336,0.0131,3.65e-05,0.0982,0.601,123.042,196607.0,4,9 +Ravid Plotnik,◊†◊¢◊†◊¢,46.0,0.709,0.337,7.0,-13.14,1,0.106,0.447,0.000162,0.846,0.387,68.0,320333.0,4,5 +Ulver,Little Boy,33.0,0.283,0.41,4.0,-14.35,1,0.0423,0.00106,0.287,0.109,0.0612,91.127,323430.0,4,10 +Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,9 +Live,Selling The Drama,57.0,0.45,0.914,6.0,-6.741,1,0.0647,0.0106,8.18e-05,0.101,0.336,124.42,208293.0,4,10 +Something Corporate,Punk Rock Princess,51.0,0.522,0.881,7.0,-5.231,1,0.0847,0.00303,0.000147,0.0939,0.369,130.084,232200.0,4,10 +Buzzcocks,Ever Fallen in Love (With Someone You Shouldn't've)?,64.0,0.266,0.831,4.0,-9.07,1,0.0453,0.000862,,0.0555,0.778,175.514,163693.0,4,10 +Enamour,Dragonfly,32.0,0.754,0.795,7.0,-9.793,0,0.0384,0.0186,0.906,0.0852,0.21,122.007,259606.0,4,9 +mehro,chance with you,52.0,0.562,0.494,4.0,-8.13,0,0.0278,0.864,0.0259,0.153,0.383,144.104,215516.0,4,9 +Christian L√∂ffler,Pastoral,55.0,0.163,0.191,10.0,-20.924,1,0.0365,0.937,0.959,0.0961,0.0335,105.104,220630.0,3,1 +Mark Ronson,Uptown Funk (feat. Bruno Mars) - Radio Edit,48.0,0.823,0.66,,-4.698,1,0.103,0.00681,2.7e-05,0.269,0.956,114.489,228493.0,4,9 +Rosie Flores,Simple Case of the Blues,38.0,0.65,0.63,11.0,-6.787,0,0.04,0.278,8.55e-05,0.119,0.74,107.69,218747.0,4,2 +Ayron Jones,Take Me Away,57.0,0.475,0.844,1.0,-4.448,0,0.0622,0.00012,0.111,0.221,0.554,156.136,246933.0,4,10 +Dream Drop,Reckless Demon Youth,35.0,0.375,0.927,6.0,-5.385,0,0.123,0.000111,8.99e-06,0.193,0.414,183.998,183040.0,4,8 +Langston Hughes,I Have Known Rivers,10.0,0.713,0.146,3.0,-14.163,1,0.54,0.784,,0.212,0.474,89.267,66490.0,5,5 +Abby Wolfe,Take It Slow,40.0,0.676,0.537,10.0,-7.974,1,0.0333,0.51,,0.0898,0.388,88.001,181569.0,4,9 +Eagles,Life in the Fast Lane - 2013 Remaster,72.0,0.667,0.755,9.0,-7.246,1,0.069,0.0966,6.94e-05,0.0523,0.883,109.535,4.77033333,4,10 +Die Apokalyptischen Reiter,Tiki,34.0,0.408,0.943,,-5.247,1,0.129,0.0058,0.642,0.343,0.16,98.089,152252.0,4,8 +Icon of Sin,Virtual Empire,33.0,0.494,0.958,4.0,-7.765,0,0.0511,0.0361,0.000226,0.387,0.313,145.055,352943.0,4,8 +Spirit Adrift,Supernaut,32.0,0.425,0.925,7.0,-6.246,1,0.105,2.22e-05,0.0723,0.0973,0.313,118.066,282978.0,4,8 +Shlomo Artzi,◊ú◊î◊¶◊ô◊ú ◊ê◊ï◊™◊ö,29.0,0.605,0.772,1.0,-6.679,0,0.0262,0.298,1.96e-05,0.131,0.836,129.99,280360.0,4,10 +Eric B. & Rakim,Microphone Fiend,48.0,0.586,0.795,11.0,-8.71,1,0.258,0.354,,0.187,0.694,94.101,314600.0,4,5 +"Kayla Nicole, Taylor Girlz",Bundles (feat. Taylor Girlz),78.0,0.939,0.682,11.0,-5.931,1,0.306,0.00152,,0.0552,0.584,130.022,2.5801,4,9 +The Rapture,How Deep Is Your Love?,52.0,0.472,0.826,9.0,-3.938,0,0.0594,0.000617,0.000713,0.187,0.132,122.326,385920.0,4,10 +A Day To Remember,All I Want,64.0,0.349,0.981,2.0,-3.228,0,0.141,2.58e-05,,0.343,0.207,160.042,202640.0,4,10 +Morgan Evans,Love Is Real,58.0,0.645,0.732,3.0,-5.089,1,0.0453,0.00853,2.62e-05,0.198,0.708,95.02,2.716216667,4,4 +Habalyanim,◊©◊ï◊ë◊ô◊†◊ô◊°◊ò,15.0,0.522,0.769,10.0,-5.841,0,0.191,0.104,0.000114,0.0643,0.793,189.803,240307.0,4,10 +Wilco,Random Name Generator,39.0,0.621,0.962,2.0,-6.469,1,0.0454,0.282,0.126,0.132,0.653,143.99,229489.0,4,6 +DOECHII,Yucky Blucky Fruitcake,71.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,4.592,4,9 +Gabi Shoshan,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,27.0,0.688,0.544,7.0,-11.393,0,0.037,0.576,0.000231,0.0894,0.633,135.231,240693.0,4,10 +Brothers Osborne,I Don't Remember Me (Before You),61.0,0.614,0.614,4.0,-7.497,0,0.0314,0.104,3.59e-05,0.104,0.598,146.03,3.211333333,4,4 +Zero 9:36,Come Thru,51.0,0.613,0.86,4.0,-4.065,1,0.0425,0.0247,,0.438,0.638,93.042,177227.0,4,10 +Róisín O,Lose You to Love Me,47.0,0.349,0.0929,6.0,-15.315,1,0.0529,0.944,,0.0864,0.293,176.177,3.96591667,3,0 +DIIV,Skin Game,43.0,0.484,0.754,6.0,-6.326,0,0.0383,0.00011,0.806,0.123,0.399,124.971,265467.0,4,10 +The Swellers,The Best I Ever Had,49.0,0.359,0.983,2.0,-3.69,0,0.0864,9.09e-05,3.54e-05,0.335,0.486,193.042,239560.0,4,10 +Stalos & Oren Chen,◊ñ◊î ◊ú◊ê ◊¢◊ï◊©◊î ◊ú◊ô ◊õ◊ú◊ï◊ù,25.0,0.681,0.929,8.0,-4.071,1,0.0324,0.214,,0.0375,0.793,109.982,229933.0,4,9 +Emery,Walls,46.0,0.274,0.915,1.0,-5.259,0,0.167,0.0139,7.37e-05,0.161,0.419,169.161,203707.0,4,10 +Lionel Richie,Stuck On You - Live,22.0,0.439,0.682,4.0,-9.044,1,0.042,0.113,1.1e-05,0.973,0.345,142.113,4.33955,4,9 +Oren Barzilay,◊®◊ß ◊ê◊ï◊™◊ö,17.0,0.636,0.616,7.0,-9.267,1,0.0589,0.0521,5.14e-05,0.192,0.48,82.99,207030.0,4,10 +Foo Fighters,All My Life,73.0,0.577,0.604,5.0,-5.703,1,0.0495,0.000218,0.000579,0.477,0.637,167.719,263440.0,4,10 +Gucci Mane,Jumped Out the Whip (feat. A$AP Rocky),43.0,0.811,0.46,2.0,-5.924,1,0.351,0.0694,,0.13,0.4,141.937,216373.0,4,5 +"Luiz Bonfá, Panos Megarchiotis",Passeio No Rio - Arranged by Carlos Barbosa-Lima,40.0,0.571,0.158,2.0,-16.835,1,0.0779,0.964,0.919,0.108,0.308,114.315,3.068233333,4,7 +Concha Piquer,Ojos verdes,35.0,0.658,0.12,,-9.397,0,0.136,0.983,,0.101,0.278,104.208,198213.0,3,9 +Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,1 +The New Respects,Trouble,43.0,0.516,0.7,2.0,-5.621,1,0.0631,0.0182,,0.689,0.343,147.914,203187.0,4,10 +Hadag Nahash,◊®◊°◊ô◊°◊ô◊ù ◊¢◊ú ◊î◊ó◊ï◊£,27.0,0.631,0.547,4.0,-8.488,0,0.119,0.35,2.7e-05,0.113,0.719,164.988,204030.0,4,9 +Julia Jacklin,Pressure To Party,48.0,0.471,0.811,4.0,-3.956,1,0.0389,0.000125,4.08e-05,0.117,0.37,141.967,182307.0,4,6 +Little G Weevil,Apple Picker (Acoustic),37.0,0.692,0.102,,-11.721,1,0.061,0.818,0.00328,0.337,0.475,114.136,336863.0,4,2 +Lazy Queen,Self-care 101,17.0,0.415,0.774,1.0,-6.445,1,0.041,0.00403,,0.205,0.466,87.415,320522.0,4,10 +No Somos Marineros,Los Bajos Fondos,33.0,0.483,0.603,4.0,-9.907,1,0.0386,0.348,0.878,0.0911,0.0907,179.392,173107.0,3,10 +Ghost Town Blues Band,Tip of My Hat (Live),33.0,0.799,0.73,,-6.648,1,0.0414,0.29,9.74e-05,0.975,0.898,120.336,268650.0,4,2 +"Keethan, Pavitra Krishnan, Shravan Sridhar",Seher,34.0,0.315,0.565,11.0,-8.667,1,0.0369,0.65,0.671,0.107,0.0617,99.49,3.48,4,0 +Amaranthe,Archangel,60.0,0.407,0.967,,-7.104,1,0.0666,0.000316,0.00142,0.089,0.227,180.027,203373.0,4,8 +Acollective,Happiest of All Memorial Days,37.0,0.412,0.51,6.0,-8.276,0,0.0298,0.348,0.57,0.0787,0.23,147.904,281093.0,4,6 +No Memories of Tomorrow,Graeme James,8.0,0.579,0.304,2.0,-14.271,0,0.0301,0.751,0.0612,0.129,0.479,129.867,4.34655,4,0 +The All-American Rejects,"Swing, Swing",68.0,0.553,0.717,7.0,-5.857,1,0.0318,6.48e-05,0.128,0.0385,0.318,127.947,233267.0,4,9 +Nattali Rize,Indestructible,41.0,0.845,0.681,6.0,-4.693,0,0.111,0.265,,0.0519,0.654,86.001,183694.0,4,10 +Apoorva Krishna,Tinky Winky,13.0,0.293,0.877,7.0,-4.172,1,0.0486,0.0849,0.392,0.0787,0.87,171.47,317784.0,4,6 +Ronnie Robinson Trio,Pent-Up House,38.0,0.674,0.335,7.0,-13.903,1,0.0444,0.885,0.914,0.101,0.662,168.741,2.303233333,3,7 +Peled,◊ê◊ú◊§◊ô◊ù,41.0,0.706,0.679,7.0,-5.392,0,0.0803,0.543,,0.371,0.5,113.038,195699.0,4,5 +Tay Money,Asthma Pump (with Flo Milli),65.0,0.908,0.663,1.0,-4.032,1,0.359,0.0163,,0.287,0.399,119.983,178973.0,4,5 +Allegaeon,Concerto in Dm,35.0,0.556,0.969,2.0,-3.778,1,0.0402,0.000119,0.829,0.378,0.325,103.994,441035.0,4,8 +Quami,Squeeze Me,17.0,0.694,0.907,9.0,-3.854,1,0.0458,0.0765,6.2e-05,0.13,0.573,114.98,290600.0,4,5 +Oasis,Whatever,56.0,0.247,0.913,7.0,-2.437,1,0.0388,0.0418,0.00839,0.257,0.34,91.157,382267.0,4,6 +Ghost Iris,Coda,43.0,0.489,0.994,1.0,-2.236,0,0.113,2.05e-05,0.00683,0.333,0.218,90.015,243000.0,4,8 +Slowdive,Alison,60.0,0.276,0.449,4.0,-11.428,1,0.0375,0.00782,0.783,0.108,0.278,101.687,230987.0,4,6 +Billie Eilish,I Didn't Change My Number,77.0,0.849,0.48,9.0,-5.835,1,0.226,0.612,0.269,0.295,0.677,142.021,2.64105,4,9 +Garbage,Wolves - Edit,18.0,0.484,0.956,5.0,-6.388,0,0.0357,2.59e-05,0.705,0.257,0.643,145.004,219541.0,4,10 +Britney Spears,Liar,40.0,0.59,0.776,6.0,-5.272,0,0.0705,0.00705,1.69e-05,0.414,0.81,159.946,3.276883333,4,9 +Ruff Sqwad,Functions On the Low,37.0,0.737,0.649,8.0,-7.709,0,0.142,0.816,0.147,0.201,0.579,139.961,282067.0,4,5 +Shlomo Artzi,◊©◊ô◊†◊ï◊ô◊ô ◊û◊ñ◊í ◊î◊ê◊ï◊ï◊ô◊®,32.0,0.543,0.606,6.0,-10.46,0,0.0361,0.312,,0.374,0.833,86.537,340680.0,4,10 +Manal,Casa Con Diez Pinos,34.0,0.528,0.563,2.0,-6.975,1,0.041,0.706,0.0155,0.149,0.652,168.403,254467.0,3,2 +The Black Keys,Little Black Submarines,67.0,0.365,0.466,2.0,-7.514,1,0.0418,0.161,6.68e-06,0.106,0.487,95.163,251267.0,4,10 +Noah Cyrus,July,83.0,0.708,0.186,9.0,-8.953,0,0.042,0.868,,0.0779,0.322,72.541,156106.0,4,9 +Tomberlin,Wasted,55.0,0.765,0.563,4.0,-9.765,1,0.0397,0.422,0.122,0.142,0.703,93.073,149423.0,4,6 +The Yardbirds,Over Under Sideways Down - The Mono Album,46.0,0.529,0.861,11.0,-10.581,1,0.0784,0.292,0.225,0.314,0.387,96.52,142507.0,4,6 +Wolfmother,Woman,60.0,0.191,0.948,9.0,-3.496,0,0.217,2.78e-05,0.0864,0.0945,0.215,150.753,175667.0,4,10 +Led Zeppelin,No Quarter - Remaster,56.0,0.339,0.34,11.0,-14.377,1,0.0385,0.657,0.459,0.375,0.117,142.362,419133.0,4,10 +Hollow Front,Falling Apart,48.0,0.534,0.979,9.0,-3.645,0,0.0987,0.00292,,0.256,0.236,119.993,244000.0,4,10 +San Holo,"you‚Äôve changed, i‚Äôve changed",,0.416,0.623,5.0,-7.898,1,0.045,0.121,0.00225,0.27,0.194,130.175,311625.0,4,6 +The Beatles,I Want To Hold Your Hand - Remastered 2015,72.0,0.49,0.715,7.0,-5.549,1,0.0476,0.386,,0.311,0.866,130.726,145747.0,4,10 +Beloved,Only Our Faces Hide,30.0,0.361,0.954,2.0,-4.097,1,0.0575,2e-05,0.223,0.309,0.176,172.944,232853.0,4,10 +The Cult,She Sells Sanctuary,69.0,0.55,0.765,7.0,-8.684,1,0.0287,4.76e-06,0.873,0.132,0.419,139.46,252533.0,4,10 +Carach Angren,Franckensteina Strataemontanus,39.0,0.57,0.916,8.0,-6.899,1,0.043,0.00439,0.138,0.135,0.359,100.041,183008.0,4,8 +Damien,To The Moon,49.0,0.375,0.0412,,-21.749,1,0.0444,0.995,0.96,0.107,0.127,100.74,171000.0,4,5 +Fleshkiller,Parallel Kingdom,20.0,0.45,0.977,1.0,-4.172,1,0.122,4.26e-06,0.532,0.414,0.256,130.009,266222.0,3,8 +Robert Counts,What Do I Know (feat. HARDY),52.0,0.533,0.589,,-6.14,1,0.0299,0.0405,,0.111,0.351,140.049,208418.0,4,10 +Edgar Winter's White Trash,Keep Playin' That Rock 'n' Roll,16.0,0.695,0.864,9.0,-9.509,1,0.0344,0.0935,,0.222,0.962,129.613,224707.0,4,2 +Drake,What‚Äôs Next,87.0,0.781,0.594,,-6.959,0,0.0485,0.0136,,0.162,0.0628,129.895,178154.0,4,5 +Julia Kent,Carapace,31.0,0.479,0.325,4.0,-14.01,0,0.0333,0.161,0.752,0.104,0.222,132.046,211216.0,4,1 +Michael Chapman,The Man Who Hated Mornings,33.0,0.551,0.58,,-8.581,1,0.0363,0.493,0.0559,0.213,0.473,63.321,247224.0,4,2 +"Arthur ""Big Boy"" Crudup",My Mama Don't Allow Me,30.0,0.621,0.118,2.0,-14.222,1,0.0393,0.993,0.000878,0.12,0.474,93.082,190041.0,4,2 +Big Brother & The Holding Company,Piece of My Heart,69.0,0.443,0.727,4.0,-7.951,1,0.145,0.263,0.000141,0.169,0.566,160.82,253333.0,4,10 +Timothy Kay Band,I'll Know,51.0,0.445,0.159,,-14.159,1,0.0419,0.924,0.865,0.113,0.155,68.868,5.01885,4,7 +Cody Johnson,Sad Songs and Waltzes (with Willie Nelson),54.0,0.546,0.351,11.0,-8.279,1,0.0271,0.701,3.14e-06,0.0997,0.283,105.79,211867.0,3,1 +Britney Spears,Just Like Me,,0.753,0.591,9.0,-7.091,0,0.045,0.0741,1.87e-05,0.108,0.563,101.941,2.742216667,4,9 +The Weeknd,Save Your Tears,93.0,0.68,0.826,,-5.487,1,0.0309,0.0212,1.24e-05,0.543,0.644,118.051,215627.0,4,9 +SOJA,Something To Believe In,35.0,0.812,0.645,,-5.044,1,0.0377,0.499,,0.0793,0.724,139.974,209824.0,4,10 +Best Friends Club,Evil Containment Wave (Part II),20.0,0.814,0.569,9.0,-13.422,0,0.0796,0.554,0.821,0.132,0.514,120.005,250000.0,4,9 +Van Halen,Hot For Teacher,69.0,0.552,0.947,2.0,-4.671,1,0.15,0.000652,0.00025,0.0637,0.465,127.631,282747.0,4,10 +Johnny Adams,It Ain't The Same Thing,12.0,0.916,0.537,9.0,-9.303,0,0.0358,0.241,0.000685,0.0549,0.908,106.951,252907.0,4,2 +Olivia Lunny,Sad To See You Happy,56.0,0.643,0.648,8.0,-5.734,1,0.0428,0.0139,,0.162,0.552,139.997,174921.0,4,9 +Rand Aldo,Desert Parade,42.0,0.211,0.109,,-18.827,1,0.0371,0.882,0.937,0.0965,0.144,106.225,3.14015,4,7 +Merle Haggard,It's Not Love (But It's Not Bad),35.0,0.659,0.281,7.0,-13.564,1,0.0268,0.189,,0.112,0.518,108.287,3.35645,4,4 +"Blxst, Tyga, Ty Dolla $ign",Chosen (feat. Ty Dolla $ign),82.0,0.571,0.767,2.0,-5.16,1,0.287,0.336,,0.0809,0.605,93.421,2.69473333,4,9 +MOSSS,Here If You Want (Pale Blue),54.0,0.761,0.6,7.0,-7.348,1,0.0765,0.269,0.864,0.108,0.557,96.015,199036.0,4,6 +The Sounds,Painted By Numbers,47.0,0.475,0.807,3.0,-3.959,0,0.0332,0.0136,6.74e-05,0.109,0.731,145.179,200000.0,4,10 +The Lumineers,Ho Hey,75.0,0.682,0.471,,-9.182,1,0.0301,0.765,,0.0908,0.421,79.907,163133.0,4,9 +Charlotte Day Wilson,Take Care of You (feat. Syd),63.0,0.683,0.486,4.0,-9.726,0,0.11,0.822,0.0227,0.276,0.279,126.985,213071.0,4,6 +Lower Than Atlantis,Had Enough,45.0,0.561,0.823,2.0,-4.851,1,0.097,0.0029,0.00017,0.492,0.525,93.504,200760.0,4,1 +Jeris Johnson,One Night,54.0,0.625,0.778,1.0,-7.207,1,0.0642,0.00921,,0.103,0.961,160.039,163492.0,4,1 +Andi,Over,65.0,0.522,0.531,10.0,-6.459,0,0.215,0.093,,0.43,0.149,94.225,153244.0,4,9 +Elton John,"Rocket Man (I Think It's Going To Be A Long, Long Time)",80.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,4.69355,4,10 +The Ben Webster Quintet,Makin' Whoopee,40.0,0.529,0.0582,8.0,-19.131,1,0.0617,0.883,0.125,0.116,0.357,93.486,4.53155,4,7 +The Allergies,Get Yourself Some,30.0,0.731,0.647,5.0,-7.937,0,0.0355,0.00487,,0.34,0.879,108.017,180707.0,4,2 +Kings of Leon,Echoing,58.0,0.293,0.778,,-5.581,1,0.034,0.0147,0.227,0.102,0.24,147.882,217347.0,4,10 +Shubha Mudgal,Awakning Main Sutti,1.0,0.276,0.659,6.0,-6.642,0,0.0352,0.00219,4.4e-05,0.146,0.309,81.611,6.236083333,4,0 +Galleons,Playing With Fire is Such a Clich√©,42.0,0.471,0.925,7.0,-4.633,1,0.0598,0.000254,2.65e-05,0.356,0.0768,100.012,303000.0,4,8 +Zara Larsson,Morning,34.0,0.619,0.631,11.0,-6.018,1,0.104,0.131,1.18e-06,0.246,0.772,106.309,175305.0,4,9 +A. K. Paul,Be Honest,38.0,0.806,0.197,,-12.945,1,0.207,0.252,2.35e-06,0.0835,0.337,124.005,237027.0,4,6 +Marilyn Manson,Third Day Of A Seven Day Binge,49.0,0.607,0.938,,-3.072,1,0.0487,0.00228,0.000709,0.149,0.65,110.014,266702.0,4,8 +Hadag Nahash,◊°◊¢!,40.0,0.83,0.819,1.0,-4.78,0,0.0686,0.00741,5.45e-06,0.134,0.846,113.002,228117.0,4,5 +Tori Harper,After Dark,46.0,0.647,0.512,11.0,-8.479,1,0.0381,0.856,,0.134,0.0716,111.957,4.13833333,4,0 +Saint Sister,Causing Trouble - Kormac Remix,50.0,0.306,0.54,5.0,-7.196,1,0.0414,0.625,0.00454,0.152,0.147,75.382,227707.0,4,1 +ISLAND,Do You Remember The Times,28.0,0.572,0.949,9.0,-3.498,1,0.0362,0.14,7.44e-05,0.0705,0.607,138.013,224840.0,4,1 +Don Henley,Sunset Grill,48.0,0.557,0.577,8.0,-12.175,1,0.027,0.0796,2.31e-05,0.0604,0.445,91.877,379000.0,4,10 +"Mukesh, Lata Mangeshkar",Aa Ab Laut Chalen,23.0,0.293,0.567,9.0,-7.705,0,0.0394,0.872,0.00212,0.44,0.669,146.359,4.381783333,4,3 +Ron Gallo,Kill the Medicine Man,32.0,0.41,0.823,9.0,-6.237,1,0.0655,0.0554,0.000215,0.154,0.284,90.471,153717.0,4,1 +Thieves Like Us,Drugs in My Body,45.0,0.689,0.657,2.0,-10.419,0,0.0449,0.00843,0.459,0.15,0.802,116.872,216600.0,4,6 +Dermot Kennedy,Shelter,,0.368,0.274,1.0,-14.878,1,0.0413,0.956,0.0112,0.0658,0.0459,84.549,4.5,4,0 +"Car, the garden",A Kid From Bathroom,23.0,0.616,0.754,5.0,-3.887,0,0.0404,0.324,0.00049,0.0897,0.484,113.959,163875.0,4,10 +Sense Field,Dreams,23.0,0.505,0.659,3.0,-12.146,1,0.0256,0.0321,0.00986,0.116,0.461,101.53,262600.0,1,10 +Television,Venus,47.0,0.55,0.631,,-11.493,1,0.0385,0.000898,0.18,0.0503,0.908,114.553,229027.0,4,1 +"Earth, Wind & Fire",September,80.0,0.697,0.832,9.0,-7.264,1,0.0298,0.168,0.00131,0.269,0.979,125.926,215093.0,4,10 +The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,10 +AJ Tracey,Kukoƒç (feat. NAV),68.0,0.741,0.851,9.0,-6.03,0,0.0672,0.207,,0.296,0.84,141.987,195000.0,4,5 +Type O Negative,Cinnamon Girl,45.0,0.484,0.913,1.0,-5.942,1,0.045,0.13,0.78,0.0992,0.465,99.052,248333.0,4,8 +Avril Lavigne,Head Above Water,69.0,0.578,0.694,5.0,-5.351,1,0.0706,0.0112,,0.102,0.268,129.921,220850.0,4,9 +Tempa T,Next Hype - Instrumental,19.0,0.869,0.761,8.0,-6.449,1,0.105,0.0016,0.829,0.0736,0.281,139.973,239640.0,4,5 +Viscera,Lamb to the Slaughter,33.0,0.423,0.958,7.0,-5.251,0,0.188,2.46e-05,0.127,0.388,0.174,119.967,230500.0,4,8 +Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,1 +"Samuel Lindon, Ensemble Cordes De La Mer",La Tour - Orchestral Version,44.0,0.179,0.059,2.0,-18.992,0,0.0387,0.985,0.951,0.101,0.0845,74.702,2.320266667,4,7 +Black Pumas,Colors,66.0,0.546,0.696,4.0,-6.537,1,0.0335,0.0887,1.84e-05,0.195,0.596,89.882,246587.0,4,10 +The Jesus and Mary Chain,April Skies,54.0,0.545,0.717,3.0,-6.869,1,0.036,0.00417,0.406,0.136,0.589,118.515,239621.0,4,10 +Charlie Feathers,One Hand Loose,31.0,0.661,0.762,4.0,-9.581,1,0.038,0.792,3.38e-05,0.121,0.911,89.292,144480.0,4,10 +Chicocurlyhead,Modelo,47.0,0.594,0.666,3.0,-5.237,0,0.211,0.565,,0.0891,0.507,81.75,160244.0,4,5 +Westlife,If Your Heart's Not In It,,0.533,0.565,,-7.092,1,0.0249,0.399,,0.315,0.34,82.973,4.339333333,4,9 +Rochelle Jordan,Something,34.0,0.778,0.703,1.0,-5.978,0,0.0391,0.0193,4.21e-05,0.069,0.493,126.015,239516.0,3,6 +Nasty Cherry,Win,49.0,0.778,0.552,7.0,-5.987,1,0.0367,0.00661,0.000607,0.0815,0.499,115.032,164203.0,4,1 +Psymon Spine,Milk,34.0,0.765,0.476,,-8.069,0,0.0969,0.213,0.0177,0.106,0.598,107.004,254461.0,4,6 +Power Trip,Executioner's Tax (Swing of the Axe),54.0,0.484,0.991,8.0,-4.028,0,0.0676,0.000289,0.657,0.359,0.559,167.035,225245.0,4,8 +Nothing,Blue Line Baby,36.0,0.248,0.687,2.0,-6.233,1,0.0393,0.00224,0.85,0.0639,0.17,164.622,270853.0,4,6 +Alien Sex Fiend,I Walk The Line,36.0,0.564,0.804,2.0,-11.786,1,0.0733,0.0311,0.81,0.0463,0.397,123.716,291600.0,4,10 +Lush,Sweetness and Light,45.0,0.46,0.878,4.0,-7.903,1,0.0514,0.326,0.813,0.0967,0.34,109.903,317093.0,4,6 +DJ Khaled,"I DID IT (feat. Post Malone, Megan Thee Stallion, Lil Baby & DaBaby)",83.0,0.757,0.721,4.0,-2.906,0,0.0691,0.00196,,0.647,0.364,124.036,165366.0,4,9 +Remi Wolf,Photo ID (with Dominic Fike),67.0,0.747,0.822,1.0,-5.15,1,0.0893,0.192,,0.288,0.862,115.937,207927.0,4,6 +Data,Rapture,27.0,0.541,0.882,3.0,-3.929,0,0.219,0.158,,0.079,0.423,142.867,218373.0,4,1 +Paladin,The River Dragon Has Come,28.0,0.485,0.975,6.0,-4.956,1,0.0692,3.07e-05,0.00077,0.0443,0.265,139.91,305052.0,4,8 +Michael Kiwanuka,You Ain't The Problem,59.0,0.643,0.773,1.0,-7.998,1,0.0414,0.188,0.000412,0.0986,0.653,124.538,249333.0,4,9 +Death Valley Girls,Street Justice,25.0,0.324,0.948,9.0,-4.609,1,0.0522,8.85e-06,0.561,0.165,0.342,90.542,160587.0,4,1 +MONOEYES,„É™„Ç∂„ɺ„Éâ„Éû„É≥,40.0,0.472,0.862,9.0,-4.835,1,0.0324,2.49e-05,6.08e-06,0.076,0.0956,94.984,247067.0,4,10 +The Cult,She Sells Sanctuary,69.0,0.55,0.765,7.0,-8.684,1,0.0287,4.76e-06,0.873,0.132,0.419,139.46,252533.0,4,6 +Tuna,◊û◊®◊§◊ß◊ô◊ù,42.0,0.542,0.812,6.0,-6.485,1,0.107,0.0798,,0.693,0.577,72.936,286470.0,4,5 +Part-Time Friends,Paris en ao√ªt,37.0,0.709,0.554,,-9.802,1,0.0734,0.375,0.000796,0.108,0.631,138.117,210147.0,4,6 +Concha Piquer,Tatuaje,35.0,0.46,0.223,2.0,-8.974,0,0.138,0.995,0.0957,0.253,0.306,78.306,188200.0,4,9 +Arcade Fire,Wake Up,65.0,0.252,0.8,,-4.845,1,0.0368,0.12,0.0538,0.118,0.29,139.361,335333.0,4,1 +Ana Alcaide,Elenion,40.0,0.701,0.204,4.0,-17.527,0,0.0406,0.964,0.835,0.0985,0.27,104.983,4.314666667,3,7 +TDJ,Open Air,37.0,0.667,0.51,1.0,-10.133,1,0.0436,0.176,0.00283,0.0857,0.16,141.077,251555.0,4,1 +Britney Spears,Don't Let Me Be the Last to Know,57.0,0.633,0.755,4.0,-6.566,1,0.0421,0.158,,0.273,0.729,138.96,3.848883333,4,9 +Miri Mesika,◊ó◊ì◊©◊ï◊™ ◊ò◊ï◊ë◊ï◊™,15.0,0.437,0.469,2.0,-6.321,0,0.0293,0.73,,0.104,0.369,139.824,177493.0,3,9 +Institute,Bulletproof Skin,44.0,0.327,0.852,6.0,-4.798,1,0.0613,0.00295,,0.12,0.222,180.075,265107.0,4,10 +James Taylor,Fire and Rain - 2019 Remaster,73.0,0.597,0.271,5.0,-17.293,1,0.0394,0.766,0.0119,0.0933,0.338,76.271,203613.0,4,10 +James Otto,Just Got Started Lovin' You,62.0,0.705,0.606,7.0,-7.047,1,0.0243,0.159,0.00149,0.242,0.876,98.001,3.910666667,4,4 +elegant slims,Not Human,46.0,0.52,0.815,11.0,-4.758,0,0.0488,0.00172,1.92e-06,0.089,0.466,91.972,199387.0,4,10 +Ms. Lauryn Hill,Lost Ones,61.0,0.832,0.749,2.0,-6.129,1,0.37,0.0998,3.74e-06,0.0837,0.65,94.899,333907.0,4,5 +Goldfinger,Put The Knife Away,45.0,0.241,0.916,8.0,-3.9,1,0.168,0.000868,,0.031,0.67,186.797,177924.0,4,10 +Dire Straits,Money For Nothing,42.0,0.666,0.667,2.0,-9.305,0,0.0371,0.043,0.0005,0.074,0.679,134.219,8.51555,4,10 +Eyal Golan,◊û◊ê◊û◊ô,32.0,0.552,0.653,6.0,-4.52,0,0.0327,0.48,,0.11,0.473,140.046,302466.0,4,9 +Bleachers,Chinatown (feat. Bruce Springsteen),64.0,0.442,0.689,4.0,-5.289,1,0.0251,0.00458,,0.11,0.208,89.001,247968.0,3,6 +MAX RAD,Where Are We Now?,32.0,0.742,0.657,9.0,-10.579,0,0.105,0.0687,0.000613,0.274,0.656,107.479,197477.0,4,6 +The Faint,The Geeks Were Right,37.0,0.737,0.668,5.0,-6.261,0,0.0323,0.00405,6.04e-05,0.385,0.961,131.009,176240.0,4,6 +Kojaque,Town's Dead,45.0,0.529,0.746,8.0,-8.288,1,0.0649,0.0271,7.94e-06,0.158,0.184,83.978,186334.0,4,10 +Limp Bizkit,Take A Look Around,72.0,0.425,0.852,11.0,-5.607,1,0.046,0.0175,0.306,0.0935,0.512,101.968,321040.0,4,10 +Freddie King,Going Down,59.0,0.565,0.526,,-11.352,1,0.0365,0.0339,0.000119,0.11,0.637,167.936,204333.0,4,2 +Nick Hakim,QADIR - Single Version,29.0,0.766,0.488,8.0,-6.402,0,0.0595,0.257,0.0132,0.155,0.582,142.035,241920.0,4,6 +"Pritam, Arijit Singh","Hardum Humdum (From ""Ludo"")",50.0,0.59,0.821,2.0,-4.933,1,0.0444,0.346,8.38e-06,0.454,0.784,116.942,3.133333333,4,3 +Omer Adam,◊û◊ë◊ô◊ò ◊û◊î◊¶◊ì,36.0,0.715,0.755,1.0,-5.213,0,0.0534,0.501,,0.0663,0.615,132.003,223760.0,4,9 +Van Halen,Poundcake,39.0,0.487,0.948,4.0,-7.754,1,0.043,0.000662,0.102,0.0506,0.242,105.395,321707.0,4,8 +The Who,Behind Blue Eyes,71.0,0.394,0.622,4.0,-8.258,0,0.0336,0.213,4.45e-05,0.0892,0.342,126.844,221427.0,4,10 +Garmarna,Tv√• Systrar,39.0,0.516,0.655,,-9.428,0,0.0306,0.664,0.107,0.0891,0.19,120.028,352787.0,3,8 +Caitlyn Smith,Cheap Date,54.0,0.587,0.299,2.0,-6.649,1,0.0327,0.853,2.11e-06,0.149,0.184,96.657,190067.0,3,9 +Leroy Carr,Papa's on the House Top,29.0,0.683,0.285,3.0,-12.101,1,0.0366,0.994,0.603,0.122,0.783,94.913,175400.0,4,2 +Fickle Friends,Cosmic Coming of Age,46.0,0.603,0.674,6.0,-8.193,1,0.0591,0.139,3.41e-06,0.116,0.732,93.004,204259.0,4,6 +Trippie Redd,PILL BREAKER (feat. blackbear & Machine Gun Kelly),71.0,0.527,0.79,2.0,-6.268,1,0.0788,0.016,,0.37,0.236,153.034,177059.0,3,10 +bl00dwave,Blue,33.0,0.626,0.861,9.0,-7.384,0,0.0285,0.0114,0.562,0.101,0.501,110.014,146182.0,4,6 +Johnny Winter,Third Degree,42.0,0.256,0.573,,-12.179,1,0.0408,0.141,0.0279,0.111,0.824,205.057,395600.0,3,2 +"Gaetano Donizetti, Academy of St. Martin in the Fields, Sir Neville Marriner",String Quartet in D - Arr. for string orchestra: 1. Allegro,20.0,0.269,0.154,9.0,-18.072,1,0.0387,0.93,0.751,0.109,0.104,134.817,6.858216667,4,7 +Chapterhouse,Breather,37.0,0.267,0.94,9.0,-7.052,1,0.0629,0.000126,0.161,0.358,0.21,155.581,258760.0,4,6 +ILLENIUM,Crawl Outta Love - The Glitch Mob Remix,41.0,0.476,0.798,2.0,-5.405,1,0.0869,0.00677,0.0914,0.583,0.0372,92.781,309677.0,4,10 +Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,1 +"ATB, Topic, A7S",Your Love (9PM),88.0,0.669,0.784,7.0,-5.603,1,0.112,0.194,6.28e-06,0.115,0.517,125.993,2.50088333,4,9 +LO,Ani Oogiot,3.0,0.559,0.463,,-11.841,1,0.0257,0.201,0.00226,0.122,0.155,99.014,229520.0,4,6 +MOSES,Cause You Got Me,46.0,0.494,0.805,1.0,-6.437,1,0.0293,0.000595,7.12e-05,0.0636,0.571,96.996,232526.0,4,10 +ILLENIUM,First Time,74.0,0.526,0.667,9.0,-5.451,1,0.0437,0.0505,,0.321,0.43,155.085,165779.0,4,10 +Shreya Ghoshal,Mann Bheetar,19.0,0.616,0.547,7.0,-7.63,1,0.0342,0.739,0.0362,0.121,0.345,110.025,6.484166667,4,0 +MOD SUN,Heavy (feat. blackbear),65.0,0.367,0.707,5.0,-4.698,0,0.044,0.00806,,0.358,0.377,83.032,167765.0,4,1 +Glass Animals,Tangerine,69.0,0.845,0.583,9.0,-5.948,0,0.0773,0.114,0.000536,0.1,0.842,149.941,200584.0,4,6 +Aerosmith,Train Kept a Rollin',53.0,0.359,0.854,11.0,-9.799,0,0.0418,0.00194,0.00767,0.841,0.472,99.414,333227.0,4,10 +Eyal Golan,◊§◊®◊ó◊ô◊ù ◊ë◊û◊ì◊ë◊®,33.0,0.478,0.447,10.0,-4.828,0,0.0295,0.55,,0.145,0.321,75.053,216496.0,4,9 +Bathtub Cig,My Friend,26.0,0.689,0.208,7.0,-15.944,1,0.0344,0.96,0.635,0.0933,0.194,96.052,220514.0,4,6 +Louf,Formation - Otik Remix,33.0,0.434,0.599,10.0,-11.966,0,0.0734,0.00189,0.891,0.0929,0.436,109.188,436630.0,5,1 +Black Sabbath,Iron Man - 2012 - Remaster,38.0,0.336,0.796,6.0,-10.845,0,0.0896,0.00361,0.00143,0.0621,0.417,155.28,353613.0,4,10 +Yung Bleu,Ghetto Love Birds,57.0,0.604,0.522,8.0,-6.796,1,0.0924,0.734,0.000172,0.113,0.287,93.169,186039.0,4,5 +George Strait,The Fireman,56.0,0.664,0.601,2.0,-13.379,1,0.0616,0.137,3.09e-05,0.0567,0.934,168.979,2.572666667,4,4 +BENEE,Night Garden (feat. Kenny Beats & Bakar),55.0,0.712,0.625,9.0,-4.925,0,0.29,0.0154,,0.0509,0.48,177.94,221865.0,4,6 +DDG,Get What You Want (feat. PnB Rock),50.0,0.799,0.494,7.0,-12.029,1,0.266,0.147,0.000929,0.115,0.234,136.019,186196.0,4,5 +Eugene Bridges,In Your Arms Again,8.0,0.668,0.614,4.0,-7.882,0,0.0278,0.127,,0.367,0.46,103.57,308573.0,4,2 +Dead Pony,Speak of the Devil,32.0,0.431,0.777,7.0,-7.853,1,0.0494,0.000207,1.25e-05,0.105,0.361,76.027,215296.0,4,10 +iann dior,Darkside,58.0,0.695,0.869,5.0,-6.914,1,0.0264,0.71,,0.343,0.92,123.991,154871.0,4,10 +Idan Amedi,◊ê◊†◊ô ◊®◊ï◊¶◊î,45.0,0.632,0.499,2.0,-7.975,0,0.0313,0.788,,0.199,0.332,105.876,207020.0,4,9 +Johnny Adams,This Time I'm Gone For Good,29.0,0.418,0.387,5.0,-11.79,0,0.0634,0.216,0.0127,0.142,0.361,202.033,280360.0,3,2 +Lime Cordiale,On Our Own,57.0,0.705,0.692,9.0,-7.271,1,0.0303,0.00149,0.000193,0.137,0.772,125.933,216636.0,4,6 +Isaac DaBom,◊™◊ë◊ò◊ô◊ó◊ô ◊ú◊ô,15.0,0.831,0.632,8.0,-8.875,0,0.13,0.139,2.71e-06,0.112,0.647,103.023,281477.0,4,9 +Ghetts,IC3 (feat. Skepta) - Single Version,48.0,0.663,0.645,8.0,-7.977,1,0.398,0.443,,0.166,0.394,128.023,231107.0,4,5 +Shivam Pathak,Ek Dil Ek Jaan,57.0,0.528,0.664,2.0,-7.262,1,0.0377,0.226,,0.121,0.109,97.893,3.6645,4,3 +The Soft Cavalry,Dive,28.0,0.5,0.528,2.0,-10.051,1,0.0276,0.044,0.000243,0.0911,0.094,78.0,255385.0,4,6 +Willie J Healey,Big Nothing,38.0,0.466,0.699,7.0,-6.101,1,0.0319,0.475,0.0065,0.221,0.716,190.384,142246.0,4,6 +The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,10 +Suldusk,The Elm,38.0,0.601,0.439,4.0,-10.507,0,0.0253,0.43,0.00107,0.125,0.186,106.973,210834.0,4,8 +Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,6 +Yameii Online,Baby My Phone,70.0,0.427,0.666,5.0,-7.902,0,0.0415,0.176,0.229,0.0856,0.232,85.022,215771.0,4,9 +Nikola Zolkiewska,Smoothness,55.0,0.325,0.164,,-17.19,0,0.0438,0.958,0.899,0.112,0.211,49.196,2.5641,3,7 +The Rolling Stones,Gimme Shelter,,0.63,0.616,1.0,-8.128,0,0.0309,0.463,0.0408,0.173,0.509,118.65,4.51288333,4,10 +Rod Stewart,The First Cut Is the Deepest,60.0,0.546,0.627,,-9.037,1,0.0244,0.316,0.00114,0.096,0.764,81.278,4.52,4,0 +Jackie Hayes,eye 2 eye,48.0,0.638,0.666,4.0,-6.951,0,0.0392,0.00784,6.65e-05,0.314,0.651,131.962,185455.0,4,6 +Jack Fruit,wrong but worth it,30.0,0.627,0.5,9.0,-9.615,0,0.046,0.0957,0.0385,0.522,0.353,120.025,178711.0,4,9 +Phoria,Current,49.0,0.254,0.117,8.0,-21.35,0,0.0376,0.964,0.875,0.111,0.0447,78.533,350974.0,4,1 +Shocking Blue,Inkpot,37.0,0.655,0.648,4.0,-8.708,1,0.0345,0.102,,0.0946,0.712,125.603,159000.0,4,2 +James Bay,If You Ever Wanna Be In Love - James Bay Spotify Session 2015,66.0,0.68,0.315,11.0,-8.425,1,0.0391,0.913,,0.712,0.361,117.614,3.94645,4,0 +Elliott Ok,72,14.0,0.398,0.338,7.0,-10.084,1,0.0304,0.328,0.0319,0.099,0.188,135.75,222906.0,4,6 +The Zombies,Time of the Season - Mono Version,66.0,0.537,0.7,4.0,-6.852,0,0.0366,0.142,1.58e-06,0.383,0.695,117.111,214027.0,4,10 +AC/DC,Big Gun,59.0,0.569,0.901,9.0,-5.197,1,0.0544,0.00555,0.26,0.16,0.839,133.194,259413.0,4,8 +Webb Pierce,There Stands The Glass,20.0,0.524,0.176,3.0,-11.14,1,0.0345,0.911,,0.366,0.676,115.996,146000.0,4,10 +Swamp Dogg,Please Let Me Go Round Again,34.0,0.716,0.33,,-13.283,1,0.046,0.193,2.94e-05,0.124,0.572,139.927,280840.0,4,6 +The Pale White,Wisdom Tooth,29.0,0.441,0.884,,-4.319,1,0.104,0.00408,0.000812,0.406,0.468,129.931,171107.0,4,10 +Machine Gun Kelly,forget me too (feat. Halsey),80.0,0.654,0.875,1.0,-4.845,1,0.0744,0.000417,0.0086,0.194,0.522,99.975,171621.0,4,10 +Wallice,Hey Michael,60.0,0.759,0.636,4.0,-6.387,1,0.0473,0.0386,0.000117,0.643,0.921,120.019,179852.0,4,6 +Tim Montana,Be A Cowboy,49.0,0.512,0.885,11.0,-3.558,1,0.0359,0.0208,,0.101,0.47,85.017,201707.0,4,10 +Low (Acoustic),Angel Snow,33.0,0.557,0.264,9.0,-10.625,1,0.028,0.874,1.16e-05,0.0984,0.433,77.099,3.445166667,4,0 +Johnny Cash,Big River,54.0,0.632,0.559,5.0,-10.49,1,0.0674,0.854,0.000103,0.127,0.884,182.942,151427.0,4,10 +LILHUDDY,The Eulogy of You and Me,64.0,0.513,0.848,4.0,-4.644,1,0.0676,0.000161,,0.336,0.394,143.968,183362.0,4,9 +BTS,Butter,,0.759,0.459,8.0,-5.187,1,0.0948,0.00323,,0.0906,0.695,109.997,164442.0,4,9 +Shimi Tavori,◊¢◊ï◊ì ◊°◊ô◊§◊ï◊® ◊ê◊ó◊ì ◊©◊ú ◊ê◊î◊ë◊î,29.0,0.477,0.342,,-13.44,1,0.0273,0.304,,0.206,0.346,84.871,252467.0,4,9 +The Wallflowers,Sleepwalker,44.0,0.534,0.892,4.0,-5.04,0,0.028,0.000697,,0.109,0.749,128.834,211027.0,4,10 +Five Finger Death Punch,"Blue On Black (feat. Kenny Wayne Shepherd, Brantley Gilbert & Brian May)",58.0,0.45,0.872,7.0,-4.91,1,0.0353,0.0018,1.61e-05,0.0833,0.396,156.059,274615.0,4,8 +2 Chainz,Grey Area,70.0,0.897,0.767,11.0,-4.544,1,0.0959,0.0679,0.000364,0.129,0.675,134.913,171838.0,4,5 +Faze Miyake,Stay Woke,2.0,0.655,0.438,,-11.276,1,0.0433,0.012,0.648,0.222,0.557,148.018,174724.0,4,5 +Jess Locke,Universe,28.0,0.653,0.543,11.0,-7.154,0,0.026,0.0852,5.37e-06,0.295,0.419,97.029,219753.0,4,6 +Jeremy Zucker,emily,66.0,0.551,0.249,,-11.392,1,0.06,0.68,0.0022,0.112,0.257,156.02,233747.0,3,9 +Wild Pink,The Shining but Tropical,40.0,0.501,0.792,4.0,-7.31,1,0.0255,0.00708,0.00318,0.67,0.645,88.014,291613.0,4,1 +Jeezy,And Then What,33.0,0.75,0.723,,-5.452,1,0.231,0.00829,,0.0588,0.747,170.006,245480.0,4,5 +"Mukesh, Lata Mangeshkar",Begani Shadi Men Abdulla Diwana,17.0,0.715,0.446,4.0,-10.887,0,0.0591,0.908,0.000198,0.427,0.932,102.673,3.61555,4,3 +Passion Pit,Take a Walk,71.0,0.566,0.755,11.0,-5.526,1,0.0368,0.0338,,0.315,0.445,101.006,264493.0,4,6 +Shawnna,Gettin' Some,47.0,0.823,0.586,4.0,-6.044,0,0.336,0.0901,,0.0605,0.611,78.054,202760.0,4,5 +Walter Wolfman Washington,Landslide,18.0,0.705,0.811,11.0,-5.483,0,0.133,0.27,0.0248,0.0233,0.549,97.938,313813.0,4,2 +Jamestown Revival,Prospector's Blues,45.0,0.529,0.652,4.0,-7.592,1,0.0348,0.607,,0.0893,0.486,76.052,239733.0,4,1 +Second to Sun,Marsch der W√∂lfe,28.0,0.313,0.933,2.0,-4.574,1,0.062,4.82e-06,0.139,0.717,0.0958,76.01,315790.0,4,8 +Baby Keem,durag activity (with Travis Scott),80.0,0.89,0.701,,-5.712,0,0.342,0.00306,3.06e-06,0.0895,0.505,80.462,225020.0,4,5 +Armon,Hot Summer,8.0,0.352,0.648,9.0,-7.426,1,0.0375,0.37,0.432,0.27,0.36,82.436,349822.0,4,6 +Long Distance Calling,Hazard,34.0,0.287,0.77,2.0,-7.477,1,0.0546,0.000483,0.445,0.0519,0.293,71.072,368973.0,4,8 +The Jungle Giants,Treat You Right,56.0,0.664,0.759,9.0,-4.926,0,0.0428,0.0169,0.0025,0.179,0.771,160.023,221466.0,4,9 +Sha Na Na,At the Hop - Live at Woodstock,22.0,0.294,0.923,4.0,-12.239,0,0.212,0.198,0.000128,0.992,0.208,135.384,184787.0,4,10 +Wallice,23,55.0,0.576,0.597,5.0,-4.974,1,0.0391,0.22,,0.0914,0.614,133.686,164782.0,4,6 +Dead by April,Let It Go,51.0,0.42,0.937,,-2.672,0,0.152,0.00938,,0.166,0.412,156.059,191154.0,4,8 +Beck,Dreams,59.0,0.582,0.938,1.0,-5.726,0,0.0392,0.000733,0.0202,0.0841,0.8,113.999,314487.0,4,6 +The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,10 +"Hemanth Bhagavath, Vignesh Prabhu, Swayam Prakash Prabhu",Jog Fusion,13.0,0.645,0.504,9.0,-13.495,1,0.145,0.974,0.786,0.23,0.511,124.904,4.725,4,0 +Parker Millsap,Hades Pleads,48.0,0.568,0.632,9.0,-6.958,1,0.161,0.0245,0.000246,0.401,0.711,164.823,156107.0,4,10 +bbno$,bad to the bone,67.0,0.95,0.574,11.0,-7.969,0,0.251,0.0973,0.000274,0.0801,0.656,106.042,141509.0,4,9 +No s√© a qui√©n matar,No S√© a Qui√©n Matar,34.0,0.561,0.704,9.0,-6.062,1,0.0232,0.0412,0.857,0.217,0.678,98.99,219475.0,4,6 +AWOLNATION,The Best (feat. Alice Merton),53.0,0.645,0.86,2.0,-5.041,0,0.031,0.128,0.00517,0.0929,0.04,111.029,223320.0,4,10 +Bruce Springsteen,Ghosts,58.0,0.532,0.736,11.0,-6.901,1,0.0383,0.000146,0.000961,0.292,0.656,125.105,354813.0,4,10 +Jamie O'Neal,When I Think About Angels,46.0,0.507,0.843,11.0,-3.421,1,0.108,0.274,,0.295,0.504,193.708,3.04355,4,4 +Braid,Killing A Camera,32.0,0.39,0.885,11.0,-6.98,0,0.0549,0.0014,2.11e-05,0.371,0.592,83.661,153800.0,4,10 +Rekha Bhardwaj,Badi Dheere Jali,25.0,0.439,0.364,10.0,-10.723,1,0.0341,0.877,0.007,0.0776,0.111,80.202,7.023266667,4,0 +Tyla Yaweh,All the Smoke (feat. Gunna & Wiz Khalifa),71.0,0.712,0.822,6.0,-3.728,0,0.131,0.0321,,0.239,0.469,91.011,211237.0,4,5 +JunkBunny,Another Summer Song,27.0,0.343,0.85,1.0,-7.51,1,0.0567,5.37e-05,5.01e-05,0.0905,0.437,161.794,230747.0,4,10 +Lisa Mann,"Hard Times, Bad Decisions",29.0,0.624,0.849,11.0,-4.261,0,0.0358,0.0862,5.3e-05,0.362,0.717,94.066,271867.0,4,2 +Kylie V,On My Mind,30.0,0.605,0.428,6.0,-7.93,1,0.0261,0.685,0.00924,0.201,0.228,152.969,260013.0,4,1 +Hazvuvim,◊ñ◊®◊ñ◊ô◊®◊ô◊ù,14.0,0.682,0.749,4.0,-10.759,0,0.0435,0.00883,0.00166,0.12,0.686,117.871,330493.0,4,10 +Illinois Jacquet,Port Of Rico,34.0,0.769,0.25,,-11.141,1,0.0556,0.711,0.0823,0.0855,0.615,127.147,164573.0,4,2 +The Walkmen,The Rat,57.0,0.167,0.921,6.0,-4.881,0,0.061,0.000141,0.0716,0.239,0.315,168.225,262227.0,4,6 +OK Go,This Too Shall Pass,43.0,0.43,0.669,5.0,-3.398,1,0.0448,5.07e-05,0.0105,0.121,0.417,160.001,188120.0,4,10 +Half the Animal,Magic,43.0,0.539,0.654,1.0,-6.454,0,0.0813,0.0296,1.49e-06,0.0595,0.511,170.138,210820.0,5,10 +bloody/bath,Arp-87,37.0,0.527,0.878,1.0,-4.932,1,0.0561,0.2,0.876,0.104,0.198,152.017,169728.0,4,6 +Evolution Empire,Fist of God,,0.568,0.981,7.0,-5.161,1,0.0835,0.000322,0.0354,0.133,0.183,122.04,224028.0,4,10 +Donny Hathaway,"To Be Young, Gifted and Black",,0.408,0.242,,-15.35,1,0.0328,0.538,0.0706,0.0931,0.364,131.152,410257.0,3,5 +Fontaines D.C.,Too Real,46.0,0.495,0.96,4.0,-6.235,0,0.061,0.0281,1.05e-05,0.111,0.182,172.808,248409.0,4,1 +Lowertown,Tourist Trap,32.0,0.516,0.698,,-8.008,1,0.031,0.00741,0.0087,0.575,0.227,84.014,181397.0,4,9 +Eyal Golan,◊¶◊ê◊ô ◊ê◊ú ◊î◊ó◊ú◊ï◊ü,31.0,0.619,0.893,,-7.089,0,0.0438,0.0784,2.13e-05,0.291,0.939,104.014,242293.0,4,9 +DaBaby,8 Figures (feat. Meek Mill),56.0,0.703,0.555,8.0,-8.199,1,0.382,0.0382,,0.246,0.702,177.205,178949.0,4,5 +Monolink,Harlem River,51.0,0.845,0.429,1.0,-11.706,0,0.0973,0.183,0.267,0.0727,0.443,116.007,277609.0,4,6 +The Beaches,Give It Up,41.0,0.691,0.62,6.0,-3.339,0,0.0455,0.0129,0.000686,0.0821,0.552,109.027,179973.0,4,10 +Dua Lipa,"I'm Not the Only One - Live from Spotify, London",65.0,0.455,0.265,5.0,-8.468,1,0.0491,0.861,,0.685,0.324,176.036,3.264,4,0 +Suli Breaks,Adulthood,22.0,0.885,0.517,4.0,-12.067,0,0.5,0.186,,0.446,0.705,110.012,178909.0,4,5 +Malfunkshun,Jezebel Woman,42.0,0.217,0.736,9.0,-7.309,0,0.0409,0.000689,2.46e-06,0.0821,0.246,130.404,271333.0,4,10 +George Harrison,Give Me Love (Give Me Peace On Earth),62.0,0.373,0.57,5.0,-11.56,1,0.0441,0.497,0.0124,0.128,0.631,81.28,215693.0,4,10 +Mavi Phoenix,Grass And The Sun,46.0,0.818,0.459,8.0,-10.073,1,0.0399,0.916,0.906,0.111,0.246,110.126,174545.0,4,6 +Jade Bird,I Get No Joy,43.0,0.673,0.722,5.0,-5.497,1,0.0855,0.364,,0.0605,0.717,91.962,162070.0,4,1 +King of Asgard,Ammobi√¶rg,26.0,0.0809,0.993,2.0,-4.093,1,0.163,5.49e-05,0.932,0.183,0.0397,70.972,483440.0,1,8 +Middle Kids,Cellophane (Brain),34.0,0.545,0.421,,-7.201,1,0.0276,0.0469,2.28e-06,0.214,0.314,149.955,210133.0,4,6 +Touch√© Amor√©,Reminders,40.0,0.352,0.927,8.0,-8.144,1,0.11,6.9e-05,4.48e-05,0.0409,0.355,98.336,183338.0,4,10 +Misplaced,idk why i try,33.0,0.495,0.949,1.0,-3.789,1,0.0407,4.2e-05,0.711,0.438,0.683,105.013,187571.0,4,10 +The Maccabees,Precious Time,,0.339,0.821,7.0,-5.549,1,0.143,0.048,,0.0938,0.428,169.541,259787.0,4,6 +Pote Baby,In The Kitchen,51.0,0.881,0.475,1.0,-8.794,1,0.5,0.303,,0.229,0.615,146.931,182870.0,4,5 +Run‚ÄìD.M.C.,It's Tricky,73.0,0.965,0.857,11.0,-8.458,0,0.17,0.00131,,0.0726,0.951,127.656,183760.0,4,9 +Darkcell,Burn the Witches,33.0,0.486,0.975,,-4.016,1,0.11,0.00177,1.51e-05,0.929,0.131,105.005,281838.0,4,8 +Journers,Yok Mu ?,28.0,0.485,0.706,9.0,-7.165,1,0.0333,0.00782,0.000568,0.108,0.349,135.954,274750.0,4,10 +Miss May I,Shadows Inside,56.0,0.381,0.969,10.0,-4.956,0,0.141,4.59e-06,1.47e-05,0.143,0.338,179.987,236549.0,4,8 +wave to earth,daisy.,33.0,0.442,0.576,6.0,-5.611,0,0.0321,0.362,9.77e-06,0.308,0.643,202.081,218500.0,4,10 +Fallen,Tolo,30.0,0.538,0.507,2.0,-11.016,1,0.0312,0.029,0.264,0.354,0.169,103.021,4.065783333,4,0 +Greta Van Fleet,Age of Machine,63.0,0.222,0.807,7.0,-4.738,1,0.045,0.000696,0.00844,0.0801,0.106,136.344,413524.0,4,10 +Godsticks,Victim - Edit,24.0,0.292,0.775,4.0,-6.192,0,0.0488,0.00796,1.98e-06,0.111,0.368,150.475,333137.0,4,10 +Jan & Dean,Surf City - Remastered 1990/Stereo Remix,45.0,0.469,0.647,8.0,-13.913,1,0.0315,0.595,1.65e-06,0.339,0.942,147.878,163027.0,4,10 +The Pharcyde,Drop,56.0,0.853,0.754,10.0,-7.158,0,0.259,0.335,6.21e-06,0.252,0.69,95.081,334467.0,4,5 +Justus Bennetts,Nightstand,60.0,0.669,0.648,5.0,-4.66,1,0.067,0.34,,0.314,0.616,80.974,161747.0,4,9 +Salt-N-Pepa,Push It,68.0,0.913,0.596,11.0,-12.477,0,0.0707,0.00658,0.00349,0.078,0.973,127.215,272133.0,4,9 +Jake Milliner,Juno,35.0,0.811,0.453,6.0,-9.54,0,0.0948,0.438,0.853,0.345,0.605,93.014,207250.0,4,1 +21 Savage,Runnin,80.0,0.819,0.626,10.0,-4.574,0,0.202,0.00748,0.101,0.167,0.415,143.01,195906.0,4,5 +George Moir,Baked Beans,35.0,0.663,0.604,11.0,-5.252,1,0.186,0.367,0.000269,0.134,0.567,82.536,177000.0,4,6 +Amber Run,Neon Circus,38.0,0.486,0.908,2.0,-4.43,1,0.0369,0.0023,0.24,0.389,0.241,89.991,216667.0,4,10 +Whitney,Strange Overtones,52.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,206995.0,4,6 +P.O.D.,Boom - 2006 Remaster,50.0,0.563,0.924,2.0,-5.567,1,0.0734,0.00156,1.15e-06,0.0468,0.539,90.928,187240.0,4,10 +Monster Magnet,Powertrip,49.0,0.522,0.853,11.0,-5.861,1,0.0383,7.44e-05,0.582,0.131,0.637,140.727,211440.0,4,8 +Press Club,Behave,26.0,0.447,0.949,4.0,-4.245,0,0.0841,0.000283,2.4e-05,0.132,0.364,104.724,197263.0,4,1 +The Futureheads,The Beginning Of The Twist,43.0,0.42,0.988,5.0,-2.622,1,0.157,0.00164,,0.286,0.353,155.993,216040.0,4,6 +Gorgoroth,Begravelsesnatt,35.0,0.17,0.98,7.0,-12.697,1,0.0652,2.48e-06,0.852,0.515,0.0504,144.475,153240.0,4,8 +YONAKA,Call Me a Saint,56.0,0.503,0.685,9.0,-6.48,0,0.0423,0.0421,,0.0674,0.508,146.997,200067.0,4,10 +Fleetwood Mac,The Chain - 2004 Remaster,82.0,0.545,0.67,9.0,-8.81,1,0.0496,0.009,0.000822,0.0451,0.481,151.553,270213.0,4,10 +Arik Einstein,◊û◊ì◊ï◊¢ ◊î◊ô◊ú◊ì ◊¶◊ó◊ß ◊ë◊ó◊ú◊ï◊ù,23.0,0.409,0.231,1.0,-15.002,1,0.0353,0.451,1.02e-05,0.084,0.125,116.036,253000.0,4,10 +Mohammed Rafi,Dekhi Zamane Ki Yaari,9.0,0.261,0.14,6.0,-15.33,1,0.0412,0.983,0.69,0.116,0.188,72.286,9.006,4,3 +Pinkshinyultrablast,Songs,42.0,0.12,0.87,9.0,-6.984,1,0.0995,0.0018,0.815,0.0834,0.0536,179.815,950210.0,3,6 +"Britney Spears, Tinashe",Slumber Party (feat. Tinashe),,0.752,0.784,,-4.942,1,0.0753,0.322,,0.11,0.464,135.039,3.558916667,4,9 +Migrant Motel,New Religion,35.0,0.571,0.405,1.0,-8.907,1,0.025,0.00157,0.000991,0.0911,0.398,72.974,184000.0,4,10 +Bleachers,Stop Making This Hurt,54.0,0.691,0.864,,-7.206,1,0.0417,0.0766,,0.0853,0.756,109.201,199627.0,4,1 +John Denver,"Take Me Home, Country Roads",,0.456,0.383,9.0,-9.516,1,0.0263,0.715,,0.127,0.67,82.026,3.167333333,4,4 +Teenage Wrist,Earth Is A Black Hole,47.0,0.553,0.902,11.0,-4.35,0,0.0588,0.00286,,0.2,0.572,132.089,175577.0,4,10 +"Atif Aslam, Tulsi Kumar",Paniyon Sa,54.0,0.523,0.768,,-4.953,0,0.0566,0.447,0.000226,0.0833,0.669,75.03,3.937333333,4,3 +Radiohead,Just,63.0,0.291,0.767,7.0,-6.913,0,0.0862,0.000401,0.012,0.0763,0.359,175.702,234800.0,4,1 +Red Fang,Arrows,46.0,0.187,0.913,7.0,-8.185,1,0.0558,0.224,0.843,0.102,0.344,156.715,232980.0,4,10 +Omer Adam,◊ô◊¢◊©◊ï ◊ú◊†◊ï ◊õ◊ë◊ï◊ì,44.0,0.767,0.498,11.0,-5.995,1,0.376,0.566,,0.325,0.61,129.919,201500.0,4,9 +INXS,Listen Like Thieves,,0.567,0.919,7.0,-4.425,1,0.0713,0.0108,0.0106,0.0819,0.593,116.033,3.77245,4,10 +The Devil and the Almighty Blues,The Ghosts of Charlie Barracuda,40.0,0.298,0.584,11.0,-7.257,1,0.0322,0.0435,0.328,0.1,0.388,143.927,466382.0,3,10 +Will Paquin,Chandelier,62.0,0.331,0.5,2.0,-9.119,0,0.0514,0.677,6.61e-06,0.116,0.421,86.963,127465.0,4,6 +David Shaul,◊®◊ß ◊™◊í◊ô◊ì◊ô,25.0,0.538,0.362,,-8.97,1,0.0258,0.463,,0.177,0.24,76.045,251194.0,4,10 +Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,1 +Sha Na Na,Silhouettes - Live at Woodstock,21.0,0.4,0.682,5.0,-11.927,1,0.0563,0.183,0.000803,0.803,0.778,117.528,177640.0,1,10 +Electric Light Orchestra,Mr. Blue Sky,81.0,0.388,0.338,10.0,-10.054,1,0.0329,0.652,3.73e-06,0.248,0.478,177.765,303373.0,4,9 +Rat Tally,Shrug,26.0,0.446,0.373,,-9.192,1,0.0312,0.0949,2.13e-06,0.116,0.201,144.073,151257.0,4,6 +Johnny Cash,Man in Black,57.0,0.676,0.58,5.0,-14.217,1,0.0506,0.589,0.000145,0.218,0.89,95.358,2.883116667,4,4 +M√∂tley Cr√ºe,"Girls, Girls, Girls",71.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,270427.0,4,9 +Ravid Plotnik,◊û◊ï◊ñ◊ô◊ß◊î ◊ò◊ï◊ë◊î (◊†◊¶'◊ô ◊†◊¶'),38.0,0.646,0.559,7.0,-6.751,1,0.181,0.128,,0.167,0.648,85.444,201173.0,4,5 +Lauv,I Like Me Better,83.0,0.752,0.505,9.0,-7.621,1,0.253,0.535,2.55e-06,0.104,0.419,91.97,197437.0,4,9 +Elton John,"Rocket Man (I Think It's Going To Be A Long, Long Time)",82.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,281613.0,4,10 +Willie Dixon,Little Red Rooster,48.0,0.584,0.278,4.0,-18.566,1,0.0312,0.55,0.21,0.255,0.75,81.712,215027.0,4,2 +Hollow,Caterpillar,44.0,0.401,0.764,1.0,-5.476,1,0.145,0.00705,0.000142,0.0506,0.109,99.949,205200.0,4,10 +Stick Figure,World on Fire (with Slightly Stoopid),51.0,0.866,0.518,,-7.372,1,0.0457,0.303,0.0512,0.104,0.644,141.01,240029.0,4,10 +N.Flying,Pardon?,33.0,0.583,0.981,4.0,-0.741,1,0.102,0.0701,,0.187,0.907,145.021,169173.0,4,10 +Life On Venus,What Lies Beneath,39.0,0.433,0.676,8.0,-5.953,1,0.0304,0.000364,0.531,0.101,0.404,133.957,233731.0,4,10 +"Pritam, Arijit Singh","Shayad (From ""Love Aaj Kal"")",64.0,0.487,0.456,8.0,-7.144,1,0.0319,0.789,1.79e-06,0.141,0.348,136.088,4.13235,4,3 +The Robert Cray Band,Phone Booth,2.0,0.575,0.838,4.0,-11.252,0,0.0534,0.0297,0.0836,0.974,0.488,113.303,278693.0,4,2 +Ivri Lider,◊î◊ô◊ô◊™◊ô ◊õ◊ê◊ü,35.0,0.37,0.411,4.0,-9.684,1,0.032,0.627,,0.108,0.169,106.773,263034.0,4,9 +Sammy Hagar,Give To Live,40.0,0.423,0.63,2.0,-9.778,1,0.0312,0.0129,5.86e-06,0.0479,0.393,153.945,4.40155,4,10 +My Morning Jacket,Circuital,29.0,0.44,0.505,10.0,-9.517,1,0.031,0.22,0.413,0.129,0.501,102.354,439680.0,4,10 +Kansas,Carry on Wayward Son,75.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,5.38333333,4,10 +Rita Ora,Your Song - Acoustic,55.0,0.846,0.559,6.0,-4.306,1,0.0644,0.109,,0.0445,0.721,114.037,3.03178333,4,0 +Russell Dickerson,Every Little Thing,2.0,0.638,0.854,1.0,-4.664,1,0.11,0.216,,0.0357,0.859,93.869,3.177333333,4,4 +Dilated Peoples,Work The Angles,47.0,0.656,0.767,11.0,-7.032,0,0.321,0.191,,0.641,0.739,181.33,240667.0,4,5 +Veil Of Maya,Viscera,56.0,0.537,0.96,2.0,-3.705,1,0.0594,0.000175,4.25e-06,0.0892,0.382,137.986,220000.0,4,8 +Kenny Neal,Hooked On Your Love,13.0,0.576,0.693,9.0,-9.936,1,0.0374,0.546,0.109,0.186,0.908,159.786,285093.0,3,2 +Look What You've Done,Ron Pope,39.0,0.57,0.571,7.0,-7.282,1,0.0291,0.00995,0.000181,0.133,0.25,134.012,3.746266667,4,0 +Monster Magnet,Learning to Die,40.0,0.253,0.802,9.0,-6.866,1,0.0495,0.00192,0.148,0.398,0.279,160.099,387936.0,4,8 +Fl√µstate,Dream Dance,27.0,0.318,0.359,9.0,-8.549,0,0.0305,0.681,0.00799,0.0951,0.0397,127.747,227333.0,3,9 +Florence + The Machine,Ship To Wreck,59.0,0.564,0.923,9.0,-3.843,0,0.0325,0.00147,,0.277,0.587,141.991,234526.0,4,10 +Waterparks,Numb,56.0,0.61,0.974,6.0,-3.407,1,0.166,0.000625,1.2e-06,0.429,0.71,125.077,146897.0,4,10 +YSN Flow,Money Man,48.0,0.8,0.52,5.0,-7.251,0,0.328,0.175,,0.326,0.599,120.244,143998.0,4,5 +Gotye,Somebody That I Used To Know,80.0,0.865,0.521,,-6.932,1,0.0371,0.548,0.000115,0.0989,0.748,129.059,244885.0,4,9 +Bun B,Get Throwed,56.0,0.704,0.803,7.0,-4.77,1,0.351,0.165,,0.54,0.529,124.087,233840.0,4,5 +TOOL,Pneuma,65.0,0.415,0.53,9.0,-9.338,0,0.0314,0.00209,0.75,0.11,0.0586,114.174,713192.0,1,8 +Yungeen Ace,All in All,53.0,0.553,0.667,7.0,-6.686,0,0.214,0.266,,0.0679,0.366,131.18,124000.0,5,5 +The Strokes,Last Nite,72.0,0.624,0.91,,-5.703,1,0.0297,0.0285,0.000198,0.0789,0.767,104.042,193051.0,4,6 +Fleetwood Mac,Hellhound on My Trail,26.0,0.451,0.0589,,-16.082,1,0.0361,0.954,0.00473,0.1,0.266,64.826,125293.0,4,2 +The Standells,Dirty Water,46.0,0.62,0.781,9.0,-5.938,1,0.0379,0.181,,0.187,0.864,144.707,167253.0,4,6 +Van Halen,And the Cradle Will Rock... - 2015 Remaster,51.0,0.509,0.928,2.0,-5.833,1,0.0329,0.189,1.41e-06,0.269,0.736,107.921,213150.0,4,10 +Miranda Lambert,The House That Built Me,66.0,0.525,0.3,5.0,-8.005,1,0.0286,0.578,8.3e-06,0.116,0.206,80.993,3.943783333,4,4 +Airbourne,Runnin' Wild,65.0,0.503,0.96,10.0,-2.672,1,0.0626,9.25e-05,0.578,0.274,0.489,162.022,218040.0,4,8 +The Fall,Fiery Jack - Bonus Track,30.0,0.704,0.917,1.0,-7.902,0,0.122,9.12e-05,0.00546,0.0459,0.336,110.606,283947.0,4,6 +Haley Reinhart,Free As a Bird,27.0,0.498,0.28,11.0,-11.026,0,0.0261,0.955,0.155,0.149,0.189,76.078,268328.0,3,10 +The Last Poets,When The Revolution Comes,28.0,0.669,0.567,8.0,-12.381,0,0.335,0.614,,0.246,0.909,81.93,150867.0,4,5 +Code Orange,Bleeding In The Blur,41.0,0.529,0.908,,-5.405,1,0.0522,2.46e-05,0.947,0.0942,0.183,126.032,244693.0,4,8 +Pixies,Here Comes Your Man,69.0,0.669,0.795,2.0,-10.865,1,0.0285,0.00772,0.0781,0.401,0.882,124.594,201187.0,4,6 +John Mayer,Slow Dancing in a Burning Room - Acoustic,55.0,0.611,0.313,4.0,-10.242,1,0.0339,0.835,0.000315,0.111,0.378,134.858,3.87845,3,0 +Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,9 +Sad Night Dynamite,Smoke Hole,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,1 +Julian Lynch,Contribution to the Catalog of Spatial and Temporal Events,23.0,0.912,0.182,9.0,-22.639,0,0.0786,0.995,0.952,0.103,0.972,96.014,214788.0,4,6 +Einherjer,West Coast Groove,28.0,0.489,0.95,4.0,-8.544,1,0.0397,1.5e-05,0.707,0.477,0.602,75.997,247387.0,4,8 +Kris Barras Band,Ignite (Light It Up),37.0,0.604,0.818,6.0,-6.083,1,0.0379,0.00335,0.00103,0.0411,0.697,102.993,196104.0,4,2 +Honey Lung,Sophomore,36.0,0.399,0.744,7.0,-8.303,1,0.0455,8.44e-05,0.0335,0.0497,0.125,91.918,353956.0,4,6 +Heart of Somebody,Caroline Spence,,0.631,0.461,11.0,-7.912,1,0.0246,0.417,1.64e-05,0.099,0.455,105.872,3.534216667,4,0 +The Alchemist,Stained Glass (feat. Westside Gunn),35.0,0.698,0.644,1.0,-8.554,0,0.321,0.562,,0.567,0.374,145.868,110147.0,4,5 +Miri Mesika,◊ê◊©◊î ◊ó◊®◊°◊ô◊†◊î,28.0,0.526,0.622,7.0,-5.492,0,0.0374,0.536,1.97e-05,0.251,0.224,123.958,249852.0,4,9 +Rick Wakeman,Catherine Of Aragon,39.0,0.351,0.307,3.0,-12.071,1,0.0336,0.433,0.85,0.328,0.0951,105.092,229147.0,4,10 +Mondo Cozmo,Bittersweet Symphony - Jim Eno Sessions,41.0,0.396,0.774,9.0,-8.22,1,0.03,0.0266,0.0347,0.0702,0.462,169.959,323467.0,4,10 +Alluvial,Colony,35.0,0.413,0.987,7.0,-3.675,1,0.17,0.000403,0.667,0.125,0.167,149.992,176800.0,4,8 +Joe Nichols,Brokenheartsville,59.0,0.686,0.631,10.0,-5.182,1,0.0232,0.126,0.000183,0.107,0.509,103.953,3.839333333,4,4 +Itay Levi,◊ó◊ï◊ò◊ô◊ù ◊ï◊û◊ô◊ß◊®◊ï◊§◊ï◊†◊ô◊ù,21.0,0.7,0.701,2.0,-4.973,0,0.0414,0.199,,0.111,0.774,149.917,208917.0,4,9 +Orions Belte,Joe Frazier,44.0,0.432,0.63,7.0,-9.511,0,0.0384,0.0663,0.687,0.223,0.569,133.77,338613.0,4,6 +Sarit Hadad,◊õ◊©◊î◊õ◊ú ◊ô◊í◊û◊®,42.0,0.52,0.305,8.0,-7.227,1,0.0384,0.791,,0.0882,0.53,101.335,173824.0,4,9 +The Darkness,All the Pretty Girls,30.0,0.248,0.943,7.0,-4.252,1,0.172,0.000119,0.00428,0.136,0.378,172.435,198347.0,4,10 +Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,10 +If We Were Vampires,Jason Isbell and the 400 Unit,,0.629,0.208,5.0,-16.225,1,0.0324,0.824,3.7e-06,0.107,0.685,96.609,3.592733333,4,0 +Erik Ekholm,Extinction,36.0,0.437,0.776,7.0,-9.259,1,0.0348,0.000153,0.816,0.0989,0.193,140.021,243857.0,4,8 +Sean Ono Lennon,Parachute,43.0,0.538,0.532,6.0,-9.61,0,0.0249,0.555,7.27e-05,0.118,0.433,77.018,199320.0,4,10 +Nick Cave & The Bad Seeds,Tupelo - 2009 Remastered Version,38.0,0.504,0.69,5.0,-10.309,0,0.0849,0.0553,0.0365,0.255,0.577,109.038,438227.0,4,10 +FKA twigs,mary magdalene,56.0,0.391,0.444,1.0,-13.137,0,0.119,0.488,3.26e-05,0.111,0.159,171.831,321067.0,5,6 +Glom,Immortalized,14.0,0.491,0.835,4.0,-6.445,1,0.0416,0.0466,0.289,0.261,0.504,118.447,183366.0,3,10 +"Antonín Dvořák, Busch Trio, Maria Milstein, Miguel Da Silva","Bagatelles, Op. 47: IV. Canon (Andante con moto)",23.0,0.121,0.0825,4.0,-24.735,1,0.0537,0.935,0.662,0.107,0.0735,75.31,2.395333333,3,7 +Paul McCartney,Seize The Day (feat. Phoebe Bridgers),58.0,0.214,0.457,1.0,-10.538,0,0.0502,0.627,0.0191,0.108,0.432,178.011,209421.0,4,6 +AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,208400.0,4,8 +Lata Mangeshkar,Jeevan Ke Safar Mein Rahi - Female Vocals,3.0,0.521,0.39,5.0,-6.973,1,0.0319,0.833,,0.295,0.464,102.272,2.562216667,4,3 +"Sandeep Chowta, Abhay Nayampally, Alex Sill, Anthony Crawford",Kaleidoscope,11.0,0.55,0.486,5.0,-11.0,1,0.0264,0.62,0.821,0.171,0.311,79.988,4.05,4,0 +Hiatus Kaiyote,Red Room,64.0,0.687,0.361,7.0,-9.782,1,0.0501,0.631,0.00479,0.117,0.453,80.935,232053.0,4,1 +Yuval Dayan,◊™◊©◊ê◊ú ◊ê◊™ ◊î◊û◊ô◊ù,39.0,0.653,0.523,8.0,-10.083,1,0.0576,0.326,0.00539,0.373,0.35,89.024,187053.0,4,9 +Arlo Parks,Eugene,65.0,0.606,0.589,7.0,-7.194,0,0.0456,0.75,0.0102,0.0922,0.889,174.285,221804.0,4,6 +Volumes,Pixelate,40.0,0.376,0.956,1.0,-4.936,1,0.0921,7.25e-05,0.112,0.117,0.406,200.211,190436.0,3,8 +Jasta,Strength to Draw the Line,41.0,0.353,0.994,6.0,-3.38,1,0.204,0.0002,,0.39,0.154,184.932,168164.0,4,8 +Mudvayne,Dig,64.0,0.623,0.983,11.0,-3.548,0,0.151,9.62e-05,0.0617,0.261,0.271,134.975,162293.0,4,8 +Mick Fleetwood and Friends,Rattlesnake Shake (with Steven Tyler & Billy Gibbons) - Live from The London Palladium,38.0,0.492,0.871,2.0,-8.919,1,0.0623,0.0157,0.00405,0.847,0.354,106.399,289800.0,4,2 +Westy,Residence,12.0,0.618,0.448,9.0,-10.248,0,0.0676,0.027,0.767,0.0924,0.074,107.181,167889.0,3,5 +Gracie Abrams,Brush Fire,7.0,0.528,0.367,2.0,-9.227,1,0.055,0.878,0.000146,0.0795,0.293,128.715,190427.0,4,9 +Deap Vally,Bring It On,38.0,0.612,0.622,2.0,-6.698,1,0.0559,0.266,0.000677,0.174,0.594,81.972,179268.0,4,10 +Hether,Sex Wax,43.0,0.722,0.85,1.0,-4.967,0,0.0542,0.000554,0.61,0.546,0.809,133.055,216677.0,4,1 +Confusing Paradise,Skylla,34.0,0.533,0.942,10.0,-6.067,0,0.0722,3.9e-05,0.704,0.106,0.0469,120.012,258429.0,4,8 +Nothing But Thieves,Sorry,63.0,0.667,0.776,8.0,-4.535,0,0.0281,0.00238,4.52e-05,0.134,0.519,128.005,214707.0,4,10 +LCY,Decay,17.0,0.172,0.236,1.0,-17.666,1,0.0394,0.715,0.765,0.148,0.034,123.078,206222.0,4,6 +Westlife,You Must Have Had A Broken Heart,,0.447,0.581,4.0,-4.513,1,0.0315,0.511,,0.126,0.261,143.798,4.026666667,4,9 +KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,9 +Aya Zahavi Feiglin,◊ú◊ê ◊ú◊ë◊õ◊ï◊™,25.0,0.541,0.458,2.0,-7.742,1,0.0257,0.216,0.00159,0.144,0.292,145.013,220410.0,4,9 +Black Violin,Stereotypes,31.0,0.338,0.58,2.0,-8.703,0,0.0573,0.506,7.76e-05,0.147,0.262,157.801,209667.0,4,5 +Kaiser Chiefs,Ruby,62.0,0.443,0.934,5.0,-3.398,0,0.0501,0.00604,6.66e-06,0.0779,0.401,93.43,202800.0,4,10 +Sarit Hadad,◊ô◊ê◊ú◊ú◊î ◊ú◊ö ◊î◊ë◊ô◊™◊î ◊û◊ï◊ò◊ô,28.0,0.722,0.896,7.0,-4.581,0,0.0365,0.144,3.49e-06,0.196,0.928,114.008,201227.0,4,9 +IMMERSE,With You,41.0,0.448,0.526,4.0,-8.513,0,0.0292,0.0069,0.139,0.208,0.119,100.007,186503.0,4,10 +Ina Wroldsen,Haloes - Acoustic,52.0,0.801,0.383,3.0,-6.098,1,0.0323,0.826,,0.113,0.564,100.033,182502.0,4,9 +Itzik Kala,◊û◊ê◊û◊ô ◊û◊ê◊û◊ô,20.0,0.78,0.603,2.0,-12.064,0,0.0376,0.22,2.39e-05,0.336,0.836,145.486,286800.0,4,9 +The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,10 +Villain of the Story,Animals,40.0,0.553,0.977,,-3.271,1,0.0629,0.000468,0.0397,0.0713,0.632,153.868,182338.0,4,8 +Sentenced,Noose,45.0,0.53,0.893,7.0,-5.426,0,0.0704,0.00027,0.37,0.095,0.585,135.076,241267.0,4,8 +Marianne Faithfull,It's All Over Now Baby Blue,53.0,0.651,0.414,2.0,-10.572,1,0.0301,0.524,0.00267,0.118,0.445,111.175,3.83266667,4,0 +Infinity Ripple,Torn Apart,39.0,0.149,0.0366,1.0,-22.291,1,0.0382,0.755,0.88,0.121,0.121,89.643,3.009833333,3,7 +Johnny B. Moore,Lonesome Blues,32.0,0.439,0.326,,-14.278,1,0.0348,0.448,0.000518,0.135,0.548,159.619,443053.0,3,2 +Lil Skies,Ice Water (feat. Trippie Redd),66.0,0.712,0.671,4.0,-7.198,0,0.112,0.125,,0.0954,0.446,160.028,180325.0,4,9 +Swamp Dogg,"Sleeping Without You Is a Dragg (feat. Justin Vernon, Jenny Lewis)",41.0,0.674,0.313,5.0,-11.384,1,0.0425,0.289,0.0803,0.091,0.514,77.019,241773.0,4,2 +Savel,Forgetting - Tennyson Remix,36.0,0.348,0.45,6.0,-13.748,1,0.0501,0.37,0.947,0.137,0.141,171.042,212992.0,3,1 +Rexx Life Raj,Aura (feat. Kojey Radical),48.0,0.731,0.693,1.0,-7.372,0,0.0893,0.603,0.0677,0.111,0.798,161.991,203033.0,4,5 +Surfing,Enough,26.0,0.648,0.772,,-7.339,0,0.0445,0.504,0.0018,0.0379,0.944,91.999,177625.0,4,6 +Kartell,Crossing Paths,44.0,0.827,0.745,4.0,-6.832,0,0.0443,0.0762,0.83,0.0753,0.387,115.047,244707.0,4,6 +The Bloody Beetroots,My Name Is Thunder,54.0,0.457,0.95,2.0,-2.533,1,0.0776,0.000482,0.00189,0.141,0.27,128.034,167344.0,4,10 +Trace Kotik,Hesitant,18.0,0.44,0.477,10.0,-11.709,1,0.0399,0.77,0.584,0.259,0.254,132.082,300816.0,4,6 +Ov Sulfur,Behind the Hand of God,34.0,0.454,0.993,6.0,-2.521,1,0.205,0.00104,0.000315,0.36,0.149,130.032,200308.0,3,8 +black midi,953,46.0,0.272,0.909,6.0,-4.921,1,0.111,0.00202,0.145,0.286,0.245,124.227,320667.0,4,10 +Lauren Sanderson,QUEEN BEE,46.0,0.8,0.627,7.0,-8.477,1,0.0585,0.101,,0.19,0.862,120.036,148250.0,4,10 +my bloody valentine,Soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,10 +"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in C Major, RV 398: II. Largo",34.0,0.352,0.03,9.0,-23.518,0,0.0401,0.979,0.838,0.109,0.22,114.834,1.75,3,7 +Ouzo Bazooka,Space Camel,38.0,0.483,0.931,,-5.787,1,0.0319,0.00181,0.0427,0.236,0.887,91.575,397813.0,4,1 +Joyner Lucas,Zim Zimma,65.0,0.883,0.621,11.0,-6.063,0,0.212,0.0871,,0.499,0.676,149.052,239702.0,4,5 +Mabel,Boyfriend - Acoustic,40.0,0.651,0.623,11.0,-5.183,0,0.0368,0.476,,0.302,0.523,92.934,239840.0,4,9 +Ozzy Osbourne,Crazy Train,20.0,0.453,0.905,9.0,-4.001,1,0.115,0.36,0.000569,0.26,0.474,137.571,4.93666667,4,10 +Keith Jarrett Trio,I Thought About You,45.0,0.337,0.0281,5.0,-28.315,1,0.0327,0.89,0.325,0.184,0.0804,101.031,4.027783333,4,7 +St. Vincent,The Melting Of The Sun,61.0,0.52,0.463,10.0,-10.429,1,0.0958,0.609,0.0014,0.426,0.469,159.931,257520.0,4,6 +Michael Swissa,◊û◊°◊§◊® ◊ú◊ê ◊û◊ñ◊ï◊î◊î,28.0,0.866,0.438,2.0,-10.146,1,0.447,0.0851,,0.21,0.841,139.982,101303.0,4,5 +Power Trip,Divine Apprehension,46.0,0.168,0.979,9.0,-3.963,0,0.184,8.44e-06,0.204,0.0644,0.153,169.925,257695.0,4,8 +Good Health Good Wealth,Guinness - Edit,19.0,0.366,0.61,8.0,-9.472,0,0.0483,0.00144,0.507,0.101,0.216,152.047,208463.0,4,6 +Grip,Chicken N Dumplins,52.0,0.677,0.596,4.0,-8.852,0,0.298,0.0798,,0.102,0.172,163.152,226174.0,4,5 +Omer Adam,◊™◊¢◊†◊î ◊ú◊î,30.0,0.774,0.687,,-6.204,0,0.0629,0.154,1.52e-06,0.0984,0.53,115.931,211293.0,4,9 +Advaita,Gamapani,6.0,0.677,0.736,4.0,-9.916,1,0.0432,0.274,0.146,0.195,0.974,129.933,1.365333333,4,0 +New Order,Blue Monday,70.0,0.762,0.651,,-13.34,1,0.0655,0.00198,0.856,0.111,0.941,130.395,449160.0,4,1 +Unknown Mortal Orchestra,Swim and Sleep (Like a Shark),60.0,0.766,0.806,8.0,-10.011,1,0.0403,0.124,0.171,0.119,0.76,123.509,165227.0,4,1 +FEVER 333,(The First Stone) Changes [feat. Yelawolf],37.0,0.689,0.869,2.0,-5.031,1,0.249,0.0124,4.57e-05,0.381,0.372,118.956,189743.0,4,10 +Billie Holiday,Strange Fruit,61.0,0.313,0.0437,6.0,-22.627,1,0.0315,0.989,0.148,0.209,0.0625,100.827,192867.0,1,5 +Chris Isaak,San Francisco Days,31.0,0.486,0.527,,-8.272,1,0.027,0.265,1.26e-05,0.158,0.534,133.993,2.994,4,0 +Motorjesus,Hellbreaker,35.0,0.527,0.944,5.0,-4.763,0,0.0519,0.000105,,0.0915,0.534,125.009,247747.0,4,10 +"Jubin Nautiyal, Gourov Dasgupta","Hanjugam (From ""Bhuj The Pride Of India"")",55.0,0.549,0.665,4.0,-3.603,1,0.0288,0.129,,0.0886,0.465,94.959,3.7571,4,3 +The Teskey Brothers,Never Tear Us Apart,48.0,0.311,0.583,,-5.068,1,0.0343,0.846,0.172,0.124,0.324,188.873,204605.0,3,2 +Carlos Cano,A Rafael de Le√≥n,19.0,0.404,0.266,4.0,-12.272,1,0.0399,0.958,2.72e-05,0.11,0.322,100.831,349240.0,4,9 +Tui,La la la,26.0,0.576,0.749,1.0,-5.768,1,0.0308,0.0187,,0.122,0.434,95.999,241027.0,4,6 +Little Milton,Guitar Man,15.0,0.623,0.675,5.0,-4.903,0,0.112,0.414,1.81e-06,0.0442,0.83,170.601,257560.0,4,2 +Houston Stackhouse,Cool Drink Of Water,29.0,0.538,0.0814,5.0,-18.022,1,0.0788,0.989,0.000334,0.0935,0.26,174.765,196827.0,4,2 +Parkway Drive,Carrion,58.0,0.228,0.969,6.0,-4.07,0,0.1,0.000275,,0.0982,0.428,155.212,187960.0,4,8 +Fab Samperi,That's Alright,21.0,0.816,0.771,2.0,-6.414,1,0.0342,0.276,0.00242,0.157,0.893,109.965,161253.0,4,2 +Wanda Jackson,Funnel Of Love,53.0,0.6,0.593,,-9.799,1,0.0452,0.726,,0.399,0.912,134.979,128427.0,4,6 +The Pineapple Thief,Demons,40.0,0.607,0.503,1.0,-12.523,1,0.0283,0.116,0.183,0.0625,0.354,140.031,273921.0,4,10 +The Red Jumpsuit Apparatus,Cat And Mouse,54.0,0.466,0.653,,-4.583,1,0.0298,0.0157,,0.263,0.205,143.034,208907.0,3,10 +Green Day,Still Breathing,62.0,0.54,0.902,1.0,-3.577,1,0.0442,0.0142,,0.0756,0.692,75.033,224760.0,4,10 +Shalom Gad,◊î◊î◊ï◊†◊ê◊î ◊©◊ú ◊î◊û◊ê◊î,20.0,0.353,0.546,11.0,-7.88,0,0.0307,0.255,,0.121,0.48,93.056,174683.0,4,6 +Palm Reader,A Bird and Its Feathers,20.0,0.445,0.776,9.0,-7.21,1,0.0399,0.00237,0.799,0.0636,0.0503,134.895,392507.0,3,8 +Not Dead Yet,Lord Huron,61.0,0.491,0.809,10.0,-7.68,1,0.0332,0.33,0.158,0.0874,0.656,74.008,2.9561,4,0 +Kickin Valentina,End Of The Road,38.0,0.559,0.875,9.0,-6.894,1,0.0367,7.69e-06,0.0125,0.359,0.626,133.03,252213.0,4,10 +Angel Bat Dawid,Harkening Etudes,22.0,0.622,0.394,10.0,-11.777,1,0.115,0.835,0.0181,0.182,0.243,120.089,1083755.0,5,6 +Oliver Tree,Let Me Down,69.0,0.457,0.648,7.0,-5.762,1,0.0552,0.0114,1.69e-05,0.212,0.736,160.021,111210.0,4,10 +Stroke 9,Little Black Backpack - Remastered,51.0,0.453,0.847,7.0,-4.918,1,0.0515,0.000136,,0.0988,0.319,118.077,224939.0,4,10 +Sports,The Look,46.0,0.818,0.867,10.0,-4.864,0,0.0756,0.0725,0.842,0.0613,0.921,117.003,236496.0,4,1 +Monta√±a,Andes,23.0,0.461,0.551,8.0,-8.121,0,0.0307,0.194,0.763,0.0916,0.212,158.088,209971.0,3,10 +Imagine Dragons,Blank Space/Stand By Me - Live From Spotify London,63.0,0.774,0.553,9.0,-6.815,1,0.0823,0.379,,0.739,0.514,102.055,5.057233333,4,9 +The Cold Stares,Head Bent,33.0,0.563,0.939,1.0,-7.322,1,0.061,0.000633,0.00673,0.287,0.587,112.48,154507.0,1,10 +Coal Chamber,Sway,48.0,0.486,0.763,7.0,-6.719,1,0.111,0.00154,0.047,0.0612,0.342,133.929,215133.0,4,8 +Avril Lavigne,Keep Holding On,65.0,0.162,0.786,7.0,-2.353,1,0.038,0.0374,,0.143,0.138,161.192,239907.0,3,10 +Aya Zahavi Feiglin,◊í◊ô◊ò◊®◊î ◊ï◊§◊°◊†◊™◊®,27.0,0.594,0.554,,-6.215,0,0.0314,0.385,0.000603,0.0962,0.507,134.041,228215.0,4,10 +Sam Hunt,Body Like A Back Road,75.0,0.732,0.458,5.0,-7.225,1,0.0311,0.447,,0.136,0.661,98.938,2.75645,4,4 +Josh Turner,Would You Go With Me,76.0,0.605,0.864,6.0,-5.365,1,0.0292,0.13,0.000827,0.113,0.736,122.918,3.803116667,4,4 +Wig Wam,Kilimanjaro,33.0,0.448,0.585,1.0,-12.226,1,0.0284,0.000604,0.546,0.0632,0.399,84.994,235727.0,4,8 +Gary Moore,Parisienne Walkways,55.0,0.149,0.243,9.0,-13.188,0,0.0305,0.3,0.00506,0.12,0.215,174.451,200640.0,3,10 +Sia,1+1,68.0,0.862,0.641,,-4.109,1,0.0442,0.12,1.04e-05,0.336,0.674,109.998,178656.0,4,9 +Blackstratblues,Tiny Bit of Sky,27.0,0.488,0.327,7.0,-11.4,1,0.0293,0.858,0.759,0.206,0.2,175.945,319652.0,4,6 +BROCKHAMPTON,BUZZCUT (feat. Danny Brown),66.0,0.717,0.758,2.0,-5.576,0,0.268,0.0791,7.08e-06,0.293,0.252,91.983,201160.0,4,5 +gabriel black,king of the nosebleeds,57.0,0.549,0.502,10.0,-6.781,1,0.0308,0.339,,0.122,0.371,157.041,162997.0,4,9 +David Keenan,The Healing,17.0,0.396,0.415,6.0,-7.271,0,0.0715,0.571,1.83e-05,0.0894,0.539,166.706,200920.0,4,1 +Ikiatari,Gatatttack!,25.0,0.466,0.654,3.0,-7.545,0,0.0346,0.337,0.331,0.123,0.693,156.874,204906.0,4,10 +Mountain,"Waiting To Take You Away - Live at Woodstock, Bethel, NY - August 1969",25.0,0.255,0.586,7.0,-8.314,1,0.044,0.147,0.0171,0.97,0.334,164.121,279840.0,4,10 +Spock's Beard,To Breathe Another Day,29.0,0.468,0.967,2.0,-5.143,1,0.0884,0.00364,0.00013,0.519,0.486,140.029,338093.0,1,10 +Ghostemane,Lazaretto,59.0,0.542,0.923,9.0,-5.924,1,0.306,0.00334,0.505,0.397,0.321,149.883,113333.0,4,10 +The Naked And Famous,Punching In A Dream,62.0,0.473,0.883,6.0,-3.65,1,0.047,0.00201,0.000967,0.142,0.164,115.048,238133.0,4,6 +Syberia,Empire of Oppression,29.0,0.369,0.897,7.0,-8.644,1,0.0528,3.06e-05,0.732,0.0805,0.255,169.985,367547.0,4,8 +Omer Adam,◊ï◊ï◊ê◊ô,38.0,0.603,0.499,11.0,-7.448,0,0.035,0.523,,0.091,0.331,144.005,188241.0,4,9 +Yuval Banay,◊î◊ó◊ô◊ô◊ù ◊ñ◊î ◊¢◊õ◊©◊ô◊ï,18.0,0.656,0.928,5.0,-3.757,0,0.114,0.158,,0.0596,0.821,131.916,245909.0,4,10 +P.O.D.,Alive - 2006 Remaster,57.0,0.409,0.952,2.0,-3.761,0,0.0756,1.23e-05,0.000156,0.31,0.55,80.899,203693.0,4,8 +The Jesus and Mary Chain,Reverence,,0.444,0.991,11.0,-5.412,0,0.101,1.65e-05,0.787,0.118,0.665,104.882,220693.0,4,10 +Sarit Hadad,◊õ◊õ◊î ◊ë◊ú◊ô ◊©◊ú◊ï◊ù,47.0,0.63,0.496,8.0,-9.303,0,0.0339,0.319,,0.0821,0.419,139.878,223071.0,4,9 +Yuval Dayan,◊ê◊ó◊õ◊î ◊ú◊ö,33.0,0.533,0.415,1.0,-10.708,0,0.0454,0.879,0.000488,0.141,0.264,137.571,234900.0,4,9 +Meshuggah,Bleed,60.0,0.242,0.998,3.0,-5.64,0,0.0895,8.12e-06,0.88,0.284,0.18,114.831,442733.0,4,8 +Weezer,Hash Pipe,5.0,0.578,0.883,7.0,-6.354,1,0.0439,0.000123,0.459,0.284,0.627,125.603,186533.0,4,6 +Carson Beyer,Bones,50.0,0.423,0.748,7.0,-3.681,1,0.0318,0.0343,,0.218,0.144,175.948,237923.0,4,10 +Future Islands,For Sure,59.0,0.587,0.766,10.0,-5.735,1,0.0305,0.0406,0.249,0.0833,0.758,134.977,205246.0,4,6 +Citizen King,Better Days (And the Bottom Drops Out),58.0,0.758,0.896,9.0,-3.311,1,0.0501,0.173,3.18e-05,0.136,0.797,94.911,207027.0,4,10 +Tears For Fears,Woman In Chains,68.0,0.434,0.609,5.0,-8.295,1,0.0306,0.0232,0.00108,0.0557,0.372,159.994,391000.0,4,10 +Imperio Argentina,Falsa Moneda,23.0,0.554,0.431,7.0,-5.89,1,0.0962,0.912,7.54e-05,0.397,0.418,116.303,217133.0,4,9 +Allman Brothers Band,Blue Sky,63.0,0.491,0.47,4.0,-13.45,1,0.0264,0.747,0.747,0.128,0.846,93.964,311704.0,4,10 +Brooks & Dunn,Play Something Country,59.0,0.685,0.909,,-3.797,1,0.032,0.0782,1.25e-06,0.369,0.864,115.043,3.259783333,4,4 +Black Pistol Fire,Fleet Foot,38.0,0.335,0.959,7.0,-3.864,1,0.258,0.0117,,0.157,0.207,106.685,196360.0,4,10 +Walking On Cars,Catch Me If You Can,50.0,0.508,0.844,2.0,-5.989,1,0.0454,0.00329,0.093,0.118,0.303,129.031,261491.0,4,10 +Kills Birds,Volcano,38.0,0.274,0.984,7.0,-3.378,1,0.29,0.00155,0.0503,0.314,0.359,169.235,168824.0,4,10 +Clairy Browne & The Bangin' Rackettes,Love Letter,37.0,0.598,0.871,3.0,-3.614,0,0.102,0.535,,0.0801,0.544,126.856,184640.0,4,9 +Frances Forever,space girl (feat. chloe moriondo),58.0,0.661,0.407,9.0,-8.643,1,0.0295,0.566,0.000116,0.185,0.227,125.993,232600.0,4,9 +Eric Von Schmidt,Turtle Beach,35.0,0.535,0.141,5.0,-16.568,1,0.0325,0.968,0.0738,0.0932,0.536,95.664,233933.0,4,2 +The Magnetic Fields,The Book of Love,32.0,0.485,0.262,7.0,-13.286,1,0.0263,0.978,5.99e-05,0.117,0.332,98.536,2.70688333,4,0 +The Cash Box Kings,The Wine Talkin',17.0,0.627,0.859,9.0,-3.334,1,0.0975,0.722,,0.315,0.807,123.179,229507.0,4,2 +NanowaR of Steel,Uranus (feat. Michael Starr),39.0,0.549,0.92,8.0,-6.046,1,0.0497,0.00105,3.52e-05,0.0322,0.41,101.955,253390.0,4,8 +Walter Egan,Magnet and Steel,29.0,0.768,0.331,1.0,-14.248,0,0.0321,0.653,2.89e-05,0.0943,0.52,114.037,208107.0,3,10 +Pretty Sick,Bet My Blood,1.0,0.423,0.984,9.0,-4.261,0,0.1,2.29e-05,0.00676,0.321,0.199,103.218,179785.0,4,6 +Toby Keith,As Good As I Once Was,69.0,0.68,0.87,5.0,-4.461,1,0.0393,0.266,,0.109,0.646,119.075,3.797333333,4,4 +Carey Bell,Everything's Gonna Be All Right,34.0,0.692,0.625,,-10.375,1,0.0362,0.883,0.0888,0.282,0.842,118.774,279800.0,4,2 +L.A. Guns,The Ballad Of Jayne,53.0,0.474,0.369,6.0,-14.216,1,0.0296,0.0291,5.86e-05,0.128,0.156,61.207,274107.0,4,8 +Eddie Bo,Hard Times,,0.533,0.417,5.0,-14.248,1,0.0402,0.607,,0.252,0.739,143.935,148082.0,4,2 +I Prevail,Every Time You Leave,63.0,0.473,0.749,1.0,-5.047,0,0.0287,0.000466,5.5e-06,0.0883,0.167,150.022,216627.0,4,10 +The Black Keys,Crawling Kingsnake - Edit,56.0,0.395,0.824,5.0,-5.659,0,0.0317,0.0516,0.395,0.206,0.514,83.422,232049.0,4,1 +London Grammar,Wasting My Young Years,30.0,0.547,0.303,5.0,-10.344,0,0.0347,0.838,0.000615,0.0982,0.109,126.882,204246.0,4,6 +Temples,Shelter Song,47.0,0.493,0.898,9.0,-3.321,1,0.0372,0.000219,0.000109,0.173,0.536,126.054,190558.0,4,1 +THE SCOTTS,THE SCOTTS,82.0,0.716,0.537,,-7.648,0,0.0514,0.233,,0.157,0.28,129.979,165978.0,4,9 +Rose Cousins,Chains,42.0,0.381,0.593,2.0,-7.376,1,0.0382,0.396,0.00245,0.113,0.477,79.848,194571.0,4,2 +Semisonic,Secret Smile,59.0,0.551,0.516,10.0,-9.587,0,0.027,0.289,0.00015,0.0853,0.547,99.045,279813.0,4,10 +Betcha,July,55.0,0.607,0.658,6.0,-5.552,0,0.0262,0.0103,0.0224,0.0537,0.567,99.983,207587.0,4,10 +Young Stoner Life,Solid (feat. Drake),86.0,0.887,0.485,11.0,-9.358,0,0.2,0.0392,,0.141,0.328,125.987,215693.0,4,5 +Nirvana,The Man Who Sold The World,74.0,0.483,0.753,1.0,-8.937,0,0.0832,0.425,0.000142,0.257,0.42,115.102,261093.0,4,10 +IOU,Olivia Chaney,23.0,0.509,0.289,4.0,-8.3,1,0.0286,0.88,0.0036,0.111,0.156,158.799,4.05045,3,0 +"Ivan Bielsa, Timothy Reiger",Blue In Green,40.0,0.567,0.123,5.0,-16.546,1,0.0594,0.969,0.848,0.111,0.0492,113.205,2.490833333,4,7 +Armlock,Turf War,27.0,0.694,0.379,2.0,-14.014,1,0.0301,0.835,0.869,0.111,0.346,79.981,200020.0,4,6 +Atreyu,Catastrophe,59.0,0.54,0.968,5.0,-3.167,1,0.0766,0.00429,1.2e-05,0.111,0.354,130.015,164867.0,4,10 +The Killers,Be Still,55.0,0.548,0.254,3.0,-8.981,1,0.0314,0.59,1.55e-05,0.0937,0.0386,143.769,273240.0,4,10 +Benny Carter,Crazy Rhythm,12.0,0.634,0.637,7.0,-8.07,0,0.0542,0.272,0.251,0.0874,0.839,118.997,3.398883333,4,7 +Cedric Burnside,Coldwater,34.0,0.604,0.612,4.0,-6.92,1,0.0262,0.314,4.39e-05,0.104,0.375,102.969,247145.0,4,2 +Lando Burch,Disco Dad,37.0,0.672,0.808,,-6.657,1,0.325,2.74e-05,0.666,0.0655,0.646,123.053,300488.0,4,6 +Electric Enemy,Heartache Melody,42.0,0.393,0.926,1.0,-2.368,0,0.116,0.00195,0.0287,0.371,0.36,145.92,172140.0,4,10 +Seaway,Mrs. David,48.0,0.537,0.943,11.0,-4.505,1,0.0707,0.000132,6.16e-05,0.204,0.477,130.034,201500.0,4,10 +Slash,"Sweet Child O' Mine (feat. Myles Kennedy and The Conspirators) - Live at Spotify, London",58.0,0.566,0.538,6.0,-5.729,1,0.0346,0.406,0.000497,0.979,0.315,121.154,396968.0,4,10 +Lloyd Cole and the Commotions,Rattlesnakes,49.0,0.457,0.884,9.0,-9.954,1,0.0675,0.02,4.17e-05,0.09,0.682,151.747,207427.0,4,6 +The Black Crowes,Waitin' Guilty,42.0,0.359,0.938,,-4.182,1,0.0773,0.00364,9.04e-06,0.0972,0.378,113.468,184720.0,4,10 +Advaita,Mere Yaar,23.0,0.578,0.455,11.0,-11.265,1,0.0252,0.813,0.0532,0.112,0.217,99.988,3.763333333,4,0 +Shlomo Artzi,◊û◊†◊í◊ë ◊ú◊ö ◊™'◊ì◊û◊¢◊ï◊™,37.0,0.552,0.57,1.0,-6.973,0,0.0274,0.71,2.18e-06,0.0886,0.734,147.268,187413.0,4,10 +Nitin Sawhney,The Namesake Reprise,27.0,0.524,0.224,2.0,-11.612,1,0.0327,0.896,0.686,0.0937,0.148,130.093,304080.0,4,6 +Years & Years,Starstruck,74.0,0.555,0.879,9.0,-2.484,0,0.0983,0.011,,0.298,0.691,113.852,207755.0,4,9 +Ludacris,Stand Up,3.0,0.754,0.854,6.0,-4.192,1,0.328,0.344,,0.0825,0.772,99.095,216341.0,4,5 +Onslaught,Strike Fast Strike Hard,34.0,0.469,0.975,,-6.912,0,0.0706,2.87e-06,0.0851,0.293,0.502,105.003,278400.0,4,8 +Pixies,Wave of Mutilation,59.0,0.642,0.355,5.0,-14.196,1,0.0329,0.0951,3.44e-05,0.0865,0.725,180.26,180133.0,4,10 +ONR,It Gets To A Point,45.0,0.545,0.964,1.0,-4.326,1,0.0565,0.000114,3.87e-06,0.0842,0.698,142.002,233439.0,4,10 +Kid Ink,Red Light,55.0,0.829,0.619,9.0,-8.275,0,0.0996,0.0871,1.3e-06,0.119,0.217,102.025,160161.0,4,5 +Points of Conception,Transformation,23.0,0.441,0.984,,-3.449,1,0.167,7.71e-05,,0.0581,0.135,120.023,201625.0,4,8 +Tommy Johnson,Canned Heat Blues,32.0,0.747,0.162,2.0,-16.498,1,0.031,0.964,0.000291,0.132,0.716,93.09,219141.0,1,2 +Guns N' Roses,Paradise City,77.0,0.273,0.952,11.0,-8.762,1,0.0843,0.0169,0.0111,0.142,0.472,100.271,6.76066667,4,10 +Omer Adam,◊§◊¢◊ù ◊ë◊ó◊ô◊ô◊ù,41.0,0.718,0.304,9.0,-10.176,1,0.0688,0.772,,0.141,0.556,99.788,243187.0,4,9 +The Dandy Warhols,Ride,33.0,0.11,0.729,9.0,-7.247,1,0.0395,0.000413,0.137,0.108,0.498,182.476,249963.0,4,10 +Me And That Man,My Church Is Black,40.0,0.38,0.843,4.0,-2.939,0,0.0346,0.0279,0.519,0.113,0.306,106.149,178987.0,4,2 +The Mayries,Voices,48.0,0.481,0.175,11.0,-15.214,1,0.03,0.882,,0.114,0.207,110.224,186129.0,4,9 +Yonatan Rozen,◊ê◊ï◊ò◊ï◊û◊ï◊ë◊ô◊ú,33.0,0.765,0.813,2.0,-4.76,1,0.0398,0.102,,0.0701,0.624,94.088,217200.0,4,6 +Johnny Cash,One Piece at a Time,58.0,0.721,0.539,10.0,-14.064,1,0.351,0.685,,0.282,0.963,102.648,241813.0,4,10 +LPB Poody,Batman,78.0,0.893,0.565,1.0,-4.74,1,0.268,0.0754,,0.0375,0.808,81.009,156432.0,4,9 +VED,Ett visst f√§ngelse,18.0,0.546,0.918,8.0,-10.854,0,0.0328,0.063,0.946,0.403,0.956,90.103,277313.0,4,6 +Soundgarden,The Day I Tried To Live,58.0,0.472,0.752,,-6.051,1,0.0555,0.000164,0.181,0.0903,0.305,133.248,320107.0,4,10 +Jonas Blue,Younger,64.0,0.784,0.845,3.0,-2.793,1,0.0596,0.286,1.59e-05,0.074,0.888,105.981,194721.0,4,9 +Tropidelic,Cali,45.0,0.646,0.807,5.0,-5.169,1,0.0353,0.00445,,0.108,0.825,142.038,223348.0,4,10 +Michael Kiwanuka,Hero,57.0,0.532,0.942,4.0,-3.395,0,0.0348,0.0232,0.848,0.104,0.533,95.065,199133.0,4,9 +Skindred,Nobody,59.0,0.627,0.91,10.0,-4.629,0,0.052,0.018,,0.369,0.751,97.867,236013.0,4,8 +Crossfaith,RedZone,47.0,0.405,0.943,6.0,-5.399,0,0.0929,7.95e-05,0.000672,0.159,0.521,175.008,227707.0,4,10 +The 1975,People,51.0,0.492,0.926,,-5.257,1,0.188,3.74e-05,0.0187,0.475,0.479,149.957,160008.0,4,10 +N.O.R.E.,N.O.R.E.,48.0,0.881,0.622,10.0,-7.366,0,0.307,0.00137,,0.0524,0.708,93.455,194973.0,4,5 +Pink Sweat$,At My Worst (feat. Kehlani),74.0,0.731,0.484,,-5.579,1,0.0354,0.73,3.01e-06,0.326,0.35,92.043,169128.0,4,9 +"Christone ""Kingfish"" Ingram",Listen,35.0,0.617,0.593,4.0,-7.761,1,0.028,0.385,0.000123,0.137,0.614,95.086,329237.0,4,2 +NTMY,Ransom,48.0,0.806,0.149,8.0,-14.023,0,0.0583,0.924,,0.111,0.635,112.001,166699.0,4,9 +Rory Gallagher,Bourbon,17.0,0.301,0.813,11.0,-8.145,1,0.0459,0.0949,0.001,0.308,0.563,158.675,234901.0,4,2 +Cheap Trick,The Flame,66.0,0.629,0.581,4.0,-11.856,1,0.027,0.513,2.06e-06,0.0755,0.359,97.074,338800.0,4,10 +Dispatch,Only the Wild Ones,63.0,0.492,0.7,8.0,-7.001,1,0.0437,0.413,0.00013,0.0996,0.605,110.741,253165.0,4,10 +"Kina Grannis, Imaginary Future",God Only Knows,58.0,0.658,0.125,8.0,-15.901,1,0.0323,0.877,,0.287,0.507,106.686,2.2757,4,0 +Cosmo Sheldrake,Skylark,36.0,0.79,0.143,9.0,-17.285,1,0.39,0.948,2.65e-05,0.339,0.589,119.964,135040.0,3,6 +Eagles,Take It to the Limit - 2013 Remaster,66.0,0.435,0.423,11.0,-8.795,1,0.024,0.0916,0.000659,0.132,0.451,91.137,287091.0,3,10 +Son Little,belladonna,37.0,0.586,0.401,6.0,-11.063,0,0.223,0.128,0.00472,0.263,0.405,115.951,195341.0,4,2 +Pee Wee Crayton,Let The Good Times Roll,36.0,0.619,0.839,9.0,-10.204,1,0.416,0.265,0.00363,0.0789,0.743,162.385,173000.0,4,2 +"Barbara Mandrell, George Jones","I Was Country When Country Wasn't Cool - Live At The Roy Acuff Theater Nashville, TN, 1981",47.0,0.597,0.473,,-14.271,1,0.0318,0.0759,0.000119,0.937,0.533,105.031,3.67,4,4 +Philip Sayce Group,Morning Star,41.0,0.393,0.913,8.0,-5.009,1,0.0713,0.00683,0.00328,0.0547,0.651,78.157,309533.0,4,10 +MO3,Outside,63.0,0.57,0.431,9.0,-8.685,0,0.178,0.583,,0.105,0.433,154.918,215496.0,4,5 +Ryan Adams,Wonderwall,60.0,0.321,0.22,7.0,-12.608,0,0.0352,0.828,0.00398,0.0873,0.301,157.037,248280.0,4,10 +Altin G√ºn,Kara Toprak,46.0,0.792,0.634,4.0,-11.178,0,0.0723,0.116,0.162,0.065,0.556,90.04,252036.0,4,10 +Iggy Pop,The Passenger,73.0,0.498,0.889,,-5.413,1,0.0546,0.0947,1.62e-06,0.733,0.696,134.88,283360.0,4,1 +Bobby Verne,Red Hot Car,27.0,0.299,0.578,9.0,-7.567,1,0.0341,0.67,7.1e-05,0.125,0.707,90.612,154680.0,4,10 +Good Thing,Maple Glider,33.0,0.704,0.2,8.0,-12.217,0,0.035,0.755,0.00186,0.126,0.139,111.947,4.207583333,4,0 +Peeping Drexels,Pit,11.0,0.599,0.617,8.0,-9.81,1,0.0425,0.0209,5e-06,0.146,0.279,135.002,239107.0,4,6 +Justin Timberlake,SexyBack (feat. Timbaland),80.0,0.967,0.583,7.0,-5.562,0,0.0789,0.0584,,0.0519,0.964,117.0,242733.0,4,9 +Beartooth,Devastation,63.0,0.501,0.988,1.0,-3.339,1,0.12,6.02e-05,5.54e-05,0.394,0.192,94.953,221748.0,4,10 +M-Beat,Incredible,54.0,0.807,0.903,4.0,-11.09,1,0.113,0.211,3.13e-06,0.0565,0.94,165.034,269867.0,4,5 +Moshe Peretz,◊ê◊©◊û◊ï◊® ◊¢◊ú◊ô◊ô◊ö,25.0,0.684,0.892,1.0,-3.262,0,0.0508,0.122,,0.415,0.854,126.004,244187.0,4,9 +The Strangeloves,I Want Candy,41.0,0.669,0.848,8.0,-10.072,0,0.03,0.0273,0.0869,0.0881,0.661,102.048,177507.0,4,6 +Genesis Owusu,Gold Chains,43.0,0.66,0.708,10.0,-9.142,1,0.117,0.101,0.00185,0.0869,0.908,75.219,218307.0,4,6 +The Vaccines,If You Wanna,64.0,0.353,0.866,2.0,-3.274,1,0.0392,3.03e-05,3e-05,0.295,0.544,165.215,174013.0,4,10 +Bonded,Suit Murderer,10.0,0.496,0.984,11.0,-3.899,0,0.136,3.41e-05,0.000335,0.368,0.247,107.48,252840.0,4,8 +Moshe Peretz,◊ë◊®◊¶◊ú◊ï◊†◊î,32.0,0.557,0.674,4.0,-4.547,0,0.0328,0.0484,,0.105,0.362,143.886,218478.0,4,9 +Don Rimini,Let Me Back Up - Crookers Tetsujin Remix,26.0,0.764,0.961,2.0,-3.658,1,0.0559,0.172,0.0524,0.0473,0.432,126.008,351095.0,4,1 +Imperia,Starlight,45.0,0.51,0.944,5.0,-5.773,0,0.0385,5.68e-05,0.000167,0.228,0.635,109.985,326160.0,4,8 +Steep Canyon Rangers,Honey on My Tongue,47.0,0.409,0.566,,-6.234,1,0.0347,0.582,3.51e-06,0.11,0.423,181.783,203347.0,4,1 +Shemekia Copeland,Promised Myself,31.0,0.602,0.324,4.0,-7.498,1,0.0479,0.57,,0.108,0.261,124.136,319458.0,3,2 +Passafire,Greatest Hits,43.0,0.693,0.538,7.0,-6.191,1,0.0557,0.207,,0.109,0.821,95.992,175440.0,4,10 +Reese Quartet,Lost and Found,55.0,0.488,0.153,5.0,-17.966,1,0.033,0.918,0.384,0.141,0.155,143.907,3.441083333,4,7 +Ozzy Osbourne,Straight to Hell,55.0,0.436,0.761,8.0,-2.43,1,0.0506,0.00127,0.00403,0.173,0.282,142.027,225027.0,4,8 +serpentwithfeet,Fellowship,50.0,0.861,0.642,7.0,-8.634,0,0.0793,0.421,0.000262,0.0828,0.775,113.976,219320.0,4,9 +Briston Maroney,It's Still Cool If You Don't,56.0,0.597,0.655,9.0,-6.188,1,0.0299,0.00473,5.15e-05,0.607,0.36,121.06,237413.0,4,1 +Transatlantic,Heart Like a Whirlwind,35.0,0.393,0.895,10.0,-6.187,1,0.0524,0.00416,1.13e-06,0.71,0.281,131.256,311267.0,4,8 +Fleece,Do U Mind? (Leave the Light On),55.0,0.625,0.358,5.0,-8.545,0,0.0279,0.309,0.0171,0.11,0.238,84.609,222929.0,4,6 +Paul Simon,Father and Daughter,54.0,0.775,0.56,4.0,-7.085,1,0.0314,0.195,0.000863,0.183,0.811,106.003,251187.0,4,10 +Arca,Mequetrefe,49.0,0.674,0.823,,-8.654,1,0.202,0.0199,1.25e-05,0.666,0.673,94.118,140742.0,4,6 +Attila,Clarity,57.0,0.45,0.993,6.0,-2.216,1,0.292,3.45e-05,0.0308,0.451,0.217,160.029,211875.0,4,8 +Maudits,Verloren Strijd,22.0,0.189,0.872,2.0,-4.918,1,0.0528,3.16e-05,0.9,0.125,0.122,109.953,315856.0,4,8 +Laura Marling,Strange Girl,54.0,0.682,0.74,2.0,-9.886,1,0.0445,0.286,2.13e-06,0.0812,0.904,98.999,201893.0,4,1 +Boston,More Than a Feeling,79.0,0.377,0.682,7.0,-8.039,1,0.0299,0.000894,0.00217,0.0504,0.288,108.736,285133.0,4,10 +Dan Mangan,Fool For Waiting,42.0,0.325,0.342,7.0,-8.86,1,0.0358,0.748,6.63e-05,0.101,0.264,92.08,243193.0,4,9 +Hermie,I Will Wait For You,40.0,0.44,0.114,2.0,-18.43,0,0.037,0.953,0.849,0.119,0.144,92.895,2.2809,4,7 +Kelsea Ballerini,Peter Pan,64.0,0.514,0.659,1.0,-6.142,1,0.0309,0.0284,,0.266,0.463,76.483,3.334,4,4 +Charli XCX,pink diamond,5.0,0.675,0.787,11.0,-2.468,0,0.334,0.0693,,0.0494,0.647,140.959,124067.0,4,6 +P!nk,Just Give Me a Reason (feat. Nate Ruess),82.0,0.778,0.547,2.0,-7.273,1,0.0489,0.346,0.000302,0.132,0.441,95.002,242733.0,4,9 +Gwendolyn Brooks,"Beverly Hills, Chicago",10.0,0.587,0.0595,11.0,-26.964,1,0.73,0.857,,0.128,0.376,172.18,136867.0,3,5 +West Thebarton,Moving Out,31.0,0.489,0.925,7.0,-4.679,1,0.0644,7.37e-05,0.00543,0.347,0.651,169.832,172387.0,4,10 +Porridge Radio,Strong Enough,29.0,0.405,0.715,,-8.197,1,0.0374,0.541,0.223,0.0819,0.116,132.407,191267.0,4,6 +Arrested Youth,The Kid I Used to Know,63.0,0.639,0.776,9.0,-4.61,1,0.0829,0.0731,1.97e-06,0.18,0.267,160.101,145801.0,4,10 +Eyal Golan,◊®◊õ◊ë◊™ ◊î◊®◊ô◊ù,43.0,0.643,0.378,10.0,-9.741,0,0.0301,0.792,,0.129,0.484,126.052,170000.0,4,9 +Trapdoor,Valh√∂ll,33.0,0.52,0.761,2.0,-6.873,0,0.0304,0.000596,0.306,0.178,0.276,118.908,358000.0,4,10 +Yung Mal,Wassup With Me (feat. G Herbo),32.0,0.841,0.843,11.0,-8.777,0,0.374,0.0586,,0.102,0.652,89.996,202206.0,4,5 +The Warning,Survive,42.0,0.628,0.795,11.0,-6.941,0,0.0282,0.00406,1.36e-05,0.132,0.731,134.999,308387.0,4,10 +Nicki Minaj,Seeing Green (with Drake & Lil Wayne),80.0,0.573,0.867,5.0,-2.876,0,0.168,0.0853,,0.38,0.231,74.861,339506.0,4,9 +Sleater-Kinney,A New Wave,36.0,0.32,0.932,7.0,-4.85,1,0.0992,0.0024,0.0145,0.508,0.607,173.83,218533.0,4,1 +Skegss,Fantasising,47.0,0.176,0.962,5.0,-3.139,1,0.103,1.66e-05,0.522,0.321,0.425,153.951,206733.0,4,10 +Kinneret,No Wind Resistance!,63.0,0.692,0.494,1.0,-12.232,0,0.0581,0.234,0.00453,0.122,0.469,139.874,198924.0,4,9 +Post Malone,Circles,88.0,0.695,0.762,,-3.497,1,0.0395,0.192,0.00244,0.0863,0.553,120.042,215280.0,4,9 +No Vacation,Yam Yam,64.0,0.445,0.591,7.0,-9.004,0,0.0316,0.319,0.766,0.107,0.0774,137.864,216038.0,4,6 +Little Feat,The Weight,30.0,0.334,0.884,7.0,-4.923,1,0.0399,0.135,3.71e-06,0.126,0.552,163.04,318320.0,4,10 +Conquer Divide,Messy,45.0,0.406,0.804,6.0,-6.341,0,0.0504,0.00546,5.25e-05,0.473,0.48,155.023,216000.0,4,8 +Lucky Peterson,Funky Broadway,16.0,0.584,0.635,8.0,-9.223,1,0.127,0.219,0.00227,0.351,0.915,91.121,281013.0,4,2 +◊ò◊ú ◊ê◊ï◊®◊ü,◊©◊ë◊™,13.0,0.598,0.772,7.0,-9.139,1,0.0339,0.00297,0.015,0.924,0.707,126.019,306902.0,3,9 +Beggars & Thieves,Your Love Is in Vain,21.0,0.4,0.456,7.0,-11.607,1,0.0338,0.104,2.73e-06,0.0981,0.273,117.623,308973.0,4,10 +After The Burial,Collapse,50.0,0.373,0.97,1.0,-4.905,1,0.181,2.02e-05,0.668,0.446,0.277,153.786,252469.0,4,8 +The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,9 +Jake Bugg,Lost,62.0,0.723,0.896,10.0,-2.512,1,0.0435,0.0598,7.76e-05,0.0689,0.938,124.013,208402.0,4,9 +"Majestic, Boney M.",Rasputin,89.0,0.758,0.913,6.0,-2.926,0,0.113,0.00364,6.92e-05,0.193,0.658,128.04,3.1035,4,9 +Hannah Jadagu,Sundown,32.0,0.55,0.716,,-5.084,1,0.0397,0.299,0.0396,0.141,0.202,110.027,216367.0,4,9 +whenyoung,Given Up,31.0,0.506,0.832,7.0,-3.913,1,0.0596,0.00154,2.15e-05,0.087,0.32,140.903,195587.0,4,1 +Shordie Shordie,Good Evening,54.0,0.699,0.666,9.0,-7.883,0,0.282,0.0229,,0.127,0.433,99.888,137640.0,4,5 +Liquid Liquid,Cavern,45.0,0.682,0.78,7.0,-9.948,1,0.0538,0.0114,0.735,0.0862,0.317,115.564,319760.0,4,1 +Long John Hunter,Crazy Love,30.0,0.47,0.401,5.0,-12.476,1,0.0355,0.297,0.00594,0.174,0.407,188.037,341933.0,3,2 +C. Ramchandra,"Subhaschandra Ke Naam Se, Pt. 1",1.0,0.611,0.402,4.0,-11.807,1,0.328,0.936,,0.149,0.444,103.809,2.639333333,4,3 +Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,6 +Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,6 +The Pretty Reckless,Make Me Wanna Die - Acoustic Version,37.0,0.582,0.338,5.0,-6.416,0,0.0369,0.665,4.01e-05,0.107,0.298,97.785,213880.0,4,10 +Handbook,Eyes - Edit,21.0,0.567,0.461,1.0,-7.124,1,0.0459,0.00107,0.136,0.4,0.184,83.021,2.939766667,4,0 +The Vaselines,Son Of A Gun,47.0,0.531,0.943,7.0,-6.025,1,0.0489,0.5,0.232,0.932,0.778,144.746,225760.0,4,6 +Stellar,Ashes,76.0,0.712,0.568,5.0,-7.864,0,0.0546,0.0947,,0.169,0.46,130.019,166356.0,4,9 +The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,6 +Prasanna,Bowling For Peace,26.0,0.349,0.443,3.0,-15.045,1,0.0328,0.964,0.925,0.0872,0.657,135.03,426413.0,4,6 +Vantage,Right on Time,42.0,0.834,0.856,5.0,-3.309,0,0.206,0.00118,0.0494,0.389,0.772,125.984,209529.0,4,6 +Ministry,Alert Level (Quarantined Mix),44.0,0.547,0.949,9.0,-6.244,1,0.0546,0.00038,0.177,0.101,0.169,119.991,366427.0,4,8 +Parker McCollum,Hold Me Back,2.0,0.737,0.409,,-10.917,1,0.026,0.18,0.00423,0.128,0.405,106.965,183653.0,4,1 +Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,6 +"Lata Mangeshkar, S. P. Balasubrahmanyam",Mujhse Juda Hokar,45.0,0.553,0.38,5.0,-18.311,0,0.0397,0.446,2.87e-05,0.307,0.861,161.161,6.036216667,4,3 +Berry Sakharof,◊®◊ê◊ô ◊ê◊ô◊ñ◊î ◊§◊ú◊ê,39.0,0.487,0.738,,-6.066,0,0.0369,0.0301,1.98e-05,0.0455,0.694,158.059,278107.0,4,10 +Benaia Barabi,◊õ◊û◊î ◊®◊ß◊ì◊†◊ï,45.0,0.419,0.339,7.0,-7.694,0,0.0366,0.784,1.56e-06,0.16,0.378,90.566,181390.0,3,9 +FCG Heem,Need Dat Crack,,0.494,0.506,10.0,-8.298,0,0.398,0.373,,0.105,0.533,90.175,223977.0,4,5 +Kate Tempest,The Beigeness,37.0,0.887,0.855,,-6.21,1,0.186,0.146,3.66e-05,0.109,0.67,116.982,188777.0,4,6 +Jacob Simon Band,Perdido,44.0,0.571,0.41,,-11.428,1,0.0413,0.716,0.755,0.0832,0.499,81.218,3.381733333,4,7 +Psychic Ills,I Don't Mind,41.0,0.191,0.376,1.0,-9.946,1,0.0341,0.47,0.775,0.104,0.194,159.53,280720.0,3,6 +Fuel,Hemorrhage (In My Hands),48.0,0.313,0.831,1.0,-3.894,1,0.0404,0.000127,0.000341,0.24,0.332,152.034,236867.0,4,9 +BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,6 +Mike Shinoda,Happy Endings (feat. iann dior and UPSAHL),67.0,0.652,0.876,7.0,-3.323,1,0.0359,0.0307,,0.449,0.695,126.007,212513.0,4,10 +Quaker City Night Hawks,Good Evening,42.0,0.527,0.606,5.0,-6.799,1,0.0305,0.0134,0.00029,0.418,0.267,105.509,279107.0,4,10 +Yan Wagner,Fais comme si,33.0,0.75,0.681,,-6.906,1,0.0401,0.011,0.549,0.0684,0.967,125.005,201080.0,4,6 +SK√ÅLD,R√∫n,54.0,0.555,0.422,8.0,-11.541,0,0.0372,0.405,0.0569,0.135,0.35,170.115,160400.0,4,8 +Carla Geneve,Greg's Discount Chemist,37.0,0.696,0.598,7.0,-5.413,1,0.0301,0.0146,0.000517,0.104,0.515,132.941,209661.0,4,6 +Muse,Stockholm Syndrome,60.0,0.434,0.977,2.0,-4.845,1,0.0786,0.00187,0.166,0.347,0.0939,128.223,297000.0,4,10 +Razorlight,America,67.0,0.447,0.568,2.0,-4.975,1,0.0305,0.295,3.26e-06,0.355,0.149,90.933,249760.0,4,6 +Egypt Central,Let Me Out,49.0,0.434,0.955,2.0,-2.637,0,0.0719,0.000127,1.09e-05,0.0572,0.336,89.113,212900.0,4,10 +Civil Twilight,Letters From The Sky,49.0,0.342,0.7,8.0,-5.955,1,0.0449,0.561,0.00121,0.0994,0.118,150.04,275040.0,4,10 +Ten Years After,Hear Me Calling - Mono,21.0,0.413,0.705,9.0,-9.565,1,0.0356,0.0446,0.00325,0.0951,0.571,128.54,348240.0,4,2 +Bon Jovi,I'll Be There For You,68.0,0.437,0.727,2.0,-5.432,1,0.0293,0.0532,,0.103,0.233,73.029,5.77645,4,10 +Amir Ve Ben,◊™◊ú ◊ê◊ë◊ô◊ë ◊ñ◊î ◊ê◊†◊ô ◊ï◊ê◊™,50.0,0.847,0.608,8.0,-4.925,1,0.0645,0.511,,0.0862,0.707,104.993,221235.0,4,9 +TEMPOREX,U Open Up a Window,41.0,0.604,0.609,6.0,-7.104,1,0.0327,0.0219,0.0178,0.342,0.351,143.579,191664.0,4,6 +"Antônio Carlos Jobim, Sharon Isbin",Jobim: Road to the Sun,48.0,0.356,0.0145,2.0,-31.366,1,0.0526,0.991,0.922,0.0945,0.196,78.685,2.533333333,3,7 +The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,10 +Linkin Park,Guilty All the Same (feat. Rakim),59.0,0.566,0.969,2.0,-3.369,0,0.046,0.0287,0.000442,0.281,0.641,100.012,355120.0,4,10 +Nitty Gritty Dirt Band,Fishin' in the Dark,60.0,0.771,0.283,2.0,-16.326,1,0.0444,0.198,,0.0888,0.906,77.756,3.379783333,4,4 +"The Kid LAROI, Polo G, Stunna Gambino",NOT SOBER (feat. Polo G & Stunna Gambino),83.0,0.671,0.639,2.0,-6.852,0,0.134,0.0928,,0.0941,0.385,119.82,3.6,5,9 +Andromida,Supernova,39.0,0.427,0.992,11.0,-2.642,1,0.101,1.63e-05,0.944,0.108,0.267,143.052,273566.0,4,8 +Matthewdavid,La Tierra de la Culebra,37.0,0.208,0.433,5.0,-12.396,1,0.0498,0.991,0.94,0.172,0.278,82.92,124000.0,4,6 +Le Shiv,When The Kids Grow Up,31.0,0.404,0.514,,-6.849,1,0.031,0.00137,0.00177,0.252,0.163,120.2,219998.0,4,6 +Muddy Waters,Got My Mojo Working,49.0,0.519,0.779,4.0,-9.159,1,0.0648,0.573,8.13e-05,0.286,0.888,113.487,173040.0,4,2 +Yemi Alade,Boyz,46.0,0.8,0.841,10.0,-3.771,0,0.073,0.355,0.000694,0.0784,0.711,100.0,214000.0,4,9 +The Wrecks,I Want My Life Back Now,43.0,0.523,0.918,5.0,-5.535,1,0.0879,0.0037,,0.161,0.245,109.987,188707.0,4,10 +Danielle Bradbery,Slow Burn - Yours Truly: 2018,44.0,0.425,0.314,2.0,-9.072,1,0.0312,0.924,0.0124,0.129,0.311,73.69,3.49645,4,0 +T. Rex,Jeepster,49.0,0.394,0.863,9.0,-6.239,1,0.101,0.0157,0.0116,0.0609,0.907,193.552,247773.0,4,10 +The Suitcase Junket,On Our Own,43.0,0.509,0.504,1.0,-6.789,1,0.0267,0.351,0.15,0.31,0.327,104.755,161320.0,4,10 +TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,9 +A Perfect Circle,The Doomed,54.0,0.367,0.903,4.0,-5.956,0,0.175,0.0477,0.00124,0.235,0.239,106.329,281781.0,3,10 +Lynyrd Skynyrd,I Know A Little,51.0,0.384,0.575,2.0,-11.808,1,0.0635,0.0818,0.00387,0.161,0.775,196.495,207973.0,4,10 +Mazen,Dork,31.0,0.858,0.561,7.0,-8.628,0,0.145,0.135,,0.372,0.411,125.016,207915.0,4,9 +Rostam,These Kids We Knew,46.0,0.675,0.649,4.0,-8.937,1,0.0562,0.334,0.0655,0.11,0.496,148.0,148267.0,4,1 +Diamanda Gal√°s,Do You Take This Man?,34.0,0.632,0.8,11.0,-10.833,0,0.0361,0.00676,0.00773,0.148,0.767,131.371,369400.0,4,10 +patchymate,babyur2nice,,0.74,0.646,6.0,-5.838,0,0.375,0.0766,1.15e-05,0.386,0.776,127.896,120000.0,4,6 +Yuval Dayan,◊™◊†◊í◊ü,29.0,0.667,0.694,10.0,-7.44,0,0.0265,0.168,,0.149,0.417,125.023,198693.0,4,9 +Against The Current,weapon,64.0,0.402,0.924,7.0,-4.089,0,0.156,0.00021,,0.237,0.443,180.075,197209.0,4,10 +The Undertones,Teenage Kicks,61.0,0.415,0.782,2.0,-6.745,1,0.0461,0.0011,,0.14,0.564,135.029,148480.0,4,6 +Defamed,Wounds,34.0,0.27,0.957,1.0,-3.848,1,0.145,0.000525,0.706,0.389,0.454,92.99,216913.0,5,8 +REO Speedwagon,Take It On the Run,68.0,0.371,0.758,7.0,-5.679,1,0.036,0.0958,,0.116,0.452,77.81,239680.0,4,10 +grandson,War,54.0,0.369,0.835,1.0,-4.462,0,0.0777,0.000105,0.0523,0.253,0.525,160.156,211500.0,4,10 +"Bruno Mars, Anderson .Paak, Silk Sonic",Skate,77.0,0.719,0.631,5.0,-7.779,1,0.0312,0.0384,,0.109,0.761,111.982,3.38538333,4,9 +Claud,Gold,6.0,0.74,0.121,7.0,-21.824,1,0.0565,0.996,0.939,0.139,0.917,81.616,97600.0,4,6 +Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,1 +Tyler Leads,Hellhounds,27.0,0.293,0.978,5.0,-4.882,1,0.087,5.51e-05,0.00604,0.518,0.514,141.714,174378.0,4,8 +Nulbarich,Be Alright feat. Mummy-D,32.0,0.673,0.538,,-8.64,1,0.36,0.486,3.13e-06,0.101,0.455,179.987,220400.0,4,9 +Flat Duo Jets,Frog Went a Courtin',32.0,0.189,0.997,4.0,-8.196,1,0.119,0.193,0.0472,0.193,0.084,186.337,138413.0,4,2 +MARINA,Man's World,29.0,0.5,0.499,7.0,-8.069,0,0.0485,0.285,,0.105,0.292,126.059,239830.0,3,6 +We Were Sharks,New Low,,0.493,0.968,1.0,-3.615,1,0.0974,8.56e-05,3.65e-05,0.323,0.592,119.641,164927.0,4,10 +Billie Marten,Human Replacement,28.0,0.533,0.663,1.0,-8.301,0,0.0341,0.237,0.0814,0.0709,0.702,175.927,185627.0,4,1 +Starcastle,Lady of the Lake,26.0,0.359,0.699,1.0,-11.195,1,0.0402,0.0064,0.222,0.117,0.514,148.092,626933.0,4,10 +Doja Cat,Kiss Me More (feat. SZA),98.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,208867.0,4,5 +Courtney Marie Andrews,It Must Be Someone Else‚Äôs Fault,45.0,0.563,0.535,8.0,-7.922,1,0.0296,0.509,2.35e-06,0.0838,0.391,94.574,198173.0,4,1 +Lynch Mob,Wicked Sensation,46.0,0.559,0.875,,-7.575,0,0.0339,0.000157,5.21e-05,0.0609,0.425,98.159,281840.0,4,8 +Eden Ben Zaken,◊™◊ê◊û◊ô◊ü ◊ú◊ô,29.0,0.492,0.727,7.0,-4.736,0,0.0344,0.286,,0.166,0.371,145.978,267747.0,4,9 +Joey Gilmore,Blues All Over You,11.0,0.723,0.595,11.0,-7.407,0,0.03,0.161,0.000273,0.181,0.892,122.477,221587.0,4,2 +Mohammed Rafi,Khush Rahe Tu Sada,12.0,0.426,0.426,7.0,-10.955,0,0.0545,0.455,,0.256,0.506,115.618,3.680216667,4,3 +Tropidelic,Sleepers (with RDGLDGRN),39.0,0.61,0.683,,-6.168,1,0.0998,0.238,,0.151,0.379,140.055,223027.0,4,10 +Gorillaz,She's My Collar (feat. Kali Uchis),70.0,0.726,0.815,11.0,-5.886,1,0.0313,0.00799,0.081,0.112,0.462,140.158,209560.0,4,9 +Fox Stevenson,Dreamland,56.0,0.413,0.879,11.0,-4.934,1,0.0747,0.000132,,0.384,0.59,167.94,241159.0,4,10 +New Found Glory,My Friends Over You,66.0,0.404,0.98,2.0,-4.038,1,0.107,0.000193,,0.0742,0.433,177.793,220200.0,4,10 +Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,6 +Wiley,Step 2001 - Instrumental,12.0,0.903,0.869,2.0,-10.167,0,0.125,0.0978,0.000749,0.258,0.896,139.982,205714.0,4,5 +La Rata Bluesera,Blues de la Transici√≥n,24.0,0.412,0.379,9.0,-12.424,0,0.0603,0.327,0.000336,0.692,0.248,102.96,212815.0,4,2 +The National Parks,Wind & Anchor,50.0,0.44,0.324,6.0,-9.468,1,0.0307,0.777,1.41e-06,0.0621,0.328,79.382,3.14155,4,0 +Suffer Like G Did,Beow,29.0,0.442,0.61,9.0,-9.986,0,0.0581,0.0392,0.88,0.173,0.413,140.43,208893.0,4,10 +Major Murphy,Attention,43.0,0.533,0.876,2.0,-5.452,1,0.0311,0.000754,0.178,0.0823,0.606,101.011,177326.0,4,6 +The War and Treaty,Set My Soul on Fire,44.0,0.507,0.328,11.0,-10.767,0,0.0382,0.484,,0.128,0.299,122.416,299680.0,4,2 +John Mayer,Daughters,67.0,0.674,0.413,2.0,-7.816,1,0.0274,0.836,1.95e-05,0.098,0.503,124.893,3.96511667,3,0 +Nascent,Bottom Dollar,26.0,0.654,0.78,1.0,-4.612,1,0.0676,0.0239,0.0523,0.239,0.626,148.149,184288.0,4,9 +Marmozets,Captivate You,39.0,0.401,0.904,11.0,-5.297,0,0.098,0.000385,1.63e-06,0.0643,0.251,153.422,240667.0,4,1 +Petter Bergander Trio,One Night At Fasching,52.0,0.514,0.186,,-18.769,1,0.0342,0.885,0.765,0.099,0.414,114.744,4.304216667,3,7 +Metallica,The Day That Never Comes,63.0,0.334,0.982,4.0,-2.293,0,0.0619,9.11e-05,0.149,0.106,0.501,126.883,476267.0,4,8 +Î∞ïÌòúÏßÑ Park Hye Jin,CLOUDS,51.0,0.81,0.425,6.0,-14.68,0,0.0686,0.638,0.802,0.104,0.542,104.953,196008.0,4,1 +All That Remains,Madness,44.0,0.465,0.874,4.0,-5.058,0,0.0523,5.83e-05,,0.16,0.379,85.947,204427.0,4,10 +POLICE CAR COLLECTIVE,ALLTHETIME,41.0,0.2,0.63,5.0,-5.679,1,0.0291,0.000713,0.0879,0.137,0.145,42.956,425681.0,4,6 +Gary Clark Jr.,Come Together,63.0,0.447,0.788,2.0,-4.994,0,0.0464,0.00257,1.68e-05,0.0744,0.505,80.04,193714.0,4,10 +Krokus,Screaming in the Night,53.0,0.475,0.576,9.0,-13.059,1,0.0312,0.0218,0.0221,0.391,0.524,96.378,397773.0,4,10 +Slaves,One More Day Won‚Äôt Hurt,44.0,0.633,0.878,11.0,-5.985,1,0.11,0.00287,0.00256,0.0631,0.724,140.976,167000.0,4,10 +Damien Burbank,Sarah Tonin,31.0,0.363,0.191,3.0,-19.055,0,0.0367,0.744,,0.114,0.292,87.64,154511.0,4,6 +Mc Rebecca,T√¥ Preocupada (Calma Amiga) (feat. Anitta),72.0,0.895,0.671,7.0,-3.126,1,0.137,0.243,3.57e-06,0.0768,0.905,84.956,120000.0,4,9 +The Surfaris,Wipe Out,45.0,0.461,0.955,11.0,-6.684,1,0.0489,0.111,0.532,0.952,0.725,160.073,166092.0,4,6 +Lata Mangeshkar,Mere Khwabon Mein,51.0,0.621,0.512,7.0,-11.074,0,0.0547,0.634,,0.0803,0.926,114.802,4.274,4,3 +Whitesnake,Still Of The Night,3.0,0.357,0.853,4.0,-7.529,0,0.0492,0.00235,0.0013,0.158,0.294,100.157,397768.0,4,8 +The Peterson Brothers,Lose a Good Thing,35.0,0.641,0.646,8.0,-5.987,1,0.0231,0.0166,0.662,0.127,0.313,94.007,329511.0,4,2 +Fleetwood Mac,Go Your Own Way - 2004 Remaster,76.0,0.583,0.947,5.0,-5.12,1,0.0378,0.0185,0.00109,0.0679,0.803,135.448,223613.0,4,10 +Powderfinger,Waiting For The Sun,46.0,0.201,0.961,2.0,-5.234,1,0.0822,0.000525,0.294,0.329,0.154,109.135,234400.0,4,10 +Trivium,In Waves,60.0,0.477,0.94,9.0,-3.435,1,0.103,0.000211,0.0518,0.346,0.338,76.517,302467.0,4,8 +Bebe Rexha,Sacrifice,80.0,0.659,0.877,11.0,-5.089,0,0.0288,0.0878,,0.094,0.471,119.992,160871.0,4,9 +Ed Sheeran,Shape of You,86.0,0.825,0.652,1.0,-3.183,0,0.0802,0.581,,0.0931,0.931,95.977,233713.0,4,9 +Grizzly Bear,Two Weeks,69.0,0.537,0.712,5.0,-5.597,1,0.0286,0.289,0.00568,0.08,0.704,159.871,243160.0,4,6 +Marcia Ball,The Party's Still Going On,21.0,0.592,0.94,2.0,-4.265,1,0.0454,0.225,,0.276,0.967,159.713,205280.0,4,2 +Fenyan,Break Your Rules,29.0,0.697,0.867,,-8.685,0,0.0425,0.00739,0.381,0.396,0.478,121.996,259408.0,4,1 +Jerry Reed,Amos Moses,45.0,0.75,0.711,2.0,-10.633,1,0.0641,0.526,0.000653,0.0282,0.961,105.636,2.329333333,4,4 +The Police,Every Breath You Take - Remastered 2003,,0.82,0.452,1.0,-9.796,1,0.0348,0.543,0.00294,0.0714,0.737,117.401,253920.0,4,10 +MOD SUN,Amnesia,58.0,0.457,0.804,6.0,-4.756,0,0.0362,0.000206,,0.197,0.523,155.022,171033.0,4,9 +The Killers,The World We Live In,51.0,0.597,0.852,,-6.89,1,0.0248,0.0265,0.00425,0.266,0.559,105.996,278493.0,4,10 +Bombay Bicycle Club,Shuffle,61.0,0.627,0.959,7.0,-4.744,1,0.0298,0.316,0.00576,0.112,0.397,109.981,235293.0,4,6 +James TW,Butterflies - Acoustic,46.0,0.674,0.406,,-9.327,0,0.0534,0.786,,0.101,0.429,99.701,200547.0,4,9 +Aviv Geffen,◊ë◊ï◊ß◊® ◊ò◊ï◊ë ◊ê◊ô◊®◊ê◊ü,17.0,0.278,0.944,10.0,-6.169,1,0.0577,0.000132,0.16,0.304,0.494,164.968,182293.0,4,10 +SawanoHiroyuki[nZk]:mizuki,Avid,57.0,0.468,0.753,4.0,-4.329,0,0.031,0.179,5.65e-06,0.148,0.18,155.929,250293.0,4,10 +Jean Charnaux,Entrelaços,24.0,0.425,0.14,5.0,-14.161,1,0.0432,0.979,0.734,0.0994,0.183,83.518,2.658333333,4,7 +Tame Impala,The Less I Know The Better,84.0,0.64,0.74,4.0,-4.083,1,0.0284,0.0115,0.00678,0.167,0.785,116.879,216320.0,4,9 +Metallica,All Nightmare Long,59.0,0.268,0.974,9.0,-2.948,1,0.114,0.00067,0.00106,0.0772,0.342,182.095,477027.0,4,8 +Sea Girls,Forever,37.0,0.592,0.811,7.0,-8.282,1,0.0392,0.00118,0.00231,0.13,0.453,124.029,240640.0,4,10 +Blonde Redhead,Misery Is a Butterfly,42.0,0.548,0.77,9.0,-6.676,0,0.026,0.193,0.286,0.291,0.41,144.242,307667.0,4,6 +Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,6 +"Midival Punditz, Kutle Khan",Nukhta,15.0,0.501,0.659,1.0,-8.786,1,0.0355,0.0514,0.327,0.107,0.0756,175.998,4.315666667,4,0 +Godsmack,Bulletproof,59.0,0.362,0.915,5.0,-3.244,0,0.181,0.000181,,0.166,0.603,162.226,177048.0,4,10 +PawPaw Rod,Glass House,,0.801,0.391,7.0,-8.063,1,0.178,0.151,1.09e-05,0.137,0.86,180.926,171978.0,4,6 +Idan Yaniv,◊õ◊û◊î ◊ú◊ô◊ú◊ï◊™,39.0,0.676,0.512,11.0,-8.693,1,0.0463,0.624,,0.119,0.63,134.077,186269.0,4,9 +Archetypes Collide,Your Misery,46.0,0.447,0.913,1.0,-4.842,1,0.0551,1.02e-05,0.0706,0.0767,0.254,140.055,202286.0,4,10 +Far Away the Hills Are Green,"Joshua Burnside, Laura Quirke",40.0,0.467,0.114,7.0,-13.973,1,0.0318,0.941,2.25e-05,0.292,0.24,134.647,4.012233333,4,0 +Coldplay,Talk,63.0,0.415,0.554,7.0,-10.839,0,0.0334,0.00541,0.00202,0.155,0.163,120.318,311292.0,4,10 +Patrick Paige II,Freestyle,,0.824,0.812,1.0,-5.367,1,0.18,0.189,,0.269,0.775,164.04,129856.0,4,5 +Megan Thee Stallion,Circles,66.0,0.842,0.789,6.0,-8.733,0,0.178,0.0265,,0.355,0.795,111.113,170641.0,4,5 +Ravi Chary,Funk Jog,6.0,0.582,0.662,,-8.493,1,0.0346,0.282,0.504,0.0615,0.381,140.075,4.78,4,0 +Chapterhouse,Mesmerise,42.0,0.477,0.578,10.0,-7.965,1,0.0312,0.000224,0.169,0.195,0.666,88.043,252200.0,4,6 +Praying Mantis,Children of the Earth,47.0,0.208,0.787,9.0,-6.763,0,0.0728,0.00131,0.0171,0.0626,0.472,170.626,337880.0,4,8 +Lehakat Tzliley Haud,◊û◊ó◊®◊ï◊ñ◊™: ◊ó◊†◊î'◊ú◊î ◊î◊™◊ë◊ú◊ë◊ú◊î,24.0,0.379,0.654,9.0,-10.798,1,0.0447,0.694,0.000111,0.275,0.698,135.069,343800.0,4,9 +Jerry Garcia,House Of The Rising Sun,23.0,0.521,0.193,9.0,-17.467,0,0.0664,0.948,0.0337,0.152,0.236,138.78,485227.0,5,10 +Dudu Faruk,◊û◊°◊™◊§◊® ◊õ◊õ◊î,22.0,0.832,0.629,10.0,-8.245,1,0.344,0.225,0.000481,0.0713,0.52,130.062,136615.0,4,5 +Dave Matthews Band,Ants Marching,48.0,0.637,0.856,2.0,-4.34,1,0.034,0.0187,1.99e-05,0.0157,0.846,113.32,271187.0,4,9 +Las Penas,Enrejado,46.0,0.469,0.216,2.0,-14.891,1,0.0565,0.98,0.912,0.114,0.316,98.962,3.6279,4,7 +Zubi,sugar,66.0,0.774,0.609,3.0,-10.13,0,0.213,0.397,0.0458,0.111,0.891,95.598,205000.0,4,9 +LaSalle Street Trio,Deep In A Dream,56.0,0.476,0.0808,5.0,-21.66,1,0.0357,0.971,0.828,0.0978,0.182,113.985,4.702066667,4,7 +YSI,Shake well before use,44.0,0.602,0.496,10.0,-9.765,0,0.0407,0.386,0.87,0.112,0.504,158.433,340197.0,4,6 +"The Ayoub Sisters, Royal Philharmonic Orchestra, Mark Messenger",Pie Jesu,,0.159,0.126,9.0,-19.521,1,0.0467,0.921,0.585,0.0847,0.0442,78.151,3.31045,4,7 +Saweetie,"Best Friend (feat. Doja Cat, Jamie & CHANMINA) [Remix]",63.0,0.842,0.807,1.0,-3.59,0,0.134,0.0052,1.06e-06,0.0613,0.441,93.996,206000.0,4,9 +Valley,Kevin Morby,48.0,0.59,0.575,1.0,-6.42,0,0.0246,0.602,0.067,0.128,0.5,79.563,4.076216667,4,0 +Ofdrykkja,Herr Mannelig,43.0,0.614,0.143,9.0,-18.164,0,0.0267,0.981,0.803,0.114,0.112,119.48,419067.0,4,8 +Softcult,Gloomy Girl,36.0,0.427,0.623,9.0,-6.248,1,0.0321,0.000439,0.013,0.109,0.175,150.077,186411.0,4,6 +This Will Destroy You,Quiet,45.0,0.482,0.463,1.0,-7.927,1,0.0573,0.282,0.848,0.36,0.0427,115.011,293173.0,4,10 +Snail Mail,Pristine,57.0,0.483,0.688,,-5.508,1,0.0316,0.00435,0.00101,0.102,0.292,126.241,295333.0,4,6 +Thirty Seconds To Mars,Hurricane,54.0,0.533,0.747,10.0,-5.678,0,0.0443,0.041,5.7e-06,0.261,0.277,124.97,372133.0,4,10 +Trivium,Drowning in the Sound,50.0,0.478,0.972,6.0,-4.157,1,0.153,0.00114,0.000122,0.354,0.245,100.05,223200.0,4,8 +Lucy Dacus,Thumbs,52.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,265440.0,4,6 +Metronomy,The Bay - Mr. Mitch Remix,51.0,0.854,0.467,1.0,-9.528,1,0.251,0.00784,0.406,0.099,0.154,129.963,299837.0,4,1 +Sea Girls,Ready For More,45.0,0.481,0.856,1.0,-5.733,1,0.0331,0.0223,2.26e-05,0.275,0.564,97.515,207373.0,4,6 +Bruce Hornsby,The Way It Is,70.0,0.582,0.689,7.0,-12.203,1,0.0277,0.607,0.0571,0.145,0.531,111.166,297853.0,4,10 +Duran Duran,Five Years,36.0,0.544,0.507,7.0,-6.285,1,0.0385,0.00456,2.02e-05,0.258,0.407,154.718,285246.0,3,10 +Ariana Grande,successful,68.0,0.847,0.603,,-4.607,0,0.0397,0.107,7.4e-06,0.106,0.735,114.045,227387.0,4,9 +Popp Hunna,Adderall (Corvette Corvette) - Remix,70.0,0.921,0.718,4.0,-3.545,0,0.299,0.217,,0.189,0.677,141.06,176383.0,4,5 +Sizzy Rocket,That Bitch,47.0,0.593,0.651,1.0,-4.425,0,0.0508,0.000115,,0.0655,0.345,86.085,152900.0,4,1 +Why Don't We,Fallin‚Äô (Adrenaline),74.0,0.606,0.9,,-4.504,1,0.119,0.0101,,0.075,0.233,133.963,216504.0,4,9 +Kaiser Chiefs,Everyday I Love You Less and Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,10 +Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,10 +Dolly Parton,Here You Come Again,65.0,0.585,0.511,1.0,-9.37,1,0.0391,0.647,0.007,0.0392,0.552,105.898,2.991516667,4,4 +WALK THE MOON,Work This Body,59.0,0.421,0.831,4.0,-5.128,1,0.106,0.0283,,0.464,0.488,134.184,175907.0,4,10 +Bring Me The Horizon,Can You Feel My Heart,77.0,0.15,0.859,4.0,-2.827,0,0.0595,0.00201,0.194,0.387,0.354,170.527,228147.0,5,8 +Coldplay,Trouble,72.0,0.565,0.546,11.0,-7.496,0,0.0314,0.189,0.0015,0.17,0.195,139.757,273427.0,4,10 +IDLES,Grounds,50.0,0.562,0.537,7.0,-6.273,0,0.073,0.00623,,0.316,0.465,100.757,188716.0,4,6 +Slomosa,There is Nothing New Under the Sun,34.0,0.46,0.756,5.0,-9.251,0,0.0426,0.0371,0.0113,0.645,0.552,152.059,237424.0,4,10 +Kanye West,Nah Nah Nah (feat. DaBaby & 2 Chainz) - Remix,69.0,0.733,0.743,2.0,-5.045,1,0.371,0.00494,,0.261,0.623,150.024,191353.0,4,5 +Aya Korem,◊ó◊ï◊®◊£,30.0,0.378,0.664,5.0,-7.502,1,0.0383,0.541,0.329,0.117,0.327,87.261,188292.0,4,9 +Pepe Pecas,Lo Que Vales (Para M√≠),40.0,0.255,0.684,9.0,-11.969,1,0.152,0.0423,0.00629,0.386,0.399,171.682,211023.0,4,6 +TORRES,Three Futures,38.0,0.535,0.287,7.0,-11.5,1,0.0368,0.237,0.205,0.0893,0.206,121.148,244641.0,4,6 +U2,So Cruel,48.0,0.598,0.56,9.0,-10.89,1,0.0458,0.00428,0.0067,0.121,0.38,92.086,349213.0,4,10 +Ravid Plotnik,◊û◊ì◊ô◊†◊™ ◊û◊©◊ò◊®◊î,35.0,0.724,0.532,2.0,-10.13,0,0.0596,0.157,0.0233,0.694,0.456,130.021,241080.0,4,5 +Rajna Swaminathan,Peregrination (feat. Anjna Swaminathan),14.0,0.39,0.219,9.0,-14.722,0,0.0456,0.937,0.861,0.11,0.133,89.534,249064.0,3,6 +Def Leppard,Too Late For Love,53.0,0.536,0.812,4.0,-7.379,0,0.0441,0.00306,0.000455,0.116,0.338,94.677,266729.0,4,8 +Thirty Seconds To Mars,The Kill (Bury Me),63.0,0.179,0.912,4.0,-3.881,0,0.0791,0.0014,0.000294,0.582,0.289,182.99,231533.0,3,10 +James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,1 +Dave Matthews Band,Crash into Me,57.0,0.541,0.677,4.0,-10.764,1,0.0373,0.122,0.0191,0.0938,0.555,101.1,316467.0,4,10 +Kevin Gates,Plug Daughter 2,65.0,0.763,0.806,7.0,-5.082,0,0.172,0.668,6.99e-06,0.527,0.739,127.998,226875.0,4,5 +Grateful Dead,Dire Wolf - 2013 Remaster,50.0,0.615,0.376,9.0,-11.331,1,0.0347,0.763,,0.0524,0.725,76.711,194491.0,4,10 +Japandroids,Near To The Wild Heart Of Life,41.0,0.232,0.946,7.0,-4.395,1,0.0661,0.0122,3.34e-06,0.088,0.262,181.958,297120.0,4,6 +18 Carat Affair,Memphis Design,22.0,0.361,0.578,5.0,-6.399,0,0.0427,0.631,0.00249,0.708,0.247,130.107,56000.0,3,6 +√ìlafur Arnalds,Loom (feat. Bonobo),61.0,0.545,0.18,5.0,-21.022,0,0.0337,0.988,0.906,0.0686,0.31,156.694,226867.0,4,6 +Loverground,Be Patient,52.0,0.688,0.462,,-13.723,1,0.032,0.224,0.217,0.0987,0.35,114.036,216794.0,4,1 +Elder Island,Feral - letherette Remix,46.0,0.46,0.405,8.0,-10.547,1,0.132,0.487,0.717,0.108,0.153,92.714,239556.0,4,1 +Carla Geneve,Greg's Discount Chemist,37.0,0.696,0.598,7.0,-5.413,1,0.0301,0.0146,0.000517,0.104,0.515,132.941,209661.0,4,1 +Kishore Kumar,Ham The Woh Thi,10.0,0.797,0.458,4.0,-10.843,1,0.438,0.866,,0.134,0.868,114.768,3.7316,4,3 +blink-182,All The Small Things,80.0,0.434,0.897,,-4.918,1,0.0488,0.0103,,0.612,0.684,148.726,167067.0,4,10 +Doja Cat,Need To Know,86.0,0.664,0.609,1.0,-6.509,1,0.0707,0.304,,0.0926,0.194,130.041,3.509333333,4,9 +Velvet Revolver,Slither,66.0,0.478,0.974,7.0,-3.866,1,0.102,0.000266,0.0984,0.0738,0.268,141.077,248307.0,4,10 +Lil Nas X,SUN GOES DOWN,42.0,0.551,0.636,2.0,-6.798,1,0.054,0.0837,4.28e-06,0.112,0.148,174.065,168276.0,4,9 +Henry Park,Wasted Time,11.0,0.499,0.65,5.0,-8.688,1,0.0444,0.282,0.244,0.0731,0.246,66.116,240000.0,4,6 +Kayzo,Breakdown,49.0,0.447,0.988,2.0,-0.846,1,0.446,0.0164,0.000833,0.0727,0.113,179.968,249333.0,4,1 +War,Slippin' Into Darkness,53.0,0.676,0.625,4.0,-8.747,0,0.0729,0.144,0.00658,0.0796,0.655,90.999,227373.0,4,5 +TheHxliday,MiSSed Calls,45.0,0.704,0.491,8.0,-6.831,1,0.0591,0.0266,,0.338,0.123,137.036,247080.0,4,5 +Good Woman,The Staves,53.0,0.628,0.345,1.0,-12.505,1,0.0289,0.425,0.0165,0.119,0.116,99.991,3.294,4,0 +Lata Mangeshkar,Neela Aasman So Gaya - Lata Mangeshkar,25.0,0.265,0.249,5.0,-12.076,1,0.0288,0.86,0.0696,0.0748,0.228,93.079,5.473333333,3,3 +Def Leppard,When Love And Hate Collide,57.0,0.477,0.564,4.0,-8.582,1,0.028,0.0111,,0.254,0.292,67.965,256867.0,4,10 +Shlomo Artzi,◊ó◊ï◊ñ◊®◊ô◊ù ◊î◊ë◊ô◊™◊î,41.0,0.601,0.484,11.0,-7.502,0,0.046,0.849,,0.113,0.447,78.124,218147.0,4,10 +Mayhem,Funeral Fog,44.0,0.114,0.959,6.0,-9.419,0,0.0963,1.31e-06,0.9,0.104,0.126,153.904,347253.0,4,8 +Baseball Gregg,Let Me Help You,23.0,0.786,0.596,7.0,-8.393,0,0.0416,0.133,1.76e-05,0.324,0.773,124.984,181235.0,4,6 +Marillion,Forgotten Sons - 1997 Remaster,36.0,0.352,0.656,2.0,-9.05,0,0.114,0.000865,0.00259,0.184,0.498,142.976,503307.0,4,10 +Fredo Bang,Oppanese,57.0,0.78,0.648,1.0,-4.952,0,0.332,0.262,,0.0841,0.881,159.984,148500.0,4,5 +Hein Talbot,Suji,43.0,0.222,0.158,8.0,-15.982,1,0.043,0.954,0.961,0.1,0.0308,80.005,2.228783333,4,7 +Khruangbin,Time (You and I),65.0,0.751,0.49,11.0,-13.679,1,0.0453,0.00932,0.145,0.0725,0.925,105.407,342189.0,4,6 +Tim McGraw,My Next Thirty Years,54.0,0.605,0.804,5.0,-7.521,1,0.0363,0.265,4.93e-06,0.345,0.601,98.866,3.628883333,4,4 +Eli Luzon,◊ô◊ú◊ì◊î,22.0,0.604,0.558,,-12.885,0,0.0362,0.106,2.91e-05,0.0854,0.968,156.618,305973.0,4,9 +Rainbow,Stone Cold,50.0,0.419,0.613,7.0,-8.995,1,0.0316,0.0523,6.35e-05,0.361,0.733,112.638,317307.0,4,10 +Leif Vollebekk,Long Blue Light,63.0,0.552,0.485,9.0,-9.111,1,0.0332,0.517,0.106,0.164,0.51,71.548,200173.0,4,1 +Miles Kane,Come Closer,57.0,0.511,0.696,6.0,-5.157,0,0.0421,0.0272,0.000249,0.0875,0.788,164.614,179240.0,4,6 +Ratt,Givin' Yourself Away,51.0,0.594,0.752,11.0,-10.661,0,0.0263,0.00847,0.00161,0.0578,0.736,101.582,326000.0,4,10 +Jimmy Cliff,"Wonderful World, Beautiful People - Single Version",58.0,0.767,0.568,2.0,-8.516,1,0.0261,0.00382,,0.0448,0.901,105.571,194867.0,4,10 +Django Django,Hail Bop,42.0,0.615,0.751,10.0,-7.38,0,0.0321,0.0129,0.592,0.24,0.531,123.739,243693.0,4,6 +The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,6 +Don Henley,The End Of The Innocence,56.0,0.62,0.416,8.0,-13.048,1,0.0294,0.299,5.4e-05,0.0746,0.371,116.552,316360.0,4,10 +Magic Bronson,Nervous,41.0,0.573,0.715,4.0,-7.016,0,0.0497,0.0175,0.0296,0.135,0.0881,96.439,173152.0,4,6 +The Futureheads,The Beginning Of The Twist,43.0,0.42,0.988,5.0,-2.622,1,0.157,0.00164,,0.286,0.353,155.993,216040.0,4,1 +Shlomo Artzi,◊î◊ê◊ù ◊¢◊ï◊ì◊ö ◊ô◊§◊î,20.0,0.579,0.631,1.0,-6.869,1,0.0471,0.0846,,0.51,0.646,103.98,129907.0,3,10 +courtship.,Prom,50.0,0.665,0.725,10.0,-6.777,1,0.0329,0.0651,0.000214,0.13,0.445,119.947,249078.0,4,6 +Frankie Ballard,Sunshine & Whiskey,67.0,0.67,0.737,9.0,-6.794,1,0.0434,0.223,,0.325,0.754,92.983,3.04,4,4 +Yehuda Poliker,◊î◊ê◊ï◊® ◊ë◊ß◊¶◊î,35.0,0.626,0.483,6.0,-9.458,0,0.0298,0.499,1.65e-05,0.202,0.461,110.971,248300.0,3,10 +Arik Einstein,◊©◊ô◊® ◊î◊©◊ô◊ô◊®◊î,31.0,0.652,0.655,3.0,-12.066,1,0.0351,0.361,,0.389,0.962,116.592,252000.0,4,10 +Downtown Boys,A Wall,27.0,0.262,0.951,,-3.917,1,0.065,0.0043,0.0419,0.172,0.315,166.418,242647.0,4,6 +Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,6 +Paul McCartney,Every Night - Remastered 2011,49.0,0.605,0.404,4.0,-12.366,1,0.0256,0.588,0.00143,0.104,0.867,94.285,153413.0,4,10 +Eve,Satisfaction,48.0,0.843,0.553,11.0,-3.198,0,0.437,0.236,,0.0523,0.63,93.383,258733.0,4,5 +Liily,Toro,47.0,0.432,0.878,1.0,-4.109,1,0.132,0.00315,0.0398,0.11,0.554,177.922,219342.0,4,6 +Shea Diamond,Keisha Complexion,10.0,0.634,0.745,9.0,-7.405,1,0.258,0.159,8.17e-05,0.408,0.75,176.048,198991.0,4,2 +Darlingside,Paradise Bay,26.0,0.29,0.386,10.0,-9.728,1,0.0279,0.51,0.000191,0.101,0.228,86.889,149328.0,4,1 +Marina Maximilian,Silence,21.0,0.56,0.506,,-7.259,0,0.0392,0.273,6.78e-05,0.109,0.19,124.057,213917.0,4,9 +George Strait,Baby's Gotten Good At Goodbye,45.0,0.468,0.41,3.0,-11.782,1,0.028,0.587,6.27e-06,0.0699,0.519,183.898,3.513333333,4,4 +Estrons,Drop,28.0,0.385,0.91,11.0,-4.941,0,0.0624,1.54e-05,0.64,0.206,0.514,185.047,203502.0,4,10 +Doobie Bronson,The Brook & The Bluff,47.0,0.551,0.832,2.0,-4.629,1,0.0903,0.364,0.067,0.233,0.303,122.065,3.392466667,4,0 +Britney Spears,Man On The Moon,,0.711,0.668,7.0,-5.962,0,0.0385,0.0311,9.51e-06,0.101,0.318,110.028,3.777333333,4,9 +Dudu Aharon,◊ë◊ô◊ô◊ë◊ô,18.0,0.743,0.701,1.0,-6.362,0,0.0508,0.101,,0.0493,0.721,95.984,211321.0,4,9 +"Kishore Kumar, Amitabh Bachchan",My Name Is Anthony Gonsalves - From 'Amar Akbar Anthony' / Soundtrack Version,31.0,0.626,0.579,3.0,-9.198,1,0.242,0.68,,0.0665,0.757,92.754,5.535783333,4,3 +DPR IAN,No Blueberries,62.0,0.721,0.63,4.0,-6.126,0,0.0409,0.534,,0.245,0.908,148.045,185107.0,4,5 +Spoon,The Underdog,50.0,0.693,0.528,7.0,-10.855,1,0.0365,0.0714,0.0015,0.671,0.905,145.157,222107.0,4,6 +Merle Haggard,Big City,56.0,0.707,0.401,4.0,-14.222,1,0.0533,0.275,0.000296,0.201,0.602,136.188,2.988883333,4,4 +Gorillaz,Stylo (feat. Mos Def and Bobby Womack),64.0,0.686,0.751,10.0,-5.747,0,0.0604,0.00604,0.000849,0.0979,0.851,100.222,270520.0,4,1 +pizzagirl,bullet train,48.0,0.527,0.928,10.0,-6.866,1,0.0424,9.48e-06,0.798,0.135,0.557,109.993,270326.0,4,6 +Holy Fawn,Dark Stone,43.0,0.304,0.583,6.0,-5.313,1,0.061,0.052,0.185,0.179,0.0764,105.929,382167.0,4,10 +Ellie Goulding,"Love Me Like You Do - From ""Fifty Shades Of Grey""",78.0,0.262,0.606,8.0,-6.646,1,0.0484,0.247,,0.125,0.275,189.857,252534.0,4,9 +Rhys Lewis,No Right To Love You - Acoustic,1.0,0.531,0.269,1.0,-10.6,1,0.0406,0.866,,0.116,0.52,84.186,3.82595,4,0 +PENPALS,The Stars My Destination,46.0,0.503,0.554,5.0,-7.551,0,0.305,0.389,,0.108,0.188,79.497,180290.0,4,5 +JUVENILE,Back That Azz Up,68.0,0.874,0.714,7.0,-6.664,1,0.129,0.0155,,0.0968,0.541,95.826,265600.0,4,5 +YUKIKA,Insomnia - JP Ver.,32.0,0.738,0.802,,-3.827,0,0.0572,0.588,1.82e-05,0.234,0.744,104.95,207125.0,4,9 +LEN,Steal My Sunshine - Single Version,57.0,0.405,0.944,4.0,-8.473,1,0.249,0.527,,0.214,0.71,192.147,211467.0,4,9 +Kishore Kumar,Zindagi Ki Yahi Reet Hai,42.0,0.349,0.744,5.0,-8.625,1,0.0468,0.646,5.95e-06,0.262,0.749,93.584,5.22355,4,3 +David Bowie,Loving The Alien - 2018 Remaster,42.0,0.604,0.779,,-7.549,1,0.0262,0.0151,0.0026,0.141,0.762,118.24,7.21133333,4,10 +Suicide,Dream Baby Dream,51.0,0.688,0.716,1.0,-10.437,0,0.032,0.00905,0.732,0.0921,0.977,144.122,384907.0,4,6 +Hadag Nahash,◊û◊¢◊®◊ë◊ï◊ú◊™ ◊©◊ú ◊ó◊ï◊ú,22.0,0.818,0.947,11.0,-3.064,0,0.0566,0.591,0.000394,0.0984,0.936,107.012,277933.0,4,5 +Depths of Hatred,Illusive Obsession,25.0,0.337,0.989,4.0,-5.035,1,0.134,1.54e-05,0.0714,0.424,0.0397,114.985,287364.0,4,8 +Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,2 +"Asha Bhosle, Mahendra Kapoor",Dheere Dheere Bol Koi Sun Lega,2.0,0.455,0.504,3.0,-11.032,1,0.0525,0.96,,0.107,0.767,94.544,5.633333333,4,3 +Lawrence Rothman,Kate's Not Here - Day Wave & Lawrence Rothman Remix,52.0,0.482,0.866,7.0,-4.534,1,0.0293,0.000368,0.116,0.247,0.372,147.994,187364.0,4,6 +Dead Meadow,What Needs Must Be,45.0,0.274,0.606,4.0,-6.493,1,0.03,0.00962,0.0264,0.115,0.685,77.336,256960.0,4,10 +Yuni Wa,Holding On,31.0,0.517,0.768,8.0,-4.739,0,0.0427,0.000122,0.732,0.111,0.73,172.032,245596.0,4,6 +Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,9 +Yael Levi,◊ë◊ú◊ì◊î ◊ú◊†◊ê◊ô◊ë◊ô◊™,30.0,0.588,0.248,9.0,-19.068,0,0.0448,0.291,,0.146,0.357,123.012,216733.0,4,10 +Jade Bird,Headstart,60.0,0.536,0.704,10.0,-7.612,1,0.0417,0.0932,,0.227,0.702,103.134,142819.0,4,6 +Bush,The Kingdom,49.0,0.366,0.845,2.0,-3.893,1,0.096,5.62e-05,9.98e-05,0.197,0.446,174.118,227207.0,4,10 +Kansas,Dust in the Wind,77.0,0.475,0.322,7.0,-10.687,1,0.0283,0.367,0.00056,0.11,0.387,93.503,206267.0,4,10 +Fred Hersch Trio,Infant Eyes,,0.429,0.118,10.0,-19.942,0,0.039,0.898,0.569,0.298,0.172,112.864,7.621133333,3,7 +Fred again..,Angie (I‚Äôve Been Lost),59.0,0.72,0.888,11.0,-9.254,1,0.0847,0.14,0.23,0.0806,0.378,131.97,285093.0,4,6 +Truffel the Phunky Phaqir,Bionic Muscle,43.0,0.897,0.706,10.0,-3.925,0,0.149,0.0143,6.55e-05,0.157,0.841,91.022,180000.0,4,5 +The Black Keys,Howlin' for You,67.0,0.725,0.747,11.0,-5.545,1,0.0876,0.0272,0.0468,0.104,0.38,132.921,191956.0,4,1 +Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,10 +Audioslave,Getaway Car,50.0,0.574,0.456,7.0,-5.66,1,0.0259,0.157,,0.251,0.234,62.261,298893.0,4,10 +Suicide,Dream Baby Dream,51.0,0.688,0.716,1.0,-10.437,0,0.032,0.00905,0.732,0.0921,0.977,144.122,384907.0,4,1 +Powerwolf,Resurrection by Erection - Rerecorded Version,43.0,0.208,0.909,3.0,-5.24,0,0.0802,0.000652,,0.26,0.358,160.001,242807.0,4,8 +Coma Cinema,Her Sinking Sun,43.0,0.466,0.445,1.0,-5.257,0,0.0262,0.275,0.00133,0.361,0.129,90.091,153234.0,4,6 +"John McLaughlin, Shankar Mahadevan, Zakir Hussain",Sakhi,25.0,0.468,0.546,5.0,-9.335,1,0.0654,0.738,0.0298,0.114,0.32,99.934,8.44555,4,0 +ALO,Barbeque,27.0,0.683,0.616,,-9.765,1,0.0398,0.798,2.98e-06,0.134,0.704,123.446,241667.0,4,10 +The Police,Invisible Sun,51.0,0.573,0.396,10.0,-10.927,1,0.031,0.425,0.267,0.0934,0.149,120.308,224200.0,4,10 +Emil Landman,Falling,45.0,0.534,0.679,9.0,-8.346,1,0.0328,0.269,0.0197,0.112,0.209,88.007,202484.0,4,9 +Sara Evans,A Little Bit Stronger,62.0,0.536,0.65,2.0,-5.603,1,0.0337,0.282,1.16e-06,0.0876,0.288,147.93,5.033116667,4,4 +Backstreet Boys,If You Want to Be a Good Girl (Get Yourself a Bad Boy),35.0,0.758,0.869,9.0,-5.474,0,0.0568,0.146,,0.0946,0.83,113.918,4.832216667,4,9 +Bon Jovi,Do What You Can - Single Edit,52.0,0.332,0.771,8.0,-5.05,1,0.0362,0.00906,2.53e-06,0.288,0.686,172.107,231400.0,4,10 +Kadinja,The Modern Rage,31.0,0.515,0.973,11.0,-4.272,0,0.167,2.11e-05,0.000888,0.233,0.134,129.965,246720.0,4,8 +Sumo Cyco,Bad News,33.0,0.603,0.898,5.0,-5.777,0,0.125,0.00835,0.0716,0.386,0.755,156.001,234770.0,4,8 +Eloise,Who's She,15.0,0.49,0.224,5.0,-12.681,0,0.0522,0.835,3.74e-05,0.138,0.216,116.567,199400.0,4,9 +Primal Fear,Vote of No Confidence,46.0,0.439,0.984,9.0,-4.755,1,0.0915,6.25e-06,0.000746,0.0849,0.2,153.99,365987.0,4,8 +Britney Spears,Work Bitch,73.0,0.629,0.824,9.0,-6.53,1,0.159,0.155,0.000628,0.0651,0.852,128.01,247960.0,4,9 +Maggie Lindemann,Knife Under My Pillow,59.0,0.562,0.876,,-4.448,1,0.0463,0.00147,0.000678,0.217,0.525,149.971,122999.0,4,9 +Thelonious Monk Septet,Well You Needn't,31.0,0.472,0.23,5.0,-18.543,0,0.035,0.472,0.000114,0.141,0.498,93.099,682173.0,4,2 +Dire Straits,Why Worry?,49.0,0.596,0.134,4.0,-21.216,1,0.0282,0.933,0.225,0.111,0.107,93.652,504827.0,4,10 +Mondo Cozmo,Come On,39.0,0.225,0.727,,-3.78,1,0.0458,5.14e-06,5.12e-06,0.255,0.365,171.83,209529.0,4,1 +Earth Trax,Ambient Dance - Radio Mix,38.0,0.684,0.69,1.0,-9.885,1,0.0412,0.00512,0.936,0.101,0.167,120.033,231821.0,4,6 +John Harvie,Bleach (On the Rocks),63.0,0.616,0.839,2.0,-4.281,1,0.054,0.0601,,0.294,0.722,85.029,174309.0,4,10 +Ten Thousand Crows,The Lovers,40.0,0.355,0.922,,-2.061,1,0.0753,0.00013,4.3e-05,0.351,0.13,117.585,202360.0,4,8 +The Clash,Rudie Can't Fail - Remastered,50.0,0.636,0.684,6.0,-9.37,0,0.0596,0.00312,,0.0402,0.684,96.989,208867.0,4,10 +The Easybeats,Friday On My Mind,57.0,0.374,0.991,9.0,-1.101,1,0.0813,0.38,0.000719,0.0929,0.51,95.105,2.72155,4,10 +Activity,White Phosphorus,18.0,0.541,0.811,11.0,-7.292,1,0.03,0.0321,0.515,0.211,0.211,137.095,303666.0,4,10 +Olivia Meyer,Landsort,41.0,0.385,0.00573,11.0,-36.214,1,0.0365,0.991,0.699,0.0921,0.302,101.688,2.328166667,4,7 +Kate Nash,Foundations,61.0,0.502,0.904,,-4.01,1,0.0774,0.0886,,0.0839,0.868,84.461,245173.0,4,6 +John Hanks,Grenada Plaza,47.0,0.649,0.103,9.0,-18.252,0,0.0511,0.978,0.45,0.11,0.118,50.767,2.818866667,4,7 +Tame Impala,Lost In Yesterday,71.0,0.569,0.84,1.0,-4.123,1,0.118,0.0295,0.000118,0.0995,0.749,183.059,249587.0,3,6 +Full House Brew Crew,Unforgiving Land,28.0,0.499,0.956,,-5.443,1,0.079,7.29e-05,0.000383,0.412,0.605,159.988,216707.0,4,8 +bloodsimple,Dead Man Walking,50.0,0.541,0.98,1.0,-3.463,1,0.0832,0.000172,1.6e-06,0.319,0.388,107.779,237693.0,4,8 +Tamikrest,Aratane N' Adagh,18.0,0.48,0.382,10.0,-9.017,0,0.0339,0.976,0.911,0.113,0.102,144.069,312333.0,3,2 +David Bowie,The Jean Genie - 2013 Remaster,60.0,0.58,0.571,9.0,-9.116,1,0.0321,0.378,5.13e-06,0.358,0.818,128.15,248013.0,4,1 +Mandevilla,Sno Peas,49.0,0.413,0.266,3.0,-16.193,0,0.0287,0.963,0.918,0.104,0.214,61.237,2.880383333,4,7 +Carbine,Desensitised,29.0,0.179,0.921,6.0,-6.935,0,0.15,4.31e-05,0.691,0.916,0.0848,168.78,201333.0,4,8 +Young Stoner Life,Litty (feat. DaBaby),69.0,0.894,0.472,4.0,-9.837,1,0.307,0.0597,,0.139,0.464,139.977,216053.0,4,5 +daydream Masi,Night Like This,46.0,0.656,0.669,5.0,-8.371,0,0.0415,0.0788,,0.136,0.509,149.909,183218.0,4,6 +John Prine,That's the Way the World Goes Round,55.0,0.636,0.454,5.0,-16.548,1,0.0615,0.599,0.00343,0.304,0.806,155.547,3.33733333,4,0 +Mimi Webb,Dumb Love,80.0,0.569,0.422,,-5.856,1,0.0302,0.0296,,0.0613,0.175,76.96,3.45113333,4,9 +Adri√°n Otero,Me Gusta Ese Tajo,22.0,0.777,0.594,2.0,-6.35,1,0.0419,0.107,,0.125,0.724,108.073,168386.0,4,2 +Arik Einstein,◊ê◊†◊ô ◊ï◊ê◊™◊î - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,32.0,0.572,0.455,2.0,-14.201,1,0.0339,0.39,0.000121,0.0756,0.306,133.701,214571.0,4,10 +Waylon Jennings,"Luckenbach, Texas (Back to the Basics of Love)",56.0,0.684,0.45,7.0,-10.422,1,0.0332,0.704,0.00191,0.243,0.639,102.902,3.34155,4,4 +Shlomo Artzi,◊ú◊ê ◊î◊§◊°◊ß◊™◊ô ◊ú◊ó◊§◊© ◊ê◊ï◊™◊ö,41.0,0.597,0.666,7.0,-5.323,0,0.0372,0.183,,0.12,0.436,136.81,238421.0,4,10 +"Suresh Wadkar, Bela",Pardesi Pardesi - Sad Version,34.0,0.408,0.402,9.0,-9.485,0,0.0397,0.784,,0.218,0.308,73.831,2.670666667,4,3 +Lil Poppa,A.M. Flights (feat. Toosii),51.0,0.482,0.635,5.0,-5.422,0,0.4,0.368,,0.122,0.817,172.231,123123.0,3,5 +Jeff Beck,I Ain't Superstitious,30.0,0.421,0.596,5.0,-10.877,1,0.362,0.536,0.000915,0.107,0.516,167.873,293027.0,3,2 +ILIRA,Dynamite,74.0,0.761,0.821,8.0,-5.238,1,0.202,0.185,,0.0692,0.388,108.13,125879.0,4,9 +Billie Eilish,Therefore I Am,88.0,0.889,0.34,11.0,-7.773,0,0.0697,0.218,0.13,0.055,0.716,94.009,174321.0,4,10 +Eric Carmen,"Hungry Eyes - From ""Dirty Dancing"" Soundtrack",75.0,0.712,0.549,5.0,-9.484,1,0.0254,0.011,,0.118,0.552,109.882,251067.0,4,10 +Sepultura,Refuse / Resist,56.0,0.475,0.953,2.0,-6.951,1,0.15,0.000291,0.00338,0.104,0.232,118.033,199227.0,4,8 +The Devil Wears Prada,Nightfall,55.0,0.261,0.985,8.0,-3.237,1,0.129,0.000187,0.00177,0.316,0.239,159.838,268200.0,3,8 +Dikla,◊©◊ë◊ï◊¢◊ô◊ô◊ù,38.0,0.598,0.69,5.0,-4.758,0,0.303,0.363,,0.0519,0.653,187.934,198300.0,4,9 +Billy Boy Arnold,I Wish You Would,25.0,0.654,0.568,7.0,-11.979,1,0.0272,0.226,0.00356,0.114,0.762,95.116,219560.0,4,2 +Fly Right,Oliver Hazard,31.0,0.686,0.382,10.0,-9.37,1,0.0319,0.518,3.63e-05,0.104,0.273,132.961,3.38845,4,0 +Haricharan,Jagadananda Karaka,15.0,0.597,0.686,2.0,-10.458,1,0.0749,0.288,2.93e-05,0.0876,0.804,152.049,11.61245,4,0 +NOROZ,◊ê◊ô◊ü ◊û◊¶◊ë,23.0,0.8,0.604,8.0,-7.067,1,0.163,0.0159,1.35e-05,0.031,0.515,150.079,133046.0,4,5 +Ehud Banai,◊î◊í◊ô◊ò◊®◊î,17.0,0.389,0.865,,-4.622,1,0.0348,0.00158,0.000134,0.159,0.382,129.726,263720.0,4,10 +The Adverts,Gary Gilmore's Eyes,39.0,0.421,0.598,4.0,-6.078,0,0.0487,0.0349,4.8e-06,0.416,0.778,157.927,136960.0,4,1 +Cedric Burnside,We Made It,45.0,0.725,0.746,2.0,-7.785,1,0.0292,0.0223,0.0357,0.293,0.819,107.205,214613.0,4,2 +Kula Shaker,Hush,53.0,0.484,0.852,8.0,-6.83,1,0.0451,0.000251,1.05e-06,0.0761,0.806,117.792,174787.0,4,10 +Qrion,Monolith,43.0,0.731,0.644,8.0,-11.248,0,0.0416,0.0267,0.824,0.0639,0.24,120.0,322058.0,4,1 +Proxy,Raven,11.0,0.345,0.698,1.0,-8.214,1,0.171,0.00735,0.872,0.14,0.0395,127.992,354129.0,4,1 +"Amitabh Bachchan, Pran",Sir Main Vijay Bol Raha Hun - Dialogues,2.0,0.396,0.347,8.0,-15.483,1,0.373,0.95,0.289,0.398,0.497,73.548,29.45,4,3 +Lloyd Cole and the Commotions,Rattlesnakes,49.0,0.457,0.884,9.0,-9.954,1,0.0675,0.02,4.17e-05,0.09,0.682,151.747,207427.0,4,1 +Sam Flax,Fire Doesn't Burn Itself,35.0,0.547,0.757,6.0,-2.479,0,0.0362,0.000577,0.197,0.0789,0.335,112.919,327489.0,4,9 +SEB,seaside_demo,62.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,132000.0,4,9 +Scorpions,Blackout - 2015 Remaster,42.0,0.186,0.943,9.0,-2.154,1,0.0874,0.0068,0.0622,0.59,0.603,179.557,230840.0,4,8 +"Britney Spears, G-Eazy",Make Me... (feat. G-Eazy),,0.702,0.7,7.0,-6.672,0,0.0925,0.146,,0.206,0.591,122.982,3.849333333,4,9 +"Kishore Kumar, Alisha Chinai",Kate Nahin Kat Te,39.0,0.569,0.55,8.0,-10.342,1,0.0702,0.589,,0.0931,0.495,131.082,6.628216667,4,3 +Erick the Architect,I Can't Lose,56.0,0.678,0.627,10.0,-10.659,0,0.164,0.21,,0.397,0.365,115.062,197500.0,4,5 +Nasta Super,Que Curioso,17.0,0.701,0.612,8.0,-9.65,0,0.0325,0.367,5e-05,0.103,0.26,99.131,314840.0,3,2 +The Beths,Jump Rope Gazers,39.0,0.56,0.412,5.0,-11.908,1,0.0255,0.00795,1.43e-06,0.107,0.44,99.979,312182.0,4,1 +Sonic Youth,I Love You Mary Jane,45.0,0.643,0.271,,-16.505,0,0.0842,0.00235,0.461,0.546,0.263,79.402,229267.0,4,10 +Old Dominion,I Was On a Boat That Day,72.0,0.535,0.915,11.0,-3.819,1,0.0991,0.00699,,0.224,0.731,140.13,2.976883333,4,4 +Peled,◊§◊ú◊ê◊ò◊ï,22.0,0.797,0.475,9.0,-10.674,0,0.158,0.258,2.1e-06,0.168,0.584,120.041,285179.0,4,5 +Dudu Aharon,◊ê◊ú ◊™◊°◊í◊®◊ô ◊ú◊ô ◊™◊≥◊ì◊ú◊™,19.0,0.532,0.5,4.0,-6.3,0,0.0265,0.51,,0.0959,0.642,99.739,274880.0,4,9 +The Killers,Somebody Told Me,74.0,0.497,0.97,10.0,-4.851,0,0.0836,9.04e-05,0.000674,0.101,0.689,138.081,197200.0,4,10 +Big Audio Dynamite,E=MC2,50.0,0.721,0.782,2.0,-9.723,0,0.0529,0.716,,0.204,0.844,129.975,354627.0,4,6 +Cradle Of Filth,Cruelty Brought Thee Orchids,39.0,0.262,0.983,,-4.855,0,0.102,0.000977,0.00687,0.294,0.366,132.606,438733.0,4,8 +"Johnny ""Guitar"" Watson",Cuttin' In,29.0,0.537,0.356,10.0,-12.071,1,0.0315,0.721,,0.0973,0.564,85.307,195133.0,3,2 +D√òDSENGEL,AZONEI WYRDWALKER,25.0,0.138,0.951,10.0,-3.951,0,0.178,2.22e-05,0.484,0.244,0.0262,140.345,478302.0,4,8 +Flying Lotus,Black Gold,62.0,0.401,0.918,8.0,-5.274,1,0.367,0.0149,0.77,0.397,0.525,86.063,95973.0,4,1 +Boy 8-Bit,Suspense Is Killing Me,19.0,0.962,0.253,5.0,-11.178,0,0.335,0.00578,,0.0751,0.137,127.003,293883.0,4,6 +Mazzy Star,Fade Into You,73.0,0.42,0.33,9.0,-13.925,1,0.0275,0.245,0.000679,0.0677,0.175,157.143,295600.0,3,6 +The Clash,Rock the Casbah - Remastered,71.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,3.70711667,4,10 +Cheap Trick,California Man,36.0,0.527,0.939,9.0,-7.97,1,0.0467,0.0065,3.83e-05,0.177,0.865,155.838,224800.0,4,2 +Eden Ben Zaken,◊ó◊¶◊ô ◊û◊ì◊ô◊†◊î,36.0,0.585,0.633,5.0,-5.243,0,0.0371,0.512,,0.206,0.367,150.093,177337.0,4,9 +Cracker,Low,58.0,0.329,0.646,7.0,-6.962,1,0.0283,0.0093,0.00469,0.101,0.471,173.974,276132.0,4,10 +Alan Jackson,Chattahoochee,72.0,0.606,0.706,,-9.665,1,0.0379,0.362,,0.16,0.819,174.533,2.469333333,4,4 +Billy Joel,"Lullabye (Goodnight, My Angel)",57.0,0.442,0.157,7.0,-13.791,1,0.0324,0.948,,0.224,0.22,76.48,214400.0,4,10 +Britney Spears,Overprotected - The Darkchild Remix - Remastered,39.0,0.433,0.815,5.0,-4.737,0,0.38,0.0072,1.92e-06,0.356,0.911,191.803,3.334216667,4,9 +Junkyard Drive,Let It Burn,36.0,0.367,0.856,1.0,-11.546,1,0.065,6.98e-05,0.00609,0.0492,0.322,167.849,220000.0,4,10 +Jake Wesley Rogers,Middle of Love,47.0,0.563,0.612,10.0,-6.785,1,0.0369,0.0406,6.33e-06,0.432,0.341,134.896,200902.0,4,1 +Hannah Wicklund,Bomb Through the Breeze,44.0,0.401,0.591,2.0,-4.65,1,0.0299,0.00252,0.00278,0.313,0.691,82.133,164645.0,4,2 +Middle Kids,Stacking Chairs,39.0,0.549,0.758,8.0,-5.991,1,0.0262,0.0267,0.000376,0.213,0.486,109.975,188347.0,4,6 +Hatikva 6,◊ú◊ó◊ñ◊ï◊® ◊î◊ë◊ô◊™◊î,43.0,0.521,0.65,8.0,-6.474,1,0.0436,0.272,,0.0844,0.743,156.003,231526.0,4,9 +Sad Night Dynamite,Krunk - LARRY PINK THE HUMAN Remix,34.0,0.599,0.815,1.0,-3.426,1,0.0373,0.00608,0.282,0.118,0.213,100.013,250800.0,4,10 +Dylan Scott,My Girl,67.0,0.652,0.719,1.0,-7.251,1,0.033,0.0353,,0.108,0.24,94.969,3.294,4,4 +Freak Slug,Radio,42.0,0.693,0.528,1.0,-8.468,1,0.0259,0.699,0.846,0.114,0.597,107.949,191528.0,4,6 +Reymour,De ma Tour,37.0,0.632,0.787,10.0,-7.42,0,0.0326,0.295,0.302,0.572,0.808,149.967,196986.0,3,6 +Kishore Kumar,Hum To Mohabbat Karega,9.0,0.806,0.427,9.0,-7.701,0,0.209,0.948,0.00097,0.112,0.878,103.606,3.254,4,3 +The Cold Stares,In the Middle,27.0,0.703,0.606,9.0,-9.871,1,0.0303,0.0392,0.0322,0.139,0.567,90.065,214818.0,4,2 +Syl Johnson,Who's Still in Love,9.0,0.749,0.857,,-6.188,1,0.0603,0.0709,0.000516,0.067,0.847,118.728,189093.0,4,2 +Helena Deland,Someone New,45.0,0.535,0.763,1.0,-10.16,0,0.0788,0.578,0.573,0.103,0.166,148.027,229502.0,4,1 +Eleine,Mein Herz brennt,44.0,0.546,0.667,7.0,-9.884,1,0.0401,0.000272,0.125,0.108,0.185,83.235,281373.0,4,8 +Declan McKenna,Brazil,73.0,0.687,0.617,4.0,-5.213,1,0.0287,0.0941,1.27e-05,0.0898,0.665,121.079,252307.0,4,6 +Josh Teskey,Push The Blues Away,51.0,0.538,0.381,2.0,-8.119,1,0.0349,0.797,3.56e-06,0.115,0.193,86.023,209619.0,4,2 +Tones And I,Cloudy Day,73.0,0.705,0.776,4.0,-6.096,1,0.0445,0.0643,2.81e-06,0.0246,0.366,116.011,3.0884,4,9 +Pavement,Gold Soundz,53.0,0.448,0.614,9.0,-9.357,1,0.031,0.0675,,0.14,0.479,126.459,159707.0,4,6 +LASTMONDAY,Freestyle Cruda,29.0,0.636,0.824,,-7.458,1,0.134,0.137,,0.208,0.765,184.05,149348.0,4,9 +Britney Spears,Invitation,,0.366,0.652,6.0,-7.17,1,0.11,0.0332,6.85e-05,0.0947,0.156,112.33,3.333116667,4,9 +TV On The Radio,Wolf Like Me,59.0,0.346,0.785,7.0,-4.991,1,0.0434,0.00165,0.00806,0.124,0.186,175.986,277467.0,4,1 +Ali Handal,Shut Your Mouth and Do Something,31.0,0.611,0.688,7.0,-6.044,1,0.0848,0.00402,1.84e-06,0.15,0.691,119.995,200449.0,4,2 +Wetter,Love Is All Around,36.0,0.547,0.514,8.0,-5.856,1,0.0298,0.45,,0.0373,0.415,80.943,265265.0,4,10 +Giraffes? Giraffes!,At the Turf Field Behind My Parents' House,37.0,0.563,0.648,9.0,-13.441,1,0.0284,0.529,0.882,0.342,0.685,80.002,273782.0,4,10 +Morray,Trenches,58.0,0.644,0.607,2.0,-8.066,1,0.47,0.00685,,0.0786,0.403,161.796,193200.0,3,5 +–∏—Å—Ç–æ—á–Ω–∏–∫,—Å—Ç—Ä–∞—Ö,40.0,0.379,0.685,11.0,-6.433,0,0.0353,0.0134,0.00778,0.294,0.112,105.584,203333.0,4,6 +TOOL,Fear Inoculum,62.0,0.31,0.584,7.0,-10.091,1,0.042,0.000827,0.512,0.0528,0.16,86.913,620101.0,4,8 +Tesher,Jalebi Baby,77.0,0.68,0.895,2.0,-7.144,1,0.0378,0.0156,0.000374,0.145,0.824,93.037,189375.0,4,9 +UniBe@t,Expectations,17.0,0.77,0.665,9.0,-7.58,0,0.43,0.00592,0.156,0.268,0.725,113.974,271579.0,4,6 +Guns N' Roses,Nightrain,61.0,0.4,0.992,6.0,-6.995,1,0.0725,0.107,0.0117,0.179,0.243,149.412,266173.0,4,10 +U2,Stuck In A Moment You Can't Get Out Of,64.0,0.526,0.665,4.0,-4.997,1,0.0243,0.407,0.000271,0.169,0.285,158.493,273467.0,4,10 +blink-182,Darkside,62.0,0.497,0.923,4.0,-3.04,1,0.11,0.00627,,0.082,0.545,155.11,180960.0,4,10 +Mac Curtis,That Ain't Nothin' but Right,23.0,0.691,0.749,9.0,-5.686,1,0.042,0.603,0.00376,0.0469,0.867,94.989,134493.0,4,10 +luxury elite,Strut (Áå´ „Ç∑ Corp. Remix),38.0,0.582,0.94,1.0,-7.675,1,0.0389,0.0406,0.923,0.696,0.671,92.946,145087.0,4,6 +Down for Tomorrow,Trouble Prone,28.0,0.471,0.927,2.0,-3.165,1,0.0743,1.78e-05,,0.135,0.479,138.025,149629.0,4,10 +Mickey Lamantia,Honky Tonk Confessions,44.0,0.671,0.667,2.0,-5.451,1,0.0271,0.0328,,0.08,0.671,111.967,228853.0,4,10 +Omer Adam,◊ë◊ï◊ß◊®◊©◊ò,37.0,0.653,0.941,,-2.939,0,0.114,0.134,,0.318,0.613,129.96,227840.0,4,9 +Samia,Big Wheel,58.0,0.553,0.512,5.0,-7.759,1,0.0465,0.569,3.87e-05,0.107,0.259,94.96,195773.0,4,6 +"Udit Narayan, Sadhana Sargam",Pehla Nasha,55.0,0.458,0.339,5.0,-14.309,1,0.0333,0.775,2.04e-05,0.0799,0.529,151.986,4.856666667,4,3 +ZZ Top,Cheap Sunglasses,48.0,0.617,0.461,5.0,-14.485,0,0.0434,0.148,0.0151,0.12,0.828,93.853,288400.0,4,10 +Queensr√øche,Silent Lucidity - Remastered 2003,63.0,0.462,0.628,7.0,-5.659,1,0.0274,0.0534,0.00025,0.12,0.0981,140.049,347760.0,4,8 +Young Stoner Life,Ski,82.0,0.953,0.621,8.0,-7.638,0,0.221,0.017,,0.0398,0.883,123.016,152333.0,4,5 +Curley Weaver,You Was Born To Die,37.0,0.564,0.269,2.0,-13.749,1,0.0443,0.995,0.00483,0.132,0.602,103.355,171546.0,4,2 +Talking Heads,Once in a Lifetime - 2005 Remaster,70.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,259907.0,4,6 +Fuel,Hemorrhage (In My Hands),48.0,0.313,0.831,1.0,-3.894,1,0.0404,0.000127,0.000341,0.24,0.332,152.034,236867.0,4,10 +Eric B. & Rakim,Paid In Full,50.0,0.902,0.743,7.0,-11.136,1,0.229,0.000755,0.00104,0.0555,0.423,98.944,228267.0,4,5 +bonsi,Mouth of Shame,32.0,0.468,0.539,4.0,-12.652,0,0.241,0.5,0.00714,0.132,0.0824,115.083,221217.0,4,1 +SID,£∞Ëâ≤,37.0,0.408,0.591,5.0,-4.151,1,0.0305,0.0836,,0.102,0.269,74.783,303667.0,4,10 +Van Halen,Jump - 2015 Remaster,78.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,4.02666667,4,10 +Prince Rapid,Gladiator - Instrumental,9.0,0.78,0.972,6.0,0.119,0,0.253,0.0107,0.0296,0.1,0.958,137.056,198000.0,4,5 +Aura Blum,Dolor,29.0,0.533,0.562,6.0,-6.664,0,0.0247,0.526,0.616,0.182,0.278,103.055,196408.0,4,6 +WSTR,Filthy,51.0,0.614,0.885,8.0,-6.485,1,0.0891,0.0123,,0.312,0.577,117.98,187207.0,4,10 +Aviv Geffen,◊í◊©◊ù ◊õ◊ë◊ì ◊¢◊ï◊û◊ì ◊ú◊ô◊§◊ï◊ú,34.0,0.263,0.753,7.0,-3.842,1,0.0341,0.123,9.48e-05,0.724,0.47,126.388,242693.0,4,10 +Langston Hughes,Dreams,8.0,0.745,0.102,2.0,-19.061,1,0.937,0.982,,0.124,0.371,88.247,57443.0,4,5 +From Sorrow To Serenity,Reclaim,30.0,0.503,0.979,,-3.685,0,0.0596,0.00102,0.862,0.14,0.391,106.015,196320.0,4,8 +MC Lyte,Poor Georgie,44.0,0.837,0.688,10.0,-7.307,0,0.216,0.0329,,0.0999,0.708,95.565,270093.0,4,5 +Songhoy Blues,Soubour,43.0,0.62,0.875,11.0,-5.957,0,0.0256,0.0159,0.374,0.344,0.903,101.872,212307.0,4,2 +Dustin Tebbutt,Love Is Blind,34.0,0.571,0.477,2.0,-12.319,1,0.0392,0.6,0.391,0.111,0.466,77.954,3.88453333,4,0 +The Smashing Pumpkins,Farewell And Goodnight - Remastered 2012,43.0,0.648,0.295,11.0,-15.026,1,0.0292,0.811,0.0164,0.0806,0.175,140.062,264240.0,4,10 +U2,Red Hill Mining Town - Remastered 2007,43.0,0.337,0.657,,-9.316,1,0.033,0.161,0.0029,0.257,0.415,69.129,292867.0,4,10 +American Authors,Luck,53.0,0.554,0.806,,-3.463,1,0.046,0.00177,,0.165,0.646,144.923,220693.0,4,10 +Kali,Do A Bitch (Remix) [feat. Rico Nasty],64.0,0.874,0.531,11.0,-8.425,1,0.34,0.0252,,0.305,0.514,111.999,198951.0,4,5 +boy-ish,time again,23.0,0.875,0.408,10.0,-10.056,1,0.247,0.841,0.183,0.0579,0.472,131.972,150828.0,4,6 +Jason Aldean,Amarillo Sky,60.0,0.491,0.776,2.0,-3.887,1,0.0393,0.314,,0.146,0.428,154.988,3.375783333,4,4 +fanclubwallet,Bike Song,31.0,0.821,0.695,7.0,-5.841,1,0.042,0.0402,0.0312,0.0599,0.903,107.006,144667.0,4,6 +Biddu,Baat Ban Jaye - Qurbani / Soundtrack Version,26.0,0.689,0.617,7.0,-10.666,1,0.0314,0.645,0.574,0.0546,0.978,108.811,3.25645,4,3 +Jme,96 Bars of Revenge,42.0,0.566,0.907,1.0,-8.277,1,0.522,0.0546,,0.119,0.56,93.164,224213.0,5,5 +The Smashing Pumpkins,Landslide,59.0,0.422,0.208,10.0,-15.886,1,0.0318,0.896,0.0265,0.192,0.354,111.549,190587.0,3,10 +Neumatic Parlo,Real Insight,21.0,0.397,0.835,11.0,-8.619,1,0.0383,1.32e-05,0.694,0.21,0.389,147.017,202953.0,4,10 +Nick Lowe,Cruel To Be Kind,57.0,0.694,0.656,,-10.598,1,0.026,0.0586,1.81e-06,0.0505,0.803,131.679,210131.0,4,10 +Fantastic Negrito,Chocolate Samurai,46.0,0.739,0.669,5.0,-8.79,1,0.0386,0.0274,0.00464,0.123,0.547,128.26,295839.0,4,10 +Alessia Cara,Sweet Dream,71.0,0.76,0.532,,-9.177,1,0.127,0.252,,0.252,0.5,123.064,3.03136667,4,9 +Northlane,Clockwork,60.0,0.48,0.97,8.0,-5.006,0,0.0595,3.72e-05,0.309,0.29,0.346,136.123,238373.0,4,8 +Mahendra Kapoor,Jai Janani Jai Bharat Maa,1.0,0.571,0.585,1.0,-8.611,1,0.123,0.974,1.59e-05,0.113,0.825,82.565,3.34,3,3 +"Pritam, Arijit Singh, Antara Mitra, Nikhil D'Souza",Dil Hi Toh Hai,55.0,0.482,0.694,,-5.368,1,0.042,0.452,,0.11,0.573,90.196,4.674933333,4,3 +Mohammed Rafi,Chahoonga Main Tujhe,25.0,0.352,0.331,8.0,-12.489,1,0.0489,0.994,0.663,0.245,0.255,77.039,4.908216667,4,3 +Icewear Vezzo,Up The Sco (feat. Lil Durk),58.0,0.828,0.663,10.0,-6.158,0,0.357,0.172,,0.206,0.691,78.477,165121.0,4,5 +Dayglow,Woah Man,,0.497,0.675,2.0,-7.442,1,0.0332,0.0035,0.000367,0.219,0.338,79.965,208587.0,4,6 +Tame Impala,Remember Me,52.0,0.631,0.851,7.0,-5.871,1,0.04,0.392,0.0647,0.57,0.469,107.008,261040.0,4,10 +The Isley Brothers,That Lady - Live,22.0,0.465,0.903,,-6.971,0,0.081,0.000515,0.00783,0.853,0.787,142.687,216907.0,4,10 +Robert Plant,Big Log - 2006 Remaster,59.0,0.554,0.639,9.0,-7.163,0,0.0278,0.359,0.00274,0.205,0.644,180.638,5.08,4,10 +Mos Def,Ms. Fat Booty,69.0,0.782,0.589,1.0,-4.827,1,0.189,0.148,,0.164,0.869,90.438,223547.0,4,5 +Sonna,Something's Gotta Give,31.0,0.666,0.463,1.0,-7.806,0,0.086,0.413,,0.232,0.497,84.903,140965.0,4,5 +Glen Hansard,Wedding Ring,41.0,0.481,0.385,4.0,-12.981,1,0.0458,0.62,0.117,0.114,0.363,148.504,4.78888333,3,0 +Hyro The Hero,Bullet,51.0,0.59,0.857,6.0,-3.982,0,0.0831,4.67e-05,6.4e-06,0.284,0.652,110.027,173733.0,4,8 +Faith Hill,Cry,47.0,0.512,0.645,8.0,-5.631,1,0.029,0.141,,0.0987,0.283,111.015,3.771783333,3,4 +R.E.M.,Losing My Religion,82.0,0.666,0.855,9.0,-5.051,0,0.0295,0.179,1.2e-06,0.0987,0.803,125.639,268427.0,4,10 +"Alexander Glazunov, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd","Mélodie, Op.20, No.1",,0.105,0.092,2.0,-23.655,1,0.0422,0.99,0.864,0.116,0.0838,89.542,6.625333333,4,7 +Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,1 +WHOKILLEDXIX,spy?,77.0,0.87,0.565,11.0,-5.356,0,0.0581,0.0631,0.0579,0.104,0.646,100.041,2.565366667,4,9 +The Orwells,Who Needs You,42.0,0.3,0.88,5.0,-4.573,1,0.0465,1.37e-05,0.0273,0.0746,0.563,207.92,199147.0,4,6 +James Smith,I Don't Wanna Know,44.0,0.254,0.266,7.0,-8.603,1,0.0347,0.791,1.42e-06,0.114,0.221,165.336,208954.0,3,9 +Mark Morton,All I Had To Lose (feat. Mark Morales),45.0,0.328,0.232,9.0,-16.28,0,0.0339,0.419,,0.11,0.412,149.444,195700.0,4,10 +Audioslave,Cochise,67.0,0.452,0.873,9.0,-4.867,1,0.0613,0.000519,,0.0592,0.433,80.473,222027.0,4,10 +Girlhood,It Might Take A Woman,49.0,0.59,0.864,4.0,-5.478,1,0.0327,0.000453,1.06e-06,0.275,0.272,102.972,190960.0,4,6 +Sticky,Booo! (feat. Ms Dynamite) - Original Dirty Mix,46.0,0.6,0.77,6.0,-7.077,1,0.195,0.0004,0.000264,0.0533,0.625,131.582,327293.0,4,5 +Mr Eazi,The Don,55.0,0.637,0.457,2.0,-8.455,1,0.259,0.402,0.000129,0.231,0.4,66.743,168896.0,3,9 +Processor,Royal Leash,47.0,0.6,0.833,1.0,-3.736,1,0.0402,3.68e-05,0.805,0.646,0.16,118.023,223729.0,4,8 +Glass Heart,Loved & Lost,10.0,0.499,0.905,11.0,-9.354,0,0.0585,0.000186,,0.072,0.418,110.019,244500.0,4,8 +Leah Nobel,Over the Moon,39.0,0.641,0.435,2.0,-9.88,1,0.0485,0.461,0.000153,0.132,0.22,76.01,208882.0,4,9 +Flyleaf,All Around Me,53.0,0.472,0.88,9.0,-4.925,1,0.0519,0.0257,,0.0506,0.5,146.929,198467.0,4,10 +Dan Mangan,Fool For Waiting,45.0,0.325,0.342,7.0,-8.86,1,0.0358,0.748,6.63e-05,0.101,0.264,92.08,4.05333333,4,0 +Jammz,The World,14.0,0.856,0.336,1.0,-10.061,0,0.0777,0.0403,0.0857,0.116,0.249,143.002,229700.0,4,5 +Gary Moore,Cold Wind Blows,11.0,0.608,0.739,4.0,-10.582,0,0.0416,0.0102,0.552,0.202,0.268,97.884,329733.0,4,2 +Abbath,Winter Bane,39.0,0.471,0.959,8.0,-6.042,1,0.0545,1.02e-05,0.844,0.183,0.194,141.969,409840.0,4,8 +Daniel Lee,Huckleberry,44.0,0.442,0.615,,-7.909,1,0.0321,0.0557,5.73e-05,0.182,0.44,84.944,230412.0,4,10 +Rush,What You're Doing,37.0,0.436,0.826,11.0,-9.457,0,0.0532,0.0305,0.00572,0.128,0.56,99.106,262107.0,4,10 +Whitney Houston,Greatest Love of All - Live from That's What Friends Are For: Arista Records 15th Anniversary Concert,36.0,0.321,0.604,8.0,-6.718,1,0.0554,0.643,,0.977,0.267,112.01,6.838,4,9 +Ali Gatie,Sunrise,55.0,0.684,0.495,5.0,-8.282,0,0.0297,0.223,,0.154,0.19,99.991,184710.0,4,9 +Omer Adam,◊†◊©◊ë◊¢◊™◊ô ◊ú◊¢◊ï◊ú◊ù,27.0,0.447,0.59,10.0,-4.331,0,0.0281,0.477,2.43e-06,0.144,0.304,145.014,295093.0,4,9 +Chelsea Cutler,Walking Away,69.0,0.551,0.381,2.0,-8.919,1,0.203,0.748,,0.135,0.271,97.216,2.93953333,4,9 +The Animals,House of the Rising Sun,74.0,0.316,0.484,9.0,-9.11,0,0.0308,0.000334,0.00445,0.0912,0.299,117.363,269907.0,3,6 +New Order,Blue Monday - 2016 Remaster,67.0,0.793,0.703,,-9.548,1,0.0581,0.000726,0.88,0.075,0.856,130.27,450800.0,4,6 +Blind Faith,Can't Find My Way Home,34.0,0.32,0.545,1.0,-14.043,1,0.0415,0.586,0.00262,0.605,0.605,87.618,373893.0,4,6 +Hiatus Kaiyote,Get Sun (feat. Arthur Verocai) - Pocket Size Radio Edit,55.0,0.311,0.632,7.0,-6.852,1,0.0878,0.0206,0.000429,0.0714,0.467,90.713,280375.0,4,1 +BONES UK,Pretty Waste,51.0,0.66,0.835,4.0,-3.79,1,0.114,0.0001,0.000443,0.247,0.544,94.014,170500.0,4,10 +Eddie Burns,You Got To Love Me With A Feeling,5.0,0.49,0.485,2.0,-8.14,1,0.132,0.733,0.0188,0.0867,0.523,185.73,336040.0,3,2 +Sonny Boy Williamson I,Got The Bottle Up And Gone,35.0,0.612,0.117,9.0,-15.357,1,0.177,0.99,0.00031,0.0788,0.781,172.444,153260.0,4,2 +The Chemical Brothers,Block Rockin' Beats,4.0,0.558,0.982,10.0,-3.125,0,0.063,0.0221,0.508,0.117,0.684,109.372,313667.0,4,6 +Apoorva Krishna,Valencia,13.0,0.61,0.712,5.0,-6.822,1,0.0408,0.135,0.483,0.175,0.349,99.975,294999.0,5,6 +CLOVES,Better Now - Acoustic,45.0,0.741,0.164,11.0,-12.18,0,0.0334,0.924,0.000889,0.108,0.299,100.491,234551.0,3,9 +Dani de Morón,Creer Para Ver,41.0,0.4,0.285,5.0,-12.209,0,0.0625,0.969,0.862,0.109,0.105,79.115,5.96645,4,7 +The Searchers,Needles and Pins - Mono,57.0,0.565,0.953,9.0,-6.504,1,0.0393,0.0546,2.95e-05,0.0637,0.887,124.287,131360.0,4,10 +REINDIER,You Took It All,20.0,0.509,0.333,6.0,-12.622,0,0.0779,0.0835,2.6e-06,0.133,0.243,111.002,181127.0,4,9 +Judas Priest,Lightning Strike,54.0,0.521,0.915,9.0,-5.705,0,0.0544,1.69e-05,0.43,0.065,0.336,112.507,209453.0,3,8 +Sam Hunt,Break Up In A Small Town,68.0,0.579,0.776,8.0,-5.365,1,0.173,0.0749,,0.239,0.434,136.044,3.831333333,4,4 +Daya,Montana,39.0,0.602,0.405,2.0,-7.157,1,0.0319,0.903,,0.133,0.321,137.743,203869.0,4,9 +Rasmus Jenzen,The Well,46.0,0.619,0.3,9.0,-8.95,1,0.0982,0.942,0.908,0.141,0.443,106.717,1.75025,4,7 +Moon Fever,Cocaine,45.0,0.48,0.879,11.0,-4.67,0,0.0933,8.87e-05,,0.0828,0.289,141.063,143400.0,4,8 +Deathbeds AU,A Night in Hell,32.0,0.396,0.968,3.0,-4.322,1,0.131,5.49e-05,0.494,0.263,0.178,161.021,212143.0,4,8 +The Stranglers,No More Heroes - 1996 Remaster,52.0,0.293,0.933,,-8.082,1,0.0701,0.000109,0.145,0.336,0.837,150.994,207440.0,4,10 +Muddy Waters,I'm Your Hoochie Coochie Man,3.0,0.469,0.297,7.0,-12.576,1,0.0733,0.908,,0.0604,0.802,71.683,172373.0,4,2 +SMOKIN‚ÄôtheJAZZ,Look up at the sky,36.0,0.699,0.678,5.0,-11.312,1,0.0398,0.0132,0.000215,0.103,0.862,110.974,277951.0,4,9 +Noel Gallagher's High Flying Birds,AKA... What A Life!,40.0,0.447,0.927,6.0,-3.3,0,0.0508,0.000297,0.362,0.0972,0.104,119.034,264480.0,4,6 +The Heavy,Short Change Hero,60.0,0.68,0.64,1.0,-6.691,0,0.0336,0.29,0.00593,0.124,0.738,105.981,322267.0,4,9 +Nekromantheon,Thanatos,16.0,0.0646,0.995,6.0,-7.07,0,0.143,7.39e-05,0.868,0.295,0.0351,204.316,214544.0,4,8 +Blue Öyster Cult,(Don't Fear) The Reaper,75.0,0.333,0.927,9.0,-8.55,0,0.0733,0.0029,0.000208,0.297,0.385,141.466,5.13533333,4,10 +Richard Thompson,1952 Vincent Black Lightning,56.0,0.488,0.209,10.0,-19.549,1,0.0369,0.374,5.05e-06,0.103,0.362,120.63,4.72488333,4,0 +YBN Almighty Jay,Bring Out The Hoochies,51.0,0.768,0.733,10.0,-7.057,0,0.068,0.0823,0.0163,0.113,0.64,116.98,150976.0,4,5 +La La Lars,Pour Qui Pourquoi,34.0,0.29,0.58,7.0,-8.18,0,0.0346,0.692,0.933,0.368,0.505,89.848,4.814666667,4,7 +Scotty McCreery,This Is It,1.0,0.557,0.511,8.0,-6.788,1,0.0291,0.254,,0.099,0.602,156.042,3.84955,4,4 +Fickle Friends,IRL,46.0,0.666,0.815,5.0,-5.692,1,0.0622,0.0702,3.57e-05,0.762,0.788,101.972,204065.0,4,9 +Saves The Day,Shoulder to the Wheel,45.0,0.35,0.958,4.0,-4.597,1,0.0949,0.000436,,0.314,0.555,190.501,199573.0,4,10 +Gaffa Tape Sandy,Kill the Chord,34.0,0.358,0.912,9.0,-4.651,1,0.05,3.36e-06,0.00271,0.122,0.578,156.873,205400.0,4,10 +TV On The Radio,Golden Age,30.0,0.71,0.807,5.0,-5.83,0,0.0622,0.0147,5.6e-05,0.0949,0.565,110.051,251893.0,4,6 +The Cars,Magic,49.0,0.683,0.806,9.0,-7.574,1,0.042,0.125,0.000548,0.191,0.962,118.032,3.95155,4,10 +Osi And The Jupiter,Baldur,46.0,0.104,0.352,9.0,-15.31,0,0.0422,0.194,0.858,0.0904,0.0373,90.265,395337.0,3,8 +The Surfaris,Wipe Out,45.0,0.461,0.955,11.0,-6.684,1,0.0489,0.111,0.532,0.952,0.725,160.073,166092.0,4,10 +Johnny Duncan,Thinkin' of a Rendezvous - Single Version,45.0,0.674,0.552,9.0,-9.904,1,0.04,0.23,,0.274,0.787,127.313,3.379783333,4,4 +Dimmu Borgir,The Serpentine Offering,45.0,0.135,0.964,7.0,-3.492,0,0.113,3.18e-05,0.0297,0.0731,0.0799,154.486,309213.0,3,8 +Climax Blues Band,"Hey Baby, Everything's Gonna Be Alright, Yeh Yeh Yeh",31.0,0.462,0.877,7.0,-9.245,0,0.0459,0.147,0.857,0.362,0.852,133.131,266120.0,4,2 +Beastie Boys,Fight For Your Right,70.0,0.503,0.858,8.0,-6.296,1,0.0657,0.00757,0.00234,0.0803,0.419,133.615,208653.0,5,10 +Elmore James,The Sky Is Crying,53.0,0.294,0.611,2.0,-6.268,1,0.0348,0.0226,0.435,0.114,0.567,178.191,166400.0,3,2 +Brent Faiyaz,"Gravity (feat. Tyler, The Creator)",79.0,0.539,0.615,1.0,-8.746,0,0.252,0.173,0.0056,0.144,0.493,163.924,214693.0,4,5 +Phani Narayana,Cheri Yasodaku,15.0,0.607,0.281,,-15.041,1,0.0475,0.956,0.667,0.116,0.414,151.986,320993.0,4,6 +Loverboy,Working for the Weekend,68.0,0.515,0.766,7.0,-12.768,1,0.0343,0.0249,0.00103,0.455,0.774,146.911,221000.0,4,10 +Sonny Landreth,Soul Salvation - Live,27.0,0.561,0.836,9.0,-8.904,1,0.0913,0.184,0.00355,0.859,0.495,132.041,272160.0,3,2 +Nirvana,Polly,62.0,0.83,0.382,2.0,-11.231,0,0.0566,0.884,0.301,0.11,0.54,121.12,173853.0,4,10 +Atmosphere,God's Bathroom Floor,53.0,0.596,0.712,6.0,-5.305,1,0.313,0.146,,0.103,0.2,81.846,238800.0,4,5 +Fishbone,Bonin' In the Boneyard,40.0,0.663,0.96,1.0,-4.927,1,0.108,0.0344,0.445,0.371,0.408,130.404,284627.0,4,10 +Tion Wayne,"Body (Remix) [feat. ArrDee, E1 (3x3), ZT (3x3), Bugzy Malone, Buni, Fivio Foreign & Darkoo]",90.0,0.883,0.674,11.0,-8.043,0,0.357,0.21,,0.0678,0.73,141.02,278085.0,4,5 +Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,10 +Hobosexual,Trans Am Sunday,24.0,0.326,0.904,10.0,-2.683,0,0.129,0.195,0.00966,0.675,0.244,128.696,353583.0,4,10 +Keane,Somewhere Only We Know,77.0,0.448,0.665,9.0,-4.203,1,0.026,0.06,2.55e-05,0.0828,0.304,172.004,237147.0,4,10 +Marina Maximilian,Tango,36.0,0.572,0.695,7.0,-7.929,0,0.028,0.00298,0.123,0.171,0.252,140.005,250018.0,4,9 +Aviana,Heavy Feather - Instrumental,27.0,0.22,0.964,8.0,-3.927,1,0.166,4.93e-06,0.939,0.394,0.134,199.996,271333.0,4,8 +Danny Bassan,◊ú◊ô◊ú◊î,17.0,0.473,0.358,2.0,-8.795,1,0.0276,0.85,5.73e-06,0.106,0.237,98.248,267211.0,3,10 +Bryan Adams,I Thought I'd Seen Everything,32.0,0.537,0.818,6.0,-7.206,1,0.0294,0.00398,0.00133,0.0979,0.386,130.365,306547.0,4,10 +THE DRIVER ERA,Feel You Now,50.0,0.535,0.724,7.0,-5.192,1,0.191,0.102,0.000121,0.207,0.501,180.077,258477.0,4,10 +"Peter, Paul and Mary","Puff, the Magic Dragon",57.0,0.507,0.088,9.0,-23.309,1,0.0343,0.51,,0.0984,0.398,144.226,206867.0,4,10 +Runtown,Kini Issue,44.0,0.802,0.672,6.0,-4.349,1,0.0932,0.108,0.0259,0.0724,0.767,101.029,194952.0,4,9 +Arik Einstein,◊ê◊î◊ë◊î ◊û◊û◊ë◊ò ◊®◊ê◊©◊ï◊ü,41.0,0.589,0.447,7.0,-9.538,1,0.0316,0.901,2.12e-05,0.123,0.153,103.586,200827.0,3,10 +Billy Strings,Away From The Mire,53.0,0.379,0.593,6.0,-9.113,0,0.0295,0.584,0.00547,0.122,0.511,143.207,463653.0,4,1 +Wolf Alice,Giant Peach,49.0,0.503,0.812,6.0,-7.829,0,0.0754,4.75e-05,0.0639,0.691,0.136,140.902,275493.0,4,10 +BlabberMouf,Put in Work,40.0,0.908,0.609,10.0,-9.669,0,0.278,0.0611,,0.132,0.625,94.99,212211.0,4,5 +The Rolling Stones,All The Rage,41.0,0.544,0.876,7.0,-4.33,1,0.0362,0.0176,0.665,0.063,0.907,133.026,251173.0,4,10 +Aviana,Oblivion,47.0,0.26,0.981,6.0,-4.521,1,0.169,2.05e-05,0.0334,0.344,0.194,116.259,248226.0,3,8 +The Replacements,Bastards of Young - 2008 Remaster,51.0,0.438,0.916,4.0,-8.318,1,0.124,0.00573,1.07e-06,0.334,0.391,143.101,218067.0,4,10 +The Offspring,Original Prankster,63.0,0.664,0.877,2.0,-4.251,1,0.0334,0.000542,2.95e-05,0.284,0.961,146.804,220947.0,4,10 +Avenged Sevenfold,Bat Country,69.0,0.541,0.968,,-4.129,1,0.0396,0.000248,8.28e-06,0.423,0.505,125.04,311813.0,4,10 +The Verve,The Drugs Don't Work,64.0,0.442,0.52,,-8.648,1,0.0261,0.184,,0.154,0.177,77.437,304880.0,4,10 +Hoobastank,Crawling In The Dark,66.0,0.57,0.915,6.0,-4.802,0,0.105,0.000273,8.48e-05,0.178,0.676,93.54,175227.0,4,8 +Death From Above 1979,Freeze Me,60.0,0.511,0.724,,-5.927,1,0.0311,0.000826,0.00019,0.23,0.536,130.029,198081.0,4,1 +Opeth,Harvest,44.0,0.501,0.686,4.0,-6.457,0,0.0246,0.0405,0.014,0.0846,0.218,62.509,361467.0,4,8 +Chattanooga Trio,Jazzanooga,52.0,0.588,0.0493,1.0,-20.4,1,0.0355,0.882,0.496,0.136,0.202,99.929,2.792833333,4,7 +The dB's,Black And White,35.0,0.299,0.971,1.0,-6.816,0,0.069,0.000656,0.00565,0.0364,0.734,174.192,189093.0,4,10 +Kendra Collins Band,Pure Imagination,51.0,0.483,0.292,8.0,-16.653,1,0.0305,0.865,0.778,0.115,0.175,139.348,5.2579,5,7 +Nectar,Birthday,24.0,0.467,0.896,4.0,-3.31,1,0.0441,7.97e-05,0.358,0.3,0.145,109.953,242116.0,4,10 +SAULT,Why Why Why Why Why,59.0,0.805,0.61,9.0,-6.64,0,0.0357,0.338,0.0616,0.112,0.686,114.762,238679.0,4,6 +Mouth Culture,ihatesadsongs,34.0,0.651,0.71,11.0,-4.345,1,0.0302,0.0406,1.12e-06,0.309,0.521,117.079,159000.0,4,10 +The Telescopes,The Perfect Needle,31.0,0.278,0.568,2.0,-9.636,1,0.033,1.04e-05,0.664,0.331,0.216,95.514,208040.0,4,10 +Alice In Chains,Check My Brain,59.0,0.441,0.845,10.0,-3.315,1,0.0462,3.28e-06,0.0533,0.723,0.304,113.989,237907.0,4,8 +The All-American Rejects,"Swing, Swing",68.0,0.553,0.717,7.0,-5.857,1,0.0318,6.48e-05,0.128,0.0385,0.318,127.947,233267.0,4,10 +Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,6 +TOOL,Stinkfist,66.0,0.286,0.728,,-6.608,1,0.0616,0.000174,0.836,0.133,0.467,171.441,312120.0,4,8 +Backstreet Boys,Everything But Mine,31.0,0.58,0.911,11.0,-3.849,0,0.0321,0.00589,,0.327,0.597,129.908,4.11445,4,9 +Inner Wave,Mushroom,51.0,0.703,0.781,4.0,-5.536,1,0.0262,0.262,0.544,0.155,0.845,100.909,166229.0,4,6 +Heaven Shall Burn,Thoughts and Prayers,38.0,0.17,0.986,5.0,-3.951,1,0.0953,7.89e-06,0.783,0.338,0.161,162.782,298429.0,4,8 +Willie Dixon,The Little Red Rooster,35.0,0.477,0.29,4.0,-18.066,1,0.0374,0.554,0.178,0.283,0.727,122.589,215203.0,3,2 +Kings of Leon,The Bucket,58.0,0.494,0.637,,-6.004,1,0.0336,0.0789,2.77e-05,0.215,0.175,140.034,175547.0,4,10 +The Hives,Walk Idiot Walk,58.0,0.623,0.947,9.0,-3.934,1,0.103,0.00386,0.00575,0.582,0.684,146.318,211813.0,4,10 +Arca,Watch,45.0,0.669,0.732,6.0,-8.724,0,0.244,0.00308,,0.0492,0.727,150.043,148577.0,4,6 +Amitabh Bachchan,Rang Barse Bheege Chunarwali,37.0,0.656,0.5,9.0,-12.391,1,0.295,0.849,,0.1,0.598,120.608,6.10445,4,3 +Christina Perri,A Thousand Years,68.0,0.423,0.407,10.0,-7.45,1,0.0267,0.312,0.000961,0.11,0.161,139.048,285120.0,3,9 +Strapping Young Lad,Love?,51.0,0.412,0.964,6.0,-7.557,0,0.169,1.84e-06,0.146,0.502,0.232,142.536,293347.0,3,8 +Julia Michaels,Love Is Weird,70.0,0.536,0.404,11.0,-9.315,0,0.0367,0.619,,0.127,0.325,112.807,150394.0,4,9 +The Gathering,Strange Machines,43.0,0.228,0.85,,-6.23,1,0.0489,0.00223,0.00136,0.056,0.391,130.566,364693.0,4,8 +Trushinitas,By the River,37.0,0.695,0.292,1.0,-18.11,1,0.0614,0.978,0.651,0.0917,0.458,85.206,146270.0,4,6 +Idan Amedi,◊ñ◊ï◊õ◊® ◊õ◊û◊¢◊ò ◊î◊õ◊ú,39.0,0.491,0.622,2.0,-9.051,0,0.0935,0.637,,0.341,0.513,80.913,209817.0,3,9 +Grimes,Violence - REZZ Remix,59.0,0.596,0.661,2.0,-7.533,0,0.0382,0.0713,0.817,0.209,0.124,99.951,195300.0,4,10 +Hundredth,Youth,43.0,0.442,0.978,8.0,-4.568,0,0.0846,2.93e-05,0.465,0.0763,0.356,89.986,210480.0,4,1 +Sarah de Warren,Flow (Acoustic Version),41.0,0.748,0.41,7.0,-8.312,0,0.0307,0.688,3e-05,0.114,0.86,100.016,191000.0,4,9 +Michael Soriano Trio,Send In the Clowns,47.0,0.408,0.239,3.0,-14.704,1,0.0341,0.941,0.851,0.104,0.172,151.622,3.449383333,3,7 +Just Geo,iBunk,8.0,0.74,0.733,,-7.142,1,0.0427,0.00349,0.485,0.106,0.643,140.012,182179.0,4,5 +COUNTERFEIT.,Getting Over It,29.0,0.406,0.986,10.0,-3.662,0,0.14,0.000288,,0.261,0.423,168.068,157694.0,4,10 +Spin Doctors,Two Princes,71.0,0.543,0.912,7.0,-10.71,1,0.0601,0.00162,2.1e-06,0.0565,0.836,103.731,256733.0,4,9 +Harlott,As We Breach,24.0,0.34,0.951,8.0,-5.376,1,0.114,5.99e-05,0.00864,0.298,0.122,100.093,292147.0,4,8 +Biig Piig,Feels Right,65.0,0.811,0.452,7.0,-8.676,1,0.115,0.162,0.00305,0.12,0.556,121.058,199006.0,4,6 +Asha Bhosle,Jeene Ke Bahane Lakhon Hain,27.0,0.636,0.692,3.0,-11.06,0,0.0351,0.31,,0.0979,0.9,123.611,6.019783333,4,3 +Buffalo Fuzz,My Cosmic Love,23.0,0.411,0.679,2.0,-6.48,1,0.0341,0.00814,,0.13,0.229,79.081,285677.0,3,8 +Slow Pulp,Steel Birds,39.0,0.581,0.432,2.0,-7.305,1,0.0262,0.461,0.00127,0.0972,0.253,140.062,203500.0,4,10 +Nothing But Thieves,Sorry - Acoustic,52.0,0.672,0.429,8.0,-7.364,0,0.0298,0.818,4.69e-06,0.205,0.481,127.912,214413.0,4,10 +Coldplay,Magic,73.0,0.738,0.482,6.0,-8.917,0,0.0402,0.0266,0.621,0.106,0.352,93.457,285014.0,4,10 +Nicholas Payton,The Last Goodbye,,0.32,0.156,2.0,-12.258,1,0.033,0.96,0.904,0.0775,0.0664,159.618,5.423333333,3,7 +DIAMANTE,Serves You Right,43.0,0.517,0.795,4.0,-6.34,0,0.0399,0.0031,,0.126,0.358,141.008,214321.0,4,8 +Lata Mangeshkar,Aji Rooth Kar Ab Kahan Jaiyega,12.0,0.428,0.413,3.0,-6.638,1,0.0319,0.985,0.288,0.174,0.654,125.296,5.0696,3,3 +Cut out Club,We Are the Ghosts,9.0,0.388,0.848,5.0,-6.939,0,0.0503,0.00381,1.39e-06,0.102,0.536,166.216,192493.0,4,6 +Emily Wolfe,Atta Blues,38.0,0.44,0.533,9.0,-5.318,1,0.0292,0.00279,0.0158,0.191,0.461,144.039,208173.0,4,10 +Johnny Cosmic,Kingdom (with The Movement),47.0,0.742,0.503,5.0,-8.396,0,0.0621,0.0604,0.066,0.12,0.444,74.004,282323.0,4,10 +Bon Jovi,Bad Medicine,69.0,0.555,0.973,9.0,-3.804,1,0.035,0.048,,0.0853,0.805,118.642,316707.0,4,10 +VVV [Trippin'you],Invierno Nuclear,37.0,0.532,0.836,9.0,-7.683,0,0.0359,0.0179,0.000772,0.0873,0.184,139.997,274000.0,3,6 +The Record Company,I Wanna Get High,42.0,0.494,0.548,9.0,-6.753,0,0.0355,0.0213,0.0294,0.183,0.129,78.028,233077.0,4,10 +To Kill Achilles,fourpercent,36.0,0.309,0.931,1.0,-9.859,1,0.167,2.16e-05,1.94e-06,0.414,0.131,197.044,174004.0,4,8 +Billy Branch,Nobody But You,24.0,0.567,0.765,10.0,-6.625,1,0.0517,0.282,3.82e-05,0.22,0.768,147.923,187187.0,4,2 +◊ú◊ô◊ú ◊ê◊® ◊§◊ô ◊í'◊ô,◊§◊ß◊°◊° ◊ê◊ï◊™◊ô ◊ô◊ê ◊û◊†◊ô◊ê◊ß ◊¢◊ù ◊ë◊ô◊ò◊ï◊ü,9.0,0.814,0.557,3.0,-9.184,0,0.476,0.132,,0.201,0.715,87.451,157889.0,4,5 +Culture Wars,Hunger,,0.612,0.761,3.0,-6.317,0,0.0481,0.0979,0.108,0.111,0.531,154.042,200809.0,4,10 +The Offspring,Self Esteem,75.0,0.488,0.862,,-7.595,1,0.0476,0.0204,,0.359,0.706,104.56,257827.0,4,10 +Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,1 +Adi Rennert,◊°◊ô◊ò◊ï◊ê◊¶◊ô◊î,15.0,0.596,0.481,11.0,-11.191,0,0.0258,0.829,0.00124,0.197,0.485,105.99,267560.0,4,10 +Jordana,I Guess This is Life,41.0,0.639,0.544,,-7.355,1,0.0318,0.261,0.00567,0.114,0.324,92.018,211630.0,4,1 +Shalom Hanoch,◊õ◊ì◊ô ◊ú◊ó◊ô◊ï◊™,18.0,0.732,0.757,,-12.541,1,0.0413,0.0561,0.000251,0.244,0.916,102.233,374733.0,4,10 +"Hank Williams, Jr.",All My Rowdy Friends Are Coming Over Tonight,49.0,0.607,0.904,2.0,-7.693,1,0.0435,0.13,,0.134,0.877,146.831,2.980666667,4,4 +Hanni El Khatib,You Rascal You,41.0,0.604,0.665,5.0,-7.981,1,0.305,0.516,6.77e-06,0.0766,0.48,84.691,141093.0,4,9 +Bryan Adams,Heaven,76.0,0.382,0.589,9.0,-7.315,0,0.0267,0.0465,,0.122,0.335,140.059,243360.0,4,10 +Prithviraj Kapoor,Agar Aisa Na Hua Toh Salim Tujhe Marne Nahin Dega - Dialogues,1.0,0.597,0.31,2.0,-12.812,1,0.0847,0.979,,0.438,0.963,125.608,0.533916667,4,3 +Jamiroquai,Virtual Insanity - Remastered,70.0,0.662,0.949,6.0,-4.758,1,0.108,0.128,,0.135,0.516,91.954,229360.0,4,10 +Nadia Reid,All of My Love,33.0,0.515,0.239,1.0,-13.68,1,0.0296,0.714,9.13e-05,0.112,0.27,115.72,247041.0,4,1 +Heretical Sect,The Depths of Weeping Infinity,18.0,0.0814,0.902,7.0,-4.89,1,0.0841,2.28e-06,0.866,0.2,0.0898,83.631,277383.0,4,8 +Kate Bush,Wuthering Heights,69.0,0.481,0.392,1.0,-11.381,1,0.0312,0.366,0.0452,0.124,0.52,124.572,269067.0,4,6 +Shlomo Artzi,◊õ◊®◊ò◊ô◊° ◊ú◊ú◊ï◊†◊î ◊§◊ê◊®◊ß,23.0,0.61,0.409,4.0,-12.84,1,0.0306,0.19,4.32e-05,0.244,0.561,122.549,454240.0,4,10 +Jesse Cook,Canción Triste,49.0,0.655,0.165,1.0,-16.415,0,0.034,0.954,0.926,0.0941,0.494,138.02,5.03045,4,7 +False Advertising,You Won't Feel Love,6.0,0.495,0.783,2.0,-8.835,1,0.0361,3.65e-05,0.261,0.574,0.567,144.072,226587.0,4,10 +little hurricane,Sun Sets West,33.0,0.439,0.698,,-6.764,1,0.0643,0.171,3.73e-06,0.286,0.815,112.726,148800.0,3,10 +"Charles Gounod, Yo-Yo Ma",Ave Maria,59.0,0.132,0.0195,,-29.76,1,0.0445,0.993,0.888,0.0569,0.14,81.616,2.721116667,3,7 +Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,6 +Fun Lovin' Criminals,Scooby Snacks,57.0,0.76,0.577,2.0,-7.899,1,0.0339,0.0139,0.0306,0.0745,0.293,104.61,184000.0,4,10 +John Diva & the Rockets of Love,American Amadeus,29.0,0.446,0.973,1.0,-4.111,1,0.0539,0.0156,1.81e-06,0.322,0.52,169.998,240840.0,4,8 +Hole,Doll Parts,61.0,0.245,0.542,7.0,-7.159,1,0.0324,0.147,4.05e-06,0.102,0.365,204.824,211960.0,4,10 +Les Sexareenos,(Oh Mom) Teach Me How to Uncle Willy,10.0,0.34,0.807,2.0,-8.196,1,0.0528,0.657,0.947,0.266,0.858,205.773,154387.0,4,2 +The Seeds,It's A Hard Life,20.0,0.679,0.489,10.0,-14.14,0,0.0327,0.0224,0.0159,0.0848,0.863,102.357,160496.0,4,2 +Babyface Ray,Allowance (feat. Kash Doll),51.0,0.77,0.748,1.0,-4.944,1,0.0449,0.00651,0.00402,0.144,0.263,101.501,143480.0,4,5 +Allison Ponthier,Harshest Critic,45.0,0.542,0.493,11.0,-8.022,1,0.0254,0.861,5.72e-05,0.151,0.273,101.022,196211.0,4,9 +Devin Townsend,Genesis,41.0,0.536,0.841,9.0,-9.336,1,0.0912,0.00112,0.0233,0.645,0.216,128.04,365861.0,4,8 +Remi Wolf,Hello Hello Hello,54.0,0.736,0.669,1.0,-8.305,1,0.136,0.107,,0.224,0.797,86.531,172023.0,4,6 +Peled,◊©◊®◊©◊®◊ô◊ù,26.0,0.643,0.713,4.0,-4.852,0,0.0831,0.0646,,0.131,0.449,150.003,174523.0,4,5 +HAIM,The Wire,61.0,0.548,0.632,2.0,-5.569,1,0.145,0.0126,4.95e-06,0.0769,0.535,113.682,245800.0,4,6 +Carrie Underwood,Before He Cheats,75.0,0.519,0.749,6.0,-3.318,0,0.0405,0.271,,0.119,0.29,147.905,3.33245,4,4 +ED.,Sonic Boom,32.0,0.899,0.726,10.0,-9.273,1,0.172,0.000726,0.02,0.109,0.708,115.009,219136.0,4,6 +"Nazia Hassan, Feroz Khan",Aap Jaisa Koi - Qurbani / Soundtrack Version,45.0,0.712,0.529,2.0,-8.46,1,0.0411,0.728,0.0528,0.371,0.962,108.363,4.151783333,4,3 +Marina Maximilian,◊™◊†◊ô ◊ú◊ï ◊ú◊®◊ê◊ï◊™,26.0,0.489,0.548,7.0,-9.199,0,0.0463,0.538,0.0248,0.112,0.249,75.308,235000.0,4,9 +bl00dwave,Pink Skies,25.0,0.717,0.534,6.0,-11.072,1,0.0333,0.68,0.379,0.0716,0.124,99.998,158400.0,4,6 +HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,10 +Aaron Aye,Potion,26.0,0.396,0.474,3.0,-5.725,1,0.0625,0.629,,0.295,0.699,70.551,170164.0,4,9 +renforshort,"fuck, i luv my friends",3.0,0.443,0.551,4.0,-5.667,1,0.026,0.121,,0.334,0.683,168.099,163852.0,4,9 +Briston Maroney,Bottle Rocket,54.0,0.583,0.931,11.0,-4.975,0,0.125,0.0174,3.6e-06,0.405,0.319,127.034,190360.0,4,10 +Tee Grizzley,White Lows Off Designer (feat. Lil Durk),68.0,0.747,0.574,1.0,-6.587,1,0.24,0.561,,0.1,0.436,127.981,175031.0,4,5 +DMX,X Gon' Give It To Ya,78.0,0.761,0.899,10.0,-3.09,0,0.183,0.0135,,0.0719,0.673,95.027,217587.0,4,5 +Plainride,Devil At Your Heels,35.0,0.478,0.834,5.0,-6.891,0,0.0439,0.00138,0.321,0.0588,0.387,139.995,389547.0,4,8 +Like A Storm,Teardrop,42.0,0.445,0.779,9.0,-7.435,1,0.044,0.0236,0.028,0.121,0.25,75.983,238613.0,4,10 +Heart,What About Love?,,0.257,0.595,2.0,-6.692,0,0.0354,0.444,,0.416,0.294,160.6,222000.0,4,10 +"Arijit Singh, Parampara Tandon",Pal Pal Dil Ke Paas- Title Track,54.0,0.56,0.512,1.0,-7.185,0,0.0333,0.592,,0.056,0.39,123.991,4.241933333,4,3 +Anz,Unravel in the Designated Zone,41.0,0.733,0.762,3.0,-6.516,0,0.068,0.000433,0.901,0.384,0.749,130.005,288000.0,4,6 +Bile,In League,36.0,0.497,0.909,5.0,-11.786,0,0.0802,2.08e-05,0.578,0.68,0.125,139.915,292037.0,4,8 +Maisie Peters,"I'll Be There For You - Recorded at Metropolis Studios, London",53.0,0.528,0.116,2.0,-14.375,1,0.0388,0.94,,0.108,0.438,78.245,2.81331667,4,0 +Emma Hoet,jeunesse exemplaire,37.0,0.715,0.645,7.0,-6.84,0,0.0497,0.399,0.0103,0.115,0.316,117.023,228813.0,4,6 +Quaker City Night Hawks,Suit in the Back,38.0,0.744,0.562,10.0,-8.883,0,0.0327,0.0836,0.00148,0.149,0.523,104.035,173253.0,4,2 +The Clovers,"Hey, Miss Fannie - 2007 Remaster",35.0,0.613,0.279,1.0,-13.187,1,0.0432,0.757,,0.0874,0.955,165.259,146000.0,4,2 +Son House,Death Letter Blues,45.0,0.803,0.288,7.0,-15.418,0,0.0629,0.865,0.0593,0.0833,0.865,115.685,259160.0,4,2 +Black Rebel Motorcycle Club,Spread Your Love,61.0,0.415,0.901,2.0,-3.124,1,0.0428,0.00987,0.361,0.136,0.424,128.216,225333.0,4,10 +Cian Ducrot,Know Me Again (with Cate),54.0,0.558,0.407,4.0,-10.381,1,0.0281,0.842,2.77e-06,0.107,0.478,133.959,255255.0,4,9 +Lita Ford,Kiss Me Deadly,57.0,0.468,0.743,,-10.846,1,0.0326,0.00819,7.88e-05,0.369,0.648,156.103,241800.0,4,10 +LOKI,Gonz√°lez,33.0,0.52,0.307,,-16.509,1,0.0345,0.952,0.53,0.0941,0.515,140.008,238000.0,4,6 +Miley Cyrus,Midnight Sky,79.0,0.705,0.814,4.0,-5.466,0,0.0346,0.00115,0.00312,0.203,0.259,110.0,223279.0,4,10 +'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,1 +Mickey Hawks,Bip Bop Boom,32.0,0.421,0.922,5.0,-5.875,1,0.0601,0.501,0.637,0.0863,0.894,88.387,96227.0,4,10 +◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß,◊ú◊ô◊ú◊î ◊©◊ú ◊®◊ï◊ß ◊ò◊ô◊§◊™◊ô,4.0,0.4,0.723,2.0,-7.679,1,0.0626,0.349,0.00124,0.265,0.201,184.475,183164.0,4,6 +Jessy Martens and Band,Stronger,35.0,0.718,0.676,6.0,-7.442,0,0.0307,0.219,0.000167,0.338,0.595,97.027,230467.0,4,2 +Volumes,holywater,42.0,0.503,0.992,6.0,-5.407,1,0.18,1.88e-05,0.000226,0.327,0.113,139.965,164571.0,4,8 +Fredo Bang,Top (Remix) feat. Lil Durk,70.0,0.537,0.674,5.0,-6.3,1,0.274,0.0657,,0.1,0.468,98.642,158427.0,4,5 +Gretchen Wilson,Here for the Party,65.0,0.656,0.717,,-4.871,1,0.0279,0.0127,1.22e-05,0.904,0.809,123.988,3.279333333,4,4 +John Cooper Clarke,(I Married a) Monster from Outer Space,31.0,0.562,0.545,9.0,-14.392,0,0.0487,0.764,0.65,0.347,0.342,132.495,211560.0,4,6 +Alabama,High Cotton,55.0,0.661,0.581,5.0,-9.67,1,0.032,0.423,,0.11,0.863,91.11,3.005333333,4,4 +Megadeth,Symphony Of Destruction,72.0,0.61,0.891,4.0,-5.452,0,0.0587,0.000805,0.0928,0.0657,0.51,139.903,246733.0,4,8 +Bobby Timmons Trio,They Didn't Believe Me,39.0,0.518,0.12,8.0,-25.934,1,0.0467,0.808,0.8,0.117,0.354,95.735,6.78845,4,7 +Earl Hooker,You Don't Want Me,49.0,0.593,0.464,7.0,-16.925,1,0.0374,0.509,0.000214,0.166,0.763,113.001,316667.0,4,2 +Highly Suspect,Little One,47.0,0.474,0.363,7.0,-7.489,1,0.0295,0.0126,7.77e-06,0.109,0.11,139.889,241667.0,3,1 +Amy Macdonald,This Is The Life,72.0,0.628,0.882,1.0,-5.024,0,0.0323,0.259,,0.065,0.853,95.083,184413.0,4,9 +King Calaway,World For Two,53.0,0.677,0.446,10.0,-8.096,1,0.025,0.315,,0.212,0.44,96.947,3.094,4,4 +cleopatrick,hometown,63.0,0.315,0.826,7.0,-4.314,0,0.0636,0.00064,0.000687,0.0703,0.359,139.161,256072.0,4,10 +Of Monsters and Men,Sloom,46.0,0.479,0.411,1.0,-8.833,1,0.0282,0.555,0.00053,0.0797,0.316,89.779,283947.0,4,10 +Dave Edmunds,King Of Love,28.0,0.388,0.831,4.0,-8.686,1,0.055,0.16,,0.156,0.8,173.636,191320.0,4,10 +BLOXX,Coming Up Short,46.0,0.53,0.721,2.0,-4.599,1,0.0431,0.0047,5.79e-06,0.0568,0.594,150.988,195534.0,4,1 +Masked Wolf,Astronaut In The Ocean,16.0,0.778,0.695,4.0,-6.865,0,0.0913,0.174,,0.151,0.472,149.996,2.213,4,9 +STACEY,Strange (But I Like It),3.0,0.605,0.779,9.0,-4.816,0,0.0317,0.272,,0.221,0.812,122.009,224801.0,4,1 +Kyuss,Son of a Bitch,34.0,0.456,0.7,5.0,-13.014,1,0.0464,0.0353,0.0469,0.182,0.471,101.023,363307.0,4,8 +Omer Adam,◊©◊ß◊ò,37.0,0.581,0.223,7.0,-6.41,0,0.0335,0.868,,0.176,0.257,139.59,205773.0,4,9 +Joanne Shaw Taylor,Creepin',27.0,0.427,0.85,8.0,-5.524,1,0.0407,0.0493,0.46,0.348,0.695,135.208,221430.0,4,2 +Minutemen,Corona,54.0,0.47,0.913,7.0,-10.196,1,0.0343,6.59e-05,0.267,0.222,0.977,130.425,145533.0,4,1 +fern,Wasting Time,38.0,0.542,0.752,9.0,-6.463,1,0.218,0.229,0.0891,0.129,0.514,172.511,144706.0,4,6 +Luke Combs,Cold As You,70.0,0.598,0.846,6.0,-4.956,1,0.0355,0.0527,,0.113,0.328,144.04,3.101783333,4,4 +Jimmie Allen,Make Me Want To,,0.519,0.872,2.0,-3.212,1,0.0616,0.0793,,0.111,0.74,179.965,2.871333333,4,4 +Sonder,Nobody But You,73.0,0.637,0.299,7.0,-11.314,1,0.0366,0.742,,0.359,0.364,83.872,213214.0,4,6 +Biffy Clyro,End Of,42.0,0.474,0.956,2.0,-4.442,0,0.0809,0.00124,0.000597,0.114,0.589,168.148,277427.0,3,6 +The Only Ones,"Another Girl, Another Planet - 2008 re-mastered version",51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,10 +The Vintage Caravan,Whispers,32.0,0.259,0.976,11.0,-4.654,0,0.1,1.17e-05,0.0355,0.2,0.283,149.351,224956.0,4,8 +Pepper,Warning (feat. Stick Figure),51.0,0.801,0.527,1.0,-7.191,0,0.118,0.0192,0.118,0.131,0.52,76.022,232160.0,4,10 +Machine Gun Kelly,DAYWALKER! (feat. CORPSE),79.0,0.632,0.922,7.0,-2.173,1,0.0794,0.00558,1.81e-05,0.0927,0.497,88.972,137747.0,4,10 +Sepultura,Orgasmatron,49.0,0.495,0.98,9.0,-5.467,1,0.091,0.000177,0.000451,0.227,0.326,138.217,254387.0,4,8 +Belle Mt.,Famous Son,36.0,0.72,0.742,,-5.889,1,0.0559,0.0324,,0.306,0.718,118.063,180561.0,4,10 +From Sorrow To Serenity,Red Mist,27.0,0.282,0.903,11.0,-5.554,1,0.0633,4.25e-05,0.378,0.0838,0.276,177.097,224383.0,4,8 +Built To Spill,Mountain Top,29.0,0.503,0.759,7.0,-8.7,1,0.0315,0.00755,2.15e-06,0.338,0.965,142.856,125765.0,4,6 +Svalbard,Listen to Someone,38.0,0.225,0.926,3.0,-5.378,0,0.0556,1.27e-05,0.595,0.0804,0.165,128.574,310547.0,3,8 +–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–†–æ–¥–∏–Ω–∞,29.0,0.539,0.701,7.0,-13.176,1,0.0673,0.29,0.694,0.31,0.498,139.967,261536.0,4,6 +Lil Zay Osama,61st to 64th,56.0,0.843,0.535,6.0,-8.922,1,0.507,0.403,,0.101,0.409,73.063,121853.0,4,5 +Fontaines D.C.,I Don't Belong,50.0,0.657,0.716,9.0,-7.76,0,0.0264,0.2,0.000728,0.173,0.513,112.045,271107.0,4,6 +Bryce Janey,Funky Guitar Blues,43.0,0.563,0.871,5.0,-5.825,1,0.029,0.000197,0.0128,0.0928,0.517,114.894,261627.0,4,2 +Pharrell Williams,Frontin' (feat. Jay-Z) - Club Mix,66.0,0.894,0.404,9.0,-5.913,0,0.13,0.453,1.57e-06,0.0801,0.759,102.009,236507.0,4,5 +OurR,MUNG,36.0,0.562,0.572,9.0,-5.943,1,0.03,0.0019,0.422,0.0712,0.791,120.026,299000.0,4,10 +The Shelters,Rebel Heart,49.0,0.392,0.884,,-3.374,1,0.0385,0.00132,6.79e-05,0.35,0.508,169.123,238924.0,4,10 +Aretha Franklin,I Get High,34.0,0.444,0.406,1.0,-12.765,0,0.0535,0.119,2.46e-06,0.351,0.411,95.373,251827.0,4,5 +Casper The Ghost,Again,54.0,0.572,0.73,5.0,-7.617,1,0.0358,0.00479,,0.104,0.635,148.052,158973.0,4,10 +Alaska Reid,Oblivion,32.0,0.522,0.457,4.0,-6.094,1,0.0267,0.175,,0.209,0.25,74.914,251579.0,4,6 +MISSIO,Sing To Me,64.0,0.55,0.872,2.0,-4.742,0,0.0588,0.0864,0.000291,0.0617,0.618,142.041,189920.0,4,10 +SAINt JHN,Roses - Imanbek Remix,47.0,0.784,0.721,8.0,-5.457,1,0.0506,0.0149,0.00424,0.285,0.895,121.966,176219.0,4,9 +Bettye LaVette,Blues For The Weepers,33.0,0.617,0.57,6.0,-6.823,0,0.105,0.761,1.32e-05,0.109,0.64,145.035,226027.0,4,2 +Big Brother & The Holding Company,Ball and Chain,53.0,0.398,0.266,11.0,-14.661,0,0.0396,0.516,0.0165,0.218,0.25,81.045,567973.0,4,10 +Kishore Kumar,Tu Rutha Dil Tuta - Yaarana / Soundtrack Version,23.0,0.237,0.484,5.0,-8.521,0,0.0363,0.9,0.374,0.0909,0.642,87.352,3.08755,4,3 +The Cure,Fascination Street - Remastered,52.0,0.506,0.909,,-5.746,0,0.08,0.00145,0.457,0.17,0.499,100.101,315187.0,4,10 +John Mayer,Waiting On the World to Change,73.0,0.578,0.756,2.0,-5.82,1,0.115,0.157,0.000232,0.249,0.663,176.739,201173.0,4,10 +blond,Les bonnes mani√®res,37.0,0.762,0.471,8.0,-9.657,1,0.166,0.658,0.631,0.101,0.658,167.033,178973.0,4,6 +Shed Seven,Chasing Rainbows,54.0,0.202,0.853,4.0,-6.326,1,0.0475,0.0245,9.5e-05,0.143,0.37,100.625,265133.0,4,6 +Everything Everything,No Reptiles,49.0,0.631,0.515,5.0,-9.038,1,0.0245,0.0339,0.00124,0.116,0.381,154.935,282853.0,4,6 +"Langhorne Slim, Jill Andrews",Sea Of Love,54.0,0.538,0.272,11.0,-10.783,1,0.0381,0.904,0.000613,0.108,0.316,118.382,3.38651667,4,0 +Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,1 +Heathen,Empire of the Blind,40.0,0.474,0.974,7.0,-3.715,0,0.0688,2.26e-06,0.0177,0.499,0.227,105.018,351613.0,4,8 +KISS,Psycho Circus,49.0,0.556,0.929,1.0,-5.055,1,0.0637,7.36e-05,0.38,0.237,0.44,121.48,330360.0,4,8 +Golden Vessel,Hesitate,59.0,0.406,0.53,2.0,-9.556,1,0.045,0.739,0.0161,0.108,0.0701,122.773,251279.0,4,6 +Beastie Boys,Intergalactic - Remastered,69.0,0.734,0.864,2.0,-6.119,1,0.303,0.022,9.85e-06,0.246,0.47,105.932,231493.0,4,5 +Smash Into Pieces,Merry Go Round,46.0,0.528,0.939,1.0,-3.085,1,0.0437,0.076,,0.412,0.577,95.98,222973.0,4,10 +R.B James,Let Me Reach That Mountain,47.0,0.704,0.111,9.0,-19.914,0,0.0599,0.925,0.889,0.106,0.179,74.969,3.525,4,7 +All Time Low,Once In A Lifetime,68.0,0.492,0.911,1.0,-3.891,0,0.113,0.015,,0.345,0.429,168.024,189543.0,4,9 +David Banner,Like A Pimp,58.0,0.844,0.846,7.0,-5.167,1,0.176,0.00487,,0.0784,0.91,144.079,254707.0,4,5 +Cage The Elephant,Too Late To Say Goodbye,62.0,0.482,0.55,4.0,-7.098,0,0.0356,0.135,,0.294,0.105,67.559,252787.0,4,10 +Truckfighters,Desert Cruiser,51.0,0.198,0.756,1.0,-7.04,1,0.0518,0.00229,0.715,0.16,0.246,121.924,449947.0,4,8 +Arijit Singh,Kalank (Title Track),,0.57,0.55,10.0,-8.343,1,0.035,0.524,3.73e-05,0.0921,0.435,117.999,5.186433333,4,3 +Five Finger Death Punch,Lift Me Up (feat. Rob Halford of Judas Priest),61.0,0.508,0.988,1.0,-3.613,0,0.165,8.45e-05,,0.209,0.174,75.018,246209.0,4,8 +Car Bomb,Lights Out,37.0,0.284,0.951,4.0,-5.134,1,0.0992,0.000189,0.85,0.369,0.181,104.722,257916.0,3,8 +"Asha Bhosle, Kishore Kumar",Phool Se Galon Pe,,0.52,0.37,4.0,-13.84,1,0.384,0.981,0.843,0.18,0.95,84.061,2.580266667,4,3 +SEND MEDICINE,She Believes in the Devil,30.0,0.596,0.658,7.0,-7.44,1,0.0337,0.258,0.000624,0.0975,0.956,88.842,269621.0,4,1 +Rauw Alejandro,El Efecto - Remix,75.0,0.771,0.769,,-3.504,0,0.0694,0.18,1.57e-05,0.345,0.931,167.969,289899.0,4,9 +Travis Tritt,Country Club,53.0,0.805,0.57,4.0,-8.215,1,0.0272,0.194,1.46e-05,0.106,0.76,126.478,3.18,4,4 +Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,10 +Phoenix,If I Ever Feel Better,66.0,0.755,0.553,6.0,-9.449,0,0.107,0.0492,0.00607,0.0646,0.836,119.7,266600.0,4,6 +ghost orange,Phantoms,27.0,0.409,0.0965,4.0,-22.079,1,0.0387,0.919,0.725,0.379,0.219,135.024,239222.0,3,6 +LOWLIVES,I Don't Like You,36.0,0.527,0.969,1.0,-3.97,1,0.0692,0.000114,0.00812,0.109,0.386,125.079,175533.0,4,10 +Nadia Reid,Oh Canada,45.0,0.6,0.613,10.0,-10.711,1,0.0258,0.0104,0.0142,0.217,0.558,129.995,287150.0,4,6 +YSN Flow,Do It Again (feat. Doe Boy),52.0,0.729,0.741,7.0,-6.537,0,0.253,0.171,,0.0972,0.877,137.457,155024.0,4,5 +Kjell Braaten,√òstavind,33.0,0.677,0.817,8.0,-8.569,0,0.0369,0.625,0.887,0.104,0.0903,95.009,193833.0,4,8 +Eli Brown,Trouble (with Talk Show),38.0,0.631,0.948,,-4.459,1,0.11,0.0286,0.0198,0.0556,0.57,130.053,197043.0,4,10 +Mooski,Track Star,81.0,0.641,0.598,7.0,-5.7,0,0.324,0.381,,0.0921,0.285,131.459,199706.0,5,5 +Primal Scream,Rocks,60.0,0.619,0.855,7.0,-4.164,1,0.0376,0.000247,0.00292,0.0318,0.935,127.671,216160.0,4,10 +Barracuda Sound,Eres Divina,40.0,0.93,0.409,4.0,-8.347,0,0.077,0.759,0.87,0.0925,0.927,119.875,2.784,4,7 +Tommy Castro,Love Is,41.0,0.76,0.776,5.0,-5.094,0,0.0645,0.0315,0.000124,0.102,0.935,99.006,280480.0,4,2 +Leon Bridges,River,74.0,0.635,0.184,8.0,-10.785,1,0.0456,0.665,,0.146,0.177,128.424,240200.0,4,2 +Hong Kong Express,"Time-Data. The Stars. The Essence. Love. Abstract Beauty. Desire. Ariseth, As The Sun.",29.0,0.637,0.287,11.0,-14.732,0,0.155,0.734,0.935,0.112,0.199,82.008,187317.0,4,6 +Memorex Memories,Curious Alice,47.0,0.383,0.512,8.0,-17.868,1,0.0601,0.0951,0.892,0.115,0.293,170.034,206158.0,4,6 +Classixx,Weekends,36.0,0.722,0.727,7.0,-7.797,1,0.0382,0.00336,0.0104,0.0944,0.708,116.024,233337.0,4,6 +Alicia Keys,No One,79.0,0.644,0.549,1.0,-5.415,0,0.0285,0.0209,8.85e-06,0.134,0.167,90.04,253813.0,4,9 +George Harrison,All Things Must Pass - 2020 Mix,64.0,0.46,0.586,9.0,-6.32,1,0.0281,0.446,1.74e-05,0.0831,0.489,122.014,226960.0,4,10 +Aretha Franklin,Jump to It,42.0,0.823,0.611,8.0,-8.899,0,0.136,0.127,4.08e-06,0.206,0.872,119.569,401267.0,4,5 +Of Monsters and Men,Slow And Steady,51.0,0.316,0.803,8.0,-7.143,0,0.0543,0.0172,0.166,0.36,0.308,117.233,301613.0,4,10 +Nairobi,Funky Soul Makossa,27.0,0.915,0.827,6.0,-7.715,1,0.137,0.0411,4.83e-06,0.0618,0.791,118.07,296253.0,4,5 +Sepultura,Arise,53.0,0.372,0.961,9.0,-6.765,0,0.0931,1.52e-05,0.0548,0.0916,0.159,115.336,198227.0,4,8 +Remi Wolf,Photo ID,71.0,0.822,0.66,1.0,-3.637,1,0.0819,0.111,,0.143,0.802,113.956,265263.0,4,6 +Tiwa Savage,Koroba,55.0,0.85,0.645,11.0,-6.302,0,0.0611,0.358,1.12e-05,0.09,0.93,104.022,156454.0,4,9 +Geeshie Wiley,Last Kind Words Blues,32.0,0.393,0.315,8.0,-11.066,1,0.0305,0.939,0.000106,0.252,0.376,137.741,181000.0,4,2 +The Kid LAROI,WITHOUT YOU,91.0,0.662,0.413,,-7.357,1,0.0299,0.213,,0.134,0.467,93.005,161385.0,4,9 +mui zyu,pour a brain,30.0,0.557,0.289,7.0,-12.165,1,0.0282,0.562,0.853,0.108,0.138,120.031,207915.0,4,6 +Metallica,Enter Sandman,79.0,0.577,0.828,6.0,-8.691,0,0.0298,0.00213,0.0114,0.0581,0.604,123.257,331267.0,4,10 +Thee Mighty Caesars,Oh Yeah,10.0,0.478,0.714,3.0,-4.033,1,0.0417,0.694,,0.353,0.731,112.234,161427.0,4,2 +Phantom Elite,The Race,42.0,0.351,0.937,2.0,-5.445,1,0.0768,0.000429,6.07e-06,0.34,0.286,199.935,230920.0,4,8 +Acceptance,In Too Far,42.0,0.423,0.885,1.0,-4.003,1,0.0481,0.000672,,0.106,0.628,75.192,173493.0,4,10 +Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,1 +Talking Heads,Once in a Lifetime - 2005 Remaster,70.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,259907.0,4,10 +Classic Case,Hospitalized,35.0,0.432,0.965,2.0,-3.673,0,0.0954,2.5e-05,,0.348,0.396,96.508,181400.0,4,10 +CHUNG HA,Demente - Spanish Version,58.0,0.802,0.852,7.0,-1.851,1,0.0604,0.0404,0.000437,0.0539,0.685,100.029,163799.0,4,9 +Hands Like Houses,The Water,52.0,0.47,0.902,4.0,-4.544,1,0.129,0.00419,1.78e-05,0.153,0.607,156.094,194000.0,4,10 +Sodom,Glock 'n' Roll,28.0,0.443,0.991,7.0,-5.792,1,0.121,7.19e-06,0.219,0.738,0.0654,102.478,302267.0,4,8 +Felix Trapp,Die Wanderbiene,51.0,0.629,0.123,7.0,-19.583,1,0.077,0.994,0.954,0.112,0.313,101.034,3.163533333,4,7 +Superbloom,Level Head,24.0,0.505,0.987,,-4.037,1,0.0464,1.28e-05,0.0621,0.137,0.848,140.148,112583.0,4,10 +The Struts,Primadonna Like Me,44.0,0.53,0.949,11.0,-2.699,1,0.0459,3.59e-05,0.522,0.378,0.836,137.011,203705.0,4,10 +Howlin' Wolf,How Many More Years,45.0,0.657,0.642,7.0,-12.98,1,0.085,0.926,0.0165,0.12,0.737,110.543,163027.0,4,2 +Soccer Mommy,bloodstream,53.0,0.59,0.647,9.0,-6.195,1,0.0246,0.483,0.0744,0.141,0.615,172.033,337427.0,4,6 +Nita Strauss,Our Most Desperate Hour,34.0,0.514,0.943,2.0,-3.932,0,0.0471,5.98e-06,0.965,0.15,0.454,110.01,244754.0,4,8 +Udit Narayan,Papa Kahte They,30.0,0.173,0.307,5.0,-12.555,1,0.0329,0.398,0.433,0.116,0.0658,97.36,3.97355,3,3 +Shalom Hanoch,◊ê◊ú ◊™◊ß◊®◊ê ◊ú◊ô ◊¢◊ù,23.0,0.536,0.62,9.0,-7.859,1,0.0268,0.672,1.51e-06,0.088,0.644,112.406,246733.0,4,10 +Prospective,Against All Odds,31.0,0.444,0.979,8.0,-4.319,1,0.158,0.000188,6.61e-05,0.293,0.277,161.978,181507.0,4,8 +J. Cole,p u n c h i n ‚Äò . t h e . c l o c k,81.0,0.769,0.74,11.0,-6.579,0,0.378,0.197,,0.171,0.692,94.104,112579.0,4,5 +Hein Cooper,Rusty,47.0,0.87,0.571,6.0,-7.667,1,0.0391,0.157,0.00263,0.0992,0.858,119.983,198582.0,4,9 +Big Walter Horton,Little Boy Blue,25.0,0.382,0.33,,-15.964,0,0.0784,0.385,0.000707,0.196,0.647,205.835,194573.0,3,2 +Courtney Barnett,"Nameless, Faceless",38.0,0.552,0.873,5.0,-5.146,0,0.033,5.99e-05,1.1e-05,0.067,0.508,121.965,194867.0,4,1 +Little Walter,Juke,50.0,0.566,0.657,4.0,-10.33,1,0.0693,0.751,0.896,0.156,0.643,145.359,164893.0,4,2 +Gomez,Whippin' Piccadilly,37.0,0.731,0.489,1.0,-10.365,1,0.0439,0.564,,0.318,0.691,114.673,192227.0,4,10 +King's X,Dogman,44.0,0.543,0.891,11.0,-7.084,1,0.0431,0.000262,0.000386,0.165,0.393,142.633,241573.0,4,8 +Father John Misty,Everything Is Free - Recorded at Spotify Studios NYC,48.0,0.506,0.0952,7.0,-13.51,1,0.0385,0.91,3.55e-06,0.111,0.162,111.163,265687.0,4,1 +Lamb of God,Redneck,63.0,0.512,0.996,2.0,-2.1,1,0.114,5.63e-05,0.000167,0.347,0.0601,130.931,220880.0,4,8 +Dudu Aharon,◊î◊õ◊ô ◊ô◊§◊î,19.0,0.794,0.912,2.0,-3.699,0,0.0406,0.251,,0.261,0.859,96.973,242934.0,4,9 +Chris Stapleton,Whiskey Sunrise,60.0,0.545,0.537,7.0,-6.989,1,0.0352,0.39,0.00248,0.12,0.525,114.385,202440.0,3,10 +P!nk,Get the Party Started,69.0,0.802,0.904,11.0,-3.267,0,0.0459,0.00108,,0.173,0.961,128.931,192533.0,4,9 +Lunatic Soul,Navvie,37.0,0.639,0.701,2.0,-12.343,1,0.0316,0.699,0.935,0.15,0.7,102.031,243180.0,3,8 +Zach Zoya,Patience,44.0,0.441,0.583,1.0,-8.489,1,0.305,0.273,,0.126,0.449,171.702,200422.0,4,5 +Brittany Howard,13th Century Metal - Michael Kiwanuka Mix,42.0,0.55,0.602,7.0,-10.286,1,0.0467,0.689,0.92,0.0866,0.681,101.328,302437.0,4,10 +Shipi,◊ë◊ô◊¶‚Äô◊î◊ë◊ô◊™◊î,17.0,0.849,0.73,8.0,-7.734,0,0.271,0.28,,0.248,0.494,95.023,162000.0,4,5 +Chilly Gonzales,The Tearjerker Returns,48.0,0.354,0.00717,7.0,-23.13,0,0.0413,0.987,0.671,0.0959,0.116,80.517,212991.0,4,6 +Jon Batiste,I NEED YOU,59.0,0.818,0.639,6.0,-6.383,1,0.165,0.0172,,0.137,0.886,112.955,157133.0,4,9 +Breaking Benjamin,Dear Agony,61.0,0.358,0.75,3.0,-3.572,1,0.0414,8.49e-05,,0.113,0.218,125.103,258253.0,4,10 +Sof√≠a Vald√©s,Handful of Water,53.0,0.631,0.503,1.0,-7.857,0,0.0648,0.327,,0.14,0.753,209.06,151747.0,4,1 +Hound Dog Taylor,"Wild About You, Baby",33.0,0.509,0.53,8.0,-15.929,0,0.0389,0.14,0.00456,0.321,0.969,123.037,219067.0,4,2 +Mekaal Hassan Band,Kinaray,24.0,0.433,0.464,8.0,-10.741,1,0.0341,0.635,4.06e-05,0.121,0.128,143.78,4.350166667,4,0 +In The Whale,Drug Dealer,32.0,0.275,0.933,2.0,-5.14,0,0.0879,6.86e-05,0.0457,0.206,0.164,100.47,169284.0,4,6 +Caliban,Memorial,44.0,0.448,0.913,11.0,-3.094,0,0.0399,3.92e-05,1.46e-05,0.236,0.233,92.482,260947.0,4,8 +Daniel Deluxe,Darkness,52.0,0.638,0.637,2.0,-10.727,1,0.0332,0.0429,0.752,0.11,0.0664,95.989,257490.0,4,6 +Fear Factory,Replica,54.0,0.574,0.943,11.0,-5.238,1,0.0769,3.69e-05,0.0317,0.366,0.72,112.009,237360.0,4,8 +Ehud Banai,◊í`◊û◊ú◊ô ◊§◊ï◊®◊ï◊©,21.0,0.415,0.593,8.0,-11.603,1,0.0467,0.635,0.00226,0.229,0.473,120.138,241000.0,4,10 +Shem-Tov Levi,◊î◊™◊¢◊ï◊®◊®◊ï◊™,28.0,0.567,0.653,,-14.148,1,0.0497,0.294,1.45e-06,0.0771,0.538,119.347,220000.0,4,10 +Velvet Revolver,Sucker Train Blues,43.0,0.261,0.993,9.0,-5.622,1,0.377,0.000292,0.0029,0.637,0.0958,173.371,267773.0,4,10 +Omer Adam,◊û◊ê◊ï◊©◊®◊™ ◊ë◊ú◊¢◊ì◊ô◊ô,39.0,0.548,0.52,7.0,-7.553,0,0.056,0.373,,0.128,0.445,159.726,193965.0,4,9 +Architechs,Body Groove - Mix Mc Version,56.0,0.872,0.707,1.0,-7.911,1,0.0513,0.0362,5.59e-06,0.27,0.92,132.955,315533.0,4,5 +Na√Øka,African Sun,46.0,0.802,0.442,1.0,-8.908,1,0.423,0.59,2.35e-05,0.107,0.486,103.047,158486.0,4,9 +Gym Class Heroes,Cupid's Chokehold / Breakfast in America,85.0,0.72,0.744,1.0,-6.938,0,0.12,0.237,,0.255,0.619,78.953,243773.0,4,9 +Dixie,FUCKBOY,73.0,0.759,0.475,8.0,-7.226,1,0.0443,0.205,,0.085,0.505,89.471,190347.0,4,9 +The Prodigy,Breathe,65.0,0.673,0.808,9.0,-6.183,1,0.0491,0.0121,0.878,0.037,0.303,130.041,336280.0,4,1 +Violet Cold,Contact,35.0,0.454,0.563,4.0,-7.653,0,0.0367,0.211,0.957,0.126,0.0621,119.939,214250.0,4,8 +Berry Sakharof,◊®◊ï◊ó ◊®◊ï◊ó,23.0,0.34,0.542,,-5.746,1,0.0462,0.316,0.000698,0.113,0.616,169.284,204893.0,4,10 +Britney Spears,Cinderella,47.0,0.667,0.898,1.0,-1.843,0,0.0448,0.00293,0.000722,0.159,0.751,110.056,3.653783333,4,9 +Blackbriar,Selkie,46.0,0.171,0.653,7.0,-6.641,0,0.046,0.0106,,0.367,0.105,199.663,263799.0,4,8 +"Hari & Sukhmani, Noori",Yariyaan,31.0,0.373,0.403,2.0,-10.829,1,0.0312,0.183,6.33e-05,0.0757,0.206,116.41,5.186433333,4,0 +Alabama,Mountain Music,61.0,0.467,0.526,9.0,-9.982,1,0.0433,0.119,,0.124,0.753,109.555,3.64355,4,4 +Mike Shinoda,Happy Endings (feat. iann dior and UPSAHL),67.0,0.652,0.876,7.0,-3.323,1,0.0359,0.0307,,0.449,0.695,126.007,212513.0,4,1 +Kim Wilde,Kids In America,69.0,0.557,0.782,4.0,-3.899,1,0.0475,0.0953,6.75e-06,0.118,0.305,159.621,205533.0,4,10 +Big Sean,Dance (A$$),65.0,0.787,0.73,11.0,-6.788,0,0.35,0.0276,0.00157,0.0828,0.739,159.825,220293.0,4,5 +Van Halen,Eruption,64.0,0.225,0.689,8.0,-9.12,1,0.0555,0.469,0.813,0.337,0.5,93.798,102080.0,4,10 +Henry Webb-Jenkins,Months,16.0,0.687,0.199,8.0,-13.854,1,0.0402,0.839,0.00796,0.117,0.153,112.417,194000.0,3,6 +Eels,Last Stop: This Town,44.0,0.65,0.729,4.0,-8.641,1,0.0434,0.37,0.544,0.323,0.752,103.706,207067.0,4,6 +GUM,Airwalkin',36.0,0.598,0.875,7.0,-5.66,1,0.31,0.0491,0.00114,0.342,0.616,168.871,215969.0,4,6 +Rayland Baxter,Bad Things,54.0,0.318,0.586,2.0,-7.606,0,0.0375,0.383,,0.145,0.211,80.806,313868.0,4,10 +Dimmu Borgir,Mourning Palace,47.0,0.167,0.932,6.0,-5.22,0,0.0828,1.57e-05,0.772,0.0962,0.221,129.093,313360.0,3,8 +Death Cab for Cutie,Soul Meets Body,57.0,0.63,0.772,2.0,-8.366,0,0.0251,0.124,0.000432,0.116,0.717,128.133,230907.0,4,6 +Johnny Winter,Mean Mistreater,48.0,0.554,0.49,9.0,-8.725,1,0.0267,0.736,0.00728,0.327,0.578,67.591,232453.0,4,2 +The Raincoats,Lola,50.0,0.523,0.854,9.0,-8.27,1,0.0954,0.478,0.000939,0.271,0.83,146.688,243507.0,4,1 +Sarit Hadad,◊ê◊û◊ü,29.0,0.788,0.839,4.0,-5.163,0,0.0465,0.0261,0.000259,0.137,0.765,109.968,169872.0,4,9 +Bryan Adams,Heaven - Live At Sydney Opera House / 2013,35.0,0.415,0.456,,-7.878,1,0.048,0.762,,0.986,0.423,135.085,4.898233333,4,9 +New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,6 +"America, George Martin",A Horse with No Name,76.0,0.654,0.506,11.0,-17.18,0,0.0535,0.686,0.0155,0.155,0.831,123.179,4.204,4,0 +Itay Levi,◊î◊û◊ó◊©◊ë◊ï◊™ ◊î◊ï◊®◊í◊ï◊™ ◊ê◊ï◊™◊ô,34.0,0.518,0.465,2.0,-6.065,0,0.0383,0.407,,0.175,0.183,141.867,277731.0,4,9 +galen tipton,Courageous Grieving,30.0,0.721,0.759,11.0,-7.9,0,0.208,0.0125,0.67,0.061,0.369,160.025,246000.0,4,6 +Matthew Sweet,Girlfriend,52.0,0.529,0.714,6.0,-6.315,1,0.031,0.00901,6.26e-06,0.0772,0.814,120.598,219800.0,4,10 +Richie Kotzen,Go Faster,38.0,0.504,0.939,,-1.786,0,0.0554,0.133,0.00758,0.626,0.741,118.09,175773.0,4,2 +Kanye West,POWER,78.0,0.542,0.914,,-4.747,0,0.113,0.0161,,0.744,0.576,153.993,292093.0,4,10 +Remlarr,Diagonale,33.0,0.575,0.843,7.0,-6.44,0,0.392,0.177,3.71e-05,0.238,0.631,109.987,205091.0,4,6 +Ben Harper And The Innocent Criminals,Call It What It Is,39.0,0.615,0.56,,-7.721,1,0.0389,0.442,3.99e-06,0.132,0.502,131.859,227600.0,4,2 +"Shashi Kapoor, Asha Bhosle, Bappi Lahiri",Raat Baaqi Baat Baaqi,27.0,0.633,0.35,4.0,-12.982,1,0.0684,0.347,0.000336,0.0604,0.222,123.468,6.330216667,4,3 +Westlife,Desperado,,0.384,0.39,2.0,-7.325,1,0.0293,0.557,,0.242,0.211,120.515,3.636216667,4,9 +Mike Garson,"Introduction (Greensleeves) - Live, Glastonbury, 2000",27.0,0.285,0.542,2.0,-16.67,0,0.0669,0.771,0.302,0.497,0.383,107.762,108720.0,3,10 +Kaleidoscope,The Sky Children,41.0,0.576,0.591,,-9.959,1,0.027,0.191,,0.0678,0.479,108.444,480800.0,4,10 +Hadag Nahash,"◊©◊ú◊ï◊ù, ◊°◊ú◊ê◊ù, ◊§◊ô◊°",24.0,0.711,0.772,1.0,-7.322,1,0.0665,0.183,1.53e-05,0.0568,0.92,107.955,260267.0,4,5 +The Doors,Five To One,56.0,0.615,0.401,4.0,-14.07,0,0.0507,0.203,,0.086,0.672,87.959,264960.0,4,10 +Pulp,Common People,69.0,0.314,0.797,,-9.026,1,0.038,0.0057,5.59e-05,0.0718,0.569,145.393,351627.0,4,6 +Rotterdam,Pokey LaFarge,43.0,0.473,0.753,7.0,-4.878,0,0.1,0.549,2.57e-06,0.168,0.87,169.695,3.4247,4,0 +"Asha Bhosle, Kishore Kumar",O Meri Soni Meri Tamanna,18.0,0.297,0.585,10.0,-11.217,0,0.0576,0.678,0.000352,0.0778,0.366,117.525,4.502666667,4,3 +The Beach Boys,Good Vibrations - Remastered 2001,72.0,0.396,0.473,10.0,-7.67,0,0.0345,0.326,0.000124,0.109,0.385,133.449,219027.0,4,10 +Riot Ten,Ready For War (feat. Joe Buras of Born Of Osiris),43.0,0.446,0.971,9.0,-3.25,1,0.263,0.000551,1.28e-06,0.108,0.159,72.493,185379.0,4,10 +Action Pack,Minute Phone,39.0,0.755,0.556,6.0,-9.535,0,0.332,0.0481,,0.297,0.504,140.028,185053.0,4,5 +Kenny Neal,Old Friends,25.0,0.559,0.639,7.0,-9.845,1,0.0327,0.126,0.103,0.0928,0.857,118.925,277933.0,3,2 +Dire Straits,Sultans of Swing,80.0,0.733,0.794,5.0,-10.023,1,0.0307,0.0614,0.0367,0.33,0.931,148.174,348624.0,4,10 +Grow into Love,Half Moon Run,,0.641,0.533,7.0,-8.909,1,0.0287,0.279,6.06e-05,0.113,0.364,95.776,2.701783333,3,0 +347aidan,Dancing in My Room,3.0,0.979,0.41,8.0,-11.056,0,0.112,0.658,3.42e-05,0.205,0.74,119.971,3.002033333,4,9 +jxdn,So What!,67.0,0.598,0.662,4.0,-5.797,1,0.048,0.00301,0.000167,0.0812,0.531,174.937,141207.0,4,9 +"Lata Mangeshkar, S. D. Burman",Piya Tose Naina Laage Re,38.0,0.438,0.449,4.0,-10.066,1,0.0439,0.907,0.127,0.179,0.608,129.037,8.4911,3,3 +Joywave,Every Window Is A Mirror,,0.503,0.667,,-4.166,1,0.0307,0.00104,0.000438,0.0991,0.68,105.033,173227.0,4,9 +Yelle,Noir - Radio Edit,42.0,0.848,0.496,6.0,-7.738,1,0.0647,0.00079,0.00843,0.0777,0.903,121.047,161653.0,4,6 +The Wrecks,James Dean,52.0,0.383,0.868,4.0,-4.074,0,0.179,0.00146,,0.3,0.688,180.077,198668.0,4,10 +CFCF,Life is Perfecto,33.0,0.641,0.569,1.0,-13.311,0,0.0436,0.063,0.565,0.192,0.323,147.019,437551.0,4,6 +Buck Owens,Love's Gonna Live Here,50.0,0.621,0.552,8.0,-6.986,1,0.0242,0.464,0.00135,0.0735,0.969,92.668,2.069116667,4,4 +Foals,Like Lightning,49.0,0.552,0.779,,-4.151,1,0.0364,0.0419,0.000222,0.364,0.541,100.28,214446.0,4,6 +Black Sabbath,Paranoid - 2012 - Remaster,38.0,0.415,0.647,4.0,-12.021,0,0.0696,4.14e-05,0.000847,0.208,0.409,163.047,166693.0,4,10 +Philip Sayce,Burning Out,44.0,0.255,0.947,,-4.14,1,0.071,0.000103,,0.397,0.235,159.905,208974.0,4,2 +Carolyn Wonderland,Open Eyes,35.0,0.482,0.402,4.0,-11.261,1,0.0472,0.228,0.133,0.0742,0.314,173.302,321494.0,3,2 +The Police,Every Little Thing She Does Is Magic - Remastered 2003,5.0,0.556,0.767,2.0,-10.028,1,0.0345,0.123,0.0697,0.133,0.397,81.933,260933.0,4,10 +Taj Mahal,All Around The World,35.0,0.782,0.846,2.0,-5.69,1,0.0284,0.00415,0.00153,0.0603,0.892,106.997,202160.0,4,2 +LASTELLE,Only Apathy,25.0,0.226,0.908,2.0,-7.469,0,0.104,9.01e-05,0.000314,0.251,0.245,170.359,274588.0,4,8 +Orson Wilds,Stand Up,39.0,0.481,0.845,1.0,-4.657,0,0.0326,0.000447,,0.103,0.332,130.126,194155.0,4,10 +Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,1 +Altin G√ºn,Gelin Halayƒ±,36.0,0.407,0.704,,-10.505,1,0.0361,0.0395,0.0829,0.12,0.948,104.695,197125.0,4,6 +Breaking Benjamin,The Diary of Jane - Single Version,74.0,0.392,0.964,10.0,-4.441,0,0.0644,7.13e-05,0.0387,0.106,0.269,167.024,200547.0,4,10 +Orson,No Tomorrow,33.0,0.653,0.638,3.0,-4.667,0,0.0684,0.00593,,0.061,0.771,124.069,171707.0,4,9 +Omer Adam,◊©◊ô◊®◊ï ◊©◊ú ◊©◊§◊©◊£,38.0,0.562,0.314,7.0,-10.825,0,0.0825,0.634,,0.151,0.546,104.648,205143.0,4,9 +Brass Against,Stinkfist,36.0,0.226,0.88,9.0,-6.96,1,0.0976,0.000304,0.725,0.258,0.341,88.184,309696.0,4,8 +Haricharan,"Bharathiyar Medley - Aasai Mugam Maranthu, Paayum Oli, Chinnam Chiru Kiliye",18.0,0.452,0.347,2.0,-10.989,1,0.0475,0.456,1.6e-05,0.0953,0.388,75.001,12.56333333,4,0 +Crafty 893,100 Racks,32.0,0.678,0.558,1.0,-7.023,1,0.27,0.0376,0.000486,0.235,0.451,155.129,137806.0,4,5 +Chris Patrick,Typical Shit,50.0,0.601,0.633,5.0,-8.723,1,0.504,0.629,,0.679,0.601,80.812,182278.0,4,5 +Arik Einstein,◊û◊î ◊ê◊ô◊™◊ô - ◊§◊ú◊°◊ò◊ú◊ô◊†◊î - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,27.0,0.395,0.456,10.0,-15.065,0,0.0315,0.635,,0.499,0.45,85.526,301824.0,4,10 +Trevor Morris,Sacrifice for the Crops,48.0,0.396,0.495,1.0,-16.163,1,0.0324,0.221,0.765,0.392,0.231,150.062,108773.0,3,8 +Idan Amedi,◊û◊©◊ï◊ù ◊û◊î,30.0,0.382,0.702,6.0,-4.865,0,0.0332,0.147,,0.0985,0.485,163.982,249520.0,4,9 +Bugzy Malone,Skeletons,60.0,0.732,0.568,2.0,-8.929,1,0.279,0.395,0.000808,0.34,0.591,97.943,229866.0,4,5 +Lonely The Brave,"The Blue, The Green",40.0,0.412,0.852,1.0,-4.345,0,0.0333,0.000257,,0.0979,0.241,90.613,276107.0,4,10 +Tomi Saario,I Think We Need To Talk,39.0,0.73,0.428,3.0,-6.802,1,0.137,0.192,,0.637,0.664,80.493,179479.0,4,9 +Algeir,◊ß◊ô◊ò◊©,24.0,0.272,0.977,2.0,-4.339,0,0.205,0.00013,0.000397,0.0908,0.321,140.653,194040.0,4,6 +Internet Money,"His & Hers (feat. Don Toliver, Lil Uzi Vert & Gunna)",78.0,0.792,0.707,7.0,-5.218,0,0.0623,0.116,,0.12,0.408,134.997,224042.0,4,5 +Sons Of Apollo,Goodbye Divinity,37.0,0.297,0.964,4.0,-5.716,1,0.13,9.77e-05,0.0139,0.332,0.23,126.287,433000.0,4,8 +The Blue Room Band,Emily,52.0,0.524,0.265,,-15.365,1,0.0282,0.933,0.886,0.186,0.218,106.487,4.8995,3,7 +Steve Winwood,Arc Of A Diver,45.0,0.564,0.744,5.0,-7.485,1,0.0661,0.77,,0.196,0.656,185.699,325960.0,4,10 +Tommy Lefroy,The Cause,43.0,0.666,0.474,,-6.763,1,0.0534,0.157,0.000208,0.124,0.447,115.911,185782.0,4,10 +Marshmello,Leave Before You Love Me (with Jonas Brothers),,0.721,0.738,7.0,-4.77,1,0.0403,0.00226,4.41e-06,0.118,0.637,119.976,154983.0,4,9 +Lady A,Bartender,62.0,0.631,0.937,11.0,-3.858,0,0.034,0.0198,7.38e-06,0.327,0.654,101.011,3.30445,4,4 +Bon Jovi,Beautiful Drug,43.0,0.506,0.957,5.0,-5.197,0,0.0612,0.00097,0.000307,0.082,0.571,116.013,228360.0,4,10 +Wishbone Ash,We Stand as One,43.0,0.49,0.776,9.0,-7.367,1,0.033,0.000239,0.00911,0.0881,0.709,160.052,255520.0,4,10 +NiNE8,FVR105 - p-rallel Remix,44.0,0.82,0.62,5.0,-9.755,0,0.364,0.0384,1.31e-05,0.114,0.898,120.009,193000.0,4,6 +Ozzy Osbourne,Shot in the Dark,62.0,0.581,0.791,6.0,-7.262,1,0.0324,0.00835,6.02e-05,0.142,0.619,123.887,256293.0,3,8 +Joe Louis Walker,Uptown to Harlem,12.0,0.85,0.761,5.0,-7.328,1,0.0506,0.154,6.78e-05,0.0787,0.746,120.929,263725.0,4,2 +Ploho,–ü—Ä–æ—Å—Ç–∏,33.0,0.528,0.901,8.0,-7.724,1,0.0265,0.00677,0.802,0.128,0.665,154.938,209129.0,4,6 +U2,Pride (In The Name Of Love),68.0,0.458,0.843,4.0,-7.201,1,0.0316,0.00135,0.000296,0.778,0.713,105.701,228427.0,4,10 +Foals,On The Luna,51.0,0.525,0.976,,-2.023,1,0.0479,0.0662,0.000392,0.0804,0.855,138.984,192695.0,4,6 +"Jatin-Lalit, Amit Kumar, Udit Narayan",Deewana Dil Deewana,37.0,0.605,0.621,2.0,-7.484,1,0.0323,0.445,3.36e-06,0.104,0.864,105.535,7.617116667,4,3 +Phillip Walker,Dressin' Tasty,13.0,0.484,0.802,8.0,-9.15,1,0.0339,0.00469,0.00658,0.186,0.944,130.967,231332.0,4,2 +Thrice,The Artist In The Ambulance,62.0,0.522,0.88,5.0,-4.104,0,0.0633,9.38e-05,0.00111,0.0812,0.701,174.762,219267.0,4,10 +b√ºlow,First Place,61.0,0.666,0.642,3.0,-6.385,1,0.0445,0.293,,0.0873,0.427,165.076,153545.0,4,9 +Swervedriver,Rave Down,26.0,0.129,0.962,9.0,-4.327,1,0.0706,1.55e-06,0.825,0.0968,0.324,170.165,308253.0,4,6 +Omer Adam,◊ò◊û◊§◊®◊ò◊ï◊®◊î,47.0,0.817,0.753,8.0,-3.427,1,0.0497,0.0173,4.31e-06,0.049,0.604,97.998,182449.0,4,9 +L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,10 +beabadoobee,Bobby,53.0,0.488,0.164,11.0,-14.138,0,0.0402,0.974,0.256,0.105,0.317,128.455,205176.0,4,6 +King Princess,Only Time Makes It Human,55.0,0.729,0.672,2.0,-4.815,1,0.0351,0.00353,7.06e-05,0.275,0.663,115.023,204633.0,4,6 +The Lumineers,Ho Hey,75.0,0.682,0.471,,-9.182,1,0.0301,0.765,,0.0908,0.421,79.907,163133.0,4,6 +Echosmith,Over My Head,53.0,0.656,0.723,11.0,-4.975,0,0.0262,0.0968,,0.343,0.904,105.049,208233.0,4,10 +Nikki Hill,Nothin' With You,29.0,0.397,0.367,10.0,-9.16,1,0.0363,0.586,0.000417,0.103,0.524,178.975,216547.0,3,2 +Peled,◊ñ◊î ◊ú◊ê ◊û◊¢◊†◊ô◊ô◊ü ◊ê◊ï◊™◊ô,31.0,0.825,0.726,10.0,-6.953,0,0.265,0.241,,0.122,0.389,133.006,188295.0,4,5 +Joe Louis Walker,Old Time Used to Be,39.0,0.654,0.616,9.0,-9.803,1,0.0569,0.0704,0.297,0.198,0.759,123.437,317820.0,4,2 +Dirty Heads,Bum Bum,57.0,0.608,0.801,2.0,-6.045,1,0.0664,0.0043,4.72e-06,0.316,0.373,180.084,239667.0,4,10 +Howlin' Wolf,Spoonful,55.0,0.821,0.376,,-13.622,1,0.0487,0.669,1.39e-05,0.106,0.824,119.039,170000.0,4,2 +Billie Marten,Garden of Eden,55.0,0.577,0.72,5.0,-8.08,1,0.0421,0.0496,0.00423,0.0977,0.465,150.085,199480.0,4,9 +Petit Biscuit,Night Trouble,67.0,0.411,0.364,1.0,-15.335,1,0.0743,0.951,0.93,0.126,0.0685,95.967,391257.0,3,9 +Colin James,See That My Grave Is Kept Clean,37.0,0.604,0.0518,6.0,-14.453,1,0.0506,0.82,9.22e-05,0.119,0.399,133.217,183312.0,4,2 +August Burns Red,Invisible Enemy,48.0,0.201,0.977,11.0,-5.218,1,0.278,9.27e-06,0.015,0.0969,0.0512,134.192,277693.0,4,8 +Sum 41,So Long Goodbye,49.0,0.328,0.447,7.0,-6.857,1,0.027,0.119,,0.113,0.189,144.429,181613.0,3,10 +Metallica,Devil's Dance,52.0,0.611,0.792,,-4.836,0,0.0327,4.04e-05,0.146,0.0587,0.477,92.609,318960.0,4,8 +Aya Korem,◊õ◊ï◊ó,19.0,0.491,0.797,1.0,-5.212,0,0.0519,0.287,,0.109,0.369,81.006,228090.0,4,10 +Phil Campbell and the Bastard Sons,Born to Roam,41.0,0.366,0.888,9.0,-5.462,0,0.0382,0.000759,,0.0648,0.748,184.992,298703.0,4,8 +Evergreen Terrace,Sweet Nothings Gone Forever,31.0,0.34,0.911,7.0,-6.196,0,0.0557,0.00161,0.000441,0.597,0.173,104.427,202480.0,4,8 +Big Thief,UFOF,53.0,0.623,0.614,10.0,-9.24,0,0.0309,0.638,0.566,0.143,0.744,147.168,188413.0,4,1 +Karsh Kale,Butterfly Effect (Feat. Ankita Joshi),7.0,0.563,0.922,2.0,-4.565,1,0.055,0.00254,0.116,0.141,0.0887,149.993,4.382483333,4,0 +Outkast,Ms. Jackson,82.0,0.843,0.806,4.0,-5.946,0,0.269,0.143,,0.0771,0.613,94.948,270507.0,4,5 +Conway the Machine,Blood Roses (feat. Jae Skeese),47.0,0.552,0.765,1.0,-8.21,1,0.334,0.234,,0.275,0.77,155.093,187386.0,4,5 +James Arthur,Say You Won't Let Go,55.0,0.358,0.557,10.0,-7.398,1,0.059,0.695,,0.0902,0.494,85.043,211467.0,4,9 +King Princess,Only Time Makes It Human,55.0,0.729,0.672,2.0,-4.815,1,0.0351,0.00353,7.06e-05,0.275,0.663,115.023,204633.0,4,9 +"Lata Mangeshkar, Kishore Kumar",Tere Mere Milan Ki Yeh Raina (with Dialogues),11.0,0.434,0.511,7.0,-6.433,1,0.0371,0.742,8e-05,0.205,0.632,90.392,4.98955,3,3 +Billie Eilish,bad guy,87.0,0.701,0.425,7.0,-10.965,1,0.375,0.328,0.13,0.1,0.562,135.128,194088.0,4,9 +Tigers Jaw,Hesitation,44.0,0.544,0.951,6.0,-4.227,0,0.0784,0.00233,0.00302,0.129,0.601,154.969,163925.0,4,10 +TORA,Cry for Me,32.0,0.703,0.313,9.0,-9.755,0,0.0484,0.667,0.00114,0.131,0.547,101.036,180583.0,5,2 +Prospa,WANT NEED LOVE,55.0,0.429,0.683,8.0,-7.297,1,0.038,0.000823,0.00342,0.0801,0.0536,126.873,241890.0,4,1 +Cradle Of Filth,From the Cradle to Enslave,46.0,0.342,0.926,7.0,-6.313,0,0.0939,3.96e-05,0.683,0.186,0.0972,147.313,396829.0,4,8 +Arlo Parks,Green Eyes,58.0,0.618,0.75,5.0,-6.938,0,0.0641,0.324,0.0168,0.431,0.864,88.179,197525.0,4,1 +DMX,Party Up,1.0,0.487,0.954,11.0,-1.584,1,0.326,0.0798,,0.163,0.596,202.532,272920.0,4,5 +Lady A,Ocean,,0.58,0.36,6.0,-7.93,1,0.0303,0.841,6.15e-06,0.129,0.302,99.194,3.501883333,4,4 +Sky Ferreira,Lost In My Bedroom,43.0,0.607,0.831,11.0,-5.195,0,0.0461,9.12e-05,7.14e-06,0.266,0.335,125.037,194587.0,4,10 +Justin Townes Earle,Ain‚Äôt Got No Money,57.0,0.445,0.655,2.0,-7.402,0,0.0694,0.418,5.19e-06,0.0829,0.62,108.406,185096.0,4,1 +The Temperance Movement,Love and Devotion,28.0,0.443,0.909,,-3.995,1,0.031,0.0351,0.000229,0.349,0.623,90.272,203720.0,4,2 +Ryan Hurd,Diamonds or Twine,,0.621,0.568,2.0,-8.795,1,0.0311,0.145,1.65e-06,0.108,0.724,148.047,3.518083333,4,4 +Jared James Nichols,Honey Forgive Me,31.0,0.596,0.932,5.0,-4.331,0,0.034,0.000943,0.0178,0.229,0.839,93.057,142063.0,4,2 +Lake Street Dive,Mistakes,54.0,0.753,0.39,6.0,-7.294,0,0.0403,0.371,0.000815,0.125,0.374,136.747,248387.0,4,2 +Buddy Guy,(Baby) You Got What It Takes (feat. Joss Stone),29.0,0.632,0.542,,-4.724,1,0.108,0.755,1.48e-06,0.383,0.752,136.318,197947.0,4,2 +New Star,Watchhouse,31.0,0.683,0.488,2.0,-8.733,1,0.0266,0.605,0.0554,0.13,0.424,113.387,3.095466667,4,0 +Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,9 +Lil Baby,Real As It Gets (feat. EST Gee),80.0,0.779,0.705,6.0,-5.891,0,0.163,0.00471,,0.0971,0.196,140.005,192804.0,4,5 +Drakum,Urashima,38.0,0.402,0.892,5.0,-5.857,0,0.0447,1.74e-06,0.515,0.162,0.423,94.982,269938.0,4,8 +Amit Lewis,◊°◊§◊®◊ô ◊ú◊ô,32.0,0.5,0.606,1.0,-7.988,0,0.0702,0.588,,0.0871,0.251,159.956,160653.0,4,9 +Wolfmother,Vagabond - Acoustic Version,40.0,0.585,0.534,2.0,-7.802,1,0.0298,0.213,,0.16,0.358,101.025,160347.0,4,10 +Coleman Hawkins Quartet,Don't Love Me,55.0,0.42,0.116,,-18.078,1,0.0419,0.943,0.0801,0.124,0.142,120.071,4.650216667,4,7 +"Lata Mangeshkar, Bhupinder Singh",Honthon Mein Aisi Baat,20.0,0.567,0.666,9.0,-6.888,1,0.274,0.905,0.247,0.443,0.795,111.315,7.927683333,4,3 +Dudu Tassa,◊î◊ì◊ú◊™,18.0,0.422,0.665,4.0,-9.552,0,0.0347,0.428,0.175,0.159,0.113,84.993,233160.0,4,10 +Matti Caspi,◊û◊ß◊ï◊ù ◊ú◊ì◊ê◊í◊î,26.0,0.476,0.381,1.0,-12.557,0,0.0312,0.285,0.00482,0.0979,0.319,115.024,250467.0,4,10 +Acid King,Electric Machine,43.0,0.321,0.662,5.0,-10.374,1,0.0349,0.00352,0.503,0.105,0.199,117.853,384867.0,4,8 +J√≥hann J√≥hannsson,Wrestling,35.0,0.124,0.0712,10.0,-24.035,1,0.0418,0.939,0.789,0.0801,0.0407,154.206,168230.0,3,1 +The Soft Cavalry,Dive,28.0,0.5,0.528,2.0,-10.051,1,0.0276,0.044,0.000243,0.0911,0.094,78.0,255385.0,4,10 +Shemekia Copeland,When A Woman's Had Enough,18.0,0.694,0.774,8.0,-4.858,1,0.195,0.218,3.7e-06,0.195,0.867,171.919,234907.0,4,2 +Danheim,Runar,51.0,0.564,0.63,11.0,-11.022,0,0.0668,0.107,0.897,0.0854,0.31,184.206,260557.0,4,8 +Atreyu,Lip Gloss And Black,48.0,0.318,0.808,8.0,-7.186,1,0.0703,0.000257,0.0146,0.283,0.219,147.74,304613.0,4,10 +Biffy Clyro,Space,63.0,0.457,0.559,10.0,-5.17,1,0.027,0.206,,0.193,0.41,156.907,235947.0,3,10 +Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,10 +Crumb,Ghostride,63.0,0.665,0.35,2.0,-9.426,1,0.028,0.508,0.83,0.109,0.467,87.061,126120.0,4,6 +Catholic Country,"Kings of Convenience, Feist",61.0,0.794,0.408,2.0,-11.661,0,0.102,0.788,0.00145,0.105,0.576,93.916,3.019,4,0 +Bush,Glycerine - Remastered,63.0,0.421,0.335,5.0,-11.384,1,0.0324,0.0342,0.00236,0.0944,0.0889,114.227,266493.0,4,10 +Apate,Under My Skin,24.0,0.384,0.995,,-1.549,1,0.272,0.000519,0.0187,0.787,0.209,159.957,159373.0,4,8 +"Toumani Diabaté, Sidiki Diabaté",Claudia & Salma,35.0,0.501,0.315,5.0,-13.706,1,0.0389,0.922,0.831,0.114,0.593,155.994,4.663816667,3,7 +The Black Keys,Ten Cent Pistol,50.0,0.59,0.551,,-6.693,0,0.0305,0.25,0.00668,0.111,0.304,105.482,269829.0,4,10 +The Catheters,Nothing,38.0,0.198,0.964,,-3.874,1,0.21,0.000245,0.00321,0.172,0.191,163.424,214467.0,4,1 +SK√ÅLD,Fimbulvetr,43.0,0.63,0.448,2.0,-14.446,1,0.0349,0.254,0.232,0.38,0.186,100.021,196747.0,1,8 +The Libertines,Gunga Din,45.0,0.596,0.727,6.0,-5.763,0,0.0405,0.00481,3.28e-05,0.0554,0.678,135.091,178813.0,4,6 +P√ÜRISH,Violet,31.0,0.338,0.851,6.0,-4.193,1,0.0333,1.92e-05,0.182,0.0916,0.62,172.534,252170.0,4,10 +Elton John,Rocket Man (I Think It's Going To Be A Long Long Time),82.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,281613.0,4,10 +Ahuva Ozeri,◊¶◊ú◊¶◊ï◊ú◊ô ◊§◊¢◊û◊ï◊†◊ô◊ù,37.0,0.51,0.731,4.0,-6.715,0,0.0343,0.164,0.000467,0.363,0.227,95.955,302160.0,4,9 +U2,Sleep Like A Baby Tonight,42.0,0.559,0.354,6.0,-12.5,0,0.0309,0.454,0.00132,0.11,0.471,171.98,301525.0,4,10 +"Willie Nelson, Ray Charles",Seven Spanish Angels (with Ray Charles),57.0,0.549,0.287,5.0,-13.135,1,0.0362,0.373,,0.115,0.382,132.439,3.85045,4,4 +Geist,Shannon Lay,40.0,0.565,0.292,8.0,-13.124,1,0.0255,0.889,0.00126,0.112,0.217,78.535,3.503633333,1,0 +Medium Medium,"Hungry, So Angry",40.0,0.81,0.835,4.0,-10.18,1,0.0847,0.365,0.00201,0.0523,0.948,125.67,239027.0,4,6 +"Edvard Grieg, Mischa Maisky, Lily Maisky","Peer Gynt, Op. 23 / Act 3: Solveig's Song (Arr. for Cello and Piano by Georg Goltermann)",35.0,0.134,0.0174,4.0,-28.408,1,0.0535,0.973,0.963,0.0659,0.0551,170.917,5.709116667,3,7 +S. J. Jananiy,Kaana Vendaamo,16.0,0.391,0.577,9.0,-6.53,1,0.0324,0.488,9.34e-05,0.0758,0.708,173.933,5.378216667,3,0 +jxdn,Angels & Demons,75.0,0.554,0.8,8.0,-3.936,1,0.0395,0.119,,0.629,0.463,115.056,160120.0,4,5 +The Black Moods,Sunshine,44.0,0.252,0.978,11.0,-2.341,1,0.166,1.21e-05,7.13e-05,0.408,0.563,86.754,217060.0,4,10 +Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,6 +Cake,Comfort Eagle,53.0,0.736,0.782,11.0,-6.171,1,0.0528,0.09,,0.211,0.899,120.987,220227.0,4,10 +Mary Bragg,Fool,17.0,0.543,0.342,,-8.647,0,0.0292,0.502,4.07e-05,0.106,0.153,117.934,229630.0,4,1 +Paulo Mendonca,U got 2 believe,38.0,0.616,0.908,10.0,-6.867,0,0.0551,0.00194,0.00235,0.0345,0.808,92.984,208332.0,4,10 +Foo Fighters,Everlong,78.0,0.413,0.881,11.0,-5.541,0,0.0367,5.99e-05,0.000308,0.0805,0.364,158.066,250547.0,4,10 +Disturbed,Are You Ready,61.0,0.392,0.976,7.0,-2.189,1,0.107,0.000107,,0.271,0.521,199.888,261680.0,4,10 +Mrigya,Rock The Raag,8.0,0.299,0.811,7.0,-7.647,1,0.0948,0.068,0.112,0.459,0.709,89.986,7.54045,4,0 +Robin Schulz,One More Time (feat. Alida),77.0,0.5,0.701,,-6.261,0,0.0499,0.0302,8.97e-06,0.307,0.159,123.985,199358.0,4,9 +Lorde,Royals,76.0,0.674,0.428,7.0,-9.504,1,0.122,0.121,,0.132,0.337,84.878,190185.0,4,9 +Wait for Springtime,Kishi Bashi,37.0,0.572,0.246,,-13.668,1,0.0267,0.489,0.00601,0.108,0.465,95.34,4.005583333,4,0 +Icon For Hire,Last One Standing,45.0,0.467,0.809,5.0,-5.2,0,0.0944,0.000506,,0.337,0.336,180.001,204004.0,4,8 +Boogie Down Productions,My Philosophy,45.0,0.875,0.907,4.0,-11.434,0,0.166,0.0166,,0.36,0.743,94.005,340133.0,4,5 +"Rekha, Sapan Chakraborty",Qayda Qayda,11.0,0.659,0.288,2.0,-14.641,1,0.0848,0.895,0.00128,0.213,0.882,93.444,3.802666667,4,3 +Eddy Clearwater,Gotta Move On,32.0,0.31,0.718,8.0,-3.837,1,0.0706,0.179,1.7e-06,0.336,0.274,185.561,280440.0,3,2 +Alan Jackson,Write It In Red,48.0,0.679,0.401,2.0,-13.766,1,0.0275,0.348,0.000534,0.303,0.448,117.993,255148.0,4,1 +Peled,◊ë◊ú◊ë◊ú◊î,27.0,0.858,0.873,7.0,-3.717,1,0.21,0.213,,0.132,0.598,130.139,184827.0,4,5 +Carolina Story,Dandelion,29.0,0.666,0.501,,-8.951,1,0.0298,0.0342,0.000203,0.0904,0.487,122.021,222973.0,4,1 +Aerosmith,Hole In My Soul,63.0,0.465,0.701,,-4.809,1,0.0268,0.00506,,0.207,0.216,75.427,370093.0,4,10 +M√∂tley Cr√ºe,Live Wire,65.0,0.422,0.901,7.0,-6.655,0,0.0631,9.22e-05,6.78e-06,0.56,0.673,112.445,194587.0,4,8 +Manga Saint Hilare,Contraband,32.0,0.868,0.73,,-7.478,0,0.337,0.332,8.94e-06,0.141,0.947,140.091,164571.0,4,5 +Pretty Sick,Devil in Me,36.0,0.288,0.936,2.0,-6.148,1,0.0705,0.000621,0.309,0.21,0.332,103.706,276493.0,4,10 +The Zombies,She's Not There,63.0,0.523,0.803,4.0,-5.189,0,0.045,0.579,,0.0948,0.898,132.316,145293.0,4,1 +Chelsea Cutler,Sad Tonight - Acoustic,46.0,0.463,0.31,9.0,-8.364,0,0.0386,0.473,,0.218,0.463,124.25,193800.0,5,9 +The War and Treaty,Love Like There's No Tomorrow,41.0,0.485,0.286,3.0,-12.266,1,0.0462,0.934,,0.331,0.327,70.634,144107.0,4,2 +Black Pistol Fire,Hope in Hell,47.0,0.338,0.521,9.0,-10.15,0,0.0341,0.0202,,0.325,0.287,145.687,267427.0,4,10 +Tre' Amani,Come Thru,38.0,0.563,0.593,,-6.166,1,0.414,0.158,1.36e-05,0.291,0.591,147.442,293159.0,4,5 +Aubrie Sellers,Just to Be with You,35.0,0.336,0.739,,-5.394,0,0.0481,0.0325,5.9e-05,0.137,0.578,169.932,203653.0,4,10 +Lexa,Chama Ela (feat. Pedro Sampaio),60.0,0.888,0.841,6.0,-1.933,1,0.147,0.46,9.12e-05,0.0568,0.964,149.994,120200.0,4,9 +You Me At Six,Stay With Me - Acoustic Version,50.0,0.62,0.701,2.0,-8.241,0,0.0296,0.172,7.4e-05,0.242,0.447,134.966,198573.0,4,10 +Pip Millett,Heavenly Mother,59.0,0.871,0.397,11.0,-7.872,0,0.394,0.14,0.0196,0.0681,0.486,88.167,239767.0,4,1 +Advaita,Rasiya,,0.493,0.582,8.0,-11.906,1,0.0315,0.596,0.925,0.115,0.25,149.981,5.647333333,4,0 +"Franz Schubert, vision string quartet","Schubert: String Quartet No. 14 in D Minor, D. 810, ""Death and the Maiden"": II. Theme -",25.0,0.175,0.0483,7.0,-22.434,0,0.0471,0.975,0.858,0.143,0.0387,130.585,2.2702,4,7 +"Quasheba, Quasheba","Our Native Daughters, Rhiannon Giddens, Leyla McCalla, Allison Russell",32.0,0.574,0.351,,-10.911,1,0.0549,0.153,6.19e-06,0.103,0.319,80.578,4.709783333,4,0 +Honey Lung,Sophomore,36.0,0.399,0.744,7.0,-8.303,1,0.0455,8.44e-05,0.0335,0.0497,0.125,91.918,353956.0,4,10 +Eyal Golan,◊ë◊ê◊ï◊® ◊í◊ì◊ï◊ú,54.0,0.595,0.489,9.0,-6.947,0,0.0427,0.636,,0.114,0.489,139.723,190500.0,4,9 +BRONCHO,Class Historian,51.0,0.576,0.97,6.0,-5.143,1,0.0507,0.214,0.706,0.262,0.965,158.111,212236.0,4,6 +Fleetwood Mac,Landslide,76.0,0.414,0.161,7.0,-22.32,0,0.0318,0.883,0.000223,0.117,0.423,159.375,3.32488333,4,0 +Foo Fighters,My Hero,70.0,0.398,0.927,9.0,-4.212,1,0.0567,6.2e-05,0.000177,0.0575,0.311,77.106,260027.0,4,10 +Michael Romeo,Black,34.0,0.449,0.978,2.0,-5.409,1,0.11,0.00176,0.000313,0.351,0.151,177.952,378840.0,4,8 +Gojira,The Heaviest Matter of the Universe,26.0,0.244,0.967,5.0,-3.01,0,0.0905,2.79e-06,0.074,0.0794,0.225,103.259,240293.0,4,8 +iann dior,Sick and Tired (ft. Machine Gun Kelly and Travis Barker),75.0,0.748,0.492,11.0,-8.584,1,0.0498,0.151,,0.146,0.483,145.097,144000.0,4,5 +Van Halen,(Oh) Pretty Woman - 2015 Remaster,57.0,0.441,0.97,1.0,-2.1,0,0.0708,0.192,1.68e-06,0.312,0.5,128.289,172671.0,4,10 +Dead Ghosts,Roky Said,48.0,0.288,0.696,7.0,-7.315,1,0.0436,0.00228,0.0228,0.295,0.167,136.531,196053.0,4,10 +Eliza & The Delusionals,YOU,41.0,0.428,0.804,,-4.84,1,0.0564,0.0544,7.74e-06,0.124,0.595,184.238,197232.0,4,6 +Sun June,Bad girl,44.0,0.578,0.374,8.0,-9.501,1,0.0279,0.281,0.126,0.114,0.449,175.867,247507.0,4,6 +Elmore James,CrossRoads,33.0,0.632,0.765,7.0,-4.577,1,0.0331,0.315,0.000246,0.244,0.95,99.617,178907.0,4,2 +Stunna Gambino,Demons,60.0,0.553,0.68,6.0,-7.929,0,0.328,0.44,,0.12,0.33,122.007,177197.0,5,5 +King Promise,Alright (feat. Shatta Wale),56.0,0.604,0.501,6.0,-6.717,1,0.164,0.463,2.49e-05,0.0989,0.909,68.988,178663.0,5,9 +The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,6 +Geva Alon,The Wind Whispers,37.0,0.448,0.546,9.0,-6.681,0,0.0272,0.518,,0.147,0.335,133.435,242160.0,4,6 +Joe Cocker,I Shall Be Released,43.0,0.379,0.363,9.0,-13.502,1,0.0308,0.823,0.013,0.0951,0.411,60.564,275960.0,4,2 +Kanye West,School Spirit,55.0,0.483,0.787,5.0,-5.422,0,0.21,0.339,,0.236,0.592,84.81,182387.0,4,5 +Eden Ben Zaken,◊ê◊ú◊ë◊ô◊†◊î,28.0,0.711,0.91,8.0,-3.896,0,0.0406,0.57,0.00011,0.347,0.75,106.004,211954.0,4,9 +Cortes,Facing My Fear,40.0,0.411,0.813,6.0,-3.419,0,0.0598,0.00024,,0.275,0.643,168.034,201827.0,4,10 +Shalom Gad,◊°◊ï◊£ ◊î◊û◊ì◊ë◊®,23.0,0.368,0.521,8.0,-9.874,0,0.0258,0.36,,0.339,0.468,91.433,193587.0,4,6 +Sublime,Santeria,77.0,0.682,0.765,1.0,-5.021,0,0.0395,0.0268,3.42e-05,0.188,0.567,90.807,182747.0,4,10 +Eric Clapton,Milkcow's Calf Blues,38.0,0.458,0.758,5.0,-6.193,0,0.0286,0.262,0.000504,0.18,0.784,168.974,199133.0,4,2 +Keith Urban,Long Hot Summer,61.0,0.657,0.785,3.0,-8.428,1,0.037,0.0301,4.62e-06,0.0927,0.769,127.987,4.559783333,4,4 +BTS,Permission to Dance,95.0,0.702,0.741,9.0,-5.33,1,0.0427,0.00544,,0.337,0.646,124.925,3.12641667,4,9 +The Rapture,Echoes,40.0,0.603,0.946,8.0,-3.369,0,0.228,0.000335,0.0604,0.0936,0.3,133.986,186520.0,4,1 +Megan Davies,Only Us (Acoustic),48.0,0.504,0.315,9.0,-11.79,0,0.0286,0.775,3.49e-06,0.112,0.27,101.298,3.6397,4,0 +Kadavar,All Our Thoughts,39.0,0.139,0.912,2.0,-1.884,1,0.0679,0.167,0.0038,0.114,0.609,80.895,275000.0,4,10 +Kishore Kumar,Dekha Na Haye Re,8.0,0.536,0.763,5.0,-5.384,1,0.063,0.856,,0.117,0.814,133.275,4.21435,4,3 +Tried to Tell You,The Weather Station,34.0,0.776,0.57,,-8.767,1,0.03,0.704,0.00215,0.109,0.784,131.0,3.643383333,4,0 +Gunna,DOLLAZ ON MY HEAD (feat. Young Thug),79.0,0.825,0.458,,-7.47,1,0.0577,0.114,,0.102,0.161,145.115,197760.0,4,5 +The Kooks,See Me Now,44.0,0.354,0.549,1.0,-6.031,1,0.0384,0.715,3.69e-06,0.124,0.319,174.223,181027.0,4,10 +Tino Sutra,TROY BOLTON,40.0,0.774,0.674,2.0,-6.362,1,0.072,0.022,0.00323,0.0831,0.449,81.994,140488.0,4,5 +Shalom Hanoch,◊ê◊ì◊ù ◊ë◊™◊ï◊ö ◊¢◊¶◊û◊ï,42.0,0.633,0.376,9.0,-11.434,1,0.0277,0.822,0.0195,0.0814,0.303,88.276,431933.0,4,10 +Geeta Dutt,Pyare Darshan Dijo Aaj,1.0,0.399,0.222,6.0,-12.37,1,0.0545,0.994,0.339,0.104,0.29,85.134,2.7581,4,3 +Steppenwolf,Born To Be Wild - Single Version,2.0,0.468,0.81,9.0,-8.33,1,0.0724,0.00169,0.0314,0.567,0.464,145.589,216693.0,4,10 +Rosie Tucker,Gay Bar,43.0,0.348,0.521,7.0,-5.617,1,0.0388,0.253,0.00729,0.116,0.331,175.819,183480.0,4,1 +Dan + Shay,Speechless,74.0,0.616,0.438,1.0,-5.968,1,0.0298,0.356,,0.24,0.386,135.929,3.55645,4,4 +Useless ID,Stopwatch,16.0,0.286,0.992,9.0,-2.333,1,0.21,0.000531,2.06e-05,0.104,0.49,178.619,81573.0,4,6 +TheHxliday,Wit Dat,57.0,0.683,0.54,7.0,-5.308,0,0.332,0.0114,,0.127,0.432,140.217,164736.0,4,5 +King Crimson,Starless And Bible Black,29.0,0.257,0.403,7.0,-17.972,1,0.0604,0.0131,0.353,0.126,0.0399,148.854,550633.0,4,10 +Sara Montiel,Fumando Espero,38.0,0.465,0.256,9.0,-9.653,0,0.0787,0.947,,0.102,0.341,168.353,124760.0,4,9 +Underoath,Reinventing Your Exit,57.0,0.45,0.978,9.0,-4.198,0,0.0637,0.000124,7.14e-06,0.361,0.268,155.014,262573.0,4,10 +Counting Crows,Goodnight Elisabeth,48.0,0.558,0.499,9.0,-8.182,1,0.0384,0.593,1.08e-05,0.0755,0.217,80.178,318200.0,4,10 +Backstreet Boys,Don't Want You Back,52.0,0.73,0.638,6.0,-5.32,0,0.0336,0.0999,,0.131,0.893,103.049,3.44155,4,9 +"Miles Davis, John Coltrane, Bill Evans",Blue in Green (feat. John Coltrane & Bill Evans),62.0,0.421,0.0162,2.0,-25.358,0,0.0388,0.808,0.0024,0.0978,0.154,110.479,5.628883333,4,7 +Ludacris,S.O.T.L. (Silence of the Lambs) [feat. Lil Wayne],53.0,0.924,0.766,10.0,-4.092,0,0.256,0.051,,0.0981,0.455,132.06,191713.0,4,5 +Jonas Brothers,Sucker,83.0,0.842,0.734,1.0,-5.065,0,0.0588,0.0427,,0.106,0.952,137.958,181027.0,4,9 +Parazit,Asleep Reason Horror,24.0,0.553,0.937,11.0,-5.314,1,0.0447,0.00258,0.689,0.201,0.545,159.978,322512.0,4,8 +Rallye,Univers,36.0,0.435,0.798,7.0,-5.882,1,0.0327,0.000757,0.00115,0.162,0.438,100.018,228053.0,4,6 +Manna Dey,Yeh Natak Kavi Likh Gaye Kalidas,1.0,0.333,0.373,2.0,-9.087,1,0.0481,0.936,,0.246,0.434,78.08,5.156566667,3,3 +Exhorder,My Time,37.0,0.354,0.994,7.0,-4.254,1,0.151,3.38e-05,0.000701,0.0746,0.0761,203.921,233146.0,4,8 +Nevertel,new friend,,0.599,0.816,2.0,-5.87,1,0.053,0.00154,0.000131,0.462,0.249,120.022,178250.0,4,10 +Moose Blood,Honey,42.0,0.493,0.951,2.0,-5.138,1,0.0805,4.49e-05,,0.101,0.375,143.041,208160.0,4,10 +Burning Witches,Dance with the Devil,37.0,0.458,0.951,6.0,-4.936,1,0.075,0.000254,0.00262,0.109,0.495,155.073,266467.0,4,8 +Lil Wayne,Let The Beat Build,39.0,0.493,0.527,8.0,-8.128,1,0.246,0.144,3.35e-06,0.38,0.887,154.055,309000.0,4,5 +Olivia Holt,love on you.,51.0,0.885,0.594,,-9.005,1,0.0936,0.431,0.000121,0.131,0.841,111.997,151449.0,5,9 +Sjowgren,Human Condition,46.0,0.561,0.798,10.0,-4.619,0,0.0389,0.0219,0.217,0.109,0.422,93.028,131619.0,4,6 +6th Street Jazz,Tonda,48.0,0.479,0.179,2.0,-18.337,1,0.0315,0.952,0.936,0.208,0.201,68.672,5.184483333,3,7 +Potter Payper,Topshottas Freestyle,34.0,0.601,0.724,1.0,-6.769,0,0.48,0.0859,,0.14,0.669,125.117,130542.0,5,9 +Sylvester Cotton,When I'm Gone,4.0,0.569,0.249,11.0,-12.789,1,0.0421,0.96,0.305,0.0817,0.462,105.513,169348.0,4,2 +Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,6 +Nathan Goshen,◊†◊ó◊õ◊î ◊ú◊ö,52.0,0.542,0.465,2.0,-7.736,1,0.027,0.491,,0.0737,0.464,74.911,207443.0,4,9 +The Chambers Brothers,Time Has Come Today,52.0,0.528,0.514,2.0,-11.909,1,0.133,0.0252,0.0894,0.0725,0.44,122.872,290933.0,4,10 +Tuna,◊©◊†◊ô◊¶◊ú◊ô◊ù,39.0,0.363,0.714,4.0,-5.743,0,0.19,0.195,,0.184,0.631,75.155,224144.0,4,5 +Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,6 +the sleepover disaster,Dark Star,31.0,0.107,0.57,11.0,-7.209,0,0.0348,0.00378,0.706,0.449,0.159,80.74,297813.0,4,10 +The Cure,A Forest,64.0,0.587,0.493,,-14.927,1,0.0505,0.423,0.712,0.0909,0.451,161.222,354640.0,4,6 +Lil Skies,My Baby (feat. Zhavia Ward),52.0,0.8,0.597,9.0,-9.082,1,0.203,0.0299,,0.177,0.449,95.072,132300.0,4,5 +Hania Rani,Buka,43.0,0.604,0.258,2.0,-19.848,1,0.0398,0.982,0.94,0.175,0.413,103.019,302724.0,3,6 +Omer Adam,◊†◊ô◊§◊í◊© ◊ë◊©◊û◊ó◊ï◊™,37.0,0.851,0.322,1.0,-11.078,0,0.323,0.293,,0.168,0.503,129.93,187846.0,4,9 +Helena Deland,Someone New,45.0,0.535,0.763,1.0,-10.16,0,0.0788,0.578,0.573,0.103,0.166,148.027,229502.0,4,6 +BackRoad Gee,A Yo,56.0,0.839,0.793,,-5.885,1,0.407,0.547,,0.134,0.771,143.978,161344.0,4,5 +The Amazons,Black Magic,54.0,0.375,0.777,10.0,-3.92,0,0.0407,6.51e-05,0.00186,0.153,0.48,114.968,271560.0,4,10 +Freeds,Fruit Bats,42.0,0.897,0.466,10.0,-10.18,1,0.0478,0.556,0.000165,0.119,0.522,104.944,175313.0,4,9 +Youngbloodz,Damn! (feat. Lil' Jon) - Club Mix,56.0,0.772,0.724,6.0,-5.799,0,0.307,0.0149,,0.355,0.518,84.038,298600.0,4,5 +Eyal Golan,◊î◊ê◊ù ◊ú◊î◊ô◊ï◊™ ◊ë◊ö ◊û◊ê◊ï◊î◊ë,31.0,0.62,0.494,,-6.298,1,0.029,0.222,,0.122,0.197,114.945,203078.0,4,9 +Taylor Swift,Soon You‚Äôll Get Better (feat. The Chicks),65.0,0.433,0.182,,-12.566,1,0.0641,0.907,,0.123,0.421,207.476,201587.0,4,9 +Foster,fools (can't help falling in love) (feat. Sody),75.0,0.706,0.604,2.0,-6.932,1,0.303,0.418,,0.242,0.361,82.03,165029.0,4,9 +GRAE,Spinning,46.0,0.641,0.857,7.0,-7.572,1,0.0431,0.0388,0.727,0.339,0.781,150.0,188173.0,4,6 +Volumes,Weighted,47.0,0.439,0.93,1.0,-7.056,1,0.0652,5e-05,0.488,0.212,0.383,83.992,224792.0,4,8 +ICE-T,Colors - 2014 Remaster,44.0,0.847,0.92,10.0,-7.261,0,0.287,0.0902,1.33e-05,0.126,0.519,93.532,266027.0,4,5 +Yehudit Ravitz,◊¢◊©◊î ◊©◊ô◊î◊ô◊î ◊ú◊ô ◊ß◊ú,14.0,0.455,0.202,4.0,-16.988,1,0.0277,0.687,0.166,0.104,0.0675,73.108,422067.0,3,10 +Fit For An Autopsy,Fear Tomorrow,46.0,0.22,0.972,11.0,-5.017,0,0.155,0.000162,7.15e-06,0.335,0.0761,91.921,269381.0,3,8 +Ruston Kelly,Teenage Dirtbag - Acoustic,45.0,0.354,0.321,,-10.068,1,0.0314,0.862,4.21e-05,0.0953,0.356,146.079,4.59378333,4,0 +Kelly Joe Phelps,Lead Me On,41.0,0.345,0.307,9.0,-13.97,1,0.031,0.834,0.000239,0.101,0.483,176.666,287947.0,4,2 +Ariel Segal,◊™◊®◊ê◊ô ◊ê◊ï◊™◊ô,1.0,0.305,0.373,8.0,-10.742,0,0.0656,0.889,5.78e-06,0.253,0.343,82.531,170250.0,5,9 +Love Battery,Between The Eyes,44.0,0.634,0.909,2.0,-8.332,1,0.0289,0.171,0.00318,0.102,0.816,103.398,268467.0,4,10 +Warren G,Regulate,75.0,0.849,0.521,11.0,-12.999,0,0.216,0.304,1.65e-06,0.115,0.763,95.265,248867.0,4,5 +John Legend,Hang on in There,32.0,0.366,0.686,9.0,-7.004,1,0.048,0.318,8.79e-06,0.239,0.611,84.01,435373.0,4,5 +Red Hot Chili Peppers,Good Time Boys - Remastered,42.0,0.454,0.973,11.0,-2.884,0,0.139,0.0096,3.46e-06,0.0911,0.563,93.914,301680.0,4,10 +Thee Headcoatees,Round Every Corner,14.0,0.592,0.547,,-13.09,1,0.0627,0.303,,0.0709,0.736,133.581,145400.0,4,2 +Passenger,The Way That I Love You - Acoustic,34.0,0.569,0.111,1.0,-18.174,1,0.0406,0.929,,0.104,0.284,118.6,2.624,4,0 +Ell Murphy,Arms Around,32.0,0.778,0.825,11.0,-6.73,0,0.105,0.00588,0.581,0.0659,0.725,133.015,306569.0,4,1 +AC/DC,Safe in New York City,50.0,0.494,0.881,9.0,-4.773,1,0.037,0.0111,0.00953,0.104,0.623,160.942,239467.0,4,8 +Little Walter,Last Night - Single Version,6.0,0.468,0.419,7.0,-10.746,1,0.139,0.977,0.00159,0.143,0.472,207.452,163213.0,3,2 +The Backyardigans,Castaways,72.0,0.756,0.211,5.0,-17.646,1,0.409,0.784,8.65e-06,0.11,0.307,81.253,1.461783333,4,9 +Medhane,Off Tha Strength,33.0,0.344,0.826,6.0,-5.971,0,0.195,0.67,0.000399,0.0731,0.526,81.796,152000.0,4,5 +"Jazim Sharma, Tajasvi Sharma",Inteha,19.0,0.456,0.353,9.0,-9.607,1,0.0349,0.874,9.82e-06,0.107,0.335,124.318,4.267633333,3,0 +Rossdale Junction,Sleeper,49.0,0.563,0.126,11.0,-17.326,1,0.0315,0.858,0.617,0.132,0.103,104.959,3.759116667,4,7 +Eli Hurts,TOO MUCH,36.0,0.785,0.424,,-4.299,1,0.0952,0.00386,,0.0724,0.757,118.977,149153.0,4,10 +Iron Maiden,The Number Of The Beast - 1998 Remastered Version,24.0,0.287,0.997,,-3.124,1,0.107,0.00206,0.000397,0.944,0.268,99.545,294627.0,4,8 +moe.,Nebraska,48.0,0.645,0.623,2.0,-7.836,1,0.0359,0.566,,0.204,0.624,95.968,229667.0,4,10 +John Lee Hooker,Moon Is Rising,35.0,0.654,0.159,5.0,-15.9,1,0.0698,0.979,0.00706,0.0911,0.322,129.481,169600.0,4,2 +TOPS,Witching Hour,40.0,0.727,0.905,6.0,-5.274,0,0.0376,0.126,0.0358,0.125,0.876,135.969,193227.0,3,6 +Imad Royal,Heart-Shaped Box - VIRTU Remix,41.0,0.459,0.677,7.0,-5.719,1,0.0626,0.0373,0.000587,0.12,0.146,160.154,244500.0,4,10 +Yuval Dayan,◊ú◊ô◊ú◊ï◊™◊ô◊ô,43.0,0.602,0.329,11.0,-7.788,1,0.0285,0.81,7.46e-05,0.126,0.135,111.986,246579.0,4,9 +Topaz Jones,Black Tame,49.0,0.627,0.81,11.0,-4.971,1,0.284,0.314,,0.546,0.637,100.136,252374.0,4,5 +Ghostemane,Anti-Social Masochistic Rage [ASMR],51.0,0.51,0.709,1.0,-7.86,1,0.0598,0.0125,0.869,0.0716,0.267,120.633,193952.0,3,8 +Reeshabh Purohit,Soona Soona,,0.467,0.193,1.0,-18.895,1,0.0315,0.731,0.107,0.105,0.108,100.006,5.4,4,0 +AWOLNATION,The Best,57.0,0.635,0.875,2.0,-4.756,0,0.0306,0.11,0.236,0.0993,0.0485,111.005,223320.0,4,10 +"Kenny Chesney, P!nk",Setting the World On Fire (with P!nk),61.0,0.61,0.822,,-4.422,1,0.0355,0.0171,1.88e-06,0.093,0.437,93.993,3.62445,4,4 +Oasis,Live Forever - Remastered,53.0,0.191,0.829,9.0,-3.381,0,0.0447,2.72e-05,2.11e-05,0.362,0.191,116.007,276667.0,5,10 +Myd,Let You Speak,52.0,0.777,0.694,10.0,-9.237,0,0.0305,0.101,0.0134,0.0763,0.801,124.022,187880.0,4,6 +Sing-Sing,Feels Like Summer,23.0,0.586,0.813,9.0,-5.126,0,0.0276,0.156,0.000391,0.276,0.568,132.64,248467.0,4,6 +The Hirsch Effekt,Torka,16.0,0.138,0.883,10.0,-6.656,0,0.0885,0.000273,0.283,0.159,0.116,171.903,381133.0,5,8 +Melanie,Animal Crackers - Live at Woodstock,23.0,0.595,0.158,2.0,-17.446,1,0.0576,0.752,4.41e-06,0.139,0.392,135.968,173760.0,4,10 +Saving Abel,Drowning (Face Down),51.0,0.384,0.871,7.0,-4.034,1,0.04,0.00991,1.55e-06,0.349,0.321,159.939,235613.0,4,10 +Rajhesh Vaidhya,Nagumomu - Abheri - Adi,19.0,0.395,0.774,2.0,-7.731,0,0.0433,0.346,0.841,0.0898,0.762,91.578,1284507.0,4,6 +Jarren Benton,Andre 3K's,37.0,0.783,0.757,11.0,-6.166,0,0.188,0.158,0.00371,0.0925,0.713,155.96,135334.0,5,5 +Wolf King,Sanctuary,19.0,0.446,0.997,6.0,-3.952,0,0.103,9.44e-05,0.00394,0.391,0.104,155.108,246212.0,4,8 +North Mississippi Allstars,Meet Me In the City,51.0,0.867,0.503,8.0,-8.431,1,0.0334,0.827,0.464,0.184,0.474,111.016,276760.0,4,10 +Fear Factory,Linchpin,59.0,0.693,0.871,,-3.389,1,0.0844,0.00358,2.01e-05,0.11,0.533,111.989,204853.0,4,8 +Saweetie,Best Friend (feat. Doja Cat),89.0,0.84,0.766,4.0,-4.12,1,0.136,0.00302,3.61e-06,0.0684,0.402,94.018,155884.0,4,9 +Seething Akira,Ded,38.0,0.282,0.939,5.0,-4.938,0,0.269,0.0037,0.00036,0.162,0.201,150.058,236625.0,4,10 +Death,Painkiller,47.0,0.428,0.995,8.0,-2.53,1,0.0918,2.06e-05,0.429,0.305,0.123,103.24,362347.0,4,8 +Busta Rhymes,Everything Remains Raw,50.0,0.759,0.809,1.0,-7.886,0,0.293,0.0955,1.71e-06,0.35,0.508,86.848,220800.0,4,5 +Built To Spill,Life in Vain,37.0,0.488,0.775,4.0,-9.387,1,0.0567,0.0435,0.000443,0.181,0.826,81.004,205506.0,4,6 +The Kooks,Naive,74.0,0.391,0.808,8.0,-6.209,0,0.0892,0.0759,,0.149,0.737,100.304,203507.0,4,10 +◊©◊ô◊ú◊î ◊ë◊ü ◊°◊¢◊ì◊ï◊ü,Forever,41.0,0.471,0.436,11.0,-7.493,1,0.0546,0.688,,0.0813,0.421,143.213,220972.0,4,9 +"Britney Spears, will.i.am",It Should Be Easy (feat. will.i.am),39.0,0.706,0.56,7.0,-5.482,0,0.0777,0.246,,0.0807,0.539,129.851,3.443116667,4,9 +Scar$,Your Ex Is A Bitch And I Hate Her,32.0,0.609,0.6,10.0,-9.005,1,0.0877,0.0183,,0.0461,0.184,81.504,156074.0,4,10 +Sheryl Crow,Strong Enough,62.0,0.58,0.265,2.0,-15.267,1,0.0317,0.796,0.00019,0.11,0.583,154.595,189827.0,3,10 +Dudu Aharon,◊ë◊ô◊ï◊ù ◊©◊†◊§◊í◊©,22.0,0.604,0.429,10.0,-7.237,1,0.0247,0.674,,0.249,0.42,96.009,257720.0,4,9 +Metric,Synthetica,39.0,0.373,0.862,,-3.988,1,0.0383,4.78e-05,0.00486,0.109,0.21,158.932,234707.0,4,10 +Yung Bae,Bad Boy,67.0,0.861,0.82,1.0,-4.807,0,0.0728,0.032,4.76e-06,0.0706,0.781,118.04,187571.0,4,9 +Public Enemy,Fight The Power,58.0,0.797,0.582,2.0,-12.97,1,0.255,0.00484,2.04e-06,0.517,0.415,105.974,282640.0,4,5 +Electric Boys,Super God,34.0,0.45,0.894,2.0,-6.033,1,0.0519,9.45e-06,0.109,0.421,0.339,128.04,208863.0,4,8 +Volturian,Broken,33.0,0.475,0.908,,-5.519,1,0.0432,3.37e-05,0.00171,0.339,0.374,95.018,219133.0,4,8 +Big Joe Williams,Baby Please Don't Go,40.0,0.499,0.302,7.0,-15.15,1,0.0495,0.752,0.0266,0.129,0.564,167.075,164507.0,4,2 +Chris Young,Gettin' You Home,65.0,0.639,0.678,7.0,-5.02,1,0.0278,0.44,1.45e-06,0.221,0.531,106.966,3.53555,4,4 +NEEDTOBREATHE,Brother - Acoustic,48.0,0.386,0.561,9.0,-5.879,1,0.0324,0.806,,0.11,0.416,78.884,3.60618333,4,0 +Damn Yankees,Where You Goin' Now,47.0,0.48,0.72,7.0,-5.607,1,0.0283,0.0116,,0.114,0.383,76.54,279847.0,4,10 +Joshua Ray Walker,Voices,42.0,0.515,0.447,,-10.533,1,0.0394,0.291,0.00012,0.0923,0.184,76.575,264947.0,4,1 +Miri Mesika,◊î◊¶◊ú ◊ï◊ê◊†◊ô,18.0,0.589,0.673,10.0,-7.344,0,0.0435,0.0916,4.68e-06,0.112,0.508,135.011,327080.0,4,9 +George Strait,Ocean Front Property,59.0,0.656,0.326,2.0,-15.756,1,0.0283,0.111,,0.25,0.787,78.298,3.142216667,4,4 +UPSAHL,People I Don't Like,72.0,0.747,0.573,11.0,-6.562,0,0.295,0.268,,0.302,0.551,90.036,142766.0,4,10 +kostromin,–ú–æ—è –≥–æ–ª–æ–≤–∞ –≤–∏–Ω—Ç–æ–º (My head is spinning like a screw),77.0,0.833,0.748,1.0,-5.963,1,0.229,0.0331,1.44e-06,0.0728,0.484,119.925,140000.0,4,9 +Kenny Chesney,American Kids,72.0,0.782,0.589,,-7.37,1,0.0803,0.0476,5.84e-06,0.0366,0.849,85.022,3.049333333,4,4 +Ido B & Zooki,◊ß◊ï◊ì◊ù ◊õ◊ú ◊î◊û◊©◊§◊ó◊î,30.0,0.634,0.931,3.0,-4.768,0,0.267,0.159,,0.0873,0.557,143.996,256667.0,4,5 +Corey Harris,Station Blues,7.0,0.686,0.452,1.0,-13.339,1,0.0914,0.54,0.222,0.059,0.833,106.944,209467.0,4,2 +Didirri,I Can't Get Last Night Out Of My Head,45.0,0.571,0.375,,-12.281,1,0.0641,0.359,,0.0963,0.599,153.573,195418.0,4,9 +Nine Inch Nails,Hurt,56.0,0.566,0.124,11.0,-18.166,0,0.0431,0.709,0.0104,0.132,0.11,79.924,374440.0,4,10 +Jake Owen,Yee Haw,51.0,0.672,0.934,7.0,-3.322,1,0.0333,0.0956,,0.109,0.948,129.123,2.875116667,4,4 +Indosoul by Karthick Iyer,Rejoicing in Raghuvamsa,31.0,0.374,0.656,2.0,-11.757,1,0.045,0.475,0.965,0.118,0.476,100.597,285048.0,4,6 +Fenton Robinson,Somebody Loan Me A Dime,48.0,0.69,0.584,3.0,-8.864,1,0.0746,0.47,2.46e-05,0.297,0.809,118.017,179693.0,3,2 +24HOURS,Step By Step,20.0,0.688,0.926,10.0,-3.869,1,0.0927,0.00422,0.000891,0.0765,0.609,140.016,211290.0,4,10 +Sreevalsan J. Menon,Yamuna,23.0,0.31,0.373,,-10.775,1,0.0329,0.89,7.91e-06,0.144,0.282,135.15,8.3397,1,0 +Tidal Wave,End of the Line,22.0,0.364,0.729,8.0,-10.391,1,0.0334,2.05e-05,0.258,0.457,0.373,83.017,213479.0,4,10 +Nirvana,The Man Who Sold The World - Live Version,56.0,0.476,0.706,1.0,-7.839,0,0.0289,0.379,0.000242,0.877,0.368,114.858,227467.0,4,10 +Westlife,How to Break a Heart,2.0,0.555,0.727,7.0,-4.694,1,0.0327,0.0507,,0.287,0.13,156.0,4.068883333,4,9 +Lala Lala,Destroyer,47.0,0.604,0.594,10.0,-6.706,1,0.0259,0.757,0.635,0.148,0.333,109.931,192550.0,4,6 +Sugaray Rayford,Homemade Disaster,28.0,0.556,0.87,7.0,-4.816,0,0.166,0.162,0.463,0.0941,0.955,169.826,194564.0,4,2 +Asha Bhosle,Tora Man Bada Papi,3.0,0.37,0.601,7.0,-10.958,1,0.141,0.93,,0.306,0.487,85.953,4.683783333,4,3 +Elina,Free,60.0,0.627,0.213,10.0,-12.634,1,0.0349,0.877,,0.204,0.18,92.054,199463.0,4,9 +LUMP,Animal - Edit,52.0,0.76,0.652,1.0,-8.896,1,0.0311,0.137,0.213,0.11,0.398,119.978,185536.0,3,1 +Dugong Jr,Ceramic,43.0,0.789,0.745,8.0,-9.841,1,0.418,0.565,6.08e-05,0.0883,0.578,111.045,241834.0,4,6 +Eldad Cohen,◊ë◊õ◊ú ◊ß◊ô◊•,26.0,0.493,0.617,,-6.229,0,0.0384,0.492,3.01e-06,0.258,0.597,145.974,208023.0,4,9 +Cam Wallace,Retail (Remix) (with Wiz Khalifa),,0.776,0.482,8.0,-8.039,1,0.0545,0.439,0.000512,0.17,0.372,83.967,165340.0,4,5 +TOOL,The Pot,68.0,0.469,0.79,7.0,-6.889,1,0.0391,0.000148,0.372,0.282,0.466,107.45,381947.0,4,8 +Buckshot LeFonque,Breakfast At Denny's,42.0,0.76,0.65,7.0,-9.233,1,0.189,0.00805,0.524,0.0772,0.581,87.433,354640.0,4,5 +Harmonica Shah,Who's the Fool,16.0,0.527,0.657,6.0,-6.333,0,0.196,0.321,0.000152,0.591,0.556,124.075,337247.0,4,2 +The Members,The Sound Of The Suburbs,38.0,0.399,0.747,7.0,-10.62,1,0.0741,0.032,7.45e-06,0.0688,0.597,181.964,233200.0,4,6 +Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,1 +Van Halen,When It's Love,51.0,0.562,0.63,2.0,-12.332,1,0.0255,0.0483,0.000102,0.0926,0.402,99.369,5.664,4,10 +Guns N' Roses,Rocket Queen,57.0,0.448,0.945,10.0,-7.978,1,0.0394,0.0219,0.246,0.0254,0.437,111.705,373467.0,4,10 +a crowd of rebellion,Meteor,36.0,0.474,0.943,7.0,-1.973,0,0.0577,3.6e-05,0.000114,0.364,0.423,103.441,202567.0,4,10 +The Cardigans,Lovefool,72.0,0.704,0.636,9.0,-6.029,1,0.0252,0.0344,,0.35,0.89,111.845,193953.0,4,10 +10cc,The Things We Do For Love,64.0,0.637,0.528,1.0,-9.837,1,0.0394,0.163,,0.122,0.781,106.949,207573.0,4,10 +The Gaslight Anthem,"""45""",50.0,0.312,0.975,8.0,-4.628,1,0.0853,0.000667,1.15e-06,0.133,0.37,178.117,207547.0,4,10 +Call Me A Fool [Feat. Carla Thomas],"Valerie June, Carla Thomas",45.0,0.495,0.537,,-4.959,0,0.0296,0.754,0.0109,0.633,0.171,132.395,3.731333333,3,0 +Black Stone Cherry,White Trash Millionaire,56.0,0.485,0.898,4.0,-3.75,1,0.0568,0.000776,0.00244,0.642,0.494,99.983,198680.0,4,10 +The Starting Line,The Best Of Me,59.0,0.533,0.802,4.0,-4.212,1,0.0384,0.001,,0.314,0.293,106.969,258267.0,4,10 +Michael Shynes,Chasing after the moon,52.0,0.555,0.412,3.0,-6.284,1,0.0354,0.692,1.52e-06,0.112,0.282,163.887,238995.0,3,9 +Mia X,The Party Don't Stop,35.0,0.817,0.595,6.0,-10.144,0,0.264,0.0207,,0.155,0.383,92.931,253107.0,4,5 +"Kelsea Ballerini, Kenny Chesney",half of my hometown (feat. Kenny Chesney),70.0,0.571,0.618,10.0,-4.966,1,0.0445,0.147,,0.159,0.288,138.03,3.863866667,4,4 +MY FIRST STORY,LEADER,53.0,0.291,0.97,4.0,-2.839,0,0.382,0.00301,,0.31,0.28,180.292,245027.0,4,10 +Paulo Mendonca,Just in case,37.0,0.536,0.969,6.0,-2.62,0,0.0915,0.43,1.26e-06,0.082,0.805,84.881,239575.0,4,2 +Pappo's Blues,El Hombre Suburbano,40.0,0.618,0.819,7.0,-4.979,1,0.0941,0.555,0.0167,0.122,0.678,124.523,138978.0,4,2 +TOOL,7empest,59.0,0.323,0.804,7.0,-7.397,1,0.0369,7.35e-05,0.835,0.0957,0.384,144.756,943529.0,5,8 +The Lumineers,Angela (Single Version),53.0,0.652,0.601,4.0,-7.988,1,0.0317,0.625,0.000165,0.17,0.302,130.308,178840.0,4,9 +Itay Levi,◊©◊™◊©◊®◊£ ◊î◊ê◊î◊ë◊î,36.0,0.414,0.632,10.0,-5.971,0,0.301,0.273,,0.56,0.35,62.18,205130.0,4,9 +Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,1 +Buzzcocks,Why Can't I Touch It? - 2001 Remastered Version,52.0,0.587,0.613,,-9.444,0,0.0341,0.000179,0.151,0.178,0.655,85.693,396333.0,4,10 +NTMY,Boyfriend,41.0,0.347,0.117,6.0,-17.072,0,0.0549,0.936,,0.134,0.46,173.601,179746.0,3,9 +Yelle,Je veux te voir,51.0,0.924,0.651,7.0,-3.894,1,0.124,0.0203,0.0069,0.059,0.898,126.947,261920.0,4,1 +Isaiah Rashad,Lay Wit Ya (feat. Duke Deuce),73.0,0.925,0.859,1.0,-7.335,1,0.196,0.0347,1.86e-06,0.2,0.967,140.034,197387.0,4,5 +Auguste Henrique,Serenade For Strings,43.0,0.475,0.128,9.0,-17.601,0,0.0341,0.958,0.914,0.101,0.154,116.029,2.225366667,4,7 +In This Moment,The In-Between,60.0,0.469,0.951,10.0,-4.222,1,0.111,0.0119,,0.0976,0.283,149.976,254811.0,4,8 +Southern Empire,Goliath's Moon,26.0,0.433,0.779,6.0,-5.72,0,0.0723,0.0319,6.24e-06,0.922,0.315,169.897,551947.0,4,10 +Perfume Genius,Otherside,57.0,0.279,0.137,8.0,-11.45,1,0.0381,0.906,0.000494,0.223,0.206,142.848,160169.0,3,6 +The Lathums,Oh My Love,47.0,0.426,0.819,6.0,-3.24,0,0.0295,0.00639,2.08e-06,0.212,0.643,177.916,140189.0,4,6 +Imagine Dragons,Radioactive - Live,41.0,0.495,0.553,6.0,-6.859,1,0.0397,0.0816,,0.424,0.377,138.999,270160.0,4,10 +The Chords,Sh-Boom - Single Version,47.0,0.667,0.467,5.0,-8.991,1,0.0499,0.851,,0.272,0.905,136.676,144320.0,4,2 +Shygirl,TWELVE,46.0,0.669,0.612,2.0,-8.525,1,0.122,0.0138,0.000208,0.102,0.209,170.188,152000.0,4,6 +Hikaru Utada,One Last Kiss,75.0,0.592,0.54,8.0,-11.249,0,0.0587,0.692,0.00187,0.0965,0.354,111.955,252027.0,4,9 +L7,Shitlist,50.0,0.419,0.916,1.0,-8.373,1,0.0604,9.2e-06,0.184,0.0751,0.495,128.981,175293.0,4,10 +We Were Giants,The Final Encounter,36.0,0.558,0.982,10.0,-2.99,0,0.117,0.00171,0.117,0.334,0.202,119.977,196000.0,4,8 +Neal Morse,Get Behind Me Satan,25.0,0.353,0.971,6.0,-6.117,0,0.144,7.14e-05,0.000191,0.0713,0.543,173.87,203107.0,4,10 +"Crosby, Stills & Nash",Helplessly Hoping - 2005 Remaster,64.0,0.567,0.159,7.0,-13.648,1,0.0331,0.914,,0.111,0.436,146.913,2.63155,4,0 +Sheryl Crow,Real Gone,65.0,0.608,0.785,11.0,-5.346,0,0.0472,0.00173,,0.0762,0.806,117.983,200733.0,4,10 +Maglore,N√£o Existe Saudade No Cosmos,38.0,0.421,0.716,5.0,-5.548,1,0.0367,0.00184,0.00137,0.112,0.767,78.66,214224.0,4,6 +Black Grape,Reverend Black Grape,41.0,0.606,0.923,8.0,-6.842,1,0.0661,0.000676,0.00289,0.081,0.599,108.107,313067.0,4,1 +Miss May I,Hey Mister,52.0,0.384,0.992,10.0,-3.249,0,0.125,3.36e-05,7.79e-05,0.565,0.0988,160.038,235640.0,4,8 +Yehudit Ravitz & Avi Balelli,◊î◊ó◊ú◊ï◊ü,12.0,0.522,0.363,7.0,-11.422,1,0.0285,0.709,0.00136,0.0952,0.186,82.542,256747.0,3,10 +Peter Green,A Fool No More,48.0,0.393,0.132,4.0,-18.825,0,0.0321,0.0776,0.108,0.0956,0.293,87.168,464667.0,4,2 +Bury Tomorrow,Man on Fire,45.0,0.392,0.971,4.0,-2.05,0,0.0898,0.00795,,0.177,0.24,159.822,241707.0,4,8 +Sleep Token,The Offering,52.0,0.48,0.861,6.0,-6.836,1,0.0477,0.00329,0.0559,0.0907,0.377,135.055,349653.0,4,8 +Stone Temple Pilots,Sex Type Thing,1.0,0.397,0.969,9.0,-3.892,1,0.0463,1.52e-06,0.517,0.0513,0.702,134.289,218293.0,4,10 +James Gang,The Bomber A: Closet Queen B: Bolero C: Cast Your Fate To The Wind - Medley,45.0,0.235,0.675,9.0,-8.739,1,0.041,0.0519,0.481,0.0999,0.584,184.723,424733.0,4,10 +Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,10 +My Chemical Romance,Helena,73.0,0.356,0.96,4.0,-3.487,1,0.104,0.0142,,0.209,0.0857,125.921,204733.0,4,10 +Piroshka,Everlastingly Yours,37.0,0.464,0.769,11.0,-8.48,1,0.0316,1.49e-05,0.000357,0.213,0.397,120.096,269747.0,4,6 +Ravid Plotnik,◊í◊ï◊ì◊ñ◊ô◊ú◊î (◊†◊¶'◊ô ◊†◊¶'),28.0,0.763,0.77,6.0,-3.507,1,0.299,0.0858,,0.566,0.576,89.876,192000.0,4,5 +The Doors,Love Her Madly,66.0,0.565,0.587,4.0,-7.393,0,0.0317,0.0573,0.00493,0.0416,0.966,147.462,198467.0,4,1 +Soft Machine,Slightly All The Time - Remastered 2006,30.0,0.337,0.405,2.0,-10.535,0,0.0323,0.686,0.901,0.121,0.206,135.756,1090787.0,4,10 +Melpo Mene,Wrong At Last,20.0,0.487,0.582,11.0,-10.795,1,0.0353,0.00949,0.0797,0.0977,0.199,123.352,208773.0,4,6 +Astronaut Project,Girl,36.0,0.548,0.345,9.0,-9.82,1,0.0262,0.187,0.65,0.125,0.387,78.007,139250.0,4,6 +Itay Levi,◊û◊ß◊°◊ô◊ß◊ï,25.0,0.839,0.588,,-7.441,0,0.043,0.199,1.57e-05,0.661,0.439,107.954,194254.0,4,9 +Redman,Let's Get Dirty (I Can't Get In Da Club),43.0,0.539,0.966,1.0,-5.02,1,0.433,0.0542,,0.466,0.432,99.142,235533.0,4,5 +"Asha Bhosle, Mahendra Kapoor",Maine Ek Khwab Sa Dekha,10.0,0.451,0.103,3.0,-14.311,1,0.0341,0.969,0.0222,0.123,0.261,78.478,5.505316667,4,3 +wordsbyjuni,cause it's dark outside,33.0,0.629,0.459,10.0,-8.22,0,0.107,0.616,0.0217,0.106,0.427,80.988,244444.0,4,1 +Pantera,Cemetery Gates,66.0,0.274,0.726,9.0,-11.541,1,0.0449,0.000212,0.0113,0.0993,0.426,146.449,422933.0,4,8 +Biig Piig,American Beauty,14.0,0.643,0.622,7.0,-10.569,0,0.0304,0.345,0.928,0.156,0.833,120.202,172067.0,4,9 +Baby Charles,I Bet You Look Good On The Dancefloor,50.0,0.588,0.976,1.0,-4.943,0,0.0615,0.0308,0.000317,0.0928,0.592,101.811,268040.0,4,6 +"Up, Bustle & Out",Tabla Talkin' Dub,18.0,0.681,0.567,6.0,-9.229,1,0.0385,0.00152,0.903,0.112,0.941,152.624,5.55755,4,0 +Pearl Street Trio,Dreamsville,60.0,0.359,0.0686,2.0,-21.495,0,0.0345,0.916,0.929,0.104,0.0762,102.41,4.351033333,4,7 +Hush Kids,Love Is a Made up Word,35.0,0.624,0.727,2.0,-7.194,1,0.0316,0.21,0.000191,0.0999,0.193,116.039,3.10063333,4,0 +Hard Working Americans,It Runs Together,30.0,0.61,0.548,9.0,-10.408,0,0.0555,0.775,0.0347,0.425,0.413,103.983,202423.0,4,10 +Testament,Down For Life,48.0,0.344,0.955,1.0,-10.614,1,0.0444,5.4e-06,0.111,0.0665,0.352,111.671,203680.0,4,8 +Young M.A,Hello Baby feat. Fivio Foreign,65.0,0.893,0.537,7.0,-6.822,0,0.364,0.211,,0.0599,0.588,140.038,178562.0,4,5 +Muse,Something Human (Acoustic),49.0,0.609,0.832,9.0,-5.284,1,0.039,0.425,4.44e-05,0.17,0.654,105.023,226333.0,4,10 +Siena Root,Final Stand,27.0,0.442,0.748,2.0,-10.139,1,0.0626,0.0429,0.00468,0.0967,0.229,135.422,369221.0,4,10 +RY X,Berlin,66.0,0.397,0.0666,7.0,-20.405,1,0.0383,0.963,0.158,0.107,0.0389,137.313,174172.0,4,6 +Hozier,"Wasteland, Baby!",57.0,0.427,0.407,2.0,-9.665,1,0.0382,0.612,0.386,0.109,0.244,168.844,266467.0,4,9 +Zoe Wees,Girls Like Us,84.0,0.444,0.648,1.0,-4.955,1,0.0476,0.288,,0.059,0.171,125.706,189000.0,5,9 +Metallica,Nothing Else Matters,79.0,0.553,0.362,4.0,-11.218,0,0.0263,0.0458,6.01e-06,0.075,0.158,142.352,388267.0,3,10 +Taleban Dooda,More Than Average,48.0,0.774,0.645,10.0,-5.531,1,0.321,0.197,2.85e-06,0.22,0.415,76.552,183286.0,4,5 +Westy,Karachi,15.0,0.705,0.188,4.0,-13.843,0,0.372,0.223,0.744,0.104,0.145,139.815,247040.0,4,5 +Elia Rosilio,◊¢◊ù ◊î◊ñ◊û◊ü,34.0,0.546,0.298,6.0,-10.78,1,0.0263,0.523,0.00084,0.116,0.157,96.806,133608.0,4,9 +Pink Floyd,Comfortably Numb,73.0,0.472,0.366,11.0,-12.595,0,0.0286,0.15,0.308,0.0837,0.171,127.167,382297.0,4,10 +Tyla Yaweh,Tommy Lee (feat. Post Malone) - Tommy Lee Remix,62.0,0.504,0.597,10.0,-6.237,1,0.1,0.206,,0.0949,0.557,117.974,230489.0,4,10 +Dot,User,28.0,0.789,0.372,7.0,-14.553,1,0.0484,0.44,0.433,0.107,0.162,107.016,181500.0,4,6 +Sudha Malhotra,Mil Gaye Nain,1.0,0.554,0.367,1.0,-11.983,1,0.0382,0.848,0.000177,0.0862,0.945,144.563,2.588666667,4,3 +Gucci Mane,Money Make Ya Handsome,45.0,0.697,0.663,10.0,-6.0,0,0.0512,0.154,,0.282,0.548,134.108,205027.0,4,5 +Henry Lindon,First Season,53.0,0.53,0.123,,-22.841,0,0.0294,0.978,0.914,0.111,0.334,100.696,3.374383333,4,7 +Kipp Stone,Faygo Baby,41.0,0.725,0.66,9.0,-4.013,1,0.152,0.0684,3.62e-06,0.105,0.734,132.949,202194.0,4,5 +Tim McGraw,"I Like It, I Love It",68.0,0.643,0.961,,-5.298,1,0.0315,0.0196,,0.948,0.96,124.027,3.42845,4,4 +Lilla Vargen,Downtown,43.0,0.431,0.334,1.0,-9.88,1,0.032,0.651,0.0184,0.147,0.0448,94.483,249429.0,4,6 +Koralle,Keep It Stepping,42.0,0.579,0.668,6.0,-10.288,1,0.497,0.345,0.000851,0.212,0.575,78.322,180027.0,1,5 +Beartooth,Hated,62.0,0.458,0.99,8.0,-3.717,1,0.183,0.000285,0.000893,0.454,0.46,166.904,211430.0,4,10 +Cactus,Evil - Single Version,43.0,0.25,0.821,7.0,-7.694,1,0.075,0.000551,0.00181,0.335,0.81,190.203,195827.0,4,10 +Corrosion Of Conformity,Clean My Wounds,55.0,0.544,0.917,5.0,-6.086,1,0.0788,0.0306,5.32e-06,0.064,0.642,140.639,212693.0,4,8 +Monti Fiori,◊ê◊ô◊ü ◊ì◊®◊ö ◊ó◊ñ◊®◊î,20.0,0.673,0.577,1.0,-10.076,0,0.0359,0.0806,0.00198,0.0811,0.856,94.936,182405.0,4,9 +Pink Floyd,Echoes,57.0,0.285,0.322,6.0,-16.58,0,0.044,0.366,0.651,0.107,0.142,134.042,1412451.0,4,10 +Welshly Arms,save me from the monster in my head,42.0,0.649,0.672,,-6.191,1,0.0552,0.0092,,0.0757,0.305,123.004,192976.0,4,10 +Westlife,Us Against the World,,0.513,0.703,9.0,-4.57,1,0.0312,0.18,,0.0686,0.337,119.918,3.981116667,4,9 +Soulfly,Bleed,43.0,0.349,0.974,7.0,-4.724,1,0.197,0.00843,0.00595,0.358,0.158,118.409,246733.0,3,8 +Guy Verlinde,Love Light Shine,7.0,0.635,0.793,,-6.744,1,0.0375,0.106,1.29e-06,0.189,0.775,96.042,257573.0,4,2 +Coi Leray,Bout Me,67.0,0.706,0.733,6.0,-5.477,0,0.0672,0.255,0.000122,0.103,0.66,141.914,162387.0,4,5 +Annisokay,STFU,56.0,0.51,0.9,6.0,-6.278,0,0.05,0.00569,,0.285,0.381,130.067,210406.0,4,8 +Buzzcocks,Ever Fallen In Love With Someone (You Shouldn't Have Fallen In Love With),36.0,0.243,0.958,9.0,-3.348,1,0.0619,0.000192,8e-06,0.702,0.426,95.252,184853.0,4,10 +Occasionally,Lydia Luce,33.0,0.457,0.291,6.0,-13.43,1,0.0325,0.548,0.209,0.175,0.193,77.904,3.242666667,4,0 +Shire T,Blue Kiss,43.0,0.633,0.969,7.0,-6.112,1,0.0581,0.0113,0.654,0.123,0.603,138.946,255760.0,4,1 +Nana Adjoa,No Room,49.0,0.561,0.439,9.0,-12.044,1,0.0369,0.458,0.0503,0.105,0.307,145.425,209839.0,3,6 +Powfu,ill come back to you,67.0,0.652,0.483,8.0,-9.964,0,0.291,0.658,,0.393,0.372,75.987,134881.0,4,5 +Lior Narkis,◊ó◊ô◊ë◊ï◊ß,40.0,0.747,0.708,2.0,-7.008,0,0.0722,0.0907,,0.0842,0.915,139.944,159143.0,4,9 +Dalis Car,His Box,33.0,0.815,0.336,4.0,-15.521,0,0.0495,0.0738,0.00671,0.0539,0.976,115.808,282667.0,4,10 +Paddy Echo,The View,36.0,0.646,0.697,11.0,-8.726,0,0.0542,0.0226,1.17e-06,0.129,0.645,150.023,181608.0,4,9 +Demon Head,The Triumphal Chariot of Antimony,29.0,0.296,0.533,1.0,-6.588,1,0.0318,0.0119,0.216,0.0908,0.107,137.991,339053.0,4,8 +Arik Einstein,◊ß◊§◊î ◊ò◊ï◊®◊ß◊ô - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,26.0,0.724,0.612,1.0,-10.86,0,0.0358,0.000175,,0.185,0.494,138.728,226645.0,4,10 +Saccades,Islands Past,32.0,0.596,0.474,,-11.263,1,0.0266,0.547,0.833,0.0928,0.379,112.983,220619.0,4,6 +Future Palace,Ghost Chapter,36.0,0.356,0.907,2.0,-6.446,0,0.0458,0.00051,,0.0639,0.389,170.057,263204.0,4,8 +Lamine Cissokho,Folon,26.0,0.338,0.356,,-11.65,1,0.0325,0.874,0.842,0.121,0.493,79.298,5.145733333,4,7 +Asaf Avidan,Lost Horse,33.0,0.71,0.696,5.0,-5.674,0,0.0415,0.0403,0.00395,0.131,0.594,75.496,232247.0,4,10 +"Felix Mendelssohn, Ensemble Explorations, Roel Dieltiens","Octet, Op. 20: II. Andante",20.0,0.171,0.055,5.0,-24.659,0,0.0437,0.833,0.74,0.158,0.054,96.665,6.968883333,4,7 +Lovejoy,One Day,80.0,0.332,0.737,10.0,-8.572,0,0.0349,0.00696,,0.0519,0.761,183.333,144616.0,4,9 +Vinay Kaushal,A Tune for Peace - an Interlude,16.0,0.465,0.352,4.0,-11.768,1,0.03,0.846,0.864,0.134,0.164,74.895,224455.0,4,6 +U2,Beautiful Day,73.0,0.536,0.928,11.0,-6.492,0,0.0589,0.0154,0.00134,0.2,0.389,136.258,248400.0,4,10 +Freya Ridings,Unconditional,2.0,0.403,0.213,2.0,-7.731,1,0.0366,0.923,,0.348,0.291,119.497,197053.0,4,9 +The Omnific,The Stoic,25.0,0.461,0.811,8.0,-7.643,1,0.0349,0.129,0.673,0.108,0.214,150.016,244906.0,4,8 +Eyal Golan,◊î◊ô◊ô◊™◊ô ◊ë◊í◊ü ◊¢◊ì◊ü,33.0,0.46,0.579,3.0,-5.857,0,0.0292,0.322,,0.172,0.395,136.206,250053.0,4,9 +Metallica,The Unforgiven II,64.0,0.497,0.89,8.0,-4.559,0,0.0445,0.00055,0.00129,0.255,0.249,133.047,396440.0,4,8 +Torche,Loose Men,22.0,0.279,0.928,9.0,-4.464,1,0.061,2.11e-06,0.891,0.217,0.299,159.939,148473.0,4,8 +Melodiesinfonie,Strong Ankles,37.0,0.597,0.404,2.0,-9.832,0,0.0358,0.767,0.0589,0.108,0.145,71.551,242667.0,4,1 +Justin Jesso,Bigger Than - Acoustic,51.0,0.503,0.342,2.0,-8.028,1,0.0375,0.857,,0.0916,0.392,82.677,213080.0,4,9 +Tired Lion,With Or Without,36.0,0.469,0.759,10.0,-5.119,1,0.0409,0.000357,0.154,0.145,0.332,130.045,210629.0,4,6 +Eliad,◊°◊ô◊û◊ü,28.0,0.649,0.353,4.0,-9.883,1,0.0352,0.0187,,0.146,0.231,89.968,216840.0,4,9 +Erkut Ta√ßkƒ±n,Sevmek ƒ∞stiyorum,49.0,0.769,0.348,9.0,-10.088,0,0.207,0.586,0.00865,0.113,0.539,74.883,171333.0,4,10 +Mazen,Dork,31.0,0.858,0.561,7.0,-8.628,0,0.145,0.135,,0.372,0.411,125.016,207915.0,4,5 +Twin Atlantic,Barcelona,43.0,0.561,0.789,10.0,-5.297,1,0.0401,0.000168,,0.106,0.149,96.994,275960.0,4,10 +Kendell Marvel,Hard Time with the Truth,45.0,0.535,0.612,7.0,-9.219,0,0.0333,0.328,0.217,0.125,0.163,92.477,251437.0,4,10 +T.G. Sheppard,Party Time,42.0,0.586,0.535,5.0,-11.517,1,0.0274,0.527,0.0162,0.143,0.759,99.799,3.545116667,4,4 +Cynik Scald,Lullaby,39.0,0.483,0.941,6.0,-4.083,0,0.109,2.66e-05,9.42e-06,0.175,0.395,109.979,243693.0,4,8 +Kenny Chesney,The Good Stuff,51.0,0.586,0.675,7.0,-7.819,1,0.0776,0.26,,0.144,0.473,143.92,3.32645,4,4 +Twenty One Pilots,Choker,79.0,0.7,0.664,7.0,-8.211,1,0.0394,0.306,1.89e-05,0.249,0.585,142.009,223066.0,4,9 +Allman Brothers Band,Melissa,63.0,0.533,0.362,4.0,-14.791,1,0.0244,0.478,0.245,0.0857,0.45,82.993,235224.0,4,10 +The Band,Tears Of Rage - Remastered,41.0,0.457,0.523,5.0,-8.144,1,0.0355,0.376,0.000141,0.199,0.382,116.047,319951.0,4,10 +Snow Patrol,Same,35.0,0.544,0.459,5.0,-8.821,1,0.0264,0.264,0.16,0.179,0.195,129.058,235747.0,3,10 +Los Queltehues,Pescado Frito,16.0,0.575,0.914,2.0,-6.432,1,0.0731,0.397,0.000498,0.455,0.854,127.029,260399.0,4,2 +JXN,Solitude,44.0,0.72,0.494,5.0,-7.779,0,0.0843,0.125,1.53e-06,0.123,0.357,161.896,178000.0,3,10 +Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,10 +The National,Bloodbuzz Ohio,56.0,0.402,0.835,9.0,-6.367,1,0.043,0.0558,0.18,0.103,0.69,157.066,275933.0,4,6 +EARTHGANG,Options (with Wale),55.0,0.778,0.713,1.0,-5.852,1,0.289,0.0452,,0.0405,0.321,140.024,154253.0,4,5 +Britney Spears,Lace and Leather,43.0,0.863,0.586,7.0,-6.512,1,0.0617,0.0074,0.000646,0.103,0.823,111.968,2.792666667,4,9 +David Bowie,Sound and Vision - 1999 Remaster,32.0,0.657,0.732,2.0,-10.007,1,0.0399,0.00146,0.412,0.146,0.835,106.213,184533.0,4,1 +Juraj Stanik Trio,I Sing This Song for You,49.0,0.413,0.0771,3.0,-22.29,1,0.0381,0.956,0.694,0.257,0.099,124.912,4.64445,4,7 +Bandit Bandit,Maux,33.0,0.593,0.854,2.0,-6.023,1,0.039,0.0379,0.00394,0.0749,0.295,105.004,194929.0,4,10 +Backstreet Boys,Never Gone,36.0,0.583,0.587,5.0,-6.44,1,0.0421,0.521,,0.115,0.31,118.005,3.764,4,9 +The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,10 +Siouxsie and the Banshees,Spellbound,58.0,0.415,0.853,7.0,-11.098,1,0.038,0.0107,0.000499,0.536,0.302,148.494,197013.0,4,6 +"Devdutta Manisha Baji, Aanandi Joshi, Asad Khan",More Piya,24.0,0.49,0.508,7.0,-10.719,1,0.0318,0.471,0.000767,0.077,0.0844,93.022,4.301083333,4,0 +Skegss,Save It For The Weekend,45.0,0.424,0.83,9.0,-5.298,1,0.028,0.000307,0.000717,0.36,0.544,101.596,181608.0,4,10 +Ruthie Foster,What Are You Listening To?,37.0,0.526,0.646,1.0,-4.113,1,0.0351,0.159,,0.1,0.473,147.675,257853.0,4,2 +A Day To Remember,The Downfall of Us All,66.0,0.588,0.881,,-4.62,1,0.0666,0.000252,,0.326,0.709,129.947,209093.0,4,10 +Rise Against,"Broken Dreams, Inc.",56.0,0.324,0.976,1.0,-5.231,1,0.12,0.000113,,0.293,0.463,166.939,231938.0,4,1 +Freedom Fry,Linger,56.0,0.572,0.285,5.0,-12.367,1,0.0316,0.789,,0.0944,0.168,88.012,3.35226667,4,0 +American Hi-Fi,Steppin' Out,30.0,0.433,0.914,9.0,-8.137,1,0.041,5.99e-06,0.165,0.0742,0.789,173.985,257184.0,4,10 +Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,6 +Dozer,Big Sky Theory,44.0,0.356,0.849,7.0,-5.59,1,0.0399,0.000256,0.077,0.115,0.306,133.166,508307.0,4,8 +Tribute Trio,These Foolish Things,59.0,0.449,0.142,10.0,-18.201,1,0.0421,0.945,0.914,0.111,0.131,112.211,4.845166667,4,7 +Dance With the Dead,Invader,50.0,0.528,0.864,11.0,-5.702,0,0.0441,0.000332,0.869,0.0702,0.159,126.012,274286.0,4,6 +Rapaz Ego,Gr√£o Mestre,26.0,0.634,0.737,9.0,-5.135,0,0.0303,0.267,0.00203,0.252,0.613,99.386,242916.0,4,6 +Outkast,Hey Ya!,80.0,0.727,0.974,4.0,-2.261,0,0.0664,0.103,0.000532,0.174,0.965,79.526,235213.0,4,5 +"Car, the garden",31,31.0,0.565,0.382,,-7.698,1,0.026,0.24,1.28e-05,0.0864,0.474,142.064,194577.0,4,10 +Aortah,OYA,37.0,0.786,0.722,5.0,-9.029,0,0.0616,0.0481,0.00132,0.111,0.566,98.008,178776.0,4,9 +Replikas,Seyyah,16.0,0.534,0.744,2.0,-9.455,1,0.0337,0.0572,0.000202,0.166,0.344,100.721,235000.0,4,10 +Anathema,Deep,45.0,0.425,0.643,2.0,-7.626,1,0.0316,0.000446,0.0229,0.149,0.165,136.019,293293.0,4,8 +Benjamin Ingrosso,Smile,29.0,0.592,0.749,6.0,-6.165,0,0.0295,0.000618,0.00122,0.166,0.799,127.038,192921.0,4,9 +Johnny Winter,"Leland Mississippi Blues - Live at The Woodstock Music & Art Fair, August 17, 1969",25.0,0.27,0.736,11.0,-8.351,0,0.0388,0.0013,0.712,0.401,0.82,147.251,290947.0,4,10 +O.C.,Time's Up,49.0,0.664,0.621,2.0,-6.521,1,0.0671,0.162,0.0694,0.353,0.489,89.566,205613.0,4,5 +Jungle,Keep Moving,72.0,0.724,0.603,10.0,-6.261,0,0.0317,0.183,0.000469,0.0948,0.569,111.493,240880.0,4,9 +Jacob Pavek,Aurora,51.0,0.121,0.147,,-16.843,0,0.0384,0.93,0.939,0.158,0.0366,74.451,265873.0,5,1 +Cheap Trick,The Flame,65.0,0.629,0.581,4.0,-11.856,1,0.027,0.513,2.06e-06,0.0755,0.359,97.074,5.64666667,4,10 +Melii,You Ain't Worth It (with 6LACK),58.0,0.542,0.561,1.0,-10.013,0,0.53,0.126,3.59e-05,0.0931,0.527,73.969,183078.0,4,5 +Sech,911,89.0,0.795,0.655,7.0,-3.815,1,0.0422,0.076,1.76e-06,0.296,0.744,93.029,215891.0,4,9 +Molchat Doma,–¢–∞–Ω—Ü–µ–≤–∞—Ç—å,62.0,0.541,0.803,7.0,-4.494,1,0.036,0.521,0.839,0.0786,0.814,84.982,202846.0,4,6 +Floating Points,Movement 6,55.0,0.115,0.257,,-14.611,0,0.0349,0.805,0.819,0.184,0.0725,93.784,530894.0,4,6 +Backstreet Boys,Poster Girl,36.0,0.69,0.712,10.0,-3.597,0,0.0703,0.0275,,0.122,0.665,97.989,3.92155,4,9 +Miri Mesika,Al Hayofi,14.0,0.601,0.589,,-6.358,1,0.0275,0.602,,0.249,0.303,96.972,229227.0,3,9 +Highline,Chasing Heaven,34.0,0.498,0.817,7.0,-4.165,1,0.0451,0.000516,1.98e-06,0.392,0.402,124.093,276667.0,4,6 +George Michael,Star People - Live,43.0,0.852,0.73,11.0,-9.918,1,0.041,0.157,,0.799,0.946,105.017,6.260616667,4,9 +Papa Charlie's Boys,You Can't Play Me Cheap,24.0,0.692,0.301,2.0,-14.094,0,0.0403,0.938,1.42e-05,0.11,0.713,92.059,172042.0,4,2 +Back Room Jazz Trio,I Should Care,37.0,0.474,0.274,9.0,-16.446,0,0.0309,0.98,0.932,0.11,0.326,62.969,4.171816667,4,7 +Asha Bhosle,Chhoti Si Kahani Se,21.0,0.568,0.482,9.0,-11.23,0,0.0446,0.0294,3.18e-05,0.545,0.548,111.939,7.233133333,4,3 +Omer Adam,◊î◊û◊ú◊õ◊î ◊©◊ú ◊î◊©◊õ◊ï◊†◊î,39.0,0.786,0.57,6.0,-7.193,0,0.0329,0.241,,0.123,0.903,111.992,155427.0,4,9 +Aya Korem,◊™◊ï◊§◊¢◊ï◊™ ◊ú◊ï◊ï◊ê◊ô,20.0,0.339,0.976,9.0,-2.9,1,0.188,0.102,8.53e-06,0.556,0.402,88.473,218304.0,4,5 +Kids Return,Melody,35.0,0.577,0.474,6.0,-8.976,1,0.0293,0.518,1.04e-05,0.099,0.582,146.03,193107.0,4,6 +Isaac DaBom,◊†◊û◊ê◊° ◊õ◊ë◊® ◊ú◊ê ◊ú◊î◊†◊ï◊™ - ◊í'◊ô◊í◊î ◊í'◊ï◊° ◊®◊û◊ô◊ß◊°,20.0,0.758,0.821,2.0,-6.911,1,0.275,0.173,,0.042,0.878,105.896,298019.0,4,5 +I Prevail,Gasoline,67.0,0.546,0.945,1.0,-4.399,1,0.0531,0.000311,,0.724,0.545,135.128,153613.0,4,8 +Pink Floyd,Shine On You Crazy Diamond (Pts. 1-5),66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,10 +Rich The Kid,Laughin (feat. DaBaby),59.0,0.674,0.672,10.0,-5.507,0,0.264,0.139,,0.0868,0.559,180.115,160448.0,4,5 +Ghost,Year Zero,52.0,0.469,0.705,7.0,-5.134,1,0.0458,0.0304,0.0155,0.659,0.137,122.025,350187.0,4,8 +Ozzy Osbourne,Ordinary Man (feat. Elton John),59.0,0.428,0.599,4.0,-2.135,1,0.0286,0.0665,9.86e-06,0.137,0.134,125.83,301730.0,4,10 +The Thermals,Here's Your Future,42.0,0.245,0.96,9.0,-3.465,1,0.216,0.0514,0.000101,0.0922,0.145,175.968,148867.0,4,10 +Slow Pulp,Track,42.0,0.427,0.666,,-8.276,1,0.0318,0.0211,0.000557,0.203,0.526,164.96,214475.0,4,6 +Smith/Kotzen,Taking My Chances,44.0,0.469,0.92,11.0,-4.03,1,0.0685,0.00302,3.46e-06,0.329,0.379,110.988,286810.0,4,10 +Liturgy,Antigone,23.0,0.169,0.55,6.0,-9.754,0,0.0938,0.0115,0.892,0.106,0.0382,124.849,316228.0,3,8 +A≈üƒ±k Emrah,Yirminci Asrƒ±n Bozuk D√ºzeni,22.0,0.63,0.748,,-11.289,1,0.0487,0.0264,6.78e-06,0.644,0.783,112.176,222627.0,4,10 +Jeremie Albino,Saw That Light,21.0,0.601,0.912,9.0,-2.001,0,0.0439,0.169,,0.274,0.641,115.0,111893.0,4,2 +Depths of Hatred,Fastidious Imitation,27.0,0.433,0.971,1.0,-5.083,0,0.111,2.15e-05,0.0256,0.372,0.146,114.922,215441.0,4,8 +Downtown Boys,A Wall,27.0,0.262,0.951,,-3.917,1,0.065,0.0043,0.0419,0.172,0.315,166.418,242647.0,4,1 +MICHELLE,SUNRISE (feat. Arlo Parks),53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,6 +Street Sweeper Social Club,Clap For The Killers,34.0,0.648,0.867,4.0,-5.184,1,0.142,0.0849,0.00218,0.321,0.874,164.399,235394.0,4,10 +FALL or FLIGHT,Best Part of Me (gALAXYWAVE vARIANT),42.0,0.62,0.849,11.0,-6.582,0,0.0394,0.149,7.15e-06,0.109,0.891,149.998,221554.0,4,9 +"Antonín Dvořák, Alisa Weilerstein, Anna Polonsky","Silent Woods, Op.68/5 - version for Cello and Piano: Silent Woods",32.0,0.166,0.0286,6.0,-28.399,1,0.0389,0.977,0.931,0.103,0.0517,91.62,5.063333333,4,7 +Advaita,MoFunk,28.0,0.574,0.677,7.0,-8.009,0,0.0638,0.476,0.0759,0.0877,0.661,169.899,6.108666667,4,0 +R. Missing,Crimeless,18.0,0.8,0.748,8.0,-10.781,0,0.0893,0.00454,0.844,0.576,0.0961,120.028,339079.0,4,6 +"Vishal-Shekhar, Julius Packiam, Atif Aslam, Irshad Kamil",Dil Diyan Gallan,64.0,0.716,0.64,2.0,-8.726,1,0.025,0.565,0.00139,0.127,0.485,105.012,4.342283333,4,3 +Writing The Future,As Above So Below,48.0,0.489,0.962,5.0,-5.497,0,0.105,0.000414,4.27e-05,0.252,0.34,160.055,210000.0,4,10 +Kadialy Kouyate,Kanou Foro,31.0,0.564,0.292,5.0,-12.407,1,0.0397,0.912,0.875,0.087,0.508,94.918,4.213283333,4,7 +The Normal,Warm Leatherette,34.0,0.482,0.368,2.0,-13.35,1,0.307,0.344,1.75e-05,0.0489,0.62,197.807,203907.0,4,6 +Fleetwood Mac,My Heart Beat Like a Hammer,28.0,0.493,0.627,9.0,-9.554,1,0.0443,0.73,4.69e-06,0.153,0.829,117.035,212093.0,4,2 +Great White,Call It Rock N' Roll,45.0,0.6,0.716,2.0,-8.693,1,0.0347,0.00773,0.000338,0.108,0.741,136.484,236560.0,4,8 +Flotsam & Jetsam,Saturday Night's Alright (For Fighting) - Rerecorded,34.0,0.47,0.978,,-5.661,1,0.0645,0.00278,0.00237,0.879,0.815,163.02,246160.0,4,8 +Jill & Henry,My One and Only Love,55.0,0.487,0.146,,-20.742,1,0.0366,0.982,0.938,0.117,0.109,114.488,3.421783333,4,7 +Rise Against,I Don‚Äôt Want To Be Here Anymore,59.0,0.236,0.971,6.0,-3.98,0,0.0987,0.000759,3.87e-05,0.172,0.403,159.001,239960.0,4,10 +The Cold Stares,Third World War,20.0,0.521,0.887,7.0,-4.474,1,0.0375,0.0228,4.04e-05,0.198,0.739,87.047,202908.0,4,2 +Twilight Jazz Trio,Doxy,36.0,0.672,0.395,2.0,-12.655,0,0.0328,0.887,0.905,0.139,0.287,104.722,3.3777,4,7 +Fatboy Slim,The Rockafeller Skank,61.0,0.666,0.992,7.0,-6.701,1,0.25,0.0111,0.00437,0.22,0.0806,152.589,413880.0,4,9 +Robert Cray,This Man,49.0,0.759,0.852,10.0,-6.535,0,0.0448,0.774,0.0267,0.0917,0.889,80.619,306533.0,4,2 +HANNI,Talking To Myself In The Mirror,42.0,0.714,0.594,11.0,-8.379,1,0.0404,0.246,0.00388,0.0818,0.395,101.127,173465.0,4,9 +Storm Seeker,How to be a Pirate,38.0,0.491,0.907,7.0,-6.087,0,0.0511,0.011,,0.0643,0.535,139.889,203613.0,4,8 +Wallice,Punching Bag,51.0,0.621,0.766,1.0,-1.73,0,0.0392,0.433,9.2e-06,0.323,0.612,138.974,153784.0,4,6 +No s√© a qui√©n matar,S.O.S.,27.0,0.447,0.733,4.0,-6.186,1,0.0283,0.0151,0.876,0.209,0.419,180.036,177772.0,4,6 +Roz Harding,THIS IS MY FUCK YOU SONG,44.0,0.769,0.632,6.0,-4.956,1,0.138,0.652,1.35e-06,0.125,0.533,110.058,228000.0,4,9 +Rainmaker,Zenith,9.0,0.338,0.896,11.0,-11.876,0,0.0619,0.312,0.853,0.358,0.0918,126.008,220741.0,4,6 +Creedence Clearwater Revival,Down On The Corner,73.0,0.858,0.544,,-9.289,1,0.0751,0.583,0.00109,0.0707,0.874,108.217,2.77133333,4,10 +Dexter Gordon,Tenor madness,32.0,0.442,0.677,8.0,-9.76,1,0.144,0.513,0.1,0.282,0.649,123.31,762667.0,4,2 +Moshe Peretz,◊°◊ï◊õ◊® ◊ë◊ß◊§◊î,34.0,0.812,0.722,6.0,-5.736,0,0.0725,0.176,,0.325,0.855,97.925,168980.0,4,9 +Albert Collins,"Honey, Hush aka Talking Woman Blues",47.0,0.862,0.707,,-6.742,1,0.0324,0.0947,0.00665,0.124,0.863,122.21,268160.0,4,2 +Nas,Nas Is Like,67.0,0.634,0.845,11.0,-5.058,0,0.352,0.00602,5.29e-06,0.0598,0.929,94.0,237027.0,4,5 +Emam & Friends,Jai Ganesha (Mix for Chebiji),13.0,0.618,0.746,6.0,-6.917,0,0.0322,0.684,0.925,0.0995,0.683,124.031,318107.0,1,6 +Toxik,Heart Attack,31.0,0.19,0.971,9.0,-5.581,1,0.224,0.000152,0.845,0.0548,0.115,96.523,228587.0,4,8 +Shalom Hanoch,◊î◊ì◊®◊õ◊ô◊ù ◊î◊ô◊ì◊ï◊¢◊ï◊™,35.0,0.447,0.751,8.0,-5.065,0,0.0422,0.324,3.51e-05,0.174,0.174,124.151,330413.0,4,10 +Fantastic Negrito,Nothing Without You,32.0,0.674,0.493,8.0,-6.821,1,0.0318,0.397,2.96e-06,0.101,0.35,124.941,255785.0,3,2 +Megaherz,Jagdzeit,48.0,0.638,0.912,11.0,-5.229,0,0.0682,0.000304,0.00912,0.113,0.725,138.02,258107.0,4,8 +Bakar,Hell N Back,75.0,0.584,0.684,10.0,-4.314,0,0.567,0.312,9.05e-05,0.112,0.72,210.164,213573.0,4,10 +Exodus,Blacklist,54.0,0.534,0.969,3.0,-3.378,1,0.0535,0.000359,0.564,0.269,0.598,75.005,376920.0,4,8 +"Frédéric Chopin, Magdalena Hoffmann","Valse in A Minor, Op. posth. B. 150 (Version for Harp in A Flat Minor)",43.0,0.391,0.0939,8.0,-25.725,0,0.0531,0.982,0.933,0.107,0.101,127.162,2.3773,4,7 +Sorry,More,31.0,0.533,0.768,,-5.217,1,0.0589,0.00165,0.000623,0.29,0.653,121.75,142320.0,4,10 +The Smashing Pumpkins,Thirty-Three - Remastered 2012,54.0,0.607,0.333,6.0,-12.717,1,0.0324,0.000968,0.4,0.151,0.0802,126.619,250293.0,4,10 +3uki,Lose Control feat. Micah Martin (Radio Edit),26.0,0.572,0.896,11.0,-4.282,0,0.0333,0.0013,5.13e-05,0.113,0.442,126.022,188095.0,4,10 +FLEE,Clark Kent,35.0,0.858,0.442,1.0,-10.549,1,0.263,0.000797,,0.115,0.224,135.953,98827.0,4,5 +Children Of Bodom,Somebody Put Something In My Drink,40.0,0.245,0.922,11.0,-4.154,0,0.0738,2.53e-06,0.125,0.108,0.533,177.041,200813.0,4,8 +Taboo Plus,41,15.0,0.606,0.554,,-8.875,0,0.299,0.714,,0.159,0.654,139.355,210429.0,4,5 +FKA twigs,cellophane,67.0,0.431,0.284,2.0,-11.858,1,0.0432,0.871,0.000136,0.0899,0.229,98.317,204067.0,1,6 +DoFlame,Bat House,39.0,0.251,0.962,1.0,-2.481,1,0.114,9.37e-05,0.00969,0.344,0.0769,95.941,162334.0,4,6 +G Flip,Queen,41.0,0.669,0.627,5.0,-5.415,0,0.0622,0.216,3.26e-05,0.158,0.643,180.043,196302.0,4,9 +K-Trap,Warm,57.0,0.883,0.658,7.0,-6.162,1,0.31,0.371,,0.134,0.658,143.028,152323.0,4,5 +Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,1 +Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,10 +The Black Crowes,Seeing Things,48.0,0.618,0.441,2.0,-6.074,1,0.0266,0.0553,9.06e-06,0.113,0.0894,116.2,318200.0,3,10 +Doe Boy,Low Key (feat. Lil Uzi Vert),63.0,0.81,0.611,,-7.978,0,0.221,0.155,,0.0739,0.679,119.956,189809.0,4,5 +Zac Brown Band,Colder Weather,68.0,0.667,0.381,3.0,-7.494,1,0.0294,0.455,,0.116,0.199,135.975,4.564883333,4,4 +"Lata Mangeshkar, Mohammed Rafi",Jhilmil Sitaron Ka Angan Hoga - Duet,25.0,0.354,0.615,7.0,-11.288,1,0.0888,0.81,0.425,0.657,0.599,143.758,5.478216667,4,3 +Belly,Money On The Table (ft. Benny The Butcher),59.0,0.678,0.552,11.0,-7.915,0,0.374,0.528,,0.135,0.603,83.951,124834.0,4,5 +Dandila,Melanin In The Hamptons,31.0,0.595,0.579,1.0,-7.253,0,0.397,0.0146,,0.379,0.485,129.766,129242.0,5,5 +Don Rimini,Let Me Back Up - Crookers Tetsujin Remix,26.0,0.764,0.961,2.0,-3.658,1,0.0559,0.172,0.0524,0.0473,0.432,126.008,351095.0,4,6 +Sarit Hadad,◊ó◊í◊ô◊í◊î,26.0,0.731,0.893,5.0,-2.836,0,0.0496,0.185,,0.194,0.792,124.993,253440.0,4,9 +Crown Lands,Right Way Back,31.0,0.321,0.803,5.0,-4.752,1,0.0398,0.00168,0.0125,0.0896,0.418,179.869,231180.0,4,10 +Whitesnake,Here I Go Again - 2018 Remaster,70.0,0.292,0.823,7.0,-6.763,1,0.0407,0.0117,7.79e-05,0.155,0.244,89.939,275395.0,4,10 +Greta Van Fleet,Highway Tune,70.0,0.582,0.962,4.0,-3.037,1,0.0542,0.0096,0.128,0.283,0.506,123.971,180640.0,4,10 +Madhuthva Music,A Tryst with Reethigowla,23.0,0.401,0.708,,-6.816,1,0.0489,0.0577,6.85e-05,0.0679,0.486,149.914,4.96,3,0 +lil aaron,THAT ONE SONG,32.0,0.5,0.9,2.0,-3.654,1,0.0863,0.000375,,0.381,0.632,159.826,182953.0,4,9 +Taking Back Sunday,Cute Without The 'E' (Cut From The Team),68.0,0.398,0.89,1.0,-2.248,0,0.0473,0.0252,,0.0472,0.572,95.095,212938.0,4,10 +The Dandy Warhols,Get Off,51.0,0.458,0.863,4.0,-4.876,0,0.0336,0.0161,,0.345,0.654,146.224,190960.0,4,10 +"Bruno Mars, Anderson .Paak, Silk Sonic",Leave The Door Open,92.0,0.586,0.616,5.0,-7.964,1,0.0324,0.182,,0.0927,0.719,148.088,4.03493333,4,9 +Primal Scream,Loaded - Edit,26.0,0.67,0.716,8.0,-8.097,1,0.0656,0.000318,0.477,0.107,0.777,91.136,273240.0,4,1 +Phosphorescent,New Birth in New England,51.0,0.56,0.959,6.0,-5.493,1,0.0652,0.245,0.652,0.531,0.618,103.006,299685.0,4,10 +Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,6 +DJ Flex,Why (Afrobeat),39.0,0.748,0.715,1.0,-4.987,0,0.0605,0.108,0.00597,0.1,0.688,102.991,159066.0,4,9 +Madeline Kenney,Sucker,44.0,0.511,0.674,9.0,-9.536,1,0.0274,0.117,0.0105,0.129,0.663,173.949,283371.0,4,1 +Matt Schofield,Black Cat Bone,21.0,0.529,0.555,10.0,-10.687,1,0.0566,0.0265,0.0282,0.676,0.632,109.579,590720.0,4,2 +Combichrist,One Fire,36.0,0.551,0.714,11.0,-5.691,0,0.0383,0.00911,5.3e-05,0.353,0.0517,84.959,240517.0,4,8 +Arcade Fire,Rebellion (Lies),65.0,0.401,0.933,8.0,-5.682,1,0.0344,0.00744,0.627,0.318,0.734,127.193,310893.0,4,1 +Fangclub,All Fall Down - Acoustic,33.0,0.499,0.627,4.0,-8.04,0,0.0309,0.0243,1.74e-05,0.0799,0.241,119.889,238910.0,4,10 +"Johnny Drille, Simi",Halleluya,43.0,0.674,0.522,4.0,-7.77,1,0.0275,0.669,,0.116,0.59,96.974,3.90823333,4,0 +Magic Sam,All Your Love,49.0,0.433,0.7,11.0,-8.197,1,0.163,0.843,0.324,0.102,0.8,80.623,176186.0,4,2 +Thumbs,Lucy Dacus,44.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,4.424,4,0 +Nirvana,In Bloom,65.0,0.436,0.876,10.0,-4.902,0,0.0647,3.33e-05,0.000104,0.205,0.512,157.044,255080.0,4,6 +24kGoldn,Company (feat. Future),79.0,0.831,0.727,8.0,-3.657,0,0.169,0.447,,0.111,0.703,125.068,213080.0,4,5 +The Easybeats,Friday On My Mind,59.0,0.374,0.991,9.0,-1.101,1,0.0813,0.38,0.000719,0.0929,0.51,95.105,163293.0,4,6 +St. Vincent,Los Ageless,58.0,0.527,0.716,5.0,-6.029,0,0.0616,0.0698,8.71e-05,0.0737,0.331,99.426,281347.0,4,10 +Jake Bugg,Messed Up Kids,32.0,0.543,0.911,6.0,-4.077,1,0.0291,0.00119,,0.0857,0.376,130.259,179893.0,4,6 +Jimbo Mathus,Sweet Oblivion,47.0,0.644,0.432,7.0,-5.722,1,0.0323,0.758,0.00139,0.109,0.472,93.966,192600.0,4,1 +Mott The Hoople,All the Young Dudes,64.0,0.429,0.668,4.0,-7.539,0,0.044,0.208,,0.538,0.398,77.737,211067.0,4,1 +Fall Out Boy,My Songs Know What You Did In The Dark (Light Em Up),72.0,0.558,0.924,9.0,-4.341,0,0.064,0.0271,3.32e-06,0.537,0.567,151.99,186827.0,4,10 +Assaf Amdursky,◊ê◊™ ◊ï◊ê◊†◊ô ◊†◊ï◊°◊¢◊ô◊ù ◊ú◊ê◊ò,39.0,0.537,0.371,2.0,-12.68,1,0.0289,0.634,0.206,0.0928,0.299,143.839,252770.0,4,9 +Orgy,Karma Kastles,43.0,0.503,0.906,8.0,-4.627,1,0.0538,0.000553,0.000128,0.127,0.723,151.001,243249.0,4,10 +Journey,"Any Way You Want It - Live at Cobo Hall in Detroit, Michigan, August 1980",72.0,0.529,0.932,7.0,-7.501,1,0.0488,0.00251,0.00109,0.136,0.571,138.158,201693.0,4,10 +Billy Lee Riley,Pearly Lee,23.0,0.476,0.715,,-10.623,1,0.0386,0.741,,0.155,0.791,78.936,155973.0,4,10 +Firewind,Rising Fire,45.0,0.477,0.887,2.0,-4.272,1,0.0626,7.68e-05,,0.0588,0.387,119.948,206427.0,4,8 +SASAMI,Not The Time,33.0,0.42,0.79,6.0,-7.824,0,0.06,0.00384,0.41,0.0943,0.507,137.968,170760.0,4,10 +YONAKA,Seize the Power,63.0,0.633,0.788,5.0,-4.075,0,0.127,0.0111,1.6e-06,0.0582,0.412,134.13,161617.0,4,9 +Trevor Hall,Put Down What You Are Carrying (with Brett Dennen),60.0,0.644,0.467,7.0,-9.398,1,0.0385,0.502,1.6e-05,0.231,0.69,79.022,268007.0,4,10 +Jinjer,Pisces,55.0,0.6,0.849,9.0,-5.788,0,0.0376,0.0174,0.00205,0.0745,0.257,140.002,305571.0,1,8 +Piers Faccini,Bring Down The Wall,28.0,0.454,0.387,2.0,-10.159,0,0.0417,0.406,0.00099,0.0783,0.686,97.995,205533.0,4,2 +Dudu Tassa,◊ë◊°◊ï◊£ ◊û◊™◊®◊í◊ú◊ô◊ù ◊ú◊î◊õ◊ú,42.0,0.507,0.883,11.0,-4.465,0,0.0411,0.0179,5.25e-05,0.265,0.689,90.025,241640.0,4,10 +Alanis Morissette,Ironic,70.0,0.408,0.582,11.0,-8.305,1,0.0508,0.218,,0.159,0.365,114.926,230000.0,5,10 +Cautious Clay,Dying in the Subtlety,57.0,0.721,0.559,9.0,-8.152,1,0.0309,0.00256,5.08e-05,0.223,0.397,91.015,139301.0,4,6 +Alcest,Sapphire,48.0,0.402,0.76,8.0,-8.138,0,0.0386,1.05e-05,0.85,0.0791,0.199,74.999,300503.0,4,6 +EPMD,Strictly Business,48.0,0.712,0.895,10.0,-4.212,0,0.254,0.181,1.8e-05,0.108,0.727,96.338,285413.0,4,5 +Swamp,Riot,17.0,0.354,0.689,,-3.504,1,0.0385,0.16,,0.14,0.41,137.444,175109.0,3,2 +PRONOUN,I WANNA DIE BUT I CAN‚ÄôT (CUZ I GOTTA KEEP LIVING),47.0,0.505,0.928,5.0,-5.457,0,0.0319,0.000193,0.134,0.205,0.513,138.023,170080.0,4,9 +Giveon,Heartbreak Anniversary,78.0,0.443,0.459,,-8.955,1,0.074,0.546,1.05e-06,0.307,0.565,87.064,3.30618333,5,9 +Faces,Had Me a Real Good Time - 2018 Remaster,19.0,0.456,0.834,7.0,-6.685,1,0.0328,0.225,,0.126,0.9,114.817,174093.0,4,2 +Citizen Cope,Bullet and a Target,56.0,0.732,0.835,5.0,-3.279,0,0.0819,0.335,2.43e-06,0.0354,0.892,80.696,263400.0,4,10 +Louis Myers,Bluesy,4.0,0.605,0.601,11.0,-14.501,0,0.0838,0.959,0.94,0.527,0.88,138.213,167146.0,4,2 +Bruce Dickinson,Navigate The Seas Of The Sun,47.0,0.525,0.619,4.0,-8.096,0,0.0242,0.127,,0.172,0.381,92.501,351760.0,4,8 +Intervals,5-HTP,45.0,0.498,0.939,3.0,-6.022,1,0.119,4.68e-05,0.93,0.243,0.348,157.979,181280.0,4,8 +Paradise Lost,Ghosts,44.0,0.506,0.637,2.0,-10.392,1,0.0422,8.18e-06,0.909,0.0876,0.317,136.993,275733.0,4,8 +Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,10 +Jason Isbell and the 400 Unit,If We Were Vampires,66.0,0.629,0.208,5.0,-16.225,1,0.0324,0.824,3.7e-06,0.107,0.685,96.609,215564.0,4,9 +Chuck Berry,Johnny B. Goode,,0.522,0.806,10.0,-9.097,1,0.0817,0.748,5.48e-05,0.313,0.969,168.078,2.69266667,4,10 +Tulkas,The Shortest Straw - Metallica Cover,30.0,0.344,0.891,2.0,-5.937,1,0.062,0.000107,0.042,0.0763,0.692,147.382,378070.0,4,8 +Liza Anne,Desire,26.0,0.66,0.578,7.0,-5.27,1,0.0301,0.0248,0.00204,0.119,0.587,110.976,179884.0,4,6 +YUNGBLUD,parents,77.0,0.618,0.823,7.0,-4.76,1,0.0447,0.0132,,0.288,0.58,82.004,171880.0,4,10 +The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,1 +Raviv Kaner,◊®◊ï◊¶◊î ◊©◊ú◊ï◊ù,58.0,0.727,0.431,2.0,-10.007,0,0.0937,0.173,2.84e-05,0.0813,0.157,94.95,208681.0,4,9 +Moshe Peretz,◊ê◊û◊ê,33.0,0.546,0.475,11.0,-5.569,0,0.0267,0.473,,0.117,0.202,93.856,234463.0,4,9 +Boris,Farewell,43.0,0.208,0.498,8.0,-3.294,1,0.0533,0.000402,0.827,0.357,0.0382,124.635,453440.0,4,6 +Merle Haggard,I Think I'll Just Stay Here And Drink,46.0,0.609,0.681,9.0,-11.491,1,0.0394,0.0999,0.0495,0.0422,0.895,172.609,4.527783333,4,4 +Alison Mosshart,Rise,35.0,0.469,0.653,10.0,-7.101,0,0.0512,0.00131,1e-05,0.304,0.107,145.084,251293.0,4,10 +Resolve,Seasick Sailor,43.0,0.468,0.964,1.0,-5.384,0,0.0931,0.00914,1.44e-05,0.35,0.185,95.035,219185.0,4,8 +Rad Horror,Die Tonight,42.0,0.823,0.844,11.0,-4.953,0,0.249,0.0868,,0.29,0.456,94.99,150316.0,4,1 +Haim Moshe,◊¢◊ô◊ô◊©◊î,31.0,0.53,0.701,10.0,-8.572,1,0.0827,0.347,,0.09,0.421,172.813,267093.0,4,9 +Elvenking,No Prayer for the Dying,43.0,0.197,0.914,4.0,-5.982,0,0.0777,1.49e-05,0.00967,0.164,0.604,200.038,268076.0,4,8 +Sir Sly,&Run,60.0,0.764,0.661,5.0,-8.276,1,0.0526,0.0203,0.000179,0.179,0.479,92.018,226587.0,4,1 +The Chronicles of Manimal and Samara,Love in the Time of Pestilence,28.0,0.278,0.834,9.0,-10.08,0,0.105,0.113,0.0172,0.192,0.118,133.523,461307.0,5,8 +Mastodon,Forged By Neron,56.0,0.333,0.972,4.0,-3.323,0,0.123,0.000273,0.00168,0.104,0.137,169.806,185120.0,4,8 +Surfaces,Next Thing (Loverboy),64.0,0.719,0.415,2.0,-8.983,1,0.0902,0.558,,0.293,0.463,160.02,183109.0,4,9 +Harry Styles,Sweet Creature,78.0,0.427,0.262,7.0,-8.541,1,0.0276,0.746,,0.068,0.228,104.085,224867.0,4,9 +Gnoomes,Sword In the Stone,33.0,0.417,0.747,,-8.742,1,0.0331,0.00033,0.676,0.368,0.342,86.982,208994.0,4,10 +"nothing,nowhere.",pretend,1.0,0.533,0.838,1.0,-5.625,0,0.0837,0.0251,,0.318,0.722,80.049,179690.0,4,10 +Alter Bridge,Watch Over You,61.0,0.276,0.658,7.0,-5.418,1,0.0329,0.0836,0.000553,0.161,0.16,172.326,259133.0,4,8 +The Doobie Brothers,What a Fool Believes,71.0,0.758,0.378,8.0,-15.308,0,0.0449,0.284,,0.049,0.985,120.736,223867.0,4,10 +Metalite,We Bring You the Stars,43.0,0.437,0.926,9.0,-6.056,1,0.0751,0.000586,7.69e-06,0.099,0.751,169.937,180373.0,4,8 +"Robert Palmer, Eric 'ET' Thorngren",Addicted To Love,68.0,0.702,0.578,2.0,-13.415,1,0.031,0.382,5.89e-06,0.0425,0.975,111.617,6.06066667,4,10 +Carrie Underwood,"Jesus, Take the Wheel",62.0,0.359,0.518,2.0,-3.537,1,0.0302,0.665,,0.106,0.135,76.572,3.774883333,4,4 +John Conlee,Rose Colored Glasses,55.0,0.396,0.379,8.0,-14.236,1,0.043,0.382,,0.105,0.368,114.447,3.34155,3,4 +Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,1 +Jamestown Revival,Crazy World (Judgement Day),51.0,0.632,0.562,7.0,-7.794,1,0.0248,0.44,0.000911,0.153,0.297,97.991,280813.0,4,1 +Cold War Kids,First,68.0,0.468,0.692,2.0,-4.015,1,0.0295,0.0202,2.39e-06,0.523,0.561,78.009,200360.0,4,10 +American Teeth,Fix You,41.0,0.654,0.784,9.0,-4.906,1,0.0418,0.000314,2.2e-06,0.0775,0.545,116.996,197565.0,4,10 +French Cassettes,City Kitty,46.0,0.648,0.528,,-10.335,1,0.0296,0.419,0.000591,0.126,0.731,86.017,216000.0,4,1 +Vampire Weekend,Harmony Hall,65.0,0.653,0.76,11.0,-6.086,1,0.0479,0.475,0.000129,0.0917,0.6,98.008,308733.0,4,6 +Jimmy Eat World,My Sundown,41.0,0.528,0.428,3.0,-12.206,1,0.026,0.133,0.874,0.117,0.161,96.187,347867.0,4,10 +The Drums,Lets Go Surfing,1.0,0.577,0.814,1.0,-5.694,1,0.0316,0.209,0.000525,0.0765,0.783,174.027,175427.0,4,6 +Gaye Su Akyol,ƒ∞syan Manifestosu,40.0,0.602,0.711,5.0,-9.887,0,0.0438,0.166,0.0403,0.1,0.646,121.875,286000.0,4,1 +Social State,Aerial,30.0,0.59,0.853,8.0,-7.546,0,0.044,0.0581,0.803,0.334,0.188,160.003,254453.0,4,6 +CAN,I Want More,41.0,0.806,0.6,9.0,-11.02,1,0.0535,0.0251,0.187,0.0408,0.932,113.544,214227.0,4,6 +Bananagun,Do Yeah,25.0,0.491,0.817,,-9.656,1,0.0644,0.129,0.0479,0.275,0.895,156.248,177893.0,3,1 +Shalom Hanoch,◊ô◊ú◊ì◊ô◊ù ◊©◊ú ◊î◊ó◊ô◊ô◊ù,27.0,0.402,0.0943,9.0,-16.791,1,0.036,0.653,,0.388,0.175,117.173,243893.0,4,10 +Black Sabbath,Changes,54.0,0.289,0.238,,-12.244,1,0.0326,0.0421,2.73e-05,0.109,0.187,81.264,282493.0,3,8 +JC Stewart,I Need You To Hate Me - Piano Version,1.0,0.361,0.302,2.0,-7.403,1,0.0359,0.854,,0.104,0.365,144.247,170047.0,4,9 +Johnny Winter,"Tobacco Road - Live at The Woodstock Music & Art Fair, August 18, 1969",28.0,0.461,0.466,,-10.561,1,0.0557,0.781,0.00886,0.698,0.533,106.672,640733.0,4,10 +Michael Bolton,"When A Man Loves A Woman - Bolton Live! Royal Albert Hall, London",30.0,0.369,0.562,9.0,-7.778,1,0.045,0.115,,0.75,0.347,165.377,4.270666667,3,9 +Hot Chip,Ready For The Floor,60.0,0.764,0.759,1.0,-5.443,0,0.0413,0.00903,,0.0746,0.937,128.999,234240.0,4,1 +"Kumar Sanu, Sonali Vajpai",Tere Chehre Pe,30.0,0.574,0.721,7.0,-9.826,0,0.0519,0.69,7.99e-06,0.324,0.921,148.238,7.138216667,3,3 +Eyal Golan,◊®◊ï◊ß◊ì◊™ ◊ë◊ú◊ô◊ú◊ï◊™,33.0,0.762,0.902,6.0,-3.409,0,0.031,0.151,,0.11,0.954,120.021,252173.0,4,9 +Herbie Hancock,Rockit,50.0,0.878,0.951,7.0,-5.077,1,0.069,0.0317,0.544,0.0614,0.607,111.334,325133.0,4,5 +Greentea Peng,Hu Man,62.0,0.684,0.638,9.0,-8.279,0,0.0585,0.393,3.5e-06,0.103,0.692,126.959,203240.0,4,1 +Magda Drozd,Vertical Misunderstanding,5.0,0.235,0.732,8.0,-17.339,0,0.146,0.978,0.906,0.547,0.0688,88.027,130489.0,4,6 +DARKSIDE,The Limit,60.0,0.434,0.596,9.0,-10.013,0,0.16,0.518,0.493,0.122,0.139,89.0,321204.0,4,6 +CJ,Whoopty,85.0,0.719,0.648,3.0,-7.6,0,0.125,0.2,,0.127,0.66,140.201,123263.0,4,9 +Harold Melvin & The Blue Notes,Wake up Everybody (feat. Teddy Pendergrass),60.0,0.565,0.644,6.0,-8.116,1,0.0696,0.426,,0.264,0.633,97.716,452773.0,4,5 +Mark Turner,Skylark,40.0,0.477,0.0775,,-19.338,0,0.0481,0.927,0.253,0.112,0.205,115.488,5.926666667,4,7 +Itay Levi,◊§◊™◊ê◊ï◊ù ◊ê◊î◊ë◊î,35.0,0.684,0.459,,-6.673,1,0.0671,0.461,,0.367,0.399,105.975,212500.0,4,9 +Violet Nine,Crash and Burn,33.0,0.471,0.932,8.0,-4.867,1,0.103,0.00245,,0.4,0.332,97.924,224167.0,4,8 +The Used,Blow Me,43.0,0.385,0.951,10.0,-3.09,0,0.125,0.000361,7.39e-05,0.455,0.423,89.838,200765.0,4,10 +Noa Kirel,'◊§◊ê◊ï◊•,49.0,0.795,0.658,7.0,-6.896,0,0.057,0.233,0.0883,0.247,0.786,139.917,167108.0,4,9 +Ariana Grande,motive (with Doja Cat),82.0,0.789,0.742,10.0,-5.664,0,0.0652,0.0681,,0.166,0.661,116.965,167990.0,4,9 +Procol Harum,A Whiter Shade Of Pale - Live,24.0,0.365,0.525,,-9.865,1,0.0304,0.511,0.00416,0.807,0.325,142.261,437360.0,4,10 +The Rolling Stones,Fool To Cry - Remastered 2009,55.0,0.444,0.454,5.0,-7.434,1,0.0419,0.892,0.0546,0.114,0.236,67.848,305400.0,4,10 +Gabe Goodman,Grand Caravan,,0.706,0.316,2.0,-13.249,1,0.0362,0.679,0.116,0.163,0.664,120.97,177101.0,4,1 +The Sword,She,39.0,0.359,0.685,5.0,-6.036,0,0.0286,0.0001,0.446,0.0875,0.732,84.282,266442.0,4,10 +Elton John,Salvation,40.0,0.59,0.78,4.0,-7.832,1,0.0304,0.233,1.51e-05,0.129,0.581,133.086,238800.0,4,10 +Eminem,Lose Yourself,76.0,0.686,0.735,2.0,-4.616,1,0.264,0.00921,0.00066,0.342,0.0596,171.355,322227.0,4,5 +Primitive Radio Gods,Standing Outside a Broken Phone Booth with Money in My Hand,57.0,0.725,0.614,,-7.015,1,0.0409,0.136,0.792,0.062,0.429,95.039,336800.0,4,10 +Kamasi Washington,Song for Fraser,,0.4,0.0763,,-19.201,0,0.0571,0.968,0.828,0.106,0.173,59.235,2.3334,4,7 +Mukesh,Kai Baar Yun Bhi Dekha Hai,20.0,0.615,0.465,7.0,-13.834,0,0.0486,0.827,3.11e-06,0.134,0.54,118.178,3.37445,4,3 +◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊¢◊ï◊©◊ô◊ù ◊ê◊™ ◊ñ◊î ◊©◊ï◊ë,28.0,0.745,0.632,9.0,-7.974,0,0.288,0.39,5.01e-06,0.103,0.581,128.05,212344.0,4,5 +Allie Crow Buckley,Moonlit and Devious,35.0,0.466,0.45,,-11.199,1,0.0296,0.0426,0.626,0.113,0.133,113.065,303717.0,4,6 +Saint Motel,It's All Happening,55.0,0.618,0.662,,-4.797,1,0.0262,0.0028,0.000724,0.107,0.398,127.985,180187.0,4,1 +DJ Mesh,◊ê◊ï◊ú◊ô◊í◊®◊õ◊ô◊ô◊ù ◊ë◊ß◊ô◊ô◊ë (feat. ◊§◊ú◊ì),17.0,0.82,0.555,8.0,-6.251,1,0.348,0.394,,0.102,0.715,105.543,155302.0,4,5 +LUX‚Ǩ BOYZ,DM,9.0,0.877,0.61,10.0,-7.817,0,0.0731,0.0238,0.611,0.115,0.634,135.951,137647.0,4,5 +Freddie King,Palace Of The King,39.0,0.656,0.773,1.0,-9.156,0,0.0363,0.335,0.00142,0.155,0.867,114.979,220240.0,4,2 +Freddy Fender,Before the Next Teardrop Falls,50.0,0.799,0.345,10.0,-11.52,1,0.0276,0.748,2.39e-05,0.169,0.776,90.417,2.614566667,4,4 +Andrew W.K.,Babalon,44.0,0.169,0.956,2.0,-2.94,1,0.0631,0.00127,0.0566,0.208,0.159,95.249,257240.0,3,10 +John Leyton,Johnny Remember Me,37.0,0.345,0.727,7.0,-9.711,0,0.0778,0.252,1.7e-06,0.0882,0.509,143.874,160600.0,4,1 +Brass Against,Heathens / Jumpsuit - Cover,31.0,0.373,0.676,7.0,-6.606,0,0.0483,0.18,1.56e-05,0.297,0.253,88.339,219643.0,4,10 +Jonathan Tyler,Old Friend,45.0,0.657,0.507,7.0,-7.523,1,0.0253,0.278,7.28e-05,0.0932,0.735,94.008,265802.0,4,1 +Turnstile,I Don't Wanna Be Blind,46.0,0.451,0.911,2.0,-3.92,0,0.032,0.00434,0.74,0.19,0.669,77.217,124880.0,4,10 +Black Pumas,Colors,66.0,0.546,0.696,4.0,-6.537,1,0.0335,0.0887,1.84e-05,0.195,0.596,89.882,246587.0,4,1 +Marty Robbins,Singing the Blues,50.0,0.546,0.469,5.0,-8.967,1,0.0289,0.391,,0.091,0.779,142.712,145640.0,4,10 +Slowdive,Sugar for the Pill,60.0,0.533,0.545,7.0,-7.681,1,0.0243,0.207,0.797,0.113,0.419,98.014,270918.0,4,6 +Plague Vendor,Night Sweats - Edit,32.0,0.498,0.685,11.0,-5.732,0,0.0949,0.0113,0.000688,0.0875,0.628,163.171,166995.0,4,10 +Boris,Farewell,43.0,0.208,0.498,8.0,-3.294,1,0.0533,0.000402,0.827,0.357,0.0382,124.635,453440.0,4,10 +Ryler Smith,Patek,38.0,0.661,0.567,,-12.432,1,0.261,0.105,0.0157,0.111,0.539,85.938,146513.0,4,5 +Wontolla,Raindancer,30.0,0.431,0.959,2.0,-7.376,1,0.0601,3.36e-05,0.916,0.481,0.378,120.027,263026.0,4,8 +Eyal Golan,◊ê◊û◊ê,29.0,0.705,0.692,9.0,-4.694,0,0.0264,0.124,,0.0491,0.666,111.992,244518.0,4,9 +Robbie Williams,Angels,46.0,0.229,0.903,4.0,-4.321,1,0.0664,0.00673,1.02e-05,0.948,0.266,150.08,5.927783333,4,9 +White Denim,Holda You (I'm Psycho),25.0,0.381,0.868,,-5.885,1,0.183,0.00429,0.00877,0.259,0.499,110.727,239507.0,4,1 +1010 Benja SL,Wind Up Space,37.0,0.27,0.217,8.0,-8.433,0,0.0353,0.731,,0.0902,0.13,203.815,205470.0,4,6 +KUNZITE,JUPITER,,0.703,0.874,5.0,-2.74,0,0.0458,0.0141,0.025,0.314,0.768,99.991,243011.0,4,6 +Sleepy John Estes,Little Laura Blues,33.0,0.812,0.248,8.0,-11.129,1,0.0534,0.986,3.38e-05,0.137,0.742,125.33,151301.0,4,2 +The Band,The Night They Drove Old Dixie Down - Concert Version,41.0,0.367,0.864,,-7.073,1,0.0894,0.126,0.0021,0.96,0.401,121.018,277493.0,4,10 +Gojira,Stranded,65.0,0.513,0.88,7.0,-4.69,0,0.0309,9.59e-05,0.00614,0.0824,0.495,92.358,269533.0,4,8 +Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,250000.0,4,6 +Jet,Are You Gonna Be My Girl,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,1 +Madi Diaz,Nervous,45.0,0.724,0.616,9.0,-6.073,1,0.0426,0.312,,0.115,0.729,107.964,166453.0,4,6 +Rainer Maria,Breakfast Of Champions,34.0,0.233,0.848,11.0,-6.322,1,0.0461,0.039,1.87e-05,0.135,0.223,177.44,217480.0,4,10 +George Thorogood,No Expectations,40.0,0.511,0.276,9.0,-9.215,1,0.0393,0.746,0.00624,0.0994,0.269,122.265,236813.0,1,2 +Miko Marks,Hold It Together,38.0,0.58,0.755,2.0,-7.137,1,0.0377,0.123,0.000312,0.0854,0.921,162.075,232021.0,4,1 +"Fear, and Loathing in Las Vegas","One Shot, One Mind",41.0,0.406,0.992,5.0,-0.467,1,0.143,0.000218,0.0156,0.289,0.33,194.926,210986.0,4,10 +Spirit Mother,Space Cadets,23.0,0.224,0.889,5.0,-6.345,1,0.0672,0.0116,8.74e-05,0.411,0.34,134.936,210573.0,4,1 +Backstreet Boys,Try,17.0,0.704,0.512,,-6.269,1,0.0281,0.131,,0.12,0.53,88.045,3.366283333,4,9 +Craig Morgan,That's What I Love About Sunday,62.0,0.6,0.56,8.0,-6.311,1,0.0325,0.479,,0.111,0.417,139.469,3.358216667,4,4 +The Doors,People Are Strange - New Stereo Mix,49.0,0.7,0.418,4.0,-11.238,0,0.033,0.655,,0.195,0.721,119.627,130747.0,4,6 +Yung Heazy,U Got Me,35.0,0.615,0.744,4.0,-3.993,1,0.0741,0.136,3.33e-06,0.0839,0.683,121.828,240903.0,4,9 +Helion Prime,The Final Theory (Demo),34.0,0.413,0.921,,-5.759,0,0.0689,4.19e-05,0.0134,0.178,0.309,170.025,262059.0,4,8 +Counting Crows,Sullivan Street,47.0,0.566,0.378,2.0,-7.714,1,0.0248,0.457,1.7e-05,0.0943,0.185,80.772,268000.0,4,10 +ILLENIUM,First Time (feat. iann dior) - Kayzo Remix,56.0,0.402,0.962,9.0,0.943,1,0.0656,0.0105,,0.356,0.527,155.015,166452.0,4,10 +Baby Queen,Raw Thoughts,51.0,0.642,0.816,1.0,-4.786,1,0.0439,0.0309,,0.0719,0.703,114.007,205762.0,4,9 +Nick Drake,One Of These Things First,59.0,0.604,0.37,4.0,-18.45,1,0.0362,0.836,0.346,0.0954,0.666,90.339,290733.0,3,1 +We Are Scientists,After Hours,46.0,0.392,0.981,1.0,-4.564,0,0.0799,2.9e-05,0.0422,0.174,0.335,160.047,232014.0,4,1 +Del Shannon,Runaway,60.0,0.594,0.533,10.0,-7.993,0,0.0438,0.153,1.49e-05,0.172,0.729,78.552,2.28845,4,10 +fanclubwallet,What's Up,51.0,0.618,0.684,4.0,-6.163,1,0.039,0.117,0.455,0.273,0.823,170.029,141750.0,4,1 +Rise Against,Hero Of War,65.0,0.645,0.417,4.0,-7.022,1,0.029,0.543,,0.0982,0.256,77.054,253080.0,4,10 +ABBA,Waterloo - Live,37.0,0.396,0.811,2.0,-10.441,1,0.0419,0.000601,0.000599,0.677,0.343,159.426,3.850666667,4,9 +Junge Junge,I Don't Love You (I'm Just Lonely) - Acoustic,50.0,0.818,0.456,,-7.419,1,0.038,0.823,7.35e-05,0.127,0.784,113.992,3.06205,4,0 +BarbWalters,Casino,31.0,0.673,0.901,1.0,-4.356,1,0.294,0.0353,0.915,0.181,0.548,119.971,178000.0,4,6 +Albert Collins,Put The Shoe On The Other Foot,17.0,0.489,0.586,2.0,-13.885,1,0.0596,0.0352,0.0635,0.059,0.882,167.722,332560.0,4,2 +Puddle Of Mudd,Blurry,65.0,0.432,0.936,3.0,-4.537,0,0.0562,0.00691,,0.14,0.499,157.469,303920.0,4,10 +Taner √ñng√ºr,Zehra,21.0,0.699,0.243,9.0,-17.724,0,0.0285,0.806,0.00117,0.153,0.321,99.946,283200.0,4,10 +"Nilotpal Sinha, Shruti Dhasmana",Naino Ke Ishaare,19.0,0.444,0.475,2.0,-10.77,1,0.0461,0.771,0.0632,0.094,0.421,169.863,4.6316,4,0 +Catfish and the Bottlemen,Longshot,61.0,0.481,0.765,7.0,-4.025,1,0.0388,0.00381,0.000737,0.119,0.465,102.829,232960.0,4,6 +Fleetwood Mac,Dreams - 2004 Remaster,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,9 +Birdman,STUNNAMAN (with Roddy Ricch & feat. Lil Wayne),,0.865,0.699,8.0,-6.062,0,0.196,0.0867,,0.295,0.705,144.949,219121.0,4,5 +Say It Ain't So,"Kirby Brown, Molly Parden",39.0,0.686,0.579,5.0,-8.183,0,0.0225,0.245,0.00327,0.113,0.5,102.013,3.728216667,4,0 +Sarit Hadad,◊û◊®◊ï◊• ◊î◊ó◊ô◊ô◊ù,28.0,0.537,0.781,9.0,-3.704,0,0.0385,0.0467,3.22e-05,0.0883,0.38,134.943,220653.0,4,9 +Celldweller,My Disintegration,40.0,0.236,0.903,8.0,-3.02,1,0.18,6.05e-05,0.154,0.105,0.395,184.05,380886.0,4,8 +Dudu Aharon,◊®◊ï◊û◊†◊ò◊ô ◊ê◊ï ◊°◊ô◊û◊§◊ò◊ô,18.0,0.706,0.937,5.0,-3.88,1,0.0444,0.0914,,0.323,0.729,127.99,239667.0,4,9 +Returning We Hear the Larks,Thousand-Arms Fortress,35.0,0.519,0.916,9.0,-5.32,1,0.0839,0.000975,0.546,0.185,0.265,101.484,349193.0,4,8 +SL,Excuse Me (feat. Unknown T),61.0,0.808,0.694,1.0,-8.467,1,0.263,0.215,7.33e-05,0.374,0.776,145.987,189493.0,4,5 +Woods,Midnight Moment,21.0,0.743,0.673,,-8.209,1,0.0277,0.23,0.114,0.26,0.964,119.988,177409.0,4,1 +Leah Kate,Boy Next Door,53.0,0.876,0.576,9.0,-5.377,0,0.0866,0.199,6.03e-06,0.174,0.585,111.008,142500.0,4,9 +Sam & Dave,"Hold On, I'm Comin'",67.0,0.803,0.338,6.0,-14.029,1,0.0349,0.196,0.038,0.097,0.912,106.841,155707.0,4,10 +Swiss Portrait,Cassette,40.0,0.591,0.732,10.0,-8.522,1,0.0329,0.435,0.924,0.148,0.712,117.981,218450.0,4,6 +"Swedish House Mafia, Ty Dolla $ign, 070 Shake",Lifetime (with Ty Dolla $ign & 070 Shake),75.0,0.591,0.719,11.0,-7.824,0,0.215,0.0201,3.17e-06,0.906,0.142,100.014,3.11341667,4,9 +OneRepublic,Stop And Stare,60.0,0.492,0.859,4.0,-4.274,1,0.0332,0.0659,,0.0756,0.251,92.474,223853.0,4,10 +Hillbilly Casino,Debt With the Devil,36.0,0.624,0.946,9.0,-4.684,1,0.122,0.00876,,0.34,0.655,98.994,133693.0,4,10 +Audioslave,Gasoline,59.0,0.379,0.716,4.0,-4.312,1,0.0326,0.000272,0.00123,0.0786,0.239,92.721,279333.0,4,10 +The Gun Club,Promise Me,23.0,0.246,0.565,4.0,-13.624,1,0.0824,5.6e-05,0.00349,0.208,0.474,73.506,157200.0,4,2 +Brett Young,Catch,66.0,0.566,0.765,2.0,-6.337,1,0.0439,0.0248,,0.0783,0.604,156.036,3.274,4,4 +Guitarras de Luna,Inolvidable,42.0,0.847,0.492,8.0,-11.104,1,0.0451,0.804,0.859,0.122,0.855,112.034,4.04155,4,7 +The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,6 +Pathiena,The Deepest Of Sorrow,41.0,0.645,0.329,2.0,-16.642,1,0.0419,0.239,0.892,0.375,0.184,128.099,212750.0,4,6 +Lenny Kravitz,Fly Away,71.0,0.587,0.872,7.0,-5.066,1,0.0484,0.018,,0.622,0.735,159.925,221333.0,4,10 +Anathema,Fragile Dreams,45.0,0.364,0.752,7.0,-6.709,0,0.052,0.0071,0.0682,0.189,0.0394,135.533,332373.0,4,8 +Robert Finley,Starting To See,,0.635,0.705,5.0,-6.64,1,0.0369,0.194,0.000136,0.193,0.75,100.307,174107.0,4,2 +POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,1 +Moe Bandy,Barstool Mountain,35.0,0.73,0.225,2.0,-15.429,1,0.032,0.23,4.27e-06,0.258,0.596,123.61,2.816666667,4,4 +Crystal Gayle,Don't It Make My Brown Eyes Blue,62.0,0.736,0.321,6.0,-13.474,1,0.0444,0.799,0.00897,0.0619,0.342,84.928,2.62755,4,4 +Pradeep Kumar,Aao Bachcho Tumhen Dikhayeh,5.0,0.853,0.484,4.0,-11.655,1,0.0792,0.942,0.0259,0.151,0.962,111.737,3.162666667,4,3 +Million Miles,Ice Cream & Cigarettes,49.0,0.743,0.448,7.0,-7.173,1,0.0317,0.816,5.07e-06,0.319,0.562,90.062,172240.0,4,2 +Joyfriend,Bailey,18.0,0.4,0.403,8.0,-10.004,1,0.0372,0.575,0.00208,0.0677,0.133,121.964,184503.0,3,10 +Fall Out Boy,The Phoenix,69.0,0.562,0.964,4.0,-2.991,0,0.072,0.000539,1.57e-06,0.579,0.41,138.063,244960.0,4,10 +"Joep Beving, Maarten Vos",The One As Two,45.0,0.185,0.106,9.0,-21.724,0,0.0324,0.99,0.919,0.0791,0.0635,62.988,5.257333333,4,7 +Gavin DeGraw,Chariot,59.0,0.281,0.779,7.0,-5.104,1,0.0514,0.0437,,0.37,0.344,167.172,239173.0,4,10 +Slayer,Bloodline,50.0,0.408,0.971,9.0,-3.876,1,0.125,5.7e-05,0.191,0.135,0.237,118.445,216973.0,4,8 +The Deadly Snakes,Playboys,30.0,0.21,0.86,4.0,-2.187,1,0.0738,0.0121,7.65e-05,0.142,0.402,164.762,167507.0,3,2 +Creedence Clearwater Revival,Suzie Q - Live At The Woodstock Music & Art Fair / 1969,37.0,0.332,0.899,9.0,-5.638,1,0.0463,0.0348,0.432,0.684,0.66,136.696,652187.0,4,10 +Larkin Poe,Easy Street,30.0,0.562,0.667,,-5.106,1,0.0287,0.00534,,0.0784,0.503,106.965,137110.0,4,2 +Dave,Titanium,77.0,0.959,0.394,,-8.687,0,0.437,0.152,1.38e-06,0.105,0.51,121.008,127750.0,4,5 +The Big Bopper,Chantilly Lace,56.0,0.489,0.806,3.0,-6.054,1,0.0858,0.841,2.96e-05,0.0687,0.944,172.269,145267.0,4,10 +◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊ê◊ú◊£ ◊ß◊†◊ê◊ô◊ù,23.0,0.753,0.722,10.0,-5.348,0,0.305,0.533,,0.599,0.858,92.152,260543.0,4,5 +Josh Turner,Your Man,72.0,0.744,0.637,6.0,-4.483,1,0.0241,0.337,0.000222,0.0696,0.785,100.511,3.53155,4,4 +Blay Vision,Gone Mad,35.0,0.708,0.763,8.0,-5.74,0,0.0428,0.054,0.000102,0.132,0.221,119.977,212009.0,4,5 +Sly & The Family Stone,"Dance To The Music - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.625,0.922,,-8.92,1,0.0816,0.00624,0.00674,0.839,0.427,139.712,268013.0,4,10 +Ivan & Alyosha,Don't Lose Your Love,42.0,0.435,0.153,10.0,-11.536,1,0.0499,0.953,0.00155,0.11,0.326,182.647,3.42,4,0 +Jane's Addiction,Jane Says,66.0,0.402,0.597,2.0,-9.258,1,0.0327,0.0385,2.09e-06,0.109,0.496,81.806,287000.0,4,10 +Freddie Gibbs,Big Boss Rabbit,67.0,0.699,0.907,1.0,-4.661,1,0.273,0.143,,0.302,0.859,96.912,178859.0,4,5 +Pop Smoke,AP - Music from the film Boogie,80.0,0.751,0.744,1.0,-6.859,1,0.177,0.152,0.000568,0.252,0.634,148.014,171892.0,4,5 +Izo FitzRoy,Red Line,36.0,0.626,0.725,,-8.013,0,0.035,0.115,,0.109,0.943,87.357,214667.0,4,9 +WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,1 +Dan Mangan,Losing My Religion,23.0,0.279,0.4,7.0,-8.353,0,0.0426,0.673,0.00371,0.103,0.109,167.56,246223.0,4,6 +Richie Kotzen,Riot,41.0,0.599,0.906,11.0,-5.133,0,0.0641,0.0158,2.47e-05,0.108,0.712,120.024,302423.0,4,2 +Margaret Glaspy,Devotion,29.0,0.476,0.3,,-11.227,1,0.06,0.47,0.00307,0.0951,0.403,76.71,237187.0,4,6 +MoonSun,Falling,44.0,0.434,0.639,8.0,-11.659,1,0.0509,0.00658,0.00489,0.0592,0.159,130.245,297404.0,4,8 +Stan Getz,Pennies From Heaven,37.0,0.701,0.137,,-16.397,1,0.0417,0.991,0.912,0.155,0.68,92.341,311813.0,4,2 +MICHELLE,SUNRISE (feat. Arlo Parks),53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,1 +Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,9 +Echosmith,Over My Head,53.0,0.656,0.723,11.0,-4.975,0,0.0262,0.0968,,0.343,0.904,105.049,208233.0,4,9 +BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,10 +a-ha,Take on Me,85.0,0.573,0.902,6.0,-7.638,0,0.054,0.018,0.00125,0.0928,0.876,84.412,225280.0,4,10 +Bad/Love,Come Clean,41.0,0.457,0.759,4.0,-9.06,1,0.0613,0.000736,4.22e-05,0.0848,0.309,138.017,235761.0,4,8 +Temples,Holy Horses,26.0,0.508,0.776,9.0,-5.438,1,0.0336,0.00114,0.00935,0.293,0.549,101.952,185427.0,4,1 +KID BRUNSWICK,4AM,54.0,0.648,0.437,6.0,-6.386,1,0.0316,0.0631,,0.15,0.365,62.483,165301.0,4,10 +Rory Gallagher,Cradle Rock,31.0,0.353,0.921,2.0,-8.303,1,0.0644,0.00118,0.0122,0.327,0.556,103.156,375682.0,4,2 +Kaspar Mann,Ordino,50.0,0.631,0.183,9.0,-17.128,1,0.0846,0.994,0.929,0.113,0.399,83.481,2.629666667,1,7 +Elley Duh√©,Kids Of The Night,53.0,0.684,0.729,1.0,-3.8,1,0.0407,0.0231,0.000628,0.124,0.49,159.975,185787.0,4,9 +Beastie Boys,Sure Shot,57.0,0.692,0.799,1.0,-7.924,1,0.164,0.388,,0.301,0.549,97.978,199667.0,4,6 +Shlomo Gronich,◊©◊ô◊® ◊ë◊ô◊ü ◊¢◊®◊ë◊ô◊ô◊ù,37.0,0.525,0.298,2.0,-12.438,1,0.033,0.714,0.000287,0.111,0.106,119.827,273307.0,4,10 +Sting,It's Probably Me,60.0,0.791,0.41,4.0,-12.604,0,0.084,0.167,4.38e-06,0.0763,0.511,91.021,302040.0,4,10 +Hardcastle,Mundane,48.0,0.598,0.751,6.0,-5.869,1,0.0327,0.0299,1.64e-06,0.139,0.671,120.033,187768.0,4,10 +Dorrough Music,Ice Cream Paint Job,61.0,0.851,0.598,,-8.356,1,0.439,0.000595,,0.343,0.654,180.046,237320.0,4,5 +LOOK MUM NO COMPUTER,Waiting for the World to End,39.0,0.434,0.974,7.0,-6.188,1,0.152,0.000127,0.000171,0.956,0.12,125.016,226865.0,4,10 +The Only Ones,Another Girl Another Planet,51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,6 +a kid named rufus,wasting time,12.0,0.87,0.467,11.0,-8.741,0,0.0652,0.0779,,0.198,0.84,120.016,135067.0,4,6 +Aerosmith,"I Don't Want to Miss a Thing - From ""Armageddon"" Soundtrack",75.0,0.383,0.662,2.0,-5.162,1,0.0333,0.165,,0.248,0.138,121.154,298760.0,4,10 +MUNA,I Know A Place - Acoustic,50.0,0.547,0.347,3.0,-4.101,1,0.0421,0.865,,0.175,0.562,132.845,4.85898333,5,0 +jxdn,Better Off Dead,70.0,0.684,0.672,10.0,-5.762,0,0.0341,0.151,,0.116,0.381,93.965,155674.0,4,9 +–†—É—Ç–∏–Ω–∞,–ß—ë—Ä–Ω–∞—è –¥—ã—Ä–∞,24.0,0.547,0.817,11.0,-11.861,0,0.0362,0.0266,0.666,0.0767,0.856,114.976,200121.0,4,6 +John Mayer,Heartbreak Warfare,65.0,0.624,0.554,2.0,-8.113,1,0.0225,0.191,0.00131,0.299,0.311,97.031,269720.0,4,10 +bbno$,my oh my,61.0,0.704,0.657,1.0,-9.431,0,0.0934,0.00873,0.000226,0.297,0.527,107.931,155556.0,4,1 +Tame Impala,Half Full Glass Of Wine,54.0,0.679,0.768,,-7.246,1,0.0787,0.254,0.0401,0.0916,0.685,126.117,266627.0,4,10 +Stephen Malkmus & The Jicks,Chartjunk,29.0,0.361,0.795,3.0,-7.563,1,0.0347,0.0348,0.0858,0.114,0.556,143.445,228667.0,4,1 +KISS,Rock And Roll All Nite,75.0,0.654,0.929,1.0,-5.906,1,0.0998,0.0468,,0.0539,0.902,144.774,2.814,4,10 +Stain the Canvas,End,40.0,0.336,0.699,9.0,-6.481,1,0.0794,0.000334,0.00163,0.104,0.21,170.317,218647.0,4,8 +Rory Block,Make Me A Pallet On Your Floor,,0.391,0.397,,-9.493,1,0.0327,0.773,0.00231,0.097,0.72,180.094,282429.0,4,2 +Massive Attack,Paradise Circus,62.0,0.81,0.591,8.0,-13.385,1,0.0638,0.414,0.799,0.072,0.297,136.028,297775.0,4,6 +Atreyu,Right Side Of The Bed,53.0,0.253,0.924,8.0,-4.83,1,0.162,0.00179,0.00856,0.281,0.72,171.971,222467.0,4,10 +NOVACUB,Change Your Mind,37.0,0.372,0.94,4.0,-3.586,0,0.14,0.00178,9.87e-05,0.154,0.49,163.099,201543.0,4,6 +Charlie Houston,Calls,37.0,0.87,0.41,8.0,-8.804,1,0.182,0.243,2.92e-05,0.127,0.576,83.974,171202.0,4,9 +Roy Rieck,◊©◊†◊ô◊ù,12.0,0.773,0.759,7.0,-6.158,1,0.0353,0.15,0.0421,0.74,0.964,112.99,172030.0,4,6 +Bon Jovi,Limitless,53.0,0.453,0.816,10.0,-5.656,1,0.0706,0.00524,1.05e-05,0.363,0.374,144.154,221947.0,4,10 +Nirvana,Aneurysm,62.0,0.298,0.823,7.0,-9.793,1,0.0816,7.66e-05,7.53e-05,0.132,0.235,135.596,275600.0,4,10 +Lil Nas X,Panini - DaBaby Remix,73.0,0.717,0.598,5.0,-5.613,0,0.0809,0.22,,0.122,0.496,153.905,151040.0,4,9 +R.E.M.,It's The End Of The World As We Know It (And I Feel Fine),69.0,0.381,0.894,7.0,-8.638,1,0.037,0.0258,,0.0251,0.797,205.528,246933.0,4,10 +Reignwolf,Black and Red,54.0,0.368,0.921,8.0,-4.897,0,0.0919,0.000716,0.0449,0.295,0.451,119.113,219523.0,3,1 +Deftones,Change (In the House of Flies),68.0,0.269,0.853,7.0,-4.647,0,0.0854,0.000249,0.000246,0.118,0.179,141.581,299533.0,4,10 +banzai florist,Get Back Baby,33.0,0.53,0.656,9.0,-9.099,1,0.0557,0.0826,0.949,0.0461,0.911,156.793,233360.0,4,6 +The Steampacket,Cry Me A River,27.0,0.486,0.439,7.0,-14.008,0,0.0446,0.57,0.00608,0.303,0.313,109.134,166067.0,4,2 +The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,1 +Toby Keith,Should've Been A Cowboy,56.0,0.579,0.731,7.0,-5.659,1,0.0323,0.244,,0.297,0.618,133.582,3.497783333,4,4 +Rush,Natural Science,40.0,0.412,0.821,7.0,-9.453,1,0.075,0.0156,0.00095,0.327,0.316,130.997,559893.0,4,10 +Bizzy Crook,Come Again,44.0,0.897,0.337,1.0,-11.375,1,0.353,0.117,2.77e-06,0.111,0.443,120.038,192000.0,4,5 +Walking On Cars,Speeding Cars,60.0,0.501,0.743,5.0,-6.379,0,0.0348,0.207,1.55e-05,0.0793,0.224,91.01,242093.0,4,10 +Red Desert,Older No Wiser,41.0,0.262,0.841,5.0,-7.043,1,0.0557,1.28e-05,0.776,0.109,0.339,136.216,336720.0,4,8 +Ed Sheeran,BLOW (with Chris Stapleton & Bruno Mars),66.0,0.631,0.796,1.0,-5.35,1,0.0401,0.000245,0.0115,0.38,0.596,92.469,209120.0,4,9 +Rival Sons,Keep On Swinging,50.0,0.218,0.836,1.0,-5.441,0,0.0994,0.000995,0.00194,0.522,0.41,173.806,239413.0,4,10 +Papa Roach,American Dreams,53.0,0.587,0.879,2.0,-5.887,1,0.0547,0.00122,,0.125,0.395,108.905,203119.0,4,10 +The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,10 +Ka$tro,migraine,30.0,0.385,0.848,11.0,-4.31,1,0.0604,0.0772,0.0168,0.287,0.0381,109.985,160670.0,4,10 +Bring Me The Horizon,Throne,73.0,0.426,0.888,,-3.72,0,0.0987,0.000455,,0.306,0.387,144.111,191520.0,4,8 +Nessa Barrett,la di die (feat. jxdn),80.0,0.484,0.643,1.0,-4.72,1,0.0416,0.0036,,0.243,0.345,163.97,195191.0,4,10 +Laxmikant–Pyarelal,Dandia Music,24.0,0.301,0.969,2.0,-11.283,1,0.302,0.804,0.329,0.801,0.0428,185.722,4.789116667,3,3 +Bob Dylan,Shelter from the Storm,61.0,0.486,0.241,4.0,-17.337,1,0.0366,0.413,3.51e-05,0.0928,0.614,106.574,5.01888333,4,0 +Radioclit,Divine Gosa - Switch Remix,18.0,0.982,0.641,8.0,-4.956,1,0.0553,0.000222,0.291,0.0563,0.866,131.023,355413.0,3,1 +Chris Stapleton,Worry B Gone,59.0,0.564,0.873,2.0,-6.078,1,0.0314,0.019,0.0207,0.101,0.832,113.885,195547.0,4,10 +Eric Reed,Up Jumped Spring,43.0,0.389,0.169,10.0,-14.333,1,0.0453,0.913,0.0781,0.114,0.186,77.79,8.815783333,3,7 +Giggs,Look What the Cat Dragged In,48.0,0.743,0.71,9.0,-5.042,0,0.0362,0.0139,7.45e-06,0.289,0.239,98.008,153000.0,4,5 +The Jesus and Mary Chain,Taste of Cindy,35.0,0.18,0.905,11.0,-2.767,1,0.0453,0.000146,0.831,0.327,0.552,138.02,102333.0,4,6 +VIC MENSA,"SHELTER ft Wyclef Jean, ft Chance The Rapper",55.0,0.664,0.66,,-5.284,1,0.291,0.181,2.23e-06,0.19,0.47,90.106,261467.0,4,5 +Lil Peep,california world,67.0,0.301,0.514,8.0,-6.976,1,0.0617,0.0723,2.19e-06,0.251,0.153,145.59,291400.0,4,5 +Phoebe Green,Reinvent,48.0,0.573,0.734,8.0,-5.576,1,0.0416,0.000796,0.112,0.102,0.13,101.023,243382.0,4,1 +Austin TV,Shiva,32.0,0.637,0.703,,-5.378,1,0.0298,3.05e-05,0.849,0.129,0.613,97.496,217827.0,4,10 +Gotts Street Park,Everything,54.0,0.658,0.496,,-9.303,1,0.0484,0.14,0.192,0.184,0.625,82.122,215573.0,4,1 +River Tiber,Hypnotized,41.0,0.474,0.64,10.0,-9.053,0,0.037,0.026,0.507,0.123,0.383,171.705,249563.0,4,1 +Anne M√ºller,Drifting Circles,36.0,0.801,0.346,7.0,-14.296,1,0.11,0.957,0.913,0.0989,0.309,137.971,420901.0,4,1 +R√òRY,fuck fame,37.0,0.601,0.698,,-5.924,0,0.0376,0.0218,,0.0586,0.594,110.055,174486.0,4,10 +Rad Horror,Stay Out,38.0,0.581,0.847,7.0,-5.48,0,0.0638,0.000259,0.00897,0.0875,0.394,120.07,188000.0,4,10 +Jorja Smith,By Any Means,65.0,0.75,0.418,11.0,-10.412,1,0.244,0.149,1.72e-06,0.0857,0.442,104.981,225631.0,4,5 +Ne Obliviscaris,Intra Venus,38.0,0.483,0.968,1.0,-5.737,0,0.101,0.00128,0.48,0.331,0.0695,110.035,448837.0,3,8 +YBN Nahmir,Opp Stoppa (feat. Lil Eazzyy),57.0,0.836,0.367,7.0,-4.267,1,0.126,0.0297,,0.151,0.212,78.009,135421.0,4,5 +Mantra,I Want,21.0,0.45,0.945,6.0,-4.765,0,0.0757,0.00567,0.000195,0.363,0.458,99.985,151680.0,4,10 +Current Joys,Kids,75.0,0.827,0.66,6.0,-9.669,1,0.0337,0.508,0.403,0.0756,0.904,113.449,269143.0,4,9 +Miguel De Molina,La bien pag√°,37.0,0.418,0.28,,-6.856,0,0.0321,0.748,,0.238,0.454,103.251,215053.0,4,9 +ForesTT,To the Sea,36.0,0.553,0.442,1.0,-9.975,0,0.0274,0.304,0.00976,0.113,0.31,139.927,236156.0,4,6 +Rammstein,Du hast,72.0,0.64,0.922,9.0,-6.283,0,0.0385,0.00369,0.055,0.332,0.716,125.105,234227.0,4,10 +Mason Lindahl,"Sky Breaking, Clouds Falling",40.0,0.283,0.659,5.0,-11.879,0,0.0329,0.0959,0.834,0.119,0.515,103.059,264093.0,4,6 +Orrin Evans,Dave,49.0,0.243,0.0652,1.0,-21.076,1,0.0354,0.962,0.497,0.115,0.0419,78.164,3.724216667,4,7 +Nathan Goshen,◊ó◊ô◊ô◊ù ◊û◊ê◊ï◊©◊®◊ô◊ù,55.0,0.673,0.427,6.0,-7.629,0,0.0458,0.143,0.000112,0.105,0.393,113.556,203947.0,4,9 +Dizzee Rascal,Stand Up Tall (Instrumental),11.0,0.821,0.845,11.0,-6.392,0,0.0481,0.000241,0.491,0.284,0.892,134.998,189667.0,4,5 +Eddie 9V,3AM in Chicago,24.0,0.614,0.545,5.0,-9.036,0,0.064,0.483,0.000678,0.203,0.68,145.173,216787.0,4,2 +Teams,Stunts,32.0,0.702,0.852,6.0,-6.337,1,0.101,0.00109,0.893,0.102,0.519,97.085,326374.0,4,6 +Young Clancy,GRIM REAP,30.0,0.599,0.316,1.0,-14.436,1,0.081,0.679,0.00113,0.653,0.355,147.963,125266.0,4,1 +Backstreet Boys,PDA,30.0,0.798,0.84,6.0,-6.559,0,0.0879,0.00518,,0.142,0.867,122.958,3.806666667,4,9 +Brandon's Three,the point above,55.0,0.45,0.0767,2.0,-22.482,0,0.0378,0.869,0.747,0.0853,0.167,100.427,2.810266667,4,7 +At Vance,Four Seasons - Summer,30.0,0.451,0.813,7.0,-9.569,1,0.0462,1.8e-05,0.836,0.0885,0.114,120.551,200627.0,3,8 +Sting,Englishman / African in New York (with Shirazee),51.0,0.851,0.674,2.0,-4.488,1,0.0619,0.0101,3.9e-05,0.218,0.518,101.011,193828.0,4,9 +Interpol,Evil,65.0,0.489,0.769,5.0,-3.524,1,0.038,0.00135,0.56,0.0727,0.637,128.985,215827.0,4,6 +Reveille,What You Got,47.0,0.563,0.937,1.0,-5.243,1,0.0461,0.000111,,0.315,0.522,101.159,146693.0,4,8 +"Rhiannon Giddens, Iron & Wine",Forever Young - From NBC's Parenthood,56.0,0.384,0.366,7.0,-10.65,1,0.0329,0.371,9.17e-05,0.101,0.199,138.134,4.35616667,4,0 +The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,1 +Jimmy Dawkins,It Serves Me Right To Suffer,17.0,0.53,0.629,7.0,-7.869,1,0.0529,0.46,0.159,0.0873,0.827,85.549,251427.0,4,2 +Spooky Tooth,Evil Woman,37.0,0.379,0.687,,-10.778,1,0.0645,0.16,0.00622,0.323,0.525,141.878,548827.0,4,10 +Derek & The Dominos,Layla - 40th Anniversary Version / 2010 Remastered,1.0,0.403,0.903,1.0,-3.88,1,0.0664,0.574,0.305,0.287,0.498,115.669,423840.0,4,10 +The Jesus and Mary Chain,Degenerate,29.0,0.321,0.827,2.0,-7.726,1,0.0401,0.00602,0.622,0.394,0.14,132.106,330040.0,4,10 +Lifehouse,Somewhere In Between,41.0,0.501,0.415,1.0,-8.882,0,0.0242,0.0375,2.6e-06,0.336,0.227,76.608,253067.0,4,10 +Pale Saints,Sight of You,46.0,0.459,0.465,7.0,-13.564,1,0.0388,0.11,0.259,0.0915,0.117,123.94,337600.0,4,6 +Laura Cannell,Earthly Unearthly,14.0,0.172,0.0494,10.0,-21.748,1,0.0387,0.866,0.155,0.0791,0.0391,51.134,278698.0,4,6 +Demon King,"The Watcher, Wreathed in Flame",25.0,0.256,0.961,5.0,-4.055,1,0.18,2.5e-05,0.817,0.119,0.171,115.929,304421.0,4,8 +VANT,DO YOU KNOW ME?,39.0,0.385,0.963,1.0,-2.532,0,0.0846,8.96e-05,0.000141,0.132,0.412,144.901,154267.0,4,10 +shame,Alphabet,46.0,0.49,0.817,2.0,-5.912,1,0.0272,8.49e-05,0.0129,0.0962,0.369,99.335,173573.0,4,1 +Childish Gambino,This Is America,73.0,0.854,0.463,5.0,-6.159,1,0.137,0.117,,0.354,0.549,120.024,225773.0,4,5 +Dennis Quaid & The Sharks,On My Way To Heaven,23.0,0.612,0.573,7.0,-6.921,1,0.0246,0.525,0.000271,0.0892,0.722,110.031,276574.0,4,10 +Sir Sly,High,61.0,0.743,0.733,2.0,-5.576,1,0.0352,0.00705,0.00753,0.0565,0.726,122.975,231897.0,4,1 +Sum 41,Catching Fire (Acoustic),51.0,0.68,0.454,1.0,-4.262,1,0.0392,0.232,0.000111,0.112,0.238,139.012,240019.0,4,10 +DijahSB,New Harrison,45.0,0.697,0.484,1.0,-7.398,1,0.4,0.82,,0.102,0.32,82.629,230511.0,4,5 +1000mods,Mirrors,35.0,0.333,0.82,5.0,-7.361,1,0.0531,0.000288,0.264,0.0891,0.162,115.12,436333.0,4,10 +Ignea,Jinnslammer,40.0,0.311,0.988,7.0,-3.397,1,0.113,2.83e-05,0.13,0.132,0.269,195.058,279692.0,3,8 +Elderbrook,My House,51.0,0.856,0.605,6.0,-7.691,0,0.048,0.0202,0.833,0.0661,0.6,123.998,181935.0,4,6 +Dark Funeral,666 Voices Inside,30.0,0.447,0.994,8.0,-5.143,1,0.185,1.42e-06,0.934,0.148,0.0771,126.057,278000.0,4,8 +Velvet Revolver,Fall to Pieces,63.0,0.464,0.887,6.0,-4.65,1,0.0499,0.000429,0.333,0.126,0.23,132.759,271240.0,4,8 +Eyal Golan,◊©◊ô◊©◊ô ◊ë◊¶◊î◊®◊ô◊ô◊ù,42.0,0.705,0.897,1.0,-4.751,0,0.0344,0.137,,0.098,0.711,102.012,222320.0,4,9 +Drakeo the Ruler,Talk To Me,72.0,0.773,0.281,1.0,-9.781,1,0.11,0.24,,0.112,0.465,102.019,227706.0,4,5 +The Jeff Healey Band,While My Guitar Gently Weeps,55.0,0.431,0.666,7.0,-11.141,1,0.0337,0.00151,0.00213,0.0527,0.619,134.777,315667.0,4,10 +NOAHFINNCE,Stupid,51.0,0.519,0.682,9.0,-7.335,1,0.0897,0.0176,,0.0926,0.814,156.994,155733.0,4,10 +BTS,ON (Feat. Sia),65.0,0.591,0.848,9.0,-4.397,0,0.0828,0.137,,0.372,0.386,105.922,246816.0,4,9 +Gary Clark Jr.,Take Me Down,41.0,0.404,0.398,7.0,-9.907,1,0.0289,0.205,0.0125,0.0917,0.251,75.867,287484.0,4,2 +Superflat,We The People - Skeleton Lipstick Remix,30.0,0.788,0.93,11.0,-7.996,0,0.103,0.0578,0.484,0.0683,0.427,120.006,208500.0,4,6 +Daddy Yankee,PROBLEMA,85.0,0.773,0.8,10.0,-3.17,0,0.0987,0.0613,0.00403,0.0327,0.842,89.988,184507.0,4,9 +Kadavar,All Our Thoughts,39.0,0.139,0.912,2.0,-1.884,1,0.0679,0.167,0.0038,0.114,0.609,80.895,275000.0,4,8 +Masterkraft,Hallelu,55.0,0.691,0.794,1.0,-4.251,0,0.278,0.0739,,0.0816,0.737,112.849,213493.0,4,9 +Vokonis,Blackened Wings,24.0,0.208,0.932,5.0,-6.872,0,0.0791,1.74e-06,0.828,0.365,0.336,146.02,244853.0,4,8 +Zero 9:36,The End / Undead,58.0,0.584,0.957,1.0,-4.789,1,0.13,0.00356,,0.407,0.701,108.029,186682.0,4,10 +ZIN,Pouring Rain,24.0,0.479,0.443,9.0,-9.239,1,0.0273,0.047,6.91e-06,0.104,0.193,92.959,299020.0,4,9 +Margo Price,Twinkle Twinkle,46.0,0.49,0.847,10.0,-2.915,1,0.0298,0.038,,0.107,0.537,83.994,211587.0,4,2 +"David Hazeltine, David Williams, Joe Farnsworth",Dear Ruth,39.0,0.44,0.206,7.0,-18.234,1,0.033,0.881,0.356,0.0989,0.167,86.624,6.046,4,7 +Big Ups,Goes Black,31.0,0.377,0.976,6.0,-3.686,0,0.217,0.000107,0.0936,0.142,0.264,116.062,141560.0,4,1 +Love and Rockets,Mirror People '88 - (Single Edit),33.0,0.407,0.872,7.0,-9.205,0,0.0462,5.78e-05,0.00116,0.0654,0.388,137.381,238400.0,4,10 +Rosey,Bermuda Triangle,39.0,0.541,0.392,7.0,-10.635,1,0.0445,0.539,5.57e-05,0.0864,0.351,152.993,3.76665,4,0 +Bitterwood,Paradigm,31.0,0.22,0.913,1.0,-5.229,1,0.0799,2.72e-05,0.00482,0.166,0.207,90.02,132780.0,4,8 +Ron Gallo,"Young Lady, You're Scaring Me",59.0,0.371,0.921,9.0,-5.533,1,0.0784,0.0113,2.7e-05,0.43,0.508,109.675,220538.0,4,10 +The Velvet Underground,Rock & Roll,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,1 +Rami Fortis,◊ë◊ë◊ï◊ß◊® ◊©◊ú ◊ß◊ò◊ô◊§◊î - Remastered,23.0,0.2,0.47,4.0,-8.411,1,0.032,0.494,0.0811,0.156,0.118,129.876,243000.0,1,10 +Rv,Steady,52.0,0.719,0.612,6.0,-7.555,1,0.435,0.0791,,0.136,0.552,102.91,169175.0,4,5 +Ravid Plotnik,◊°◊®◊ò ◊î◊ï◊ì◊ô (◊†◊¶'◊ô ◊†◊¶'),27.0,0.508,0.808,,-5.197,1,0.253,0.121,,0.379,0.558,81.781,200133.0,4,5 +Deniro Farrar,Wu-Tang,41.0,0.603,0.753,,-5.251,0,0.283,0.131,,0.105,0.452,99.836,153078.0,4,5 +Otis Junior,You and Me,40.0,0.489,0.726,5.0,-6.204,1,0.345,0.2,6.5e-05,0.349,0.672,190.297,236000.0,3,1 +Devon Gilfillian,Troublemaker,45.0,0.555,0.927,,-4.167,0,0.0708,0.00155,0.0288,0.209,0.848,156.031,212016.0,4,10 +Sipper,woah,37.0,0.605,0.555,5.0,-10.323,1,0.0823,0.357,0.00145,0.226,0.212,86.984,136552.0,4,1 +Lianne La Havas,Weird Fishes,55.0,0.396,0.415,7.0,-10.106,1,0.0599,0.0362,0.02,0.0913,0.263,151.458,354533.0,4,6 +Swimming,Maple Glider,36.0,0.715,0.432,9.0,-6.769,1,0.0275,0.724,0.000109,0.164,0.175,109.927,4.206883333,4,0 +Or Edry,◊¢◊ú ◊î◊û◊°◊ö,16.0,0.562,0.606,7.0,-8.072,1,0.0286,0.0878,7.84e-06,0.146,0.56,142.058,198078.0,4,9 +Dirty Honey,California Dreamin',56.0,0.458,0.98,1.0,-3.651,1,0.0808,0.000205,6.29e-05,0.127,0.4,118.964,258333.0,4,10 +John Lee Hooker,Love Money Can't Buy,1.0,0.453,0.542,5.0,-7.379,1,0.0391,0.975,0.011,0.0927,0.487,81.921,156373.0,4,2 +Sarcastic Sounds,say goodbye,63.0,0.71,0.415,8.0,-9.561,1,0.0908,0.902,0.00236,0.149,0.418,92.016,86749.0,4,6 +Kansas,Carry on Wayward Son,76.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,323000.0,4,9 +The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,6 +Ratboys,Go Outside,42.0,0.578,0.633,7.0,-7.552,1,0.0355,0.0869,0.00327,0.113,0.928,141.971,169067.0,3,1 +Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,6 +Yuval Dayan,◊ú◊ê◊°◊ï◊£,37.0,0.437,0.382,4.0,-8.529,1,0.0303,0.834,0.00137,0.103,0.0834,81.703,222649.0,3,9 +cleopatrick,hometown,63.0,0.315,0.826,7.0,-4.314,0,0.0636,0.00064,0.000687,0.0703,0.359,139.161,256072.0,4,1 +Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,9 +Brad Mehldau,"Bewitched, Bothered and Bewildered",45.0,0.433,0.0662,,-19.398,1,0.0403,0.954,0.852,0.0713,0.162,107.241,5.97555,4,7 +Itay Levi,◊©◊ï◊®◊ò◊™,32.0,0.774,0.618,3.0,-5.58,0,0.199,0.215,,0.147,0.501,148.19,186487.0,4,9 +Type O Negative,My Girlfriend's Girlfriend,52.0,0.539,0.762,4.0,-6.908,0,0.0339,0.158,0.908,0.0648,0.661,114.08,228827.0,4,8 +Primal Fear,Along Came the Devil,45.0,0.55,0.96,11.0,-4.148,0,0.0452,8.84e-06,0.000558,0.0955,0.47,128.016,261160.0,4,8 +iogi,you\me\everyone,46.0,0.843,0.564,11.0,-6.267,0,0.0398,0.0561,0.234,0.0376,0.738,99.016,219525.0,4,6 +Westlife,Safe,2.0,0.456,0.492,2.0,-8.133,1,0.0268,0.266,,0.104,0.207,139.79,3.888,4,9 +KK's Priest,Hellfire Thunderbolt,46.0,0.414,0.978,8.0,-3.144,0,0.0913,0.000268,0.364,0.0998,0.253,174.045,229901.0,4,8 +Drop Nineteens,Kick The Tragedy,50.0,0.414,0.404,5.0,-14.677,1,0.0293,2.44e-05,0.433,0.121,0.156,102.883,535600.0,4,6 +Shankar Jaikishan,"Yahudi Theme, Pt. 1 - Instrumental",,0.506,0.73,4.0,-12.034,1,0.0754,0.585,0.914,0.395,0.823,100.849,2.84445,4,3 +grandson,Blood // Water,80.0,0.51,0.882,8.0,-5.659,0,0.159,0.00158,0.00206,0.0764,0.653,154.029,216721.0,4,10 +The Sword,Freya,48.0,0.354,0.867,5.0,-5.078,1,0.0362,4.64e-05,0.404,0.0748,0.436,93.389,274400.0,4,10 +Mark Knopfler,Sailing To Philadelphia,57.0,0.594,0.468,6.0,-10.117,0,0.0246,0.606,0.0872,0.0913,0.174,99.067,353120.0,4,10 +Kingdom Come,What Love Can Be,36.0,0.297,0.642,10.0,-7.946,0,0.0384,0.32,1.76e-06,0.1,0.282,126.161,314160.0,4,10 +The Struts,Ballroom Blitz,42.0,0.703,0.838,8.0,-5.882,1,0.0328,0.0106,0.000237,0.103,0.484,110.061,249853.0,4,10 +Bruno Mars,Talking to the Moon,82.0,0.523,0.606,1.0,-4.754,0,0.0301,0.512,,0.106,0.065,145.837,217867.0,4,9 +Offset Jim,Specialist,39.0,0.887,0.609,11.0,-9.295,0,0.311,0.0212,,0.0763,0.571,92.506,152000.0,4,5 +J. Cole,p r i d e . i s . t h e . d e v i l (with Lil Baby),85.0,0.861,0.656,4.0,-7.867,0,0.425,0.104,,0.0986,0.331,88.967,218210.0,4,5 +XTC,Dear God - Remastered 2001,52.0,0.577,0.464,7.0,-7.943,1,0.024,0.0979,1.3e-06,0.154,0.346,90.557,219507.0,4,6 +Destruction,Bestial Invasion,32.0,0.161,0.976,11.0,-8.428,0,0.0913,3.48e-06,0.446,0.0915,0.241,173.229,276107.0,4,8 +Young Rising Sons,Skeletons,32.0,0.591,0.758,8.0,-2.522,1,0.0317,0.0254,0.0494,0.371,0.543,97.03,197938.0,4,9 +Bud Powell,Blues In The Closet,31.0,0.697,0.134,,-19.991,1,0.0545,0.862,0.937,0.1,0.416,96.519,180533.0,4,2 +Tangent,The Origin of Structures,27.0,0.427,0.394,2.0,-22.414,1,0.0658,0.828,0.903,0.126,0.111,180.111,273827.0,4,6 +bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,9 +Matt Maeson,Hallucinogenics,73.0,0.549,0.653,,-7.47,1,0.0503,0.457,,0.0969,0.287,121.348,187173.0,4,9 +Zdot,Spin A Man,31.0,0.823,0.482,,-10.503,1,0.394,0.343,0.000155,0.0988,0.53,68.437,197956.0,4,5 +"Stan Getz, Bob Brookmeyer",Love Jumped Out,39.0,0.58,0.256,2.0,-17.45,0,0.0482,0.759,3.88e-05,0.0897,0.499,79.122,7.770666667,4,7 +Luz,counting houses,54.0,0.567,0.494,10.0,-12.093,1,0.0544,0.569,6.63e-05,0.33,0.42,149.839,200853.0,4,9 +Ride,Leave Them All Behind - 2001 Remaster,46.0,0.282,0.846,4.0,-4.641,1,0.0728,8.29e-05,0.482,0.521,0.174,184.617,497467.0,4,10 +Soundgarden,Spoonman,68.0,0.457,0.902,7.0,-5.624,1,0.0313,2.17e-05,0.196,0.258,0.834,92.711,246920.0,4,10 +Kenny Wayne Shepherd,Woman Like You - Live,30.0,0.143,0.912,7.0,-6.754,1,0.0823,0.00733,0.000667,0.727,0.415,172.514,260133.0,4,2 +Zongamin,Bongo Song,34.0,0.783,0.929,1.0,-12.052,0,0.0455,0.000406,0.927,0.0738,0.644,123.687,314653.0,4,6 +Trisha Yearwood,She's In Love With The Boy - Single Version,66.0,0.783,0.698,3.0,-8.268,1,0.0323,0.522,2.52e-06,0.0754,0.758,124.996,4.136666667,4,4 +Britney Spears,Lucky,67.0,0.765,0.791,8.0,-5.707,1,0.0317,0.262,0.000154,0.0669,0.966,95.026,3.437116667,4,9 +Dress the Dead,Promises and Kisses,26.0,0.424,0.885,7.0,-5.997,0,0.0717,0.000915,0.000305,0.102,0.156,139.077,256664.0,4,8 +INXS,Kick,45.0,0.507,0.863,4.0,-5.109,1,0.0482,0.00181,0.134,0.354,0.926,156.67,194280.0,4,10 +C. Tangana,Muriendo De Envidia,66.0,0.845,0.717,,-6.773,1,0.359,0.428,0.0023,0.0822,0.255,93.997,182640.0,4,9 +King Charles,Freak - Radio Edit,28.0,0.597,0.457,2.0,-5.931,0,0.0479,0.0374,0.313,0.114,0.416,170.017,219978.0,4,1 +Friedberg,Midi 8,28.0,0.733,0.944,6.0,-5.059,0,0.064,0.0017,0.855,0.097,0.718,104.005,143063.0,4,6 +Ballaké Sissoko,Boubalaka,34.0,0.441,0.173,5.0,-17.286,1,0.0445,0.959,0.505,0.109,0.386,72.379,4.718216667,4,7 +Terror Danjah,Red Card Riddim,14.0,0.434,0.718,1.0,-9.707,0,0.258,9.42e-05,0.908,0.0829,0.816,209.383,219793.0,3,5 +Hot Mulligan,Featuring Mark Hoppus,53.0,0.51,0.98,,-3.341,1,0.105,0.000722,,0.339,0.4,147.991,173800.0,4,9 +Black Foxxes,S√¶la,21.0,0.528,0.715,8.0,-4.772,1,0.0334,0.000781,0.0315,0.0961,0.301,127.989,169784.0,4,10 +Gin Blossoms,Hey Jealousy,3.0,0.385,0.919,6.0,-4.154,0,0.0642,0.00019,,0.358,0.469,153.02,235840.0,4,10 +Clipse,Grindin',56.0,0.592,0.77,1.0,-3.402,1,0.318,0.122,1.22e-06,0.103,0.361,191.692,264760.0,4,5 +Cold Hart,Decompose,33.0,0.66,0.692,6.0,-9.156,1,0.0364,0.0618,0.0112,0.0743,0.41,135.058,187093.0,4,5 +Tom Odell,Another Love,84.0,0.445,0.537,4.0,-8.532,0,0.04,0.695,1.65e-05,0.0944,0.131,122.769,4.072666667,4,9 +Jimi Hendrix,"Purple Haze - Live at The Woodstock Music & Art Fair, August 18, 1969",36.0,0.269,0.974,2.0,-3.295,1,0.152,0.00152,0.314,0.199,0.375,118.44,263867.0,4,10 +"Benjamin Britten, English Chamber Orchestra","Simple Symphony, Op.4: 3. Sentimental Saraband",25.0,0.0789,0.0701,7.0,-19.808,0,0.0424,0.902,0.894,0.345,0.0505,81.68,7.934,4,7 +Omer Adam,◊™◊©◊û◊ó,34.0,0.503,0.404,4.0,-9.388,1,0.0505,0.656,,0.11,0.473,152.041,193320.0,4,9 +Mergui,◊ì◊ô◊ë◊ï◊® ◊†◊í◊ï◊¢,44.0,0.895,0.49,5.0,-4.452,0,0.165,0.0617,,0.0802,0.728,96.995,166165.0,4,9 +John Legend,Preach,63.0,0.508,0.729,11.0,-5.712,0,0.0443,0.0681,,0.1,0.412,91.906,236880.0,4,9 +The Rolling Stones,Beast Of Burden - Remastered,13.0,0.786,0.87,1.0,-3.875,0,0.0316,0.413,0.000494,0.0389,0.864,100.66,4.41955,4,10 +Michael Wollny,Mondenkind,20.0,0.474,0.0389,4.0,-19.06,0,0.0749,0.865,0.859,0.0839,0.0353,79.31,280120.0,4,6 +Give In (feat. Ciaran Lavery),"Axel Flóvent, Ciaran Lavery",42.0,0.554,0.187,,-13.753,1,0.0281,0.809,0.000756,0.0602,0.104,139.994,3.822583333,4,0 +Deftones,Be Quiet and Drive (Far Away),65.0,0.206,0.965,1.0,-5.116,1,0.079,9.91e-06,0.827,0.367,0.168,92.615,299867.0,4,10 +Sugar Ray,Every Morning,66.0,0.833,0.679,8.0,-4.496,1,0.0365,0.0834,0.00258,0.0769,0.975,109.916,219867.0,4,9 +Baroness,Shock Me,34.0,0.393,0.911,7.0,-4.027,0,0.0877,4.31e-05,0.57,0.13,0.158,125.958,257120.0,4,10 +Faraquet,Cut Self Not,36.0,0.318,0.86,2.0,-6.76,0,0.0943,0.0622,0.000353,0.0858,0.446,96.262,174267.0,4,10 +Chico Getz,Faith Struggle,51.0,0.543,0.146,4.0,-15.836,0,0.0658,0.989,0.866,0.0973,0.387,99.258,2.945833333,4,7 +Alexander 23,Come Here and Leave Me Alone,57.0,0.691,0.388,1.0,-12.401,0,0.0537,0.767,0.00337,0.0996,0.304,117.001,186130.0,4,9 +Taj Mahal,Mississippi-Mali Blues,12.0,0.855,0.304,,-13.163,0,0.0657,0.892,0.922,0.0831,0.809,82.57,197960.0,4,2 +WESTSIDE BOOGIE,Outside (with Joey Bada$$),58.0,0.573,0.815,11.0,-7.581,0,0.582,0.109,,0.101,0.573,91.813,188418.0,4,5 +Luke Bryan,I Don't Want This Night To End,65.0,0.616,0.728,9.0,-4.02,0,0.0278,0.0275,,0.228,0.375,111.934,3.666216667,4,4 +Dinosaur Pile-Up,Back Foot,55.0,0.547,0.922,6.0,-5.845,1,0.0858,0.00619,1.13e-05,0.349,0.844,160.128,188653.0,4,1 +Faces,Ooh La La,70.0,0.601,0.574,2.0,-8.166,1,0.03,0.579,1.14e-05,0.216,0.8,147.964,214080.0,4,10 +Nine Days,Absolutely (Story of a Girl) - Radio Mix,68.0,0.481,0.94,7.0,-5.204,1,0.066,0.000891,,0.0939,0.66,96.493,189333.0,4,10 +Magic Dick,Pontiac Blues,14.0,0.392,0.872,3.0,-4.834,1,0.0421,0.16,9.34e-06,0.18,0.48,176.432,319493.0,4,2 +Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,6 +The Killers,Dying Breed,60.0,0.656,0.78,1.0,-4.743,1,0.0854,0.00112,0.02,0.151,0.607,151.401,246000.0,4,10 +John Harvie,Bleach (On the Rocks),63.0,0.616,0.839,2.0,-4.281,1,0.054,0.0601,,0.294,0.722,85.029,174309.0,4,9 +Mission Of Burma,That's When I Reach For My Revolver,50.0,0.3,0.915,4.0,-5.691,1,0.049,0.00194,0.000332,0.147,0.51,147.116,233573.0,4,1 +Washboard Willie,I Feel So Fine,6.0,0.547,0.486,,-8.282,1,0.0404,0.0941,,0.0761,0.927,135.534,142107.0,4,2 +"IndianRaga, Shraddha Mohan, Aravind Sundar, Vignesh Srinivasan, Sri Poornima Krishna Emani, Mahesh Raghvan",Sri Vighna Rajam Bhaje - Ghambira Natai - Kanda Chapu,,0.7,0.74,11.0,-7.803,1,0.0697,0.673,,0.101,0.543,140.003,4.108716667,5,0 +Big Star,September Gurls,40.0,0.374,0.895,4.0,-4.552,1,0.0351,0.000163,0.0119,0.164,0.533,113.992,166400.0,4,10 +Lady Gaga,Always Remember Us This Way,79.0,0.553,0.502,,-5.972,1,0.0409,0.299,,0.764,0.296,129.976,210200.0,4,9 +Johnny Kidd & The Pirates,Shakin' All Over,47.0,0.766,0.579,9.0,-9.722,1,0.0385,0.179,1.25e-05,0.264,0.755,125.206,2.366,4,10 +The Rolling Stones,Ruby Tuesday,62.0,0.524,0.553,,-10.767,1,0.0292,0.831,,0.174,0.517,104.578,196493.0,4,10 +Eyehategod,Dixie Whiskey - remastered 2007,36.0,0.221,0.9,1.0,-4.622,0,0.0693,3.37e-05,0.0105,0.0641,0.474,74.745,175387.0,4,8 +Adam Doleac,Coulda Loved You Longer,71.0,0.634,0.621,11.0,-6.261,1,0.0811,0.334,,0.459,0.741,93.034,2.940216667,4,4 +New Hope Club,Worse,50.0,0.605,0.653,11.0,-6.658,0,0.0593,0.0602,7.65e-06,0.177,0.755,94.995,194744.0,4,9 +"Emerson, Lake & Palmer",Trilogy,41.0,0.372,0.644,11.0,-13.5,1,0.0636,0.0188,0.213,0.312,0.236,116.433,532027.0,3,10 +At The Drive In,Napoleon Solo,41.0,0.477,0.641,4.0,-7.254,0,0.0295,0.0239,0.000212,0.184,0.215,108.09,288067.0,1,10 +Toby Romeo,Where The Lights Are Low,79.0,0.759,0.807,8.0,-5.812,0,0.122,0.448,,0.105,0.62,123.904,136996.0,4,9 +HYDE,ON MY OWN,52.0,0.438,0.931,4.0,-5.281,0,0.0643,0.224,0.00117,0.104,0.379,149.933,219448.0,4,10 +Backstreet Boys,Unmistakable,35.0,0.498,0.84,2.0,-5.003,0,0.0362,0.0348,,0.103,0.35,139.991,3.778883333,4,9 +Beach Bunny,Cloud 9 (feat. Tegan and Sara),67.0,0.585,0.892,9.0,-4.466,1,0.0424,0.00108,,0.281,0.878,161.985,148207.0,4,9 +The Vaselines,Son Of A Gun,47.0,0.531,0.943,7.0,-6.025,1,0.0489,0.5,0.232,0.932,0.778,144.746,225760.0,4,1 +Texas Is The Reason,Back And To The Left,38.0,0.23,0.979,2.0,-3.84,1,0.0931,7.35e-05,0.0541,0.109,0.22,183.619,235467.0,4,10 +"Pyotr Ilyich Tchaikovsky, The Russian Virtuosi of Europe, Yuri Zhislin","Serenade for String Orchestra in C Major, Op. 48, TH 48: III. Elegie",24.0,0.19,0.0748,2.0,-20.995,1,0.0452,0.937,0.697,0.169,0.0366,112.111,8.978,3,7 +Morray,That‚Äôs On God,54.0,0.788,0.456,7.0,-8.575,0,0.0691,0.469,,0.146,0.424,136.05,138040.0,4,5 +Eliad,◊ó◊ï◊§◊©◊ô,21.0,0.28,0.261,3.0,-11.941,1,0.03,0.854,,0.0862,0.396,85.163,239000.0,5,9 +Arctic Monkeys,Teddy Picker,66.0,0.637,0.963,9.0,-5.116,1,0.0882,0.000286,0.000889,0.0449,0.823,150.1,165000.0,4,10 +R.E.M.,Everybody Hurts,75.0,0.467,0.324,2.0,-10.451,1,0.0255,0.615,0.0248,0.118,0.166,94.301,320267.0,3,10 +Die 12 Cellisten der Berliner Philharmoniker,Nobody Knows the Trouble I've Seen,34.0,0.105,0.0655,1.0,-24.937,1,0.0417,0.908,0.941,0.0923,0.0389,90.828,3.211783333,4,7 +Ol' Burger Beats,Athens,39.0,0.625,0.546,3.0,-9.363,0,0.417,0.0768,,0.351,0.596,90.951,150080.0,4,5 +The Movement,Mountain,48.0,0.736,0.796,,-6.02,0,0.0486,0.00361,0.102,0.197,0.742,93.986,316381.0,4,10 +Olivia O'Brien,Sociopath,64.0,0.719,0.698,7.0,-6.297,1,0.245,0.0185,,0.0426,0.292,132.914,153500.0,4,9 +Mndsgn,Slowdance,37.0,0.481,0.488,1.0,-9.776,0,0.0524,0.0589,0.42,0.136,0.177,137.967,315799.0,1,1 +Westerman,Your Hero Is Not Dead,39.0,0.714,0.335,2.0,-9.099,1,0.0292,0.728,0.0242,0.154,0.272,109.029,215107.0,4,6 +Bugzy Malone,Salvador,63.0,0.556,0.675,11.0,-9.837,0,0.413,0.272,3.82e-06,0.0874,0.431,137.436,176793.0,4,5 +PJ Harvey,Sheela-na-gig,32.0,0.469,0.902,10.0,-6.147,1,0.0651,0.00617,0.000521,0.0813,0.413,123.972,199107.0,4,1 +Mark Wills,19 Somethin' - Greatest Hits Version,61.0,0.58,0.816,4.0,-5.165,1,0.0726,0.132,,0.0776,0.814,89.938,3.341116667,4,4 +Michael Brun,Pa Pale,37.0,0.829,0.611,3.0,-8.415,0,0.204,0.334,,0.0987,0.66,118.034,158644.0,4,9 +fanclubwallet,Car Crash in G Major,53.0,0.709,0.517,7.0,-8.077,1,0.0335,0.277,0.118,0.484,0.429,105.369,132000.0,4,9 +Jacob Whitesides,Faking In Love - Acoustic,41.0,0.401,0.196,,-13.299,1,0.0346,0.812,,0.154,0.171,105.001,196652.0,4,9 +Don Williams,It Must Be Love - Single Version,45.0,0.92,0.399,5.0,-17.627,1,0.0608,0.129,8.66e-06,0.0721,0.966,110.824,2.44555,4,4 +Sevendust,Angel's Son,44.0,0.212,0.809,1.0,-4.97,0,0.0356,0.018,,0.16,0.202,93.01,230360.0,4,10 +The Rolling Stones,Send It To Me - Remastered,40.0,0.768,0.799,6.0,-6.079,0,0.0831,0.104,0.0768,0.155,0.731,94.268,222960.0,4,10 +Zehava Ben,◊ò◊ô◊§◊™ ◊û◊ñ◊ú,33.0,0.472,0.543,,-9.695,0,0.029,0.525,4.8e-05,0.109,0.265,165.012,272227.0,3,9 +River Floor,Joe Henry,18.0,0.486,0.699,2.0,-8.211,1,0.0693,0.436,0.00459,0.161,0.394,137.927,4.579033333,4,0 +Backstreet Boys,New Love,46.0,0.839,0.54,,-6.814,1,0.0357,0.00786,2.75e-05,0.0589,0.718,119.981,3.00155,4,9 +Counting Crows,Mr. Jones,77.0,0.578,0.817,,-6.542,1,0.0363,0.183,3.06e-06,0.285,0.726,141.621,272293.0,4,10 +Jessie Ware,Adore You,52.0,0.669,0.668,10.0,-11.039,0,0.0391,0.299,0.199,0.105,0.201,106.989,226373.0,4,6 +Heart,Secret,51.0,0.499,0.536,9.0,-8.755,0,0.0352,0.444,,0.287,0.284,127.792,254373.0,4,10 +Julia Stone,Dance,45.0,0.608,0.471,9.0,-9.709,0,0.031,0.458,0.0145,0.124,0.295,113.032,179965.0,4,6 +Jyrki 69,White Rabbit,26.0,0.529,0.885,2.0,-5.384,1,0.125,2.72e-05,0.613,0.145,0.299,111.995,250179.0,4,10 +Trina,Bad Bitch Anthem,49.0,0.83,0.725,11.0,-7.128,0,0.36,0.055,,0.065,0.725,160.132,121365.0,4,5 +K Theory,Good & Gone - Original Mix,14.0,0.854,0.846,11.0,-3.055,0,0.0885,0.00692,0.00211,0.0549,0.799,102.99,252284.0,4,2 +Wednesday 13,Screwdriver 2 - The Return,37.0,0.464,0.941,7.0,-8.879,1,0.0815,4.07e-06,0.00606,0.115,0.535,137.978,134091.0,4,8 +joe p,Off My Mind,54.0,0.57,0.688,,-7.48,1,0.032,0.308,1.96e-05,0.151,0.749,111.993,213716.0,4,10 +Cocteau Twins,Lorelei,55.0,0.373,0.679,,-9.195,1,0.0393,7.83e-05,0.116,0.247,0.42,90.974,223267.0,4,6 +Cold War Kids,So Tied Up - moreBishop,42.0,0.607,0.912,,-4.122,0,0.0461,0.0488,0.000883,0.154,0.819,104.996,191027.0,4,10 +Gautam Kale,Jiyara,38.0,0.382,0.594,1.0,-8.402,1,0.0528,0.549,1.81e-06,0.107,0.521,160.251,2.6125,4,0 +"Anhad Khanna, Isheeta Chakrvarty, Tanner Willeford",Jiya,8.0,0.494,0.512,1.0,-9.698,1,0.0328,0.000709,0.503,0.274,0.0329,120.047,4.776066667,4,0 +iogi,oh yes,34.0,0.654,0.843,1.0,-7.264,0,0.0286,0.0392,0.0457,0.17,0.97,145.026,240661.0,4,6 +Fruit Bats,Today,53.0,0.28,0.258,4.0,-14.109,1,0.029,0.206,0.000423,0.112,0.186,172.098,255633.0,3,6 +Oded Gadir,◊ô◊©◊ê◊® ◊™◊û◊ô◊ì,12.0,0.604,0.442,8.0,-10.076,1,0.0307,0.802,6.75e-05,0.145,0.419,78.03,197829.0,4,10 +Willow Kayne,Two Seater,35.0,0.779,0.493,7.0,-8.536,1,0.189,0.194,4.95e-06,0.125,0.535,97.982,147310.0,4,10 +Puma Blue,Bruise Cruise,45.0,0.657,0.375,1.0,-9.212,0,0.0911,0.163,0.0805,0.106,0.211,126.231,345827.0,4,9 +Bade Ghulam Ali Khan,Prem Jogan Ban Ke,18.0,0.267,0.347,5.0,-14.454,0,0.0335,0.992,0.953,0.173,0.395,68.164,3.56615,4,3 +Mahesh Raghvan,Marugelara,24.0,0.547,0.798,2.0,-8.668,0,0.0375,0.0383,0.000375,0.0771,0.1,90.501,4.184933333,4,0 +Hadag Nahash,◊ß◊ú◊ô◊§◊ï◊®◊†◊ô◊î,23.0,0.539,0.951,10.0,-4.138,0,0.0478,0.174,4.36e-05,0.218,0.78,159.731,213560.0,4,5 +Tora-i,Call Your Name,52.0,0.603,0.633,5.0,-4.148,0,0.0334,0.0473,2.8e-05,0.433,0.0894,86.971,196082.0,4,6 +Concha Piquer,"Parrala, La",24.0,0.351,0.237,1.0,-16.727,1,0.0525,0.98,0.0196,0.323,0.457,80.894,227093.0,4,9 +Arch Enemy,Symphony of Destruction - cover version,23.0,0.586,0.944,11.0,-5.508,0,0.0706,0.000179,0.0109,0.133,0.554,136.991,242840.0,4,8 +"Hariharan, Sukhwinder Singh",Nahin Saamne Tu,47.0,0.455,0.247,7.0,-17.85,1,0.0333,0.13,0.000387,0.0718,0.0827,175.812,6.066216667,4,3 +Spang Sisters,"Thank You, Will Shortz",30.0,0.769,0.342,11.0,-14.044,0,0.0413,0.395,0.000154,0.136,0.274,104.932,245480.0,4,6 +Rod Stewart,The First Cut Is the Deepest - 2008 Remaster,36.0,0.538,0.502,,-13.22,1,0.0331,0.219,8.33e-05,0.0856,0.414,81.297,267853.0,4,10 +Jazz Liberatorz,"Ease My Mind - Feat. Tre Hardson, Fat Lip & Omni",49.0,0.69,0.567,7.0,-10.875,0,0.311,0.599,9.2e-05,0.116,0.609,96.002,328573.0,4,5 +Ida Mae,Little Liars,24.0,0.723,0.341,,-9.546,0,0.0547,0.519,0.000753,0.0611,0.737,143.884,235339.0,4,2 +Mergui,◊ú◊ê ◊ô◊ï◊¶◊ê ◊ú◊û◊°◊ô◊ë◊ï◊™,47.0,0.818,0.553,,-5.694,1,0.0882,0.107,4.24e-06,0.118,0.842,118.043,199322.0,4,9 +JAY1,Patiently,63.0,0.905,0.564,8.0,-9.221,1,0.307,0.368,,0.112,0.547,141.983,152199.0,4,5 +Metric,Help I'm Alive,60.0,0.565,0.877,5.0,-4.561,0,0.0614,0.00813,0.00251,0.26,0.389,118.484,285920.0,4,6 +Joywave,It's A Trip!,59.0,0.673,0.716,8.0,-4.982,0,0.0291,0.088,0.00256,0.209,0.727,97.925,183525.0,4,10 +The Amazons,Mother - Single Version,44.0,0.429,0.873,5.0,-6.121,1,0.0539,0.00362,0.299,0.111,0.439,79.529,305345.0,4,10 +Martin Kohlstedt,QUO,32.0,0.328,0.0391,9.0,-23.658,0,0.0474,0.98,0.803,0.11,0.292,171.043,164949.0,3,6 +Delta Sleep,Camp Adventure,46.0,0.407,0.841,8.0,-8.161,0,0.0339,0.15,0.153,0.296,0.422,135.389,189829.0,4,10 +HELLYEAH,Moth,54.0,0.241,0.923,8.0,-3.495,1,0.0529,0.000446,,0.22,0.451,172.046,291132.0,3,8 +Muse,Psycho,69.0,0.555,0.883,2.0,-3.426,1,0.0341,0.00114,0.041,0.868,0.507,125.02,316718.0,4,10 +Darwin Deez,Radar Detector,51.0,0.749,0.714,4.0,-5.055,1,0.199,0.102,0.00794,0.173,0.782,96.515,189827.0,4,6 +E-Z,◊ë◊ô◊ü ◊î◊ë◊ï◊ì◊ì◊ô◊ù,36.0,0.814,0.794,1.0,-5.248,1,0.213,0.138,5.75e-05,0.328,0.737,95.233,174397.0,4,5 +Kamara Thomas & the Ghost Gamblers,My Kentucky,33.0,0.498,0.391,,-9.158,1,0.0284,0.773,,0.112,0.348,159.787,421080.0,4,2 +Rosie Frater-Taylor,Better Days,36.0,0.643,0.502,7.0,-12.373,1,0.0366,0.679,0.00251,0.143,0.418,107.783,271441.0,4,1 +Deaf Havana,Happiness - Reworked,46.0,0.376,0.511,2.0,-6.608,1,0.0294,0.00513,3.79e-06,0.118,0.253,153.895,234613.0,4,10 +Jacquard Looms,MOTH,42.0,0.678,0.467,1.0,-11.192,1,0.0375,0.656,0.003,0.356,0.187,109.974,276000.0,4,6 +"Imaginary Future, Kina Grannis",I Will Spend My Whole Life Loving You,64.0,0.637,0.129,11.0,-17.082,1,0.0346,0.887,,0.0719,0.298,125.802,3.79365,4,0 +The Bops,Runnin',16.0,0.487,0.609,9.0,-8.111,0,0.0249,0.291,0.769,0.336,0.349,99.983,175307.0,4,6 +Patti Smith,Easter,32.0,0.464,0.47,5.0,-12.03,1,0.031,0.145,0.0031,0.128,0.134,119.158,362133.0,4,10 +Say Anything,Alive With the Glory of Love,59.0,0.338,0.93,9.0,-4.619,1,0.131,0.0111,,0.172,0.589,203.101,255175.0,4,10 +Turmion K√§til√∂t,Naitu,48.0,0.412,0.977,7.0,-6.063,1,0.0717,8.57e-05,0.000156,0.0956,0.421,154.918,251200.0,4,8 +Jordana,Reason,40.0,0.629,0.458,2.0,-8.177,1,0.0422,0.00269,0.903,0.0969,0.467,79.362,220377.0,4,6 +Lucifer,Pull Away/So Many Times,36.0,0.302,0.686,9.0,-5.655,1,0.0496,0.0234,0.00013,0.28,0.489,150.432,316000.0,4,8 +Pierre Lune,Le Louvre,49.0,0.615,0.0947,7.0,-15.896,1,0.0645,0.99,0.938,0.111,0.273,95.989,2.94245,4,7 +Cannons,Bad Dream,60.0,0.662,0.845,5.0,-6.173,0,0.0352,0.0211,0.108,0.342,0.679,114.957,202502.0,4,6 +Ahuva Ozeri,Baseter,17.0,0.619,0.608,4.0,-7.719,0,0.0293,0.593,0.0164,0.152,0.718,110.014,305653.0,4,10 +Khalid,Better,76.0,0.596,0.552,,-10.278,0,0.097,0.0765,0.334,0.104,0.112,97.949,229320.0,4,9 +Flowdan,Dumpers,21.0,0.775,0.604,2.0,-12.625,1,0.222,0.0252,,0.0633,0.697,142.04,168253.0,4,5 +Everyone Loves A Villain,Let It Die,34.0,0.356,0.963,5.0,-4.216,0,0.15,0.000296,0.000435,0.346,0.352,180.015,197167.0,4,8 +Endezzma,The Name of the Night is a Strong Tower,21.0,0.0896,0.974,5.0,-6.697,0,0.149,8.1e-06,0.000319,0.138,0.0466,195.168,279123.0,3,8 +Taylor Swift,Our Song,67.0,0.668,0.672,2.0,-4.931,1,0.0303,0.111,,0.329,0.539,89.011,3.351783333,4,4 +Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,1 +Alchemy,Sakhi Tore Naina,13.0,0.343,0.78,1.0,-6.479,1,0.0375,0.0133,3.58e-05,0.157,0.412,100.895,4.622866667,4,0 +MFnMelo,Mario Kart,40.0,0.579,0.734,8.0,-4.644,1,0.303,0.321,,0.159,0.407,79.994,194500.0,4,5 +Mt. Joy,My Vibe,51.0,0.673,0.704,6.0,-5.766,0,0.0339,0.493,2.04e-06,0.0732,0.578,93.547,157267.0,4,10 +fun.,We Are Young (feat. Janelle Mon√°e),76.0,0.378,0.638,10.0,-5.576,1,0.075,0.02,7.66e-05,0.0849,0.735,184.086,250627.0,4,9 +The Blue Stones,One By One,54.0,0.611,0.734,,-7.741,1,0.0451,0.0675,0.00214,0.585,0.556,91.001,251267.0,4,10 +Mel√©,Groove La Afrika,40.0,0.873,0.886,7.0,-4.53,1,0.357,0.0241,0.864,0.0347,0.274,127.061,169134.0,4,6 +Shane Tyler,The Clouds Cleared the Way,40.0,0.786,0.659,6.0,-8.929,0,0.0525,0.236,0.88,0.312,0.823,118.033,244000.0,4,6 +Turisas,Rasputin,61.0,0.262,0.928,9.0,-2.795,1,0.0894,8.08e-05,4.76e-05,0.195,0.533,161.925,233520.0,4,8 +Rivals,Alkaline,38.0,0.539,0.935,6.0,-3.379,0,0.0937,0.00957,7.38e-05,0.0773,0.306,109.979,214554.0,4,10 +WHIT3 COLLR,16 Sweet,31.0,0.388,0.978,1.0,-3.57,1,0.123,0.00032,0.000491,0.302,0.166,133.988,174053.0,4,10 +Jeff Beck,Cause We've Ended as Lovers,56.0,0.549,0.294,,-13.181,0,0.0337,0.144,0.798,0.108,0.146,115.299,342067.0,4,10 +Geri Halliwell,Scream If You Wanna Go Faster,38.0,0.531,0.904,11.0,-5.334,0,0.0443,0.000104,0.00887,0.0786,0.847,147.846,205267.0,4,9 +Kaunan,Vall√•t,39.0,0.458,0.377,,-11.406,1,0.0343,0.575,0.000127,0.204,0.145,104.607,252000.0,4,8 +Alanis Morissette,Hands Clean,57.0,0.513,0.82,7.0,-5.428,1,0.0299,0.00192,2.83e-06,0.504,0.52,99.952,269400.0,4,10 +Patrick Paige II,Whisper (Want My Luv),52.0,0.725,0.629,4.0,-6.208,0,0.0461,0.172,0.0186,0.347,0.499,91.961,229558.0,4,1 +"Sultan Khan, Shankar Mahadevan, Kavita Krishnamurthy",Albela Sajan,40.0,0.64,0.744,2.0,-7.9,1,0.0442,0.0874,0.000292,0.0586,0.768,92.983,3.314,4,3 +Bryan Ferry,Let's Stick Together,59.0,0.785,0.892,9.0,-4.71,1,0.0356,0.0711,0.00051,0.113,0.974,120.115,179160.0,4,6 +Eden Ben Zaken,◊©◊ï◊†◊î ◊û◊î◊†◊ï◊£,44.0,0.718,0.761,9.0,-4.172,0,0.148,0.0907,0.000258,0.0647,0.692,170.006,175071.0,4,9 +"Doja Cat, SZA",Kiss Me More (feat. SZA),95.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,3.481116667,4,9 +Tandra,Marching to Infinity,36.0,0.243,0.987,4.0,-4.011,0,0.293,0.0016,0.0372,0.158,0.112,130.032,381120.0,4,8 +Decco,I Didn't Know (feat. James Gillespie) - Acoustic,48.0,0.401,0.577,,-9.008,0,0.0807,0.47,,0.132,0.559,77.983,126499.0,4,9 +Sikkil Gurucharan,Samajavaragamana,17.0,0.357,0.738,5.0,-7.858,1,0.181,0.465,,0.0885,0.52,176.281,6.177116667,4,0 +LIL DUSTY G,Squash,54.0,0.703,0.653,11.0,-3.969,0,0.0376,0.0543,1.27e-05,0.345,0.414,148.02,123446.0,4,5 +Philip Glass,The Poet Acts,51.0,0.249,0.0279,7.0,-29.617,0,0.039,0.975,0.966,0.103,0.037,84.122,223267.0,3,6 +Architects,Early Grave,43.0,0.367,0.979,1.0,-2.977,1,0.109,7.04e-06,0.00243,0.242,0.176,170.037,212467.0,4,8 +George Strait,All My Ex's Live In Texas,59.0,0.764,0.333,9.0,-15.921,1,0.0308,0.217,1.02e-05,0.11,0.738,130.541,3.347116667,4,4 +Echo Collective,The See Within,9.0,0.306,0.0632,4.0,-25.363,0,0.0363,0.917,0.895,0.105,0.0308,101.071,2.89095,1,7 +Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,10 +Zikney Tzfat,◊î◊©◊õ◊ü,26.0,0.537,0.558,7.0,-8.683,1,0.0296,0.0243,1.28e-06,0.106,0.828,96.967,202333.0,4,10 +Kasabian,L.S.F.,51.0,0.617,0.754,9.0,-7.395,1,0.0363,0.00754,0.000171,0.256,0.397,105.282,196853.0,4,10 +Aviv Geffen,◊¢◊ï◊®◊ô ◊¢◊ï◊®,25.0,0.449,0.508,7.0,-7.444,0,0.0304,0.609,0.148,0.153,0.191,122.275,255373.0,4,10 +George Ezra,Hold My Girl (Acoustic Version),60.0,0.717,0.391,10.0,-7.425,1,0.0309,0.888,,0.0938,0.507,121.924,211715.0,4,9 +ufo ufo,Strange Clouds,53.0,0.653,0.722,4.0,-7.3,1,0.0292,0.0571,0.0492,0.107,0.888,128.018,206240.0,4,1 +Hunter Hayes,I Want Crazy - Encore,64.0,0.562,0.878,8.0,-4.806,1,0.0387,0.0539,,0.112,0.558,103.029,3.94775,4,4 +Inhaler,My Honest Face,56.0,0.414,0.949,5.0,-6.038,1,0.0767,0.000498,0.000317,0.102,0.46,159.999,274053.0,4,10 +Fireballet,Night On Bald Mountain,19.0,0.401,0.535,9.0,-11.402,0,0.0457,0.0315,0.365,0.622,0.151,98.23,141375.0,4,10 +Best Frenz,Ugly Ending,47.0,0.718,0.4,2.0,-6.901,1,0.0315,0.0341,0.00143,0.109,0.429,86.014,238547.0,4,9 +Albert King,Answer To The Laundromat Blues,39.0,0.703,0.525,2.0,-9.626,1,0.0528,0.22,0.000172,0.0475,0.786,97.067,277013.0,4,2 +Asha Bhosle,O Saathi Re - Female Vocals,25.0,0.343,0.532,6.0,-7.347,1,0.0318,0.934,0.000465,0.316,0.476,104.775,5.583433333,4,3 +Herman Brood & His Wild Romance,Hot Shot,21.0,0.45,0.923,2.0,-7.518,1,0.102,0.0473,0.0882,0.325,0.529,185.989,210200.0,4,6 +Paul Moretti Trio,Someone To Watch Over Me,46.0,0.513,0.0658,,-21.082,1,0.0409,0.949,0.877,0.117,0.152,121.391,3.71905,4,7 +Napkey,Glow,38.0,0.743,0.644,11.0,-7.378,0,0.0549,0.0389,0.00193,0.0708,0.653,114.994,229976.0,4,6 +MC Lyte,Paper Thin,39.0,0.873,0.751,10.0,-7.606,0,0.126,0.0766,0.00053,0.422,0.774,104.487,314600.0,4,5 +JUNG,Jungle,,0.661,0.626,11.0,-8.49,0,0.0446,0.743,0.000896,0.208,0.58,121.938,160327.0,4,9 +salem ilese,Dinosaurs (S4E7),31.0,0.409,0.338,4.0,-7.951,1,0.0432,0.731,,0.25,0.273,184.043,144446.0,3,9 +Leah Kate,Fuck Up the Friendship,70.0,0.745,0.736,1.0,-5.258,0,0.29,0.142,1.1e-05,0.11,0.77,104.008,172758.0,4,9 +Aviv Geffen,◊ñ◊ô◊í◊ï◊ò◊î,13.0,0.276,0.389,7.0,-12.124,0,0.0314,0.293,0.0748,0.0807,0.155,65.603,254373.0,4,10 +Airbourne,"Too Much, Too Young, Too Fast",60.0,0.592,0.813,9.0,-7.154,1,0.0465,0.0014,0.000966,0.336,0.384,114.038,224773.0,4,10 +Ravid Plotnik,◊¢◊í◊ú ◊î◊ñ◊î◊ë,32.0,0.635,0.548,10.0,-12.39,0,0.118,0.274,1.08e-05,0.465,0.476,96.951,257853.0,4,5 +Underoath,Rapture,52.0,0.546,0.937,7.0,-4.247,1,0.0736,3.44e-05,0.00333,0.104,0.389,96.033,214987.0,4,10 +James Jackson Jazz Trio,On a Clear Day (You Can See Forever),53.0,0.691,0.179,7.0,-15.682,1,0.0373,0.842,0.931,0.0943,0.222,108.573,3.4312,4,7 +GirlzLuhDev,Day 1 Starter (feat. Remble),47.0,0.783,0.571,8.0,-9.746,0,0.55,0.408,,0.19,0.655,103.902,133846.0,4,5 +IDLES,Danny Nedelko,52.0,0.402,0.931,6.0,-4.455,1,0.0562,0.000277,0.00403,0.243,0.32,102.185,204844.0,4,6 +Grateful Dead,High Time - 2013 Remaster,44.0,0.528,0.159,4.0,-13.696,1,0.0267,0.76,0.000205,0.209,0.423,82.986,315795.0,3,10 +Tainted Lady,Hey Mr. Music Man,37.0,0.489,0.322,8.0,-8.785,0,0.0265,0.787,,0.127,0.416,87.381,238971.0,4,9 +Enter Shikari,THE GREAT UNKNOWN,52.0,0.541,0.887,1.0,-6.429,1,0.0322,0.000498,0.000392,0.222,0.708,140.003,205042.0,4,10 +Lucille Crew,Big City,29.0,0.696,0.837,,-5.961,1,0.123,0.098,1.15e-05,0.35,0.469,105.984,282280.0,4,5 +In This Moment,"As Above, So Below",58.0,0.497,0.99,6.0,-3.436,1,0.13,0.000778,,0.129,0.101,131.99,249050.0,4,8 +BIA,WHOLE LOTTA MONEY,79.0,0.897,0.371,1.0,-5.019,1,0.368,0.0904,,0.325,0.441,81.008,156005.0,4,9 +Mike Posner,Please Don't Go,80.0,0.699,0.882,4.0,-3.896,0,0.0311,0.00296,0.0544,0.13,0.657,120.016,196813.0,4,9 +R.L. Burnside,Shuck Dub,30.0,0.602,0.467,1.0,-11.087,1,0.301,0.155,0.807,0.32,0.171,185.113,268227.0,4,2 +House Of Pain,Jump Around,74.0,0.854,0.71,4.0,-6.32,0,0.0793,0.0113,8.72e-05,0.166,0.818,106.894,214947.0,4,9 +Slowdive,When the Sun Hits,63.0,0.33,0.532,2.0,-11.764,1,0.0263,0.00101,0.709,0.101,0.218,93.512,285907.0,4,6 +Meshuggah,Future Breed Machine,31.0,0.454,0.97,1.0,-6.759,1,0.13,0.00102,0.084,0.299,0.157,87.968,348627.0,4,8 +Geto Boys,Damn It Feels Good to Be a Gangsta,61.0,0.785,0.793,1.0,-7.915,1,0.163,0.22,0.718,0.124,0.655,88.902,310600.0,4,5 +Eve 6,Inside Out,68.0,0.483,0.818,11.0,-7.666,1,0.0444,0.114,,0.367,0.691,175.668,219467.0,4,10 +God Is An Astronaut,Epitaph,32.0,0.218,0.196,1.0,-15.586,0,0.0333,0.586,0.853,0.0991,0.0858,170.196,473600.0,4,8 +Splurgeboys,Like Who,44.0,0.802,0.699,5.0,-7.677,0,0.304,0.159,1.11e-06,0.122,0.348,124.173,211412.0,4,5 +Motorpsycho,Psychotzar,29.0,0.501,0.652,1.0,-10.403,1,0.0319,0.0262,0.346,0.173,0.476,142.013,523467.0,4,8 +P!nk,Cover Me In Sunshine,88.0,0.476,0.594,5.0,-6.879,1,0.135,0.0599,,0.0785,0.314,159.702,141050.0,4,9 +Dream Theater,As I Am,51.0,0.514,0.95,7.0,-4.657,1,0.0725,1.09e-05,0.0135,0.19,0.149,130.027,467827.0,4,8 +Besphrenz,better off alone,45.0,0.621,0.799,8.0,-10.119,1,0.0648,0.0668,0.0266,0.111,0.739,157.925,198228.0,4,9 +Cryptic Slaughter,Lowlife,36.0,0.25,0.979,,-2.075,1,0.176,1.06e-05,0.0554,0.0609,0.651,93.122,152280.0,4,8 +Suede,Saturday Night,46.0,0.504,0.888,8.0,-5.948,1,0.0661,0.0588,0.000101,0.256,0.303,116.44,281053.0,4,10 +The Parting Glass (feat. Darlingside),"Henry Jamison, Darlingside",42.0,0.432,0.183,7.0,-8.276,1,0.0368,0.736,,0.104,0.319,131.848,2.858333333,3,0 +NEEDTOBREATHE,Brother - Acoustic,49.0,0.386,0.561,9.0,-5.879,1,0.0324,0.806,,0.11,0.416,78.884,216371.0,4,9 +Theodor Bastard,Urzala,39.0,0.383,0.515,,-7.771,1,0.0341,0.394,0.000171,0.116,0.141,139.85,244253.0,4,8 +The Kinks,You Really Got Me,72.0,0.573,0.939,8.0,-6.441,1,0.0808,0.493,,0.0994,0.963,137.382,134253.0,4,10 +Aviv Geffen,◊©◊†◊ô◊†◊ï ◊©◊ï◊ï◊ô◊ù,24.0,0.308,0.304,,-11.801,1,0.0293,0.418,0.00153,0.37,0.0755,149.056,190000.0,4,10 +Ultra Vivid Scene,Mercy Seat,33.0,0.439,0.891,11.0,-8.025,1,0.0371,0.015,0.919,0.0461,0.509,155.406,249853.0,4,6 +Ezhel,Allah'ƒ±ndan Bul,59.0,0.893,0.49,5.0,-6.563,0,0.0589,0.197,0.000387,0.102,0.517,108.032,181074.0,4,9 +The Beta Band,Dry The Rain (Remaster),42.0,0.593,0.693,4.0,-8.576,1,0.0305,0.0283,0.084,0.172,0.749,150.489,363538.0,4,6 +Julia Cooper,Alaska,50.0,0.299,0.229,7.0,-10.635,0,0.0281,0.89,,0.129,0.147,83.413,3.19791667,4,0 +Noel Gallagher's High Flying Birds,In The Heat Of The Moment,60.0,0.547,0.827,6.0,-4.339,1,0.0282,1.09e-05,0.000125,0.409,0.467,105.913,209480.0,4,10 +BAMBII,TRUCK RIDDIM (feat. BEAM),31.0,0.574,0.688,10.0,-8.4,0,0.38,0.0256,,0.334,0.522,91.254,128076.0,1,1 +Ted Nugent,Stranglehold,67.0,0.484,0.711,2.0,-7.784,1,0.0331,0.0183,0.173,0.0941,0.49,148.189,8.38445,4,10 +Maniac,Quadratic,10.0,0.457,0.985,2.0,-5.362,1,0.048,0.0154,0.692,0.0878,0.641,87.382,195862.0,4,5 +U2,Mysterious Ways,61.0,0.674,0.659,8.0,-8.049,1,0.0277,0.00156,0.00765,0.108,0.697,99.768,243587.0,4,1 +RALPH TV,Making Movements,33.0,0.647,0.701,9.0,-10.689,0,0.0497,0.407,0.808,0.144,0.369,120.048,293900.0,4,9 +Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,6 +Eyal Golan,◊¶◊ú◊ô◊ú ◊û◊ô◊™◊®,41.0,0.602,0.371,2.0,-7.343,0,0.0286,0.715,,0.123,0.16,129.955,260560.0,4,9 +Trisha Yearwood,Shallow (The Duet with Garth Brooks and Trisha Yearwood),60.0,0.359,0.392,5.0,-7.879,1,0.0292,0.569,,0.112,0.369,95.494,3.697816667,4,4 +Tommy Newport,Stargazer (with EARTHGANG),57.0,0.613,0.721,2.0,-6.245,1,0.305,0.0922,,0.261,0.45,179.804,180000.0,4,1 +Foy Vance,She Burns,54.0,0.73,0.403,4.0,-10.146,1,0.0483,0.718,0.00242,0.0985,0.502,124.901,3.82045,4,0 +Cody Chesnutt,That's Still Mama,23.0,0.494,0.78,,-4.283,0,0.0406,0.00305,,0.183,0.547,98.95,255240.0,4,9 +Ezra Collective,Quest For Coin II,45.0,0.898,0.604,1.0,-4.184,1,0.377,0.0413,8.91e-05,0.0876,0.492,135.144,176760.0,4,5 +Woolbright,Tuesday,23.0,0.514,0.819,11.0,-6.713,0,0.0375,0.0122,0.0158,0.283,0.316,142.953,162973.0,4,10 +Luke Combs,When It Rains It Pours,77.0,0.551,0.801,6.0,-5.069,1,0.0303,0.013,6.03e-06,0.265,0.625,128.027,4.012666667,4,4 +Violent Soho,Jesus Stole My Girlfriend,46.0,0.433,0.815,5.0,-2.991,1,0.0778,0.00171,0.000266,0.473,0.372,175.672,177453.0,4,10 +Nurit Galron,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),28.0,0.564,0.316,7.0,-10.147,1,0.0315,0.635,0.0064,0.128,0.183,139.908,223080.0,4,10 +Daniel Tompkins,Tyrant,29.0,0.526,0.894,11.0,-6.671,1,0.0472,0.000245,0.235,0.0849,0.344,132.044,296430.0,4,8 +Julien Baker,Souvenir,61.0,0.605,0.299,6.0,-11.192,0,0.0264,0.751,0.474,0.0943,0.181,109.008,212467.0,4,6 +Little Richard,Tutti Frutti,42.0,0.491,0.719,5.0,-5.78,1,0.065,0.74,,0.0518,0.933,184.918,2.43066667,4,10 +Alberta Adams,Chains Of Love,6.0,0.528,0.336,5.0,-6.532,1,0.04,0.284,0.0343,0.335,0.256,172.565,414253.0,3,2 +Dimmu Borgir,Puritania,49.0,0.303,0.969,8.0,-2.466,1,0.162,9.03e-05,0.844,0.417,0.163,109.384,186488.0,5,8 +Carlos Cano,No te llames Dolores,28.0,0.642,0.475,5.0,-7.88,0,0.209,0.587,,0.126,0.475,97.437,197547.0,3,9 +Connie Constance,Monty Python,40.0,0.658,0.471,11.0,-10.973,0,0.219,0.336,,0.215,0.491,164.009,197573.0,3,6 +I Need Your Love,Charley Crockett,53.0,0.494,0.366,7.0,-8.433,1,0.0378,0.729,,0.183,0.484,173.779,3.352716667,3,0 +The White Stripes,Seven Nation Army - The Glitch Mob Remix,66.0,0.701,0.844,4.0,-6.629,1,0.133,0.152,0.626,0.194,0.198,120.04,257022.0,4,10 +"Paolo Fresu, Dino Rubino, Marco Bardoscia",The Silence of Your Heart,49.0,0.439,0.0554,3.0,-15.183,1,0.0349,0.984,0.00382,0.111,0.178,101.015,4.356916667,4,7 +Ceramic Animal,Patiently 4 U,30.0,0.551,0.885,9.0,-6.242,1,0.0424,0.212,0.086,0.53,0.789,120.033,221208.0,4,6 +sokodomo,MM (feat. Jay Park),47.0,0.586,0.893,1.0,-3.494,0,0.157,0.0676,,0.255,0.492,89.93,178793.0,4,5 +Noel Gallagher's High Flying Birds,If I Had A Gun,49.0,0.295,0.754,6.0,-3.16,0,0.0349,0.0465,0.0514,0.164,0.18,152.465,249107.0,4,10 +Warish,Woven,35.0,0.346,0.948,2.0,-6.858,1,0.0687,0.00172,0.85,0.0675,0.282,96.15,204438.0,4,8 +Angelus Apatrida,Bleed the Crown,31.0,0.527,0.983,1.0,-4.31,1,0.11,0.000153,0.158,0.275,0.449,94.995,266347.0,4,8 +Ali Farka Tour√©,Heygana,38.0,0.489,0.536,5.0,-13.289,0,0.0384,0.654,0.000433,0.337,0.61,136.908,358627.0,4,2 +Garmarna,Sven i Roseng√•rd,43.0,0.505,0.853,9.0,-8.976,0,0.0594,0.311,0.108,0.115,0.368,126.995,324414.0,4,8 +Groovy Kaiju,VTEC,34.0,0.734,0.694,10.0,-8.141,0,0.145,0.000702,0.192,0.387,0.652,109.837,243168.0,4,6 +The Offspring,Come Out and Play,69.0,0.519,0.77,7.0,-8.788,1,0.0809,0.0675,3.48e-06,0.0762,0.921,158.29,197800.0,4,10 +L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,6 +Siriusmo,Nights Off,41.0,0.695,0.928,5.0,-5.33,0,0.0288,0.0591,0.732,0.115,0.639,120.998,247827.0,4,1 +In Flames,Come Clarity,45.0,0.37,0.928,10.0,-4.859,0,0.115,0.000941,0.346,0.145,0.0965,149.714,255713.0,4,8 +Atar Mayner,◊ú◊ô◊ú◊î ◊ê◊ó◊ì,36.0,0.854,0.381,5.0,-7.481,0,0.0622,0.291,2.62e-06,0.15,0.261,100.096,216750.0,4,5 +"Justin Timberlake, Timbaland",SexyBack (feat. Timbaland),78.0,0.967,0.583,7.0,-5.562,0,0.0789,0.0584,,0.0519,0.964,117.0,4.04555,4,9 +A. G. Cook,Jumper,32.0,0.491,0.526,,-7.066,1,0.0317,0.0896,5.5e-06,0.295,0.22,159.954,184920.0,4,6 +Beck,Chemical,43.0,0.546,0.445,9.0,-6.503,1,0.0268,0.0402,0.000307,0.3,0.143,75.012,258660.0,4,1 +Oscar Lang,Are You Happy?,47.0,0.554,0.849,4.0,-4.479,0,0.0362,0.00399,0.000132,0.0842,0.842,115.996,192601.0,4,6 +Philip Sayce,Sailin' Shoes,24.0,0.473,0.913,8.0,-6.05,1,0.0594,0.02,0.000109,0.487,0.594,94.518,203347.0,4,10 +Cameo Blush,Lucky - Edit,39.0,0.574,0.857,7.0,-6.973,1,0.0359,0.0268,0.476,0.0786,0.145,132.999,191653.0,4,1 +Anitta,Girl From Rio (feat. DaBaby),27.0,0.732,0.604,,-7.472,1,0.0443,0.0112,,0.219,0.732,139.982,195429.0,4,9 +Drones,Epitaph,13.0,0.361,0.902,6.0,-3.462,1,0.0524,1.68e-05,0.000329,0.339,0.427,164.976,183091.0,4,10 +The Hives,Hate To Say I Told You So,68.0,0.459,0.931,5.0,-5.024,1,0.0612,0.00126,0.00881,0.412,0.419,135.826,200693.0,4,1 +Buzzcocks,What Do I Get?,50.0,0.234,0.947,,-7.293,1,0.117,0.0108,,0.212,0.16,176.279,175973.0,4,10 +RENE,Leaving Anyway,26.0,0.419,0.681,2.0,-5.451,1,0.0309,0.0353,1.49e-06,0.12,0.279,171.871,249000.0,4,10 +Sick Joy,Smiling Shame,28.0,0.313,0.89,1.0,-5.344,1,0.0798,0.000155,,0.236,0.481,131.1,216644.0,4,10 +Automatic Loveletter,Hush,42.0,0.33,0.587,7.0,-5.865,1,0.0371,0.221,1.69e-05,0.119,0.154,149.204,240040.0,4,10 +OneRepublic,Run,82.0,0.682,0.72,11.0,-8.173,0,0.0381,0.326,,0.148,0.673,117.003,169011.0,4,9 +Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,1 +Ski Lift,Portal,30.0,0.436,0.897,9.0,-3.695,1,0.0377,0.000192,3e-06,0.327,0.919,161.971,123104.0,4,10 +Muse,Madness,68.0,0.502,0.417,10.0,-7.665,1,0.0718,0.127,0.00419,0.106,0.218,180.301,281040.0,4,10 +Europe,The Final Countdown,77.0,0.529,0.843,6.0,-6.908,0,0.0616,0.0628,0.000827,0.0608,0.188,117.662,310333.0,4,10 +Joey Alexander,Tis Our Prayer,45.0,0.35,0.215,8.0,-14.659,1,0.0374,0.933,0.911,0.126,0.135,99.903,4.14445,4,7 +The Cult,Fire Woman,1.0,0.495,0.798,7.0,-9.173,1,0.0387,0.000272,0.000922,0.234,0.461,132.007,5.18378333,4,10 +Long Beach Dub Allstars,Owens Brothers,46.0,0.621,0.897,7.0,-8.113,0,0.0317,0.135,0.00239,0.208,0.906,162.127,195253.0,4,10 +Kasabian,Shoot the Runner,55.0,0.526,0.776,7.0,-4.169,1,0.0852,0.000431,0.0157,0.334,0.524,131.194,207373.0,4,1 +The Tracks,Strange Moments,22.0,0.329,0.905,7.0,-5.728,1,0.0546,8.63e-05,0.0037,0.11,0.711,145.149,183560.0,4,10 +Aurelia,If I Go Do You Follow,42.0,0.636,0.201,11.0,-15.965,0,0.0506,0.97,0.944,0.101,0.434,82.955,3.953816667,4,7 +Daniel Avery,Endless Hours,41.0,0.512,0.883,7.0,-8.808,1,0.0323,0.0133,0.901,0.106,0.452,135.957,317464.0,4,1 +Benjamin Booker,Believe,40.0,0.482,0.567,,-8.548,1,0.0286,0.189,0.00462,0.357,0.646,167.581,234274.0,4,2 +Charlie Rich,Behind Closed Doors,46.0,0.472,0.338,2.0,-11.196,1,0.0273,0.85,0.000221,0.0761,0.522,85.66,2.913783333,4,4 +Izaak Opatz,Not Yet,42.0,0.648,0.577,4.0,-10.153,1,0.0552,0.703,0.000332,0.11,0.887,80.368,238680.0,4,1 +Henrik Freischlader,A Better Man,33.0,0.312,0.772,,-6.007,0,0.0544,0.123,0.069,0.679,0.628,142.413,368213.0,4,2 +Remble,No Competition,40.0,0.859,0.617,3.0,-5.891,0,0.249,0.792,,0.122,0.667,100.079,115733.0,4,5 +"Pyotr Ilyich Tchaikovsky, Jan Vogler","String Sextet in D Minor, Op. 70, ""Souvenir de Florence"": II. Adagio cantabile e con moto",26.0,0.214,0.128,2.0,-19.714,1,0.0458,0.781,0.675,0.122,0.0524,127.208,9.86245,3,7 +Mr Gabriel,DANDELION,14.0,0.582,0.81,3.0,-6.117,1,0.0379,0.0261,0.44,0.0699,0.684,90.947,183552.0,4,6 +Baird,BITE,45.0,0.683,0.485,7.0,-7.353,1,0.0715,0.598,0.132,0.117,0.674,81.743,160680.0,3,6 +Eric Clapton,Crossroads - Crossroad 2 Box/Set Version/Live Version,30.0,0.538,0.707,7.0,-13.823,1,0.033,0.208,0.37,0.899,0.782,92.698,321973.0,4,2 +Alienist,Landslide,35.0,0.261,0.973,11.0,-3.996,1,0.146,2.24e-05,0.0204,0.142,0.21,199.868,211894.0,4,8 +Left Lane Cruiser,The Waltz,38.0,0.364,0.747,1.0,-5.743,1,0.0367,0.000166,1.87e-06,0.118,0.0939,151.909,328093.0,3,2 +Olivia Dean,The Hardest Part,43.0,0.512,0.204,5.0,-8.376,1,0.036,0.942,,0.106,0.296,129.947,175987.0,3,9 +KSI,Holiday,82.0,0.356,0.684,8.0,-7.347,1,0.0878,0.152,,0.101,0.347,87.188,3.22888333,4,9 +Margaritas Podridas,Ceremonia,23.0,0.4,0.425,4.0,-12.059,1,0.0297,0.0632,0.983,0.105,0.369,152.052,299999.0,4,6 +Eliad,◊õ◊ú ◊î◊©◊ë◊ï◊¢ ◊ú◊ö,24.0,0.692,0.521,2.0,-6.769,1,0.0414,0.643,4.16e-06,0.119,0.734,76.958,152580.0,4,9 +Teapacks,◊ú◊û◊î ◊î◊ú◊õ◊™ ◊û◊û◊†◊ï,23.0,0.65,0.766,10.0,-5.938,0,0.0429,0.0178,0.000139,0.115,0.926,110.302,186653.0,4,9 +Eyal Golan,◊ê◊†◊ô ◊û◊ß◊ï◊ï◊î,31.0,0.548,0.541,2.0,-5.087,0,0.0284,0.444,,0.138,0.267,77.991,220773.0,4,9 +Johnny Cash,Ring of Fire,71.0,0.659,0.585,7.0,-8.189,1,0.0288,0.623,0.000213,0.348,0.784,104.111,158427.0,4,10 +Vous Autres,Sans S√®ves,21.0,0.0726,0.787,4.0,-6.58,0,0.0639,2.13e-06,0.9,0.199,0.0771,80.052,253042.0,4,8 +Marshall Crenshaw,"Crying, Waiting, Hoping - 2006 Remaster",42.0,0.603,0.484,10.0,-12.79,1,0.0337,0.0926,0.00165,0.1,0.585,128.018,141000.0,4,10 +Michael Schenker Group,"Doctor, Doctor",41.0,0.338,0.844,1.0,-6.577,0,0.0452,3.91e-05,0.00126,0.0774,0.284,135.984,367507.0,4,10 +Fozzy,Judas,62.0,0.418,0.907,,-3.675,1,0.0584,0.000101,0.000433,0.346,0.473,99.17,250793.0,4,8 +girl in red,Serotonin,77.0,0.58,0.788,2.0,-4.714,1,0.259,0.0123,1.84e-05,0.368,0.72,148.992,182426.0,4,1 +Alien Ant Farm,Movies,60.0,0.55,0.934,9.0,-5.076,1,0.0595,0.000113,0.000736,0.18,0.527,112.846,195707.0,4,10 +Clawfinger,Nigger,41.0,0.568,0.993,2.0,-3.08,1,0.0773,0.0257,0.03,0.232,0.608,94.992,227747.0,4,8 +The Wilder Blue,Feelin' the Miles,39.0,0.712,0.483,2.0,-9.664,1,0.034,0.174,0.0931,0.161,0.632,121.127,257193.0,4,1 +COWBOY BOY,PET,22.0,0.469,0.827,4.0,-9.694,1,0.0699,4.17e-05,3.79e-05,0.253,0.558,85.017,180359.0,4,10 +flora cash,Soul Mate,61.0,0.429,0.371,1.0,-11.803,1,0.0351,0.768,0.00181,0.119,0.305,129.842,3.96301667,4,0 +"Manna Dey, Mohammed Rafi, S. D. Batish, Sudha Malhotra",Yeh Hai Ishq Ishq,8.0,0.651,0.589,1.0,-12.709,1,0.0735,0.959,0.858,0.115,0.914,103.622,7.105333333,4,3 +Taj Mahal,Leaving Trunk,56.0,0.542,0.502,3.0,-10.607,0,0.0515,0.195,0.00812,0.174,0.948,174.11,289560.0,4,2 +Marika Hackman,Between the Bars,32.0,0.497,0.26,11.0,-12.461,0,0.0349,0.932,0.00686,0.123,0.154,84.393,155853.0,4,6 +Walk Through Fire,Yola,38.0,0.597,0.576,7.0,-5.276,1,0.0259,0.623,1.14e-06,0.109,0.754,112.436,3.792583333,4,0 +Sarit Hadad,◊ß◊®◊†◊ë◊ú,10.0,0.647,0.86,7.0,-5.307,0,0.0409,0.0805,,0.0484,0.818,130.112,219627.0,4,9 +Aviv Geffen,◊°◊ï◊£ ◊î◊¢◊ï◊ú◊ù,31.0,0.328,0.429,6.0,-9.162,0,0.0291,0.878,1.42e-05,0.684,0.29,81.719,303160.0,3,10 +Britney Spears,From the Bottom of My Broken Heart,55.0,0.677,0.665,7.0,-5.171,1,0.0305,0.56,1.01e-06,0.338,0.706,74.981,5.208883333,4,9 +Luke Bryan,Rain Is A Good Thing,66.0,0.622,0.932,11.0,-4.66,0,0.0498,0.105,2.37e-06,0.328,0.519,108.051,2.936,4,4 +Danzig,Her Black Wings,43.0,0.585,0.671,4.0,-10.897,1,0.0466,0.0118,8.12e-05,0.104,0.49,146.287,287240.0,4,10 +Nate Richert,The Girl I Haven't Met,37.0,0.636,0.256,3.0,-12.127,1,0.0353,0.89,0.00414,0.117,0.274,104.921,2.98955,4,0 +Bodysnatcher,Break The Cycle,39.0,0.301,0.921,1.0,-3.689,1,0.153,0.00051,0.0059,0.0626,0.165,100.662,235239.0,4,8 +Red Handed Denial,Empire,39.0,0.41,0.959,8.0,-4.425,1,0.0738,3.59e-06,0.000163,0.388,0.375,149.983,190812.0,4,8 +The Cure,Friday I'm In Love,75.0,0.526,0.763,,-12.663,0,0.0341,0.00126,6.75e-05,0.359,0.514,136.205,215160.0,4,10 +Stepan I Meduza,–°–Ω–µ–∂–∞–Ω–∞,30.0,0.573,0.954,9.0,-5.576,0,0.0322,0.0262,0.114,0.144,0.685,128.011,243755.0,4,6 +CABAL,Death March,38.0,0.381,0.96,9.0,-5.177,0,0.137,2.31e-05,,0.318,0.236,175.994,191080.0,4,8 +Linkin Park,BURN IT DOWN,74.0,0.585,0.972,9.0,-4.45,0,0.0534,0.0143,,0.0707,0.585,110.006,230253.0,4,10 +DREAMERS,Heat Seeker,60.0,0.5,0.949,1.0,-3.123,1,0.0833,0.00847,,0.514,0.648,159.824,175343.0,4,10 +Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,10 +Dead Or Alive,You Spin Me Round (Like a Record),72.0,0.554,0.963,6.0,-3.762,0,0.035,0.000244,0.0702,0.431,0.918,128.175,195147.0,4,10 +Nelson Freitas,Tellin Me Something,56.0,0.808,0.792,7.0,-4.436,1,0.113,0.0189,0.0115,0.0876,0.542,99.027,167876.0,4,9 +SOJA,Walk Away,50.0,0.857,0.746,9.0,-4.235,0,0.03,0.0813,1.12e-05,0.284,0.813,112.008,231649.0,4,10 +DYGL,Sink,44.0,0.654,0.472,4.0,-9.441,1,0.0266,0.709,0.0523,0.123,0.282,82.976,225106.0,4,10 +North Mississippi Allstars,Bump that Mother,27.0,0.725,0.6,1.0,-8.296,1,0.0397,0.0718,0.000289,0.198,0.667,84.02,191933.0,4,2 +Surfaces,Sunday Best,82.0,0.878,0.525,5.0,-6.832,1,0.0578,0.183,,0.0714,0.694,112.022,158571.0,4,9 +Small Town Titans,Let Me Breathe,36.0,0.472,0.951,3.0,-3.357,1,0.0528,3.81e-05,,0.105,0.566,77.494,317032.0,4,8 +Marina Maximilian,Easy Life,21.0,0.403,0.579,5.0,-8.123,0,0.0388,0.128,0.0219,0.096,0.236,100.019,209400.0,4,9 +Sundara Karma,Flame,58.0,0.528,0.855,7.0,-4.641,1,0.051,0.00113,,0.281,0.206,100.042,227367.0,4,6 +Lata Mangeshkar,Chal Chal Re Kanhai Chhalia,,0.492,0.312,5.0,-12.445,1,0.123,0.986,0.914,0.227,0.891,83.447,3.292733333,3,3 +Badfinger,Name Of The Game - Remastered 2010,39.0,0.324,0.566,9.0,-8.765,1,0.0295,0.032,0.00536,0.138,0.292,138.414,321160.0,4,10 +Arlo Parks,Hurt,60.0,0.675,0.38,4.0,-8.622,0,0.0315,0.715,0.000201,0.174,0.7,94.92,216095.0,4,1 +Yehudit Ravitz,◊î◊ô◊ú◊ì◊î ◊î◊õ◊ô ◊ô◊§◊î ◊ë◊í◊ü,39.0,0.597,0.184,2.0,-18.215,1,0.0537,0.937,,0.115,0.427,73.037,148107.0,4,10 +Guitar Tom and the High Cats,Favourite Song,36.0,0.446,0.974,9.0,-5.626,1,0.043,2.45e-05,0.00352,0.227,0.407,99.148,149053.0,4,10 +Ronkini Gupta,Anjuman,22.0,0.563,0.542,11.0,-5.414,1,0.114,0.951,1.68e-05,0.0954,0.653,83.226,3.648866667,4,0 +Shannon Curfman,Few And Far Between,38.0,0.574,0.627,11.0,-6.182,0,0.122,0.0846,,0.0351,0.864,190.415,234160.0,4,2 +Chappaqua Wrestling,The Rift,44.0,0.294,0.675,5.0,-3.562,1,0.0435,3.15e-05,0.000711,0.321,0.37,148.186,228853.0,4,10 +S√≥lstafir,√ìtta,46.0,0.0916,0.463,3.0,-10.333,1,0.0331,0.509,0.873,0.328,0.0412,86.505,578000.0,4,8 +Sleeper,Inbetweener,43.0,0.416,0.898,5.0,-7.609,1,0.0499,0.000105,,0.796,0.802,134.984,199493.0,4,6 +Zack Tabudlo,Nangangamba,75.0,0.62,0.547,1.0,-6.772,1,0.0248,0.112,,0.19,0.208,98.032,210355.0,4,9 +Feeder,Feeling A Moment,51.0,0.261,0.66,4.0,-4.483,1,0.0394,0.0199,0.0127,0.266,0.198,166.68,248760.0,4,10 +The Groundhogs,Eccentric Man - 2003 Remastered Version,34.0,0.498,0.734,,-8.522,1,0.0451,0.0198,0.0583,0.244,0.64,110.034,304933.0,4,2 +Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,9 +Salt-N-Pepa,Let's Talk About Sex,61.0,0.863,0.543,6.0,-13.497,1,0.13,0.0507,,0.241,0.799,106.929,213267.0,4,5 +Wilkinson,Keep Dancing,59.0,0.553,0.893,9.0,-4.062,0,0.0545,0.0502,0.00145,0.145,0.138,174.019,220690.0,4,9 +Laura Evans,Solo,24.0,0.535,0.534,11.0,-8.98,0,0.0349,0.337,,0.222,0.396,169.938,206495.0,4,2 +Gas Giant,Too Stoned,36.0,0.186,0.811,1.0,-3.859,1,0.0403,0.000119,0.0439,0.0984,0.164,148.019,371984.0,4,10 +Mallory Knox,Ghost in the Mirror,38.0,0.306,0.989,6.0,-1.487,0,0.0815,0.000993,0.000273,0.376,0.416,173.938,216160.0,4,10 +"WizKid, Tems",Essence (feat. Tems),78.0,0.849,0.707,,-6.002,1,0.113,0.0266,8.58e-06,0.618,0.602,104.027,4.134,4,9 +Aesthetic Perfection,S E X,46.0,0.572,0.838,10.0,-4.93,0,0.0394,0.000223,1.03e-05,0.252,0.345,107.004,220554.0,4,8 +The Blue Stones,Black Holes (Solid Ground),60.0,0.559,0.845,11.0,-4.236,0,0.0362,0.00757,3.66e-05,0.115,0.262,91.98,185960.0,4,1 +Winona Oak,Piano In The Sky,58.0,0.5,0.28,7.0,-10.764,0,0.0404,0.88,2.6e-06,0.102,0.0832,92.457,190253.0,4,9 +Claire Rosinkranz,Frankenstein,60.0,0.826,0.745,2.0,-6.091,1,0.141,0.13,1.32e-05,0.178,0.883,119.92,202249.0,4,9 +Dorothy,Who Do You Love,37.0,0.22,0.848,10.0,-3.686,1,0.0501,0.0429,0.000175,0.142,0.389,121.948,253613.0,4,8 +Palma Violets,Best of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,6 +Lake Haze,Dog Walking in the Park,48.0,0.805,0.775,5.0,-8.329,0,0.0365,0.707,0.9,0.11,0.715,134.999,233744.0,4,6 +Witchcraft,Deconstruction,48.0,0.297,0.872,3.0,-5.881,0,0.0405,0.000119,0.0232,0.32,0.533,80.384,309987.0,4,8 +"Galantis, David Guetta, Little Mix",Heartbreak Anthem (with David Guetta & Little Mix),89.0,0.595,0.784,1.0,-4.878,1,0.102,0.216,,0.0608,0.479,124.111,3.0621,4,9 +The Audition,Warm Me Up,46.0,0.474,0.948,8.0,-2.487,0,0.057,0.00855,,0.123,0.75,163.029,212187.0,4,10 +"Purbayan Chatterjee, Kaushiki Chakraborty, Yogesh Samsi, V. Selvaganesh",Sargam Surge,8.0,0.538,0.828,9.0,-11.304,1,0.0831,0.391,0.744,0.146,0.773,128.03,2.353733333,4,0 +Lake Street Dive,I Can Change,60.0,0.546,0.193,,-11.903,1,0.0426,0.868,4.18e-05,0.087,0.311,139.795,191693.0,4,9 +Russ,SMALL TALK,72.0,0.794,0.649,1.0,-4.294,1,0.348,0.0584,,0.314,0.611,144.343,121148.0,4,5 +Bad Bunny,PA' ROMPERLA,73.0,0.772,0.83,7.0,-5.019,1,0.0599,0.016,,0.0843,0.697,94.011,194200.0,4,9 +Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,1 +Gregory Alan Isakov,The Stable Song,65.0,0.625,0.432,2.0,-11.948,1,0.0283,0.633,0.00242,0.127,0.361,137.926,360933.0,4,9 +Fit For A King,Breaking the Mirror,56.0,0.348,0.958,10.0,-4.19,0,0.112,3.95e-06,0.000225,0.0744,0.434,185.774,214211.0,4,8 +Red Hot Chili Peppers,Parallel Universe,63.0,0.343,0.983,,-2.359,0,0.212,0.00107,0.296,0.0708,0.186,124.536,269360.0,4,10 +Pictish Trail,Dream Wall,27.0,0.314,0.287,9.0,-12.141,1,0.0291,0.856,0.00731,0.0966,0.0374,58.344,281040.0,4,6 +Sharon Jones & The Dap-Kings,Call On God,35.0,0.47,0.492,5.0,-7.204,1,0.0317,0.657,,0.199,0.478,120.311,217920.0,3,2 +Oakwood Station,Blue Spaces,51.0,0.49,0.157,,-18.181,1,0.0657,0.922,0.687,0.117,0.262,191.828,3.055766667,3,7 +The Lonely Island,Boombox,47.0,0.52,0.795,1.0,-3.452,1,0.345,0.177,,0.107,0.394,67.875,193013.0,4,9 +Lyri Hardof Jaffe,Astronaut,7.0,0.72,0.534,2.0,-6.491,1,0.163,0.219,,0.0508,0.203,118.017,216864.0,4,5 +Joe Russo's Almost Dead,Throwing Stones - Live 2016-12-30,17.0,0.382,0.443,2.0,-15.925,1,0.0474,0.375,0.387,0.874,0.341,100.425,1069773.0,4,10 +Bea Miller,FEEL SOMETHING DIFFERENT,62.0,0.78,0.715,,-4.606,1,0.102,0.125,9.31e-06,0.218,0.365,125.015,207328.0,4,6 +Layto,Hate Me,9.0,0.688,0.779,5.0,-5.988,1,0.0406,0.0221,,0.08,0.505,133.97,168500.0,4,9 +Shalom Gad,◊î◊î◊ï◊†◊ê◊î ◊©◊ú ◊î◊û◊ê◊î,20.0,0.353,0.546,11.0,-7.88,0,0.0307,0.255,,0.121,0.48,93.056,174683.0,4,10 +All Them Witches,41,44.0,0.406,0.819,5.0,-6.8,0,0.0392,0.0134,0.504,0.371,0.25,123.763,320351.0,1,10 +Great Peacock,Let You Go,32.0,0.616,0.616,7.0,-8.662,1,0.0282,0.00104,0.0806,0.178,0.598,117.997,286891.0,4,10 +Eternal Void,Willow,18.0,0.373,0.989,7.0,-3.861,1,0.166,9.96e-06,0.387,0.086,0.102,120.069,251427.0,4,8 +Mark Deutrom,The Happiness Machine,20.0,0.65,0.533,,-8.634,0,0.0425,0.00118,0.403,0.0348,0.643,142.208,256713.0,1,8 +Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,1 +Earl King,Mother's Love,36.0,0.572,0.552,9.0,-9.134,1,0.0507,0.512,0.00825,0.0836,0.489,95.06,163293.0,3,2 +Octo Octa,Find Your Way Home,47.0,0.788,0.871,1.0,-8.016,0,0.0471,0.0207,0.876,0.0677,0.534,127.999,497138.0,4,1 +"Wolfgang Amadeus Mozart, Mirijam Contzen, Bayerische Kammerphilharmonie, Reinhard Goebel","Violin Concerto No. 5 in A Major, K. 219, ""Turkish"": II. Adagio",20.0,0.283,0.0595,4.0,-19.631,1,0.0456,0.95,0.0345,0.11,0.143,137.768,6.880216667,3,7 +Red Hot Chili Peppers,Breaking the Girl,62.0,0.348,0.686,8.0,-12.748,0,0.0319,0.0233,0.00256,0.145,0.635,178.466,295373.0,3,10 +Gracie and Rachel,Speak (Future Generations Remix),24.0,0.753,0.321,5.0,-9.758,1,0.0897,0.16,0.000624,0.117,0.504,152.04,180276.0,4,6 +Backstreet Boys,Bye Bye Love,34.0,0.762,0.691,6.0,-3.761,0,0.033,0.0556,,0.242,0.713,126.978,4.341333333,4,9 +Kushal Chokshi,Kaahe Kanha,30.0,0.593,0.857,10.0,-5.858,0,0.108,0.255,0.0035,0.205,0.448,124.842,2.632,4,0 +Olivia Rodrigo,traitor,94.0,0.38,0.339,3.0,-7.885,1,0.0338,0.691,,0.12,0.0849,100.607,3.82045,4,9 +Cloud Nothings,The Spirit Of,31.0,0.136,0.945,11.0,-7.602,0,0.13,0.000312,0.0883,0.203,0.485,188.429,150629.0,4,10 +Bruce Springsteen,Thunder Road,,0.37,0.673,5.0,-8.507,1,0.0338,0.683,3.75e-05,0.387,0.666,140.302,4.81,4,0 +Mabes,Bigger Picture,34.0,0.532,0.375,6.0,-7.969,0,0.0437,0.776,,0.1,0.535,170.341,195658.0,4,9 +"Bhavya Pandit, Avijeet Satapathy",Ghir Ghir Ke,,0.512,0.726,1.0,-5.846,1,0.0653,0.207,0.0218,0.131,0.426,80.015,4.119266667,4,0 +Sugar High,Alone,35.0,0.475,0.43,2.0,-10.652,1,0.0252,0.446,0.322,0.126,0.058,77.951,182000.0,4,6 +Nirvana,About A Girl,71.0,0.409,0.932,11.0,-4.538,0,0.0339,1.87e-05,1.6e-06,0.31,0.591,131.761,166640.0,4,10 +HILMA,After the Storm,43.0,0.187,0.0275,5.0,-27.442,0,0.0348,0.977,0.866,0.116,0.0894,81.322,2.9375,4,7 +Queen,Heaven For Everyone - Remastered 2011,58.0,0.593,0.425,,-9.775,1,0.0288,0.29,1.34e-06,0.167,0.268,110.208,336160.0,4,10 +The Pale White,Glue,38.0,0.301,0.887,4.0,-3.68,1,0.0525,0.00237,1.6e-05,0.197,0.622,176.054,217246.0,4,10 +YoungBoy Never Broke Again,White Teeth,68.0,0.638,0.66,3.0,-7.115,0,0.299,0.246,,0.134,0.738,157.996,174684.0,4,5 +Body Count,Body Count's in the House,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,10 +Hunter Hayes,Wanted,68.0,0.421,0.476,,-7.692,1,0.0298,0.268,,0.0816,0.3,169.784,3.814,4,4 +Anne Murray,Shadows In The Moonlight,39.0,0.63,0.689,,-5.927,1,0.0253,0.00351,4.7e-05,0.103,0.422,104.683,3.49555,4,4 +Goldpark,Beautiful Desperation,36.0,0.331,0.914,6.0,-4.251,0,0.0845,0.000949,,0.0807,0.375,160.04,195536.0,4,6 +TOOL,Schism,69.0,0.567,0.714,9.0,-8.512,0,0.0302,0.0012,0.417,0.186,0.191,107.441,403533.0,3,8 +Osi And The Jupiter,Gr√• Hest,34.0,0.48,0.347,7.0,-12.288,1,0.0316,0.658,0.996,0.106,0.228,117.299,189545.0,4,8 +Homeschool,Smartest Man (feat. Samia),40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,1 +Tones And I,Fly Away,82.0,0.806,0.513,4.0,-6.208,1,0.0685,0.217,,0.217,0.503,124.988,178157.0,4,9 +Shy Glizzy,Ridiculous,48.0,0.826,0.5,7.0,-8.266,1,0.147,0.0445,,0.202,0.493,130.014,200368.0,4,5 +Sy Ari Da Kid,Top 10,41.0,0.561,0.543,1.0,-10.709,0,0.283,0.624,,0.324,0.908,79.337,211958.0,4,5 +Dead Quiet,Of Sound and Fury,24.0,0.262,0.925,,-7.136,1,0.0721,0.00305,0.0151,0.075,0.374,84.963,365684.0,4,8 +Live,Lightning Crashes,67.0,0.385,0.433,11.0,-9.256,1,0.0435,0.241,7.07e-06,0.11,0.427,89.974,325600.0,4,10 +Onyx,Slam,62.0,0.876,0.71,11.0,-12.908,1,0.347,0.0654,0.00312,0.918,0.724,98.305,218333.0,4,5 +Amy Allen,Difficult,43.0,0.768,0.523,2.0,-5.088,1,0.0374,0.343,7.56e-05,0.1,0.538,115.934,200320.0,4,6 +Still Woozy,Goodie Bag,77.0,0.739,0.522,7.0,-12.304,0,0.151,0.821,0.00124,0.233,0.619,138.263,146390.0,4,9 +Keb' Mo',Howl For Me Daddy,32.0,0.649,0.71,4.0,-6.656,0,0.0875,0.424,0.0243,0.118,0.733,149.928,145480.0,4,2 +Flea,I Make My Own Rules,11.0,0.723,0.989,2.0,-2.944,1,0.176,0.0565,,0.689,0.333,105.986,273373.0,4,10 +The Rods,Let Them Eat Metal,43.0,0.626,0.721,9.0,-6.35,0,0.0305,0.0014,0.00575,0.203,0.493,116.414,237440.0,4,8 +Helena Deland,Lylz,28.0,0.672,0.696,1.0,-7.885,1,0.034,0.547,0.629,0.175,0.455,112.762,183068.0,4,6 +Flotsam & Jetsam,Burn the Sky,36.0,0.405,0.983,11.0,-5.272,1,0.11,2.7e-06,1.47e-05,0.372,0.275,174.959,266920.0,4,8 +My Perfect End,River of Denial,27.0,0.458,0.992,1.0,-1.836,0,0.113,0.00035,0.0419,0.347,0.414,164.978,231080.0,4,8 +Persona La Ave,GottasaythatIneedyou,30.0,0.679,0.684,8.0,-7.691,1,0.166,0.124,0.45,0.587,0.786,169.939,324800.0,3,6 +Arlo Parks,Hope,57.0,0.59,0.521,1.0,-8.823,0,0.0335,0.404,0.000101,0.357,0.423,99.165,270067.0,4,9 +Basement,Disconnect,29.0,0.385,0.979,3.0,-3.436,1,0.109,0.000934,,0.282,0.25,154.977,209213.0,4,10 +The Velvet Underground,Rock & Roll,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,6 +Bishop Gunn,Alabama,56.0,0.472,0.626,9.0,-8.499,1,0.0849,0.312,0.00243,0.121,0.296,75.007,214293.0,4,10 +Tuns,In Another Life,27.0,0.537,0.828,4.0,-4.707,1,0.0451,0.057,0.000159,0.164,0.795,133.816,155594.0,4,10 +Sowulo,Spatle «¢ghwas,39.0,0.379,0.452,2.0,-10.551,1,0.0313,0.224,0.116,0.105,0.0928,119.929,260000.0,4,8 +Machine Gun Kelly,my ex's best friend (with blackbear),85.0,0.731,0.675,5.0,-5.134,0,0.0434,0.00473,,0.141,0.298,124.939,139461.0,4,9 +Rabea Massaad,Brute Force,38.0,0.504,0.964,1.0,-8.113,1,0.13,2.53e-06,0.746,0.0728,0.224,125.03,150125.0,4,8 +Hurts,Miracle,42.0,0.396,0.813,2.0,-3.911,0,0.0348,0.0114,3.94e-06,0.324,0.422,85.019,224973.0,4,10 +Elder,Illusory Motion,42.0,0.311,0.619,3.0,-9.076,1,0.0314,0.0377,0.894,0.109,0.241,79.92,593387.0,4,10 +Big Ups,Fear,24.0,0.464,0.41,4.0,-8.721,1,0.0435,0.0954,0.0902,0.284,0.232,126.682,283850.0,3,1 +Josh Teskey,Hungry Heart,40.0,0.702,0.206,1.0,-10.468,1,0.0394,0.835,1.95e-05,0.0932,0.54,122.839,201302.0,4,10 +Noam Rotem,◊î◊©◊û◊ô◊õ◊î ◊î◊ú◊ë◊†◊î,23.0,0.489,0.738,9.0,-10.405,1,0.0383,0.0885,0.349,0.104,0.514,141.912,172300.0,4,10 +Netta,Supercalifragilisticexpialidocious,31.0,0.878,0.46,8.0,-11.155,1,0.701,0.227,,0.081,0.937,82.003,183597.0,4,9 +Tash Sultana,Mystik,54.0,0.548,0.699,2.0,-7.149,0,0.0517,0.0223,0.000392,0.0903,0.308,132.798,249296.0,4,6 +Rowdy Rebel,Jesse Owens (feat. NAV),63.0,0.821,0.745,10.0,-4.844,0,0.286,0.0653,,0.166,0.432,142.023,185785.0,4,5 +The Cure,A Night Like This,47.0,0.634,0.868,6.0,-6.858,0,0.0287,0.00867,0.00656,0.205,0.655,121.955,256320.0,4,10 +Kembe X,Back At It,46.0,0.489,0.832,2.0,-5.717,1,0.19,0.208,2.02e-06,0.139,0.253,148.068,194605.0,4,5 +Elvin T,Get Close - Edit,,0.705,0.862,,-5.962,0,0.0921,0.0884,0.918,0.26,0.424,125.303,237342.0,4,1 +Kali Uchis,telepatía,88.0,0.653,0.524,11.0,-9.016,0,0.0502,0.112,,0.203,0.553,83.97,2.66985,4,9 +Loud Luxury,Body,75.0,0.752,0.764,1.0,-4.399,1,0.038,0.0476,9.44e-05,0.0543,0.582,121.958,163216.0,4,9 +The Elovaters,Let It All Out,49.0,0.719,0.883,3.0,-5.948,1,0.0308,0.0469,0.000981,0.438,0.964,132.992,275244.0,4,10 +O.R.k.,Kneel to Nothing,29.0,0.384,0.79,2.0,-6.104,0,0.0457,0.00518,6.56e-05,0.117,0.404,167.989,278227.0,4,10 +Eyal Golan,◊†◊®◊ê◊™◊î ◊ú◊ê◊ó◊®◊ï◊†◊î,35.0,0.711,0.731,2.0,-6.016,0,0.0346,0.213,3.38e-06,0.133,0.66,104.999,236312.0,4,9 +Patrick Paige II,Whisper (Want My Luv),52.0,0.725,0.629,4.0,-6.208,0,0.0461,0.172,0.0186,0.347,0.499,91.961,229558.0,4,5 +Yehudit Ravitz,◊ê◊®◊ë◊¢ ◊ú◊§◊†◊ï◊™ ◊ë◊ï◊ß◊®,28.0,0.86,0.5,9.0,-12.881,1,0.0435,0.642,0.000473,0.0822,0.972,125.562,188040.0,4,10 +Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,10 +Pratik Tushar,Uncooked Blues,15.0,0.403,0.206,4.0,-17.154,1,0.0522,0.829,0.843,0.136,0.5,90.689,179003.0,4,6 +Tigercub,Stop Beating on My Heart (Like a Bass Drum),45.0,0.493,0.711,5.0,-5.994,1,0.0684,0.00496,2.71e-05,0.519,0.313,138.032,225068.0,4,1 +John Denver,"Take Me Home, Country Roads",77.0,0.255,0.43,9.0,-12.564,1,0.0322,0.546,1.87e-05,0.188,0.546,164.267,197813.0,4,9 +Fruit Bats,Shane,53.0,0.678,0.789,2.0,-10.243,1,0.0277,0.00227,0.575,0.324,0.745,125.941,221326.0,4,6 +Enslaved,Loke,30.0,0.189,0.995,11.0,-7.07,1,0.116,2.86e-06,0.88,0.771,0.0336,81.58,261920.0,4,8 +Spring King,Us Vs Them,24.0,0.548,0.895,9.0,-4.408,1,0.0356,0.0318,,0.162,0.654,117.083,222111.0,4,10 +Iron Maiden,The Wicker Man - 2015 Remaster,57.0,0.424,0.98,4.0,-4.33,0,0.154,0.000855,5.72e-06,0.129,0.296,101.502,275253.0,4,8 +Youngest,◊ë◊ê ◊ú◊ö ◊¢◊ú◊ô◊ô,18.0,0.469,0.565,5.0,-7.408,0,0.204,0.196,,0.206,0.352,95.022,193263.0,4,5 +Limp Bizkit,Break Stuff,74.0,0.432,0.884,8.0,-6.659,1,0.13,0.0127,0.000527,0.166,0.624,108.948,166707.0,4,10 +Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,6 +Jonny Lang,Before You Hit The Ground,41.0,0.724,0.876,11.0,-5.854,0,0.0873,0.16,0.00278,0.116,0.812,92.169,234133.0,4,10 +"Lata Mangeshkar, Babla Mehta",Tere Mere Honthon Pe,30.0,0.262,0.419,6.0,-17.099,1,0.041,0.807,1.08e-05,0.0932,0.356,73.918,5.553333333,3,3 +Broken Bells,After the Disco,53.0,0.729,0.74,9.0,-5.444,1,0.0258,0.00226,0.0305,0.13,0.966,115.984,219293.0,4,6 +Dudu Aharon,◊û◊¢◊ú◊ô◊ï◊™,23.0,0.695,0.727,,-6.589,0,0.0405,0.0573,,0.19,0.537,101.992,197667.0,4,9 +Fates Warning,Scars,25.0,0.547,0.922,4.0,-6.352,1,0.0986,0.00211,0.0275,0.112,0.31,121.978,304932.0,4,8 +JP Cooper,Holy Water,25.0,0.58,0.616,9.0,-5.928,0,0.0406,0.184,,0.148,0.528,78.943,219438.0,4,9 +Bubba Sparxxx,Ugly,14.0,0.76,0.831,6.0,-5.743,1,0.164,0.265,8.12e-05,0.201,0.712,90.81,265227.0,4,5 +Agnes Obel,September Song,62.0,0.23,0.0971,,-27.043,1,0.0415,0.934,0.764,0.106,0.133,134.926,204332.0,1,6 +Allah-Las,Catamaran,52.0,0.564,0.846,4.0,-5.897,0,0.0437,0.00692,0.00175,0.0452,0.696,122.035,212986.0,4,9 +Black Sabbath,The Wizard,53.0,0.523,0.706,2.0,-11.521,1,0.0935,0.0307,0.000274,0.337,0.407,99.684,260640.0,4,8 +Rich The Kid,Richard Mille Patek,64.0,0.722,0.635,,-4.59,0,0.363,0.219,,0.272,0.557,68.461,153005.0,4,5 +Gene Loves Jezebel,Break the Chain,42.0,0.664,0.815,9.0,-6.839,0,0.0306,0.0025,5.16e-05,0.604,0.594,118.451,288400.0,4,10 +"Timeflies, Kira Kosarin",Raincoat - Acoustic,52.0,0.709,0.285,10.0,-7.503,1,0.0795,0.618,,0.154,0.438,76.884,3.59421667,4,0 +Golden Earring,Twilight Zone,52.0,0.656,0.756,11.0,-6.516,0,0.0399,0.00785,3.49e-05,0.0927,0.542,118.56,478107.0,4,10 +Survivor,High on You,55.0,0.659,0.714,7.0,-9.811,1,0.0321,0.398,1.15e-05,0.174,0.871,125.152,248200.0,4,10 +Morrissey,Back on the Chain Gang,53.0,0.49,0.841,9.0,-7.452,1,0.0342,8.01e-05,0.129,0.119,0.718,152.087,231000.0,4,6 +"Igor Stravinsky, Concertgebouworkest, Riccardo Chailly",Apollon musagète (1947 Version): 8. Pas de deux (Apollo And Terpsichore),21.0,0.0993,0.0154,,-34.797,1,0.0375,0.942,0.47,0.064,0.0764,88.646,3.916666667,4,7 +Cautious Clay,Cold War,68.0,0.654,0.47,1.0,-10.383,0,0.0586,0.274,0.249,0.103,0.462,77.083,202597.0,4,6 +Dudu Tassa,◊ú◊©◊ô◊ù ◊™'◊®◊ê◊©,22.0,0.488,0.874,6.0,-4.059,0,0.0353,5.89e-05,0.0053,0.102,0.525,99.945,269165.0,4,10 +Eagles Of Death Metal,I Only Want You,45.0,0.547,0.945,9.0,-3.207,1,0.118,0.594,0.00141,0.102,0.902,173.862,168920.0,4,9 +Lata Mangeshkar,Bhai Battur,12.0,0.48,0.467,6.0,-10.235,1,0.0545,0.969,0.00376,0.0843,0.735,131.746,4.707783333,4,3 +Moshe Peretz,◊ê◊ô◊ö ◊©◊ê◊™ ◊ô◊§◊î,18.0,0.363,0.548,,-5.046,1,0.0279,0.493,,0.318,0.374,159.812,254133.0,4,9 +Lion's Share,Aim Higher,31.0,0.573,0.981,4.0,-3.479,1,0.0426,0.000401,0.0055,0.403,0.641,131.037,279031.0,4,8 +Loretta Lynn,Coal Miner's Daughter,,0.6,0.517,9.0,-9.567,1,0.032,0.791,0.0187,0.108,0.645,136.521,3.027766667,4,4 +Martin Luke Brown,Opalite,41.0,0.728,0.664,2.0,-5.543,1,0.0438,0.00973,0.000515,0.37,0.105,104.021,211749.0,4,10 +Tokyo Ska Paradise Orchestra,§öÈáçÈú≤ÂÖâ feat.Â∑ù‰∏äÊ¥ãÂπ≥,45.0,0.382,0.944,7.0,-2.311,0,0.1,0.0705,,0.323,0.672,97.037,193360.0,4,10 +Deaf Wish,FFS,23.0,0.332,0.943,9.0,-7.401,1,0.0794,0.00198,0.561,0.381,0.125,78.566,133479.0,4,1 +Jack Johnson,My Mind Is For Sale,63.0,0.83,0.682,2.0,-7.16,1,0.134,0.676,0.000367,0.123,0.762,97.849,239840.0,4,9 +prettyboys,WINTER HOOKUP,36.0,0.786,0.46,1.0,-8.028,1,0.241,0.438,2.35e-05,0.114,0.413,139.981,174962.0,4,5 +"Christone ""Kingfish"" Ingram",Rock & Roll,51.0,0.532,0.473,2.0,-7.179,1,0.0295,0.647,8.03e-06,0.0753,0.345,145.072,290483.0,3,10 +Sylvan Esso,Radio,55.0,0.557,0.895,,-6.547,1,0.0329,0.642,0.0186,0.254,0.591,119.993,212333.0,4,6 +Lala Lala,Destroyer,47.0,0.604,0.594,10.0,-6.706,1,0.0259,0.757,0.635,0.148,0.333,109.931,192550.0,4,1 +Sullivan King,LOUD (feat. Jason Aalon from FEVER 333),,0.401,0.969,11.0,-3.636,1,0.157,0.000246,7.84e-06,0.326,0.273,144.706,208000.0,4,8 +Dorothy,Down To The Bottom,55.0,0.613,0.608,11.0,-5.429,0,0.0263,0.0147,,0.245,0.523,87.467,152468.0,4,10 +Winnetka Bowling League,barcelona,57.0,0.549,0.86,10.0,-4.147,1,0.0498,0.017,4.26e-06,0.206,0.512,83.971,225413.0,4,9 +"Dublin, Texas",RF Shannon,43.0,0.513,0.524,8.0,-8.608,0,0.0273,0.0127,0.184,0.0927,0.553,78.381,4.488116667,4,0 +Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,1 +Kojey Radical,No Gangster,40.0,0.552,0.627,1.0,-8.455,1,0.344,0.448,0.00711,0.134,0.643,123.59,213947.0,5,5 +Coheed and Cambria,Jessie's Girl 2 - Director's Cut,31.0,0.492,0.942,7.0,-4.201,1,0.0815,0.00518,,0.0875,0.662,155.266,231578.0,4,10 +Austin Meade,Happier Alone,44.0,0.532,0.833,8.0,-6.556,1,0.0357,0.00195,,0.0764,0.429,99.989,224028.0,4,8 +Outline In Color,Why Should You Survive,46.0,0.472,0.932,1.0,-3.894,1,0.246,0.00064,,0.133,0.159,131.948,241800.0,4,8 +Mukesh,Kahin Door Jab Din Dhal Jaye,36.0,0.524,0.423,5.0,-7.392,1,0.0348,0.852,1.04e-06,0.301,0.484,91.372,5.623116667,4,3 +Hannah Jadagu,Sundown,31.0,0.55,0.716,,-5.084,1,0.0397,0.299,0.0396,0.141,0.202,110.027,216367.0,4,6 +Lucia & The Best Boys,Blueheart,29.0,0.348,0.726,,-4.73,1,0.0449,0.000363,0.000142,0.383,0.661,182.587,169164.0,4,10 +◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊î◊ê◊ñ◊®◊ó ◊î◊ß◊ò◊ü,42.0,0.668,0.632,1.0,-6.611,1,0.338,0.228,2.91e-06,0.123,0.363,120.156,202372.0,4,5 +In Hearts Wake,Worldwide Suicide,42.0,0.391,0.997,1.0,-2.383,1,0.244,0.000329,0.0074,0.288,0.156,86.44,116500.0,4,8 +Mammoth WVH,Distance,50.0,0.404,0.962,2.0,-5.106,1,0.387,0.000495,0.654,0.384,0.418,177.045,252417.0,4,10 +Lily Rose,Villain,70.0,0.632,0.642,,-7.957,1,0.0646,0.313,,0.092,0.175,107.377,2.9348,4,4 +ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,230480.0,4,10 +Kid Rock,Bawitdaba,,0.556,0.997,6.0,-1.524,0,0.202,0.0107,0.0355,0.204,0.662,181.005,229107.0,4,8 +Skylar Spence,Kratos in Love,38.0,0.718,0.776,7.0,-7.046,0,0.0329,0.00338,0.369,0.239,0.677,127.006,170635.0,4,6 +The New Mastersounds,Take What You Need,35.0,0.641,0.993,9.0,-3.262,1,0.0504,0.302,0.744,0.41,0.505,105.966,191160.0,4,10 +Peled,◊ú◊ê ◊®◊ï◊¶◊î ◊ú◊ô◊©◊ï◊ü,20.0,0.804,0.582,5.0,-10.401,1,0.266,0.439,,0.11,0.461,120.1,281992.0,4,5 +ilyTOMMY,10 outta 10,41.0,0.865,0.286,7.0,-11.117,1,0.34,0.207,,0.108,0.201,79.935,132000.0,4,5 +Richard D. James,#20 (Lichen),33.0,0.162,0.112,,-17.167,1,0.0379,0.954,0.915,0.116,0.0504,70.04,237832.0,3,1 +Moses Boyd,2 Far Gone - Vocal Mix,41.0,0.415,0.79,1.0,-7.349,1,0.0515,0.0192,0.0319,0.132,0.376,123.912,309625.0,4,1 +Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,6 +Mike Zito,Death Row,39.0,0.714,0.596,2.0,-8.288,1,0.0288,0.511,0.00718,0.0593,0.665,141.496,247907.0,4,2 +Gary Clark Jr.,This Land,47.0,0.506,0.921,10.0,-2.967,0,0.0606,0.019,8.09e-05,0.0677,0.279,82.033,341667.0,4,10 +Held Down,Laura Marling,54.0,0.476,0.493,7.0,-7.87,1,0.0346,0.178,2.2e-06,0.353,0.412,79.712,4.132,4,0 +VAPERROR,Thickedge,35.0,0.25,0.751,8.0,-9.246,1,0.0554,0.451,0.863,0.11,0.295,180.675,196375.0,5,6 +KennyHoopla,lost cause// (with grandson),54.0,0.698,0.675,4.0,-4.941,0,0.0412,0.000348,0.251,0.0916,0.484,116.02,171285.0,4,10 +DƒÅM-FunK,Night Kruise,37.0,0.792,0.41,11.0,-7.344,1,0.058,0.00226,0.777,0.0898,0.581,103.993,257455.0,4,6 +That Spell,Andrea von Kampen,35.0,0.836,0.335,5.0,-9.608,1,0.0325,0.749,0.0831,0.0884,0.479,128.939,3.391783333,4,0 +Major Murphy,In the Meantime,28.0,0.572,0.931,4.0,-5.403,1,0.0411,0.00103,0.000897,0.106,0.59,121.974,226583.0,4,6 +Billy Adams,Rock Pretty Mama,28.0,0.454,0.683,10.0,-11.151,0,0.0904,0.691,2.45e-06,0.206,0.59,167.226,131400.0,4,10 +Marika Hackman,Realiti,32.0,0.401,0.295,5.0,-10.624,0,0.0305,0.873,0.00096,0.0978,0.166,99.622,186827.0,4,6 +Rannar Sillard,Distant Glow,53.0,0.199,0.045,,-22.016,1,0.0385,0.913,0.93,0.11,0.0513,74.677,2.1886,4,7 +Eva Under Fire,Heroin(e),44.0,0.524,0.896,,-2.425,0,0.0488,0.00938,,0.104,0.376,91.537,199190.0,4,10 +Candlebox,Far Behind,66.0,0.552,0.645,7.0,-6.595,1,0.0268,0.00187,1.38e-06,0.0424,0.588,89.518,299733.0,4,10 +Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,10 +Lil Wayne,6 Foot 7 Foot,64.0,0.364,0.752,2.0,-5.429,1,0.304,0.0007,,0.318,0.606,79.119,248587.0,4,5 +Carlie Hanson,Gucci Knife (feat. MASN),20.0,0.68,0.623,11.0,-6.657,0,0.0464,0.055,,0.596,0.379,145.002,151642.0,4,9 +AJR,Weak,68.0,0.673,0.637,5.0,-4.518,1,0.0429,0.137,,0.184,0.678,123.98,201160.0,4,9 +Red Garland,Ralph J. Gleason Blues,33.0,0.497,0.315,10.0,-19.926,1,0.0426,0.968,0.875,0.106,0.822,92.858,400373.0,4,2 +Reflections,Cicada,42.0,0.621,0.963,1.0,-4.547,1,0.133,0.00388,9.39e-05,0.444,0.101,95.041,181823.0,4,8 +Backstreet Boys,Unsuspecting Sunday Afternoon,31.0,0.423,0.425,,-5.018,1,0.028,0.208,,0.111,0.228,73.755,3.368216667,4,9 +The Jungle Giants,Treat You Right,56.0,0.664,0.759,9.0,-4.926,0,0.0428,0.0169,0.0025,0.179,0.771,160.023,221466.0,4,6 +Meaningful Stone,Footsteps,19.0,0.666,0.801,9.0,-6.342,1,0.0342,0.292,1.83e-06,0.0893,0.6,119.986,245199.0,4,10 +EKKSTACY,i want to be by your side (feat. herhexx),54.0,0.75,0.593,9.0,-12.074,1,0.0331,0.0792,0.785,0.283,0.846,119.985,157523.0,4,9 +Skegss,Up In The Clouds,51.0,0.553,0.64,,-9.246,1,0.0288,0.0109,,0.205,0.478,104.989,149623.0,4,1 +The Verve,Lucky Man,65.0,0.407,0.663,2.0,-7.591,1,0.0305,0.255,0.000166,0.0913,0.211,75.989,293587.0,4,6 +Lost Symphony,Conflagration,25.0,0.143,0.954,4.0,-5.157,0,0.172,0.000102,0.923,0.393,0.142,94.851,281660.0,3,8 +Genesis,Follow You Follow Me - Remastered 2007,63.0,0.531,0.747,7.0,-9.368,1,0.0344,0.146,0.0722,0.07,0.761,93.559,240991.0,4,10 +The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,10 +Ray Charles,Georgia on My Mind - Original Master Recording,60.0,0.138,0.399,7.0,-8.756,1,0.0311,0.782,3.65e-06,0.188,0.296,179.93,217415.0,4,5 +Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,10 +Polyphia,LIT,46.0,0.54,0.789,1.0,-5.27,0,0.0382,0.00414,0.207,0.124,0.54,99.022,252464.0,4,8 +Donny Hathaway,Little Ghetto Boy,41.0,0.535,0.509,6.0,-7.519,0,0.0562,0.729,3.59e-06,0.601,0.594,92.249,232093.0,4,5 +Echo & the Bunnymen,The Cutter,51.0,0.471,0.955,7.0,-5.219,1,0.121,0.00485,1.44e-06,0.162,0.35,139.266,232746.0,4,1 +We Three Trio,Skating,49.0,0.526,0.341,10.0,-17.948,0,0.036,0.886,0.921,0.0953,0.169,123.366,3.283333333,3,7 +Rostam,These Kids We Knew,46.0,0.675,0.649,4.0,-8.937,1,0.0562,0.334,0.0655,0.11,0.496,148.0,148267.0,4,6 +Wale,JUNE 5th / QueenZnGodZ,30.0,0.701,0.839,1.0,-3.583,0,0.259,0.575,,0.0943,0.527,86.504,309615.0,4,5 +Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,6 +Freak Kitchen,Raw,40.0,0.536,0.796,3.0,-9.392,0,0.034,0.00297,0.12,0.0559,0.696,95.902,258640.0,4,8 +Thomas Rhett,Unforgettable,69.0,0.661,0.75,7.0,-5.497,1,0.0314,0.0303,0.000132,0.0849,0.828,130.077,2.618,4,4 +DUSTY LOCANE,MOVE DOLEY,61.0,0.792,0.676,2.0,-8.825,1,0.344,0.208,1.65e-06,0.103,0.68,143.877,200078.0,4,5 +The Order,Supreme Hypocrisy,27.0,0.548,0.967,7.0,-4.182,1,0.0381,0.00012,0.0744,0.0636,0.365,102.968,235733.0,4,8 +Paris Green,Redrum,23.0,0.616,0.784,10.0,-8.2,0,0.0366,6.57e-05,0.902,0.0717,0.368,121.999,352636.0,4,1 +George Clanton,Driving in My Car,43.0,0.597,0.678,1.0,-6.391,1,0.0261,0.0278,0.882,0.117,0.646,97.003,217940.0,4,9 +Surfing,Lifetime,40.0,0.523,0.923,5.0,-7.203,0,0.0329,0.00152,0.878,0.353,0.796,94.012,203387.0,4,6 +"Hemant Kumar, Geeta Dutt",Jai Jagdish Hare,11.0,0.312,0.347,1.0,-9.723,1,0.0297,0.971,0.172,0.422,0.308,90.522,3.186883333,4,3 +Blxst,Fck Boys,70.0,0.63,0.491,4.0,-5.549,0,0.41,0.766,,0.101,0.497,98.368,163200.0,4,5 +"Leonard Cohen, Sheku Kanneh-Mason, Didier Osindero, Alinka Rowe, Yong Jun Lee",Hallelujah (Arr. Hodge for Cello and Strings),50.0,0.159,0.0321,9.0,-22.421,0,0.0565,0.977,0.696,0.0963,0.142,180.407,3.442,3,7 +Weezer,Why Bother?,47.0,0.55,0.965,3.0,-3.819,1,0.0679,0.0309,,0.11,0.601,140.344,128400.0,4,10 +Elm Tree Circle,Feel the Burn,18.0,0.371,0.899,6.0,-4.056,1,0.0657,2.99e-05,0.000158,0.0367,0.524,139.922,172458.0,4,10 +Roddy Ricch,Roll Dice,57.0,0.876,0.443,2.0,-8.995,1,0.178,0.279,,0.105,0.496,153.029,170995.0,3,5 +Joanne Shaw Taylor,Here Comes the Flood,31.0,0.233,0.951,10.0,-4.393,0,0.0843,0.000299,0.579,0.351,0.655,182.737,315178.0,4,2 +8485,southview,44.0,0.424,0.691,9.0,-5.823,1,0.0558,0.0785,,0.0818,0.27,143.97,170031.0,4,1 +Roachford,Cuddly Toy,49.0,0.664,0.837,10.0,-9.027,0,0.0497,0.107,,0.293,0.732,125.628,3.8,4,10 +Omer Adam,Names Mimeh,31.0,0.552,0.875,,-4.192,0,0.077,0.238,,0.11,0.635,164.0,233053.0,4,9 +Nick Mulvey,Moment Of Surrender,54.0,0.61,0.662,2.0,-9.182,1,0.0402,0.57,0.00846,0.13,0.527,104.122,299180.0,4,1 +Britney Spears,...Baby One More Time,78.0,0.759,0.699,,-5.745,0,0.0307,0.202,0.000131,0.443,0.907,92.96,3.517783333,4,9 +Verzache,The Loser,73.0,0.748,0.297,1.0,-10.613,1,0.132,0.485,0.27,0.138,0.114,123.983,131587.0,4,6 +Gugun Power Trio,Vixen Eyes,35.0,0.687,0.853,6.0,-7.761,1,0.0567,0.0801,0.00171,0.109,0.918,110.051,256680.0,4,2 +The Sounds,No One Sleeps When I‚Äôm Awake,42.0,0.527,0.851,6.0,-4.117,1,0.0438,0.00156,1.52e-05,0.147,0.519,131.968,264307.0,4,1 +Phat Phunktion,Well Run Dry,40.0,0.71,0.914,9.0,-3.592,1,0.0749,0.0602,0.00377,0.165,0.742,125.039,244840.0,4,2 +Wallie the Sensei,03 Flow,,0.775,0.38,1.0,-12.778,1,0.183,0.65,,0.0654,0.507,92.008,208500.0,4,5 +Akiva,◊ê◊ú ◊™◊¢◊ñ◊ë◊ô ◊ô◊ì◊ô◊ô◊ù,50.0,0.598,0.455,1.0,-7.951,0,0.0475,0.737,6.74e-06,0.224,0.257,88.078,208500.0,4,9 +"Johnny Duncan, Janie Fricke",Stranger,42.0,0.57,0.555,5.0,-9.147,1,0.0273,0.121,,0.304,0.901,117.646,3.163116667,4,4 +Foushe√©,Deep End,79.0,0.711,0.592,4.0,-7.136,0,0.23,0.758,,0.156,0.535,124.749,141224.0,4,10 +Slikback,Quoios,16.0,0.593,0.835,,-9.882,0,0.0781,0.0297,0.844,0.127,0.0616,130.044,218233.0,4,6 +The Goo Goo Dolls,Come to Me,50.0,0.589,0.669,,-4.835,1,0.0253,0.0505,,0.131,0.421,92.06,225333.0,4,10 +The Promise Ring,Red & Blue Jeans,39.0,0.527,0.653,,-7.24,1,0.0317,0.000629,0.685,0.118,0.811,76.257,175107.0,4,10 +Tkay Maidza,Where Is My Mind?,59.0,0.544,0.507,1.0,-4.963,0,0.0314,0.0056,0.000192,0.288,0.151,148.002,177261.0,4,6 +Elina Filice,Thinking of You,43.0,0.674,0.597,2.0,-9.791,1,0.236,0.587,3.93e-06,0.0935,0.347,99.854,260750.0,4,1 +Demob Happy,Mother Machine,35.0,0.298,0.677,6.0,-8.85,1,0.0888,0.00416,0.00297,0.088,0.344,129.397,216239.0,4,10 +The Moody Blues,Nights In White Satin - Single Edit,1.0,0.182,0.451,4.0,-7.841,0,0.0303,0.249,0.203,0.186,0.205,158.623,265400.0,3,10 +Twin Wild,Willow Tree,47.0,0.457,0.887,8.0,-4.138,1,0.0533,0.000186,,0.11,0.221,95.015,199413.0,4,1 +Movulango,Leave,31.0,0.744,0.481,2.0,-8.819,1,0.0393,0.0121,0.0498,0.0722,0.702,112.008,171013.0,4,6 +J.I the Prince of N.Y,R&B Shit (feat. A Boogie Wit da Hoodie),65.0,0.542,0.458,6.0,-10.885,0,0.386,0.493,,0.0875,0.496,99.218,212695.0,4,5 +Kansas,Carry on Wayward Son,76.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,323000.0,4,10 +Lofofora,La surface,11.0,0.529,0.908,4.0,-5.727,1,0.0732,0.000285,0.000445,0.113,0.582,146.055,255107.0,4,10 +Carlton Maison Quartet,Time After Time,58.0,0.477,0.14,,-13.756,1,0.0385,0.975,0.0893,0.0993,0.28,78.842,3.614233333,4,7 +MICHELLE,SUNRISE,53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,6 +Deftones,Do You Believe,40.0,0.258,0.918,,-7.533,1,0.0657,1.53e-05,0.0567,0.342,0.528,182.868,208493.0,4,8 +The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,10 +The Wrecks,Fvck Somebody,54.0,0.533,0.661,6.0,-5.196,0,0.0418,0.0239,2.45e-06,0.347,0.603,142.079,181013.0,4,1 +Trinidad Cardona,Dinero,88.0,0.708,0.782,2.0,-4.687,1,0.0674,0.00772,,0.107,0.484,119.997,2.68133333,4,9 +Leon Bridges,Motorbike,68.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,9 +Amaarae,JUMPING SHIP,52.0,0.758,0.601,4.0,-7.042,0,0.141,0.151,0.00809,0.169,0.575,126.03,201637.0,4,9 +"Lata Mangeshkar, Mukesh",Dil Ki Nazar Se,26.0,0.56,0.224,5.0,-15.601,0,0.0368,0.879,3.24e-05,0.384,0.775,82.944,4.671116667,3,3 +Martin Garrix,Summer Days (feat. Macklemore & Patrick Stump of Fall Out Boy),78.0,0.661,0.723,5.0,-6.976,0,0.0566,0.179,1.23e-05,0.14,0.316,113.778,163805.0,4,9 +Shekel,◊ô◊ú◊ì ◊¢◊ô◊ß◊©,25.0,0.833,0.727,2.0,-5.387,1,0.198,0.0485,,0.12,0.414,104.985,188047.0,4,5 +Emeli Sand√©,Next To Me,61.0,0.664,0.799,7.0,-5.121,0,0.0368,0.0932,0.000108,0.105,0.35,94.991,196747.0,4,9 +War & Pierce,Amen,50.0,0.785,0.43,4.0,-9.453,0,0.0653,0.316,0.00159,0.0829,0.491,85.99,247478.0,4,10 +Ash,Shining Light,50.0,0.482,0.934,2.0,-3.486,1,0.0452,1.55e-05,0.00204,0.108,0.526,106.616,309013.0,4,10 +Gong,My Sawtooth Wake,23.0,0.546,0.784,11.0,-8.566,1,0.043,0.00175,0.146,0.0912,0.256,120.057,795013.0,4,10 +THE DRIVER ERA,Preacher Man,55.0,0.689,0.947,1.0,-3.926,1,0.0897,0.00209,,0.228,0.393,119.993,219390.0,4,10 +E the profit,Bluegrass,32.0,0.781,0.479,,-8.385,1,0.411,0.0249,,0.168,0.72,149.904,117200.0,4,9 +Local Boy,Horizon,39.0,0.722,0.462,1.0,-11.224,0,0.141,0.143,2.44e-06,0.528,0.743,158.074,224810.0,4,6 +Shrezzers,Demure,44.0,0.365,0.94,1.0,-3.325,0,0.151,0.000727,0.000226,0.093,0.318,199.918,252300.0,4,10 +Foxy Brown,Oh Yeah,52.0,0.618,0.691,10.0,-7.041,0,0.308,0.00452,3.17e-06,0.0614,0.762,170.446,260827.0,4,5 +Britney Spears,Gasoline,42.0,0.757,0.733,7.0,-4.722,1,0.0511,0.178,4.47e-06,0.101,0.552,119.984,3.14045,4,9 +France Gall,Laisse tomber les filles,39.0,0.663,0.699,2.0,-9.659,1,0.0313,0.485,,0.0994,0.965,132.817,124973.0,4,6 +Faye Webster,Better Distractions,52.0,0.707,0.513,6.0,-9.54,1,0.0242,0.063,0.0222,0.0916,0.574,96.345,249985.0,4,6 +my bloody valentine,only shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,6 +COIN,Sprite,57.0,0.563,0.691,2.0,-8.006,1,0.0357,0.0129,0.000404,0.0744,0.425,157.034,190813.0,4,6 +Joshua Burnside,Under the Concrete,46.0,0.431,0.392,6.0,-9.994,0,0.0585,0.705,7.33e-06,0.174,0.3,98.667,205876.0,3,1 +patchymate,Mirages,42.0,0.566,0.612,6.0,-4.672,1,0.106,0.0676,,0.066,0.732,118.402,128607.0,4,9 +Mirrors,Damien,37.0,0.447,0.979,5.0,-2.962,0,0.198,0.00537,8.55e-06,0.17,0.0833,111.998,259286.0,4,8 +M|O|O|N,Dust,58.0,0.418,0.66,2.0,-7.959,0,0.0447,0.0106,0.87,0.0727,0.245,100.007,302400.0,4,6 +Wolfheart,The Hammer,19.0,0.444,0.946,5.0,-6.98,1,0.0804,7.72e-05,0.793,0.108,0.0453,104.978,368696.0,4,8 +Palaye Royale,Lonely,68.0,0.622,0.619,2.0,-6.4,0,0.0561,0.0624,,0.081,0.483,147.965,186250.0,4,10 +Rosie Flores,If There Was a Way,31.0,0.35,0.496,7.0,-6.232,0,0.0307,0.382,0.000244,0.099,0.491,178.57,265867.0,3,2 +Villagers,A Trick of the Light,61.0,0.563,0.606,11.0,-8.159,1,0.0267,0.513,0.0391,0.132,0.425,150.0,248253.0,4,1 +Preston Shannon,Baby I Will,10.0,0.744,0.496,7.0,-10.81,0,0.0265,0.438,2.22e-05,0.0375,0.961,87.95,269000.0,4,2 +Lemon [Feat. Sharon Van Etten],"Local Natives, Sharon Van Etten",55.0,0.614,0.275,3.0,-8.744,1,0.027,0.904,2.26e-05,0.118,0.303,130.875,3.298,3,0 +Blue √ñyster Cult,Veteran of the Psychic Wars,49.0,0.453,0.776,,-9.937,1,0.0432,0.162,3.81e-05,0.349,0.568,85.992,289587.0,4,10 +Bleed From Within,The End of All We Know,53.0,0.311,0.959,6.0,-5.104,0,0.107,0.000505,0.00012,0.328,0.336,149.406,251512.0,3,8 +Eden Ben Zaken,◊™◊ñ◊ô◊ñ◊ï,42.0,0.732,0.904,8.0,-4.106,1,0.0492,0.146,3.07e-05,0.143,0.816,105.014,221827.0,4,9 +Karnatriix,Entharo Pallavi & Charanam,28.0,0.66,0.475,7.0,-10.152,1,0.0299,0.751,0.916,0.108,0.214,123.031,294013.0,4,6 +Inhaler,When It Breaks,54.0,0.429,0.964,2.0,-6.165,0,0.0901,0.000453,0.00268,0.191,0.206,146.048,220587.0,4,10 +Charming Liars,White Leather Electric Chair,,0.594,0.733,9.0,-6.379,0,0.0467,0.00681,1.63e-06,0.0588,0.649,104.006,207106.0,4,10 +Chris Marshall,Tun Up,42.0,0.745,0.828,2.0,-4.041,0,0.0594,0.214,7.25e-05,0.0667,0.853,94.913,226867.0,4,9 +Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,6 +To The Grave,(‚Ä¢REC),39.0,0.174,0.821,9.0,-7.16,1,0.116,1.54e-05,0.0353,0.0926,0.16,73.179,163200.0,4,8 +ABSOLUTE.,Convalesce (feat. REGALJASON),42.0,0.57,0.804,8.0,-6.739,1,0.037,0.00611,0.784,0.114,0.0795,122.991,249148.0,4,1 +Billy Joel,She's Always a Woman,70.0,0.292,0.324,3.0,-11.996,1,0.0346,0.797,0.000473,0.12,0.384,176.631,3.35621667,3,0 +Laura Marling,Devil's Resting Place,42.0,0.397,0.58,2.0,-12.208,0,0.0543,0.511,0.0285,0.0974,0.643,89.57,194480.0,4,2 +Seas on the Moon,Door to Life (2017),23.0,0.508,0.958,11.0,-4.543,1,0.0515,5.14e-06,0.742,0.509,0.317,115.002,264000.0,3,8 +Miri Mesika,◊™◊©◊ô◊ù ◊™◊©◊ô◊ù,20.0,0.609,0.768,6.0,-5.057,0,0.218,0.194,,0.145,0.339,90.036,220440.0,4,9 +Young K,Insomnia,43.0,0.499,0.653,1.0,-2.258,1,0.0666,0.0702,,0.145,0.626,184.037,185040.0,4,10 +Alabama Shakes,Hold On,59.0,0.575,0.666,5.0,-5.425,1,0.0301,0.206,0.341,0.0852,0.546,88.311,226187.0,4,9 +ROMES,Chillthefuckout.,,0.671,0.756,2.0,-5.914,1,0.0504,0.00178,0.00224,0.273,0.277,110.016,167000.0,4,1 +Big Brother & The Holding Company,Piece of My Heart,69.0,0.443,0.727,4.0,-7.951,1,0.145,0.263,0.000141,0.169,0.566,160.82,253333.0,4,2 +Skid Row,Slave to the Grind,1.0,0.486,0.977,7.0,-7.566,1,0.105,6.8e-06,0.355,0.242,0.307,133.173,208667.0,4,8 +Mt. Eddy,Metaphor,39.0,0.558,0.921,4.0,-4.409,1,0.0639,0.0234,0.00035,0.154,0.357,93.468,211087.0,4,1 +The Hollies,Long Cool Woman (In a Black Dress) - 1999 Remaster,69.0,0.757,0.868,9.0,-9.326,1,0.062,0.411,0.00221,0.355,0.815,138.923,199200.0,4,10 +Attila,Clarity,57.0,0.45,0.993,6.0,-2.216,1,0.292,3.45e-05,0.0308,0.451,0.217,160.029,211875.0,4,10 +Bad Habits,Let It Roll,31.0,0.524,0.977,,-2.723,1,0.0874,0.000462,1.5e-06,0.26,0.415,102.525,154531.0,4,8 +Humbear,Take Your Time,43.0,0.426,0.484,7.0,-12.239,1,0.0397,0.152,1.13e-05,0.151,0.509,123.578,3.40898333,4,0 +Central Cee,Gangbiz,62.0,0.74,0.679,11.0,-5.397,0,0.162,0.708,,0.111,0.783,141.893,150000.0,4,5 +Itay Levi,◊ò◊¢◊ô◊™◊ô,24.0,0.428,0.703,3.0,-5.042,0,0.0584,0.311,,0.0815,0.489,175.799,301327.0,4,9 +Chain Reaction,"Mick Flannery, Susan O'Neill",43.0,0.333,0.58,7.0,-7.553,1,0.0265,0.617,0.408,0.258,0.655,180.227,3.336033333,4,0 +clipping.,Say the Name,53.0,0.455,0.426,2.0,-9.406,1,0.0475,0.172,0.0843,0.168,0.04,84.643,299605.0,4,5 +Tuna,◊í◊ù ◊ñ◊î ◊ô◊¢◊ë◊ï◊®,47.0,0.56,0.62,11.0,-7.778,0,0.089,0.36,0.000106,0.1,0.411,156.178,302939.0,4,5 +Patient Sixty-Seven,Antisocial,45.0,0.542,0.99,6.0,-3.22,1,0.145,0.00324,6.07e-06,0.285,0.749,151.957,154243.0,4,8 +Ehud Banai,◊ñ◊≥◊ê◊ü ◊ñ◊≥◊ê◊ß ◊û◊ï◊ü ◊ê◊û◊ô,15.0,0.332,0.622,4.0,-7.538,0,0.0357,0.481,0.000335,0.109,0.242,179.756,260758.0,3,10 +Rory Gallagher,They Don't Make Them Like You Anymore,35.0,0.578,0.784,9.0,-8.238,0,0.0367,0.0637,1.01e-05,0.303,0.912,88.559,244557.0,4,2 +The Knickerbockers,Lies (are breaking my heart),34.0,0.491,0.696,9.0,-10.114,1,0.0301,0.707,,0.211,0.893,144.765,165360.0,4,6 +Cro-Mags,Hard Times,42.0,0.224,0.996,9.0,-4.578,1,0.131,0.00326,0.896,0.0305,0.207,214.396,96026.0,4,8 +SAFE,Trap Smarter,45.0,0.542,0.339,7.0,-11.49,0,0.477,0.73,,0.105,0.765,182.089,94892.0,4,5 +We Are Scientists,The Great Escape,46.0,0.472,0.925,9.0,-4.57,1,0.0415,0.000305,4.44e-06,0.0755,0.746,146.97,198833.0,4,6 +Paul McCartney,No More Lonely Nights (Ballad) - Remastered 1993,53.0,0.32,0.428,5.0,-14.262,1,0.0536,0.00349,0.000276,0.519,0.411,172.603,312733.0,4,10 +Thornhill,Reptile,39.0,0.467,0.985,11.0,-2.347,0,0.211,6.36e-05,0.0101,0.378,0.258,125.06,224160.0,4,8 +Patti Smith,Free Money,45.0,0.343,0.718,9.0,-7.632,0,0.0918,0.0585,3.49e-05,0.157,0.452,77.772,232040.0,4,1 +Hayley Kiyoko,Found My Friends,61.0,0.621,0.724,11.0,-4.528,0,0.0315,0.005,,0.133,0.39,96.005,214049.0,4,9 +UniBe@t,This Is Just a Test,33.0,0.671,0.539,11.0,-12.448,0,0.328,0.000242,,0.181,0.677,114.009,363156.0,4,6 +"Anja Lechner, François Couturier",Flow,39.0,0.249,0.0387,1.0,-25.66,0,0.0453,0.992,0.907,0.0747,0.0511,117.595,6.33555,4,7 +The Glorious Sons,Closer To The Sky,49.0,0.629,0.881,7.0,-4.525,1,0.0731,0.003,0.00716,0.109,0.454,93.933,206360.0,4,10 +Ricky Nelson,Poor Little Fool - Remastered,56.0,0.474,0.338,,-11.528,1,0.0299,0.648,,0.13,0.81,154.596,153933.0,4,10 +Whitesnake,Too Many Tears - 2020 Remix,29.0,0.572,0.751,,-5.39,1,0.0313,0.248,0.000168,0.109,0.391,92.072,345445.0,4,10 +Accept,The Best Is yet to Come,46.0,0.402,0.647,11.0,-7.243,0,0.032,0.00281,1.77e-05,0.111,0.508,167.973,287467.0,4,8 +Tender Organs,Amythyst Kiah,40.0,0.391,0.519,5.0,-7.452,0,0.0354,0.508,4e-05,0.0842,0.337,135.018,4.753333333,4,0 +Blur,The Universal,54.0,0.317,0.571,9.0,-7.669,1,0.0283,0.158,2.95e-06,0.0848,0.234,163.036,240120.0,3,6 +Katy Kirby,Juniper,44.0,0.695,0.535,8.0,-9.149,1,0.0302,0.535,1.26e-05,0.238,0.811,116.03,159453.0,4,1 +Grizfolk,The Ripple,47.0,0.589,0.781,1.0,-6.533,0,0.0243,0.00378,0.000745,0.0772,0.687,102.047,204442.0,4,10 +Tyler Rich,The Difference,,0.538,0.764,9.0,-5.235,1,0.0556,0.12,1.41e-06,0.111,0.699,169.919,3.131116667,4,4 +Jefferson Airplane,Somebody to Love,71.0,0.504,0.578,4.0,-9.302,1,0.031,0.408,,0.321,0.654,132.411,2.914,4,10 +Gin Wigmore,Man Like That,40.0,0.607,0.885,8.0,-3.086,1,0.0763,0.00091,0.00391,0.558,0.539,103.047,170467.0,4,9 +Tyler Lawlor,St Martin,45.0,0.466,0.161,2.0,-14.696,1,0.045,0.989,0.945,0.12,0.322,127.806,2.779916667,3,7 +Sir Sly,Loverboy,44.0,0.669,0.786,6.0,-6.459,1,0.0871,0.306,0.0596,0.383,0.738,88.997,163813.0,4,9 +Pixey,Free to Live in Colour,42.0,0.553,0.74,9.0,-5.54,1,0.0363,0.0987,,0.134,0.656,115.957,194313.0,4,1 +Lata Mangeshkar,Vande Mataram - Female Vocals,9.0,0.369,0.387,5.0,-11.381,0,0.0359,0.993,0.702,0.129,0.746,167.715,2.974383333,4,3 +Bryan Adams,Cuts Like A Knife,35.0,0.468,0.462,7.0,-17.189,1,0.0262,0.0199,4.48e-06,0.584,0.588,95.99,5.3,4,10 +Story Of The Year,Until the Day I Die,66.0,0.597,0.931,11.0,-4.591,0,0.0984,0.127,,0.0504,0.534,92.003,235200.0,4,10 +Gavin DeGraw,I Don't Want to Be,64.0,0.423,0.862,,-5.13,0,0.0695,0.00791,,0.133,0.462,154.746,217760.0,4,9 +Inhaler,Fade Into You,56.0,0.468,0.362,9.0,-10.704,1,0.0262,0.29,0.00529,0.128,0.257,140.031,315491.0,3,10 +Gedy Ronen,◊õ◊ó ◊¢◊ú◊ô◊ï◊ü,21.0,0.696,0.749,7.0,-6.079,0,0.0353,0.00125,2.75e-05,0.235,0.637,115.931,271900.0,4,10 +Buddy Whittington,Pay the Band,32.0,0.692,0.791,9.0,-4.895,1,0.0494,0.155,1.46e-06,0.239,0.41,118.14,273427.0,4,2 +Holly Golightly,There's an End,35.0,0.719,0.58,7.0,-7.694,1,0.0281,0.0393,0.769,0.0945,0.761,118.683,213800.0,4,9 +Anthrax,Madhouse,61.0,0.329,0.885,9.0,-10.661,1,0.0904,0.0242,0.00433,0.735,0.481,163.538,259760.0,4,8 +Scorcher,Trend Setters,18.0,0.703,0.934,7.0,-5.045,1,0.315,0.0194,,0.282,0.613,97.654,282400.0,4,5 +Sipper,Cure,22.0,0.615,0.527,3.0,-8.182,1,0.0308,0.16,0.921,0.142,0.503,144.937,159125.0,4,9 +BANNERS,Someone To You,79.0,0.52,0.903,2.0,-5.497,1,0.042,0.00517,,0.254,0.652,74.988,219801.0,4,9 +"Gene Vincent, The Blue Caps",Lotta Lovin',43.0,0.565,0.495,7.0,-14.611,1,0.0506,0.766,0.000111,0.287,0.952,168.21,2.19955,4,10 +All Them Witches,Fishbelly 86 Onions,35.0,0.202,0.839,7.0,-8.0,0,0.0845,0.0205,0.0792,0.0935,0.481,72.236,362227.0,4,10 +All Time Low,Monsters (feat. blackbear),77.0,0.369,0.845,,-3.449,0,0.0611,0.0493,,0.416,0.782,78.532,174068.0,4,10 +Chaos (feat. Plàsi),"Axel Flóvent, Plàsi",39.0,0.391,0.291,8.0,-9.408,1,0.0326,0.867,0.00207,0.104,0.107,121.171,4.110066667,3,0 +The Stone Roses,Waterfall - Remastered,62.0,0.491,0.686,11.0,-8.22,1,0.0289,0.0236,0.263,0.451,0.437,103.715,278827.0,4,6 +There,Swimming Backwards,27.0,0.68,0.596,5.0,-8.342,1,0.031,0.522,0.889,0.111,0.124,120.953,222378.0,4,1 +The Rolling Stones,Street Fighting Man,57.0,0.583,0.855,,-7.213,1,0.0333,0.1,0.0177,0.262,0.69,128.178,195147.0,4,10 +Evergrey,Where August Mourns,42.0,0.37,0.963,2.0,-5.773,1,0.1,3.05e-05,0.000815,0.146,0.305,200.317,331907.0,4,8 +Destroy Boys,Crybaby,61.0,0.416,0.944,1.0,-2.485,1,0.0394,0.000302,,0.306,0.624,97.018,190927.0,4,6 +namesbliss,Strikers,23.0,0.596,0.765,1.0,-4.064,1,0.342,0.0533,,0.268,0.32,96.762,158897.0,5,5 +Asha Bhosle,Kahe Dil Ye Diwana,,0.456,0.298,11.0,-12.464,0,0.0895,0.983,0.497,0.231,0.811,133.859,3.425966667,5,3 +Foo Fighters,Run,61.0,0.365,0.892,4.0,-8.036,0,0.0786,3.31e-05,0.0948,0.751,0.176,136.133,323373.0,4,10 +Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,10 +Ratt,Lay It Down,60.0,0.442,0.759,10.0,-13.475,1,0.0354,0.000402,0.0081,0.174,0.279,198.117,205560.0,4,8 +21 Savage,Spiral,63.0,0.814,0.659,2.0,-4.475,1,0.0829,0.00155,0.0251,0.568,0.13,88.506,171527.0,4,5 +Kasabian,Fire,66.0,0.525,0.742,10.0,-5.643,1,0.0311,0.0874,0.149,0.117,0.179,117.029,252280.0,4,1 +Mark Roswell Trio,It Might As Well Be Spring,60.0,0.331,0.169,9.0,-18.095,0,0.0373,0.956,0.951,0.121,0.114,171.169,4.597333333,3,7 +Jaded Heart,Reap What You Sow,24.0,0.459,0.934,11.0,-7.161,1,0.0764,2.63e-05,0.0116,0.332,0.441,169.93,186093.0,4,8 +Eyal Golan,◊û◊õ◊ú ◊î◊ê◊î◊ë◊ï◊™ ◊î◊ñ◊û◊†◊ô◊ï◊™,41.0,0.613,0.414,6.0,-7.575,0,0.0276,0.627,,0.118,0.297,91.033,230422.0,3,9 +The 1975,Chocolate,66.0,0.614,0.938,11.0,-4.461,1,0.0611,0.000532,,0.368,0.607,100.058,224674.0,4,10 +Grouplove,Deleter,60.0,0.421,0.991,8.0,-3.678,1,0.124,3.81e-06,0.0466,0.13,0.446,159.998,234387.0,4,10 +Bullet For My Valentine,Tears Don't Fall,64.0,0.214,0.931,7.0,-3.347,0,0.143,0.000705,3.09e-06,0.0797,0.233,162.115,348387.0,4,10 +Michael Jackson,Billie Jean,84.0,0.92,0.654,11.0,-3.051,0,0.0401,0.0236,0.0158,0.0359,0.847,117.046,293827.0,4,10 +Daryl Hall & John Oates,She's Gone,65.0,0.523,0.341,4.0,-14.034,1,0.0388,0.313,0.000114,0.621,0.355,77.487,313373.0,4,10 +Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,10 +Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,6 +Noga Erez,VIEWS,54.0,0.778,0.63,9.0,-7.135,0,0.182,0.216,,0.0968,0.705,97.035,165862.0,4,10 +Hatchie,Adored,16.0,0.425,0.694,4.0,-9.29,1,0.0323,0.000405,0.000289,0.121,0.605,105.014,234427.0,4,6 +Beige Banquet,Wired/Weird,23.0,0.648,0.95,1.0,-4.829,1,0.101,0.00227,0.776,0.0413,0.675,172.022,219053.0,4,6 +Abiotic,Emerald,32.0,0.317,0.94,5.0,-9.713,1,0.142,0.000699,0.84,0.391,0.0754,112.506,285000.0,3,8 +1349,Slaves,26.0,0.209,0.927,4.0,-7.263,0,0.101,1.82e-06,0.667,0.652,0.298,194.048,293320.0,4,8 +Steve Cropper,Fire It Up,34.0,0.63,0.896,4.0,-4.437,1,0.0309,0.325,0.00152,0.712,0.829,91.077,182620.0,4,2 +Bumpin Uglies,Cali Sober (with Pepper),40.0,0.72,0.789,1.0,-4.9,1,0.056,0.0166,0.0121,0.0605,0.681,140.101,210874.0,4,10 +Joni Mitchell,Big Yellow Taxi,70.0,0.611,0.47,4.0,-9.135,1,0.0356,0.579,,0.581,0.97,85.527,134800.0,4,10 +Cage The Elephant,Social Cues,69.0,0.668,0.913,9.0,-3.097,1,0.0348,0.0119,6.7e-06,0.111,0.933,132.039,219053.0,4,6 +Arlo Parks,Hope,57.0,0.59,0.521,1.0,-8.823,0,0.0335,0.404,0.000101,0.357,0.423,99.165,270067.0,4,1 +AUDREY NUNA,Top Again,12.0,0.771,0.546,,-6.096,0,0.149,0.119,9.33e-06,0.153,0.613,94.117,187467.0,4,9 +The Sanctuary,hold on,,0.704,0.81,,-6.398,0,0.0583,0.0482,0.735,0.0768,0.27,127.001,208897.0,4,1 +Makeup And Vanity Set,"A Glowing Light, a Promise",49.0,0.572,0.958,8.0,-4.526,1,0.047,0.651,0.886,0.105,0.0335,101.009,333810.0,4,6 +Tash Sultana,Blame It On Society,56.0,0.624,0.559,9.0,-6.932,1,0.0465,0.469,0.000109,0.181,0.529,92.973,298350.0,4,6 +I've Been The One (feat. Meg Baird),"Bill Callahan, Bonnie Prince Billy, Meg Baird",36.0,0.625,0.196,9.0,-11.448,1,0.0375,0.834,0.00185,0.0931,0.3,119.637,3.93045,4,0 +Then Comes Silence,Strangers,39.0,0.425,0.936,2.0,-4.276,1,0.037,2.98e-06,0.823,0.0466,0.499,138.007,238560.0,4,10 +Deep Purple,Space Truckin' - Remastered 2012,49.0,0.62,0.878,9.0,-9.064,1,0.0443,0.0264,0.776,0.235,0.708,129.236,272996.0,4,10 +The Wombats,Cheetah Tongue,55.0,0.533,0.967,2.0,-3.066,1,0.057,0.0426,0.000432,0.132,0.603,95.008,219482.0,4,6 +Bryan's Magic Tears,Ghetto Blaster,21.0,0.0993,0.735,2.0,-6.51,1,0.0403,1.77e-05,0.805,0.209,0.323,196.637,302811.0,4,10 +Anna Zak,◊õ◊ú ◊î◊ó◊ë◊®◊ô◊ù ◊©◊ú◊ö,41.0,0.725,0.704,5.0,-6.522,0,0.111,0.227,0.000244,0.19,0.575,140.014,165817.0,4,5 +Eagle-Eye Cherry,Save Tonight,72.0,0.547,0.707,,-8.74,1,0.0338,8.14e-05,0.000149,0.285,0.654,119.576,242733.0,4,10 +X-Ray Spex,Germ Free Adolescents,45.0,0.832,0.704,7.0,-8.973,1,0.0707,0.201,0.0377,0.0937,0.905,128.41,194267.0,4,6 +Galantis,Heartbreak Anthem (with David Guetta & Little Mix),57.0,0.595,0.784,1.0,-4.878,1,0.102,0.216,,0.0608,0.479,124.111,183726.0,4,9 +Bathory,Hades,42.0,0.26,0.922,11.0,-7.592,0,0.104,3.03e-06,0.914,0.0802,0.2,101.185,170000.0,4,8 +Dudu Tassa,2006,20.0,0.584,0.627,6.0,-7.598,0,0.0413,0.485,,0.109,0.809,139.965,237707.0,4,10 +Riot In Belgium,La musique - Jbag's Boomboxed Re-Edit,27.0,0.573,0.929,3.0,-6.103,0,0.0458,0.000282,0.724,0.269,0.526,128.125,251867.0,4,1 +"Kishore Kumar, Asha Bhosle",O Nigahe Mastana,8.0,0.504,0.322,5.0,-14.529,1,0.0388,0.944,3.57e-05,0.126,0.733,115.607,3.787783333,4,3 +Eric Gales,Steep Climb,43.0,0.482,0.822,11.0,-7.153,1,0.0589,0.00344,0.013,0.17,0.562,78.98,326013.0,4,2 +Nicole Atkins,Domino,50.0,0.773,0.634,4.0,-6.894,1,0.0279,0.449,0.469,0.0844,0.963,104.998,243770.0,4,9 +YG,FTP,44.0,0.768,0.506,11.0,-8.749,0,0.236,0.0136,3.95e-05,0.349,0.395,99.978,162191.0,4,5 +The Beach Boys,I Get Around (Mono),66.0,0.39,0.625,9.0,-7.813,0,0.0537,0.36,,0.0663,0.514,144.338,134387.0,4,10 +Blue Stahli,Crimewave,46.0,0.622,0.812,2.0,-7.339,1,0.0324,8.53e-05,0.717,0.425,0.0556,121.982,162824.0,4,8 +Bill Charlap Trio,The One I Love Belongs To Somebody Else,37.0,0.557,0.184,2.0,-21.95,1,0.0523,0.914,0.869,0.0978,0.516,107.2,5.021783333,4,7 +Karen Nyame KG,Koko,38.0,0.812,0.725,8.0,-8.947,1,0.0579,0.0277,0.574,0.0826,0.617,115.038,172489.0,4,1 +Philip Sayce,Burning Out,44.0,0.255,0.947,,-4.14,1,0.071,0.000103,,0.397,0.235,159.905,208974.0,4,10 +Echo & the Bunnymen,The Killing Moon,61.0,0.568,0.829,7.0,-7.066,1,0.0303,0.218,0.00418,0.0976,0.79,124.201,348293.0,4,6 +Gang Starr,DWYCK,53.0,0.911,0.614,7.0,-11.176,1,0.338,0.00432,8.75e-06,0.0985,0.601,99.025,243267.0,4,5 +Pixey,Electric Dream,32.0,0.455,0.759,4.0,-5.268,1,0.0488,0.00814,0.0011,0.275,0.327,120.098,208992.0,4,6 +The Rolling Stones,Sway - 2009 Mix,48.0,0.33,0.895,5.0,-3.435,1,0.0399,0.221,0.737,0.408,0.54,144.945,232533.0,4,10 +Japandroids,North East South West,37.0,0.167,0.953,7.0,-2.919,1,0.0694,0.0472,,0.0941,0.46,145.06,260867.0,4,10 +Stevie Nicks,Stop Draggin' My Heart Around (with Tom Petty and The Heartbreakers) - 2016 Remaster,61.0,0.631,0.597,4.0,-7.382,0,0.026,0.379,0.00273,0.146,0.665,107.26,244440.0,4,10 +A Static Lullaby,Stand Up,43.0,0.412,0.978,2.0,-3.076,1,0.123,4.75e-05,,0.168,0.353,151.991,222093.0,4,10 +Ruth Dolores Weiss,Mishirei Eretz Ahavati,23.0,0.465,0.39,7.0,-6.993,0,0.0341,0.843,1.24e-05,0.127,0.338,130.559,308373.0,3,10 +Red Hot Chili Peppers,Road Trippin',65.0,0.378,0.474,4.0,-8.202,0,0.0271,0.28,0.00138,0.117,0.38,102.379,204960.0,4,10 +LAUREL,Appetite,51.0,0.644,0.842,7.0,-4.551,1,0.036,0.0296,0.000386,0.264,0.551,105.138,212280.0,4,6 +Enuff Z'Nuff,Fly High Michelle,36.0,0.233,0.863,2.0,-4.319,1,0.0434,0.00999,,0.228,0.496,175.657,230827.0,4,10 +Billie Jo Spears,Blanket On The Ground,55.0,0.465,0.519,5.0,-11.819,1,0.0239,0.394,0.00156,0.204,0.881,86.6,3.589333333,4,4 +Thin Lizzy,The Boys Are Back In Town,75.0,0.445,0.706,8.0,-9.803,1,0.0461,0.234,0.000252,0.205,0.768,80.823,266720.0,4,10 +The Collective Projekt,Dama Dam Mast Kalandar,10.0,0.232,0.895,2.0,-2.834,1,0.0517,0.66,,0.124,0.343,175.443,5.227266667,4,0 +Omer Adam,◊û◊ê◊û◊ô ◊ñ◊î ◊†◊í◊û◊®,34.0,0.376,0.703,,-5.215,0,0.0517,0.741,,0.167,0.285,87.828,256227.0,4,9 +The Cure,Lovesong - Remastered,66.0,0.611,0.791,9.0,-7.7,0,0.0286,0.326,0.862,0.217,0.856,140.12,208267.0,4,10 +SZA,Good Days,89.0,0.436,0.655,1.0,-8.37,0,0.0583,0.499,8.1e-06,0.688,0.412,121.002,279204.0,4,5 +Backstreet Boys,In a World Like This - Live in Japan,17.0,0.528,0.835,7.0,-5.863,1,0.0384,0.00013,0.000207,0.923,0.542,125.02,3.878933333,4,9 +Whitesnake,Your Precious Love - 2020 Remix,25.0,0.323,0.648,9.0,-5.122,1,0.0369,0.282,6.78e-06,0.169,0.338,182.234,273893.0,3,10 +Yoke Lore,Truly Madly Deeply - Recorded at Spotify Studios NYC,68.0,0.675,0.368,,-14.072,0,0.0375,0.83,0.00158,0.136,0.176,106.004,190393.0,4,6 +V√†li,Nordavindens Klagesang,41.0,0.482,0.33,2.0,-14.292,0,0.0342,0.836,0.85,0.128,0.177,129.951,177680.0,3,8 +Virtual Mage,Aether,52.0,0.699,0.491,9.0,-10.454,1,0.0348,4.49e-05,0.811,0.119,0.693,123.968,206000.0,4,6 +Family Jools,Georgia,40.0,0.664,0.664,6.0,-7.132,1,0.0498,0.284,0.000244,0.0627,0.674,74.931,211000.0,4,6 +Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,10 +Yishai Kiczales,◊î◊ó◊ï◊û◊® ◊§◊î ◊ñ◊ï◊ú,5.0,0.631,0.513,7.0,-9.505,1,0.0292,0.283,1.03e-05,0.154,0.366,110.001,200962.0,4,6 +Shlomi Shabat,◊î◊ê◊ì◊û◊ô◊®◊ú,19.0,0.338,0.421,4.0,-11.879,0,0.0309,0.635,7.83e-06,0.0655,0.356,97.064,247000.0,3,9 +The Clash,Train in Vain (Stand by Me) - Remastered,65.0,0.762,0.722,2.0,-8.712,1,0.0428,0.0922,0.000368,0.132,0.966,122.769,194667.0,4,6 +Moshe Peretz,◊õ◊û◊ï ◊î◊©◊ß◊ò,21.0,0.506,0.934,11.0,-3.496,0,0.0345,0.218,1.23e-06,0.217,0.898,165.05,203480.0,4,9 +Maximo Park,Our Velocity,53.0,0.535,0.92,7.0,-4.39,0,0.0535,0.031,1.43e-05,0.0493,0.587,95.987,200387.0,4,6 +grandson,Identity,52.0,0.495,0.731,8.0,-6.304,1,0.0458,0.000348,,0.0598,0.284,120.004,216000.0,4,10 +Eels,Last Stop: This Town,44.0,0.65,0.729,4.0,-8.641,1,0.0434,0.37,0.544,0.323,0.752,103.706,207067.0,4,1 +Ehud Banai,◊ë◊ú◊ï◊ñ ◊õ◊†◊¢◊†◊ô,41.0,0.469,0.447,7.0,-8.79,1,0.0257,0.586,2.55e-05,0.309,0.394,96.953,253040.0,4,10 +Little Richard,Get Down with It,46.0,0.547,0.806,5.0,-8.947,1,0.0418,0.569,0.000146,0.427,0.971,141.78,3.244,4,10 +Grimes,4√ÜM,60.0,0.482,0.905,7.0,-4.371,0,0.0418,0.00971,0.29,0.288,0.116,93.017,270983.0,4,6 +070 Shake,Guilty Conscience,65.0,0.539,0.638,7.0,-6.049,1,0.136,0.00676,,0.123,0.222,179.822,213333.0,4,6 +Electric Light Orchestra,Livin' Thing,70.0,0.549,0.651,,-7.097,1,0.0323,0.583,,0.121,0.368,122.818,212307.0,4,10 +Awaken I Am,Roses,52.0,0.525,0.931,3.0,-3.304,0,0.0661,0.00238,1.34e-06,0.129,0.394,138.01,193309.0,4,8 +beabadoobee,Together,44.0,0.595,0.838,11.0,-4.878,1,0.0334,0.00252,0.0776,0.0594,0.279,127.042,200280.0,4,6 +Jacques Burtin,Las morillas de Jaén,29.0,0.516,0.0977,5.0,-23.899,1,0.087,0.912,0.873,0.0914,0.15,124.846,2.8703,4,7 +Phani Narayana,Kurai Ondrum Illai - Ragamalika - Adi,14.0,0.687,0.596,2.0,-9.219,0,0.0614,0.349,0.196,0.107,0.731,159.968,333507.0,4,6 +Gene Ammons,My Romance - Rudy Van Gelder Remaster,49.0,0.519,0.0422,1.0,-10.778,1,0.0537,0.966,0.929,0.124,0.397,130.436,4.215783333,3,7 +Kenny Mason,Much Money (feat. Freddie Gibbs),56.0,0.753,0.605,8.0,-6.792,1,0.0832,0.0874,2.33e-05,0.169,0.37,112.991,187120.0,4,5 +Boom Pam,Benƒ∞ Yalniz Koma,43.0,0.504,0.772,1.0,-4.886,0,0.0354,0.102,1.32e-05,0.108,0.708,127.065,218129.0,4,10 +Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,6 +Yak,Fried,25.0,0.471,0.77,11.0,-5.136,0,0.0346,0.0004,4.75e-05,0.197,0.558,118.096,203001.0,4,6 +Steely Dan,Hey Nineteen,65.0,0.952,0.301,2.0,-13.936,1,0.0612,0.0126,0.000931,0.0387,0.728,119.629,307400.0,4,10 +Phantom Handshakes,Cricket Songs,33.0,0.494,0.514,1.0,-8.098,1,0.0269,0.272,0.877,0.104,0.26,133.982,230480.0,4,6 +Solence,Deafening,55.0,0.42,0.949,7.0,-6.214,1,0.189,0.000181,0.00498,0.101,0.171,77.064,227379.0,4,10 +T-Pain,I Like Dat,66.0,0.565,0.491,1.0,-6.902,1,0.221,0.0049,,0.137,0.337,175.694,242085.0,4,9 +Bloody Knees,Not Done,36.0,0.401,0.827,5.0,-5.243,1,0.0499,0.00866,2e-06,0.134,0.324,125.025,239602.0,4,10 +Arctic Monkeys,When The Sun Goes Down,73.0,0.348,0.875,11.0,-4.758,0,0.199,0.0341,,0.117,0.407,169.152,202133.0,4,1 +Amaarae,LEAVE ME ALONE,49.0,0.752,0.634,,-6.764,1,0.0928,0.523,0.531,0.102,0.521,99.975,156365.0,4,9 +James Vincent McMorrow,Paradise,40.0,0.706,0.518,2.0,-11.036,1,0.0509,0.1,0.00044,0.077,0.616,87.626,220440.0,4,9 +Wet Wet Wet,"Love Is All Around - Live at Live 8, Murrayfield Stadium, Edinburgh, 6th July 2004",24.0,0.397,0.769,10.0,-7.042,1,0.0449,0.0358,2.57e-05,0.935,0.426,83.718,6.236683333,4,9 +Janis Joplin,Piece Of My Heart,54.0,0.482,0.883,4.0,-3.348,1,0.0754,0.0891,0.00422,0.266,0.594,80.687,253805.0,4,1 +Jamie T,Sticks 'N' Stones,61.0,0.545,0.851,6.0,-3.569,1,0.0935,0.0572,,0.403,0.787,179.947,240833.0,4,6 +The Offspring,The Kids Aren't Alright,78.0,0.523,0.943,1.0,-4.203,1,0.0337,0.00704,3.81e-05,0.0579,0.766,99.607,180160.0,4,10 +Nothing But Thieves,Amsterdam,65.0,0.511,0.934,3.0,-4.561,1,0.242,0.00403,3.48e-05,0.242,0.668,168.062,272240.0,4,10 +Sonny Boy Williamson II,"Good Morning, Little Schoolgirl",1.0,0.668,0.133,,-15.12,1,0.0689,0.986,0.0899,0.12,0.773,92.243,180747.0,4,2 +W.A.S.P.,Scream,38.0,0.366,0.929,5.0,-4.413,0,0.123,8.19e-05,0.448,0.419,0.283,77.728,295560.0,4,8 +K.Flay,Blood In The Cut,63.0,0.77,0.655,2.0,-5.369,1,0.0316,0.118,0.0234,0.125,0.639,129.964,188707.0,4,10 +Bastille,Pompeii,74.0,0.679,0.715,9.0,-6.383,1,0.0407,0.0755,,0.271,0.571,127.435,214148.0,4,9 +ILLENIUM,Good Things Fall Apart (with Jon Bellion) - Stripped,53.0,0.575,0.314,2.0,-7.048,1,0.0344,0.763,,0.101,0.653,150.459,208438.0,4,9 +The Bravery,An Honest Mistake,57.0,0.46,0.889,2.0,-4.281,0,0.0294,3.21e-06,0.645,0.121,0.639,140.038,219707.0,4,6 +Jessica Pratt,This Time Around,40.0,0.424,0.0977,11.0,-13.594,1,0.0512,0.939,,0.109,0.236,132.08,217360.0,5,6 +Lilly Hiatt,Trinity Lane,35.0,0.578,0.811,10.0,-6.228,0,0.027,0.144,0.0054,0.113,0.752,145.056,233922.0,4,2 +Louis Silva Band,Pretty Ballad,51.0,0.422,0.174,2.0,-15.427,1,0.0378,0.936,0.929,0.367,0.0858,95.089,3.447583333,4,7 +Miike Snow,Animal,55.0,0.763,0.721,1.0,-6.767,0,0.0986,0.0117,7.69e-06,0.0752,0.657,118.049,263880.0,4,6 +Show Me A Dinosaur,Red River,38.0,0.179,0.798,3.0,-7.618,0,0.0586,0.0207,0.846,0.095,0.155,152.972,576912.0,4,8 +Ehud Banai,◊ì◊ï◊ì ◊ï◊©◊ê◊ï◊ú,29.0,0.598,0.589,4.0,-13.802,0,0.0286,0.131,0.0124,0.156,0.665,130.703,258933.0,4,10 +Future,Life Is Good (feat. Drake),83.0,0.676,0.609,2.0,-5.831,0,0.481,0.0706,,0.152,0.508,142.037,237735.0,4,9 +"Clarence ""Gatemouth"" Brown",Grape Jelly,17.0,0.574,0.882,5.0,-2.892,1,0.0874,0.183,0.282,0.0582,0.797,171.202,266227.0,4,2 +Asha Bhosle,Haye Haye Ye Thanda Pani,2.0,0.56,0.684,4.0,-8.624,1,0.221,0.786,0.00385,0.656,0.7,95.918,3.4843,4,3 +Westlife,Can't Lose What You Never Had,2.0,0.599,0.647,2.0,-6.023,1,0.0396,0.279,,0.0719,0.465,204.312,4.352883333,4,9 +Tears For Fears,Shout,71.0,0.511,0.942,,-10.407,1,0.0429,0.174,1.87e-05,0.139,0.498,97.909,393667.0,4,10 +DENM,Blow It Up,48.0,0.649,0.824,1.0,-6.709,0,0.142,0.0674,,0.106,0.777,156.062,205788.0,4,10 +Hanan Ben Ari,◊î◊ú◊ë ◊ô◊í◊ô◊¢ ◊ë◊ß◊®◊ï◊ë,33.0,0.724,0.734,2.0,-7.405,0,0.0466,0.418,,0.531,0.807,106.96,216912.0,3,9 +Ayreon,"Get Out! Now! (feat. Tom Baker, Dee Snider, Marcela Bovio, Caroline Westendorp, Joe Satriani, Joost van den Broek)",35.0,0.606,0.853,4.0,-8.516,1,0.054,0.0017,4.29e-05,0.621,0.439,131.969,302851.0,4,8 +blink-182,I Miss You,,0.652,0.766,11.0,-6.481,1,0.0345,0.000761,6.34e-06,0.0739,0.641,110.011,227813.0,4,10 +Lee Fields,Let a Man Do What He Wanna Do,38.0,0.845,0.743,9.0,-7.445,0,0.0931,0.0799,0.00209,0.694,0.956,112.493,170387.0,4,9 +Albert King,The Hunter,38.0,0.798,0.482,9.0,-8.899,1,0.0312,0.722,0.000113,0.0755,0.744,133.882,164560.0,4,2 +Nick Waterhouse,Place Names,43.0,0.512,0.667,3.0,-5.463,1,0.0273,0.63,0.0684,0.256,0.495,103.944,233357.0,4,9 +Primer 55,Loose,48.0,0.649,0.923,1.0,-4.537,1,0.0348,4.51e-05,0.623,0.369,0.517,108.217,182200.0,4,8 +Sleepy Hallow,2055,72.0,0.775,0.518,6.0,-5.857,0,0.311,0.455,,0.121,0.646,161.011,123987.0,4,5 +Good Charlotte,The Anthem,74.0,0.494,0.939,1.0,-3.127,1,0.126,0.00666,,0.139,0.893,177.751,175093.0,4,9 +Kishore Kumar,Yeh Kya Hua,32.0,0.49,0.369,,-10.137,1,0.0313,0.892,0.0067,0.233,0.696,105.887,4.542016667,4,3 +Fred again..,Marea (We‚Äôve Lost Dancing),76.0,0.761,0.781,5.0,-6.778,0,0.141,0.0681,0.108,0.0607,0.473,123.023,285375.0,4,1 +Sonia Leigh,Jack Is Back,33.0,0.677,0.766,10.0,-7.98,0,0.0419,0.00625,0.000123,0.141,0.589,131.999,161869.0,4,2 +IDER,Cross Yourself,41.0,0.66,0.655,4.0,-8.041,1,0.0879,0.419,0.00327,0.265,0.249,159.94,194250.0,4,6 +Seckou Keita,Mikhi Nathan Mu-Toma,28.0,0.371,0.246,4.0,-19.136,1,0.0432,0.922,0.917,0.208,0.413,113.846,6.624216667,4,7 +Robert Finley,Souled Out On You,49.0,0.392,0.519,2.0,-7.438,0,0.031,0.526,0.000502,0.283,0.403,174.22,213093.0,3,2 +Backstreet Boys,All of Your Life (You Need Love),32.0,0.666,0.821,,-5.038,1,0.0251,0.00386,,0.185,0.582,130.954,3.922883333,4,9 +Guns N' Roses,Chinese Democracy,53.0,0.474,0.8,2.0,-10.472,1,0.0775,0.000769,0.0309,0.131,0.156,133.94,283213.0,4,8 +Bono,Eden (To Find Love),,0.588,0.58,9.0,-9.348,1,0.0623,0.309,2.22e-05,0.346,0.36,130.026,268114.0,4,10 +Tobe Nwigwe,GIVE IT BACK,38.0,0.817,0.608,9.0,-6.768,1,0.26,0.000848,0.000618,0.125,0.11,118.661,131092.0,4,5 +John Denver,Thank God I'm a Country Boy,67.0,0.762,0.537,9.0,-9.58,1,0.0478,0.785,0.000669,0.0551,0.958,105.603,193093.0,4,10 +Mr. Oizo,Gay Dentists,25.0,0.736,0.97,1.0,-4.955,1,0.128,0.000228,0.0104,0.148,0.703,128.59,218493.0,4,6 +bbrainz,kappa,26.0,0.608,0.812,1.0,-7.156,1,0.0312,0.00272,0.12,0.159,0.229,84.244,165952.0,4,6 +White Void,The Shovel and the Cross,29.0,0.393,0.85,9.0,-11.458,0,0.0545,0.000473,0.282,0.339,0.344,130.082,336413.0,4,8 +Metallica,The Four Horsemen - Remastered,57.0,0.224,0.938,,-6.907,1,0.408,0.00157,0.0765,0.106,0.327,203.79,432547.0,4,8 +David Darling,Darkwood 1,40.0,0.0985,0.00711,5.0,-30.47,0,0.0486,0.91,0.927,0.108,0.114,172.161,2.39445,4,7 +Jane's Addiction,Just Because,57.0,0.369,0.996,10.0,-1.531,0,0.0931,3.83e-05,0.14,0.249,0.209,98.162,231853.0,4,1 +Zohar Argov,◊ë◊ì◊ì,29.0,0.544,0.539,5.0,-7.721,0,0.0265,0.0362,2.13e-06,0.329,0.347,68.546,286187.0,4,9 +George Clanton,Driving in My Car,43.0,0.597,0.678,1.0,-6.391,1,0.0261,0.0278,0.882,0.117,0.646,97.003,217940.0,4,6 +VEXED,Fake,9.0,0.413,0.994,5.0,-3.621,1,0.171,0.00116,3.36e-06,0.286,0.0424,124.993,215253.0,4,10 +Matchbox,Rockabilly Rebel,45.0,0.639,0.964,7.0,-6.029,1,0.0407,0.556,0.00483,0.143,0.925,107.809,167040.0,4,10 +Nico,These Days,63.0,0.401,0.13,5.0,-17.638,1,0.0312,0.989,0.305,0.101,0.213,93.091,210653.0,4,1 +The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,1 +R. D. Burman,Bombay To Goa Theme - Instrumental,3.0,0.306,0.719,8.0,-8.044,1,0.204,0.854,0.77,0.0903,0.392,170.909,2.71555,4,3 +Allman Brothers Band,Trouble No More,52.0,0.556,0.567,9.0,-11.426,0,0.0333,0.0581,0.00143,0.0907,0.858,141.345,227751.0,4,2 +aswekeepsearching,The Moment,19.0,0.277,0.243,8.0,-18.456,0,0.0348,0.966,0.889,0.105,0.0379,150.074,110000.0,3,6 +BVDLVD,WHATS UP?,42.0,0.5,0.967,1.0,1.355,1,0.446,0.159,0.000237,0.358,0.292,80.034,168160.0,4,10 +Avenged Sevenfold,Nightmare,71.0,0.554,0.949,2.0,-4.928,1,0.0787,0.000318,9.98e-05,0.2,0.233,129.984,374453.0,4,8 +Somerset,–ö–∞–π–º–∞–Ω—ã,30.0,0.621,0.76,11.0,-7.493,0,0.0345,0.000168,0.225,0.14,0.839,119.993,244000.0,4,6 +Gene Watson,Love In The Hot Afternoon,,0.536,0.404,4.0,-11.265,1,0.0351,0.532,,0.101,0.29,112.682,3.354,3,4 +Elai Botner,◊¢◊ï◊ì ◊ê◊ó◊ì ◊©◊©◊® ◊ú◊ö,50.0,0.677,0.71,1.0,-7.914,1,0.0756,0.00978,,0.196,0.864,107.965,226002.0,4,9 +Martin Kohlstedt,JUL,44.0,0.338,0.136,2.0,-20.596,0,0.0319,0.967,0.929,0.089,0.0572,88.494,301190.0,5,6 +Mastodon,Iron Tusk,45.0,0.468,0.982,2.0,-6.274,1,0.074,7.63e-06,0.752,0.177,0.261,127.616,183013.0,4,8 +Pastime,Samantha Crain,1.0,0.595,0.543,7.0,-5.614,1,0.0232,0.164,0.0324,0.13,0.605,96.043,3.457116667,4,0 +Lovegod,JUMP!,33.0,0.58,0.888,4.0,-5.424,0,0.0305,0.00143,,0.367,0.678,125.982,163610.0,4,10 +Jimmy Eat World,The Middle,79.0,0.643,0.849,2.0,-5.428,1,0.0526,0.0371,,0.058,0.903,162.152,165853.0,4,10 +Melanie C,Never Be The Same Again - Acoustic,40.0,0.686,0.387,7.0,-8.148,0,0.0316,0.7,2.66e-06,0.114,0.471,80.991,205134.0,4,9 +The Offspring,Want You Bad,69.0,0.491,0.966,4.0,-4.28,1,0.0538,5.59e-05,,0.307,0.614,105.544,202573.0,4,10 +Stratovarius,Hunting High And Low,53.0,0.505,0.978,6.0,-3.166,0,0.11,0.000163,0.268,0.346,0.389,93.793,248867.0,4,8 +◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß,◊ú◊ô◊ú◊î ◊©◊ú ◊®◊ï◊ß ◊ò◊ô◊§◊™◊ô,4.0,0.4,0.723,2.0,-7.679,1,0.0626,0.349,0.00124,0.265,0.201,184.475,183164.0,4,10 +FEVER 333,BITE BACK,50.0,0.545,0.998,8.0,-3.645,1,0.234,0.0192,,0.877,0.142,129.992,190657.0,4,10 +Monthly Mu & New Caledonia,ISSUE,36.0,0.886,0.49,9.0,-9.215,0,0.109,0.317,5.04e-06,0.12,0.499,108.006,251507.0,4,9 +KISS,We Are One,50.0,0.507,0.873,5.0,-4.683,0,0.0432,0.00561,1.27e-06,0.268,0.362,89.137,281373.0,4,8 +Yung Bleu,Thieves In Atlanta (feat. Coi Leray),59.0,0.534,0.499,10.0,-7.968,1,0.104,0.672,,0.122,0.581,170.012,192048.0,4,5 +Gods and Monsters,"Johnny Flynn, Robert Macfarlane",30.0,0.39,0.588,2.0,-8.032,1,0.0341,0.693,0.00174,0.108,0.434,122.284,3.60955,4,0 +Bloc Party,Helicopter,59.0,0.47,0.954,11.0,-3.631,0,0.134,0.000159,0.0043,0.405,0.412,170.1,220173.0,4,6 +Courteeners,Not Nineteen Forever,32.0,0.406,0.916,2.0,-2.945,1,0.041,0.000181,,0.0864,0.275,139.787,241453.0,4,6 +Yung Baby Tate,I Am (feat. Flo Milli),73.0,0.932,0.835,1.0,-3.905,1,0.156,0.105,,0.0847,0.926,144.02,182465.0,4,5 +Lotte Kestner,Halo,56.0,0.576,0.121,9.0,-17.343,1,0.036,0.952,0.00111,0.1,0.063,116.826,4.49866667,4,0 +Dudu Tassa,◊ô◊©◊®,19.0,0.334,0.306,11.0,-9.242,0,0.0299,0.951,,0.181,0.152,99.477,140547.0,4,10 +Meg Ward,Make U Mine,,0.814,0.785,1.0,-10.308,1,0.167,0.144,0.0117,0.316,0.63,131.955,261822.0,4,6 +Money Man,Whole Lotta,,0.8,0.629,7.0,-8.096,1,0.113,0.227,0.00418,0.124,0.199,139.921,152494.0,4,5 +Meek Mill,Going Bad (feat. Drake),81.0,0.889,0.496,4.0,-6.365,0,0.0905,0.259,,0.252,0.544,86.003,180522.0,4,9 +Little Sonny,The Creeper Returns,15.0,0.443,0.704,4.0,-5.695,1,0.0574,0.347,0.795,0.388,0.851,183.416,253733.0,4,2 +Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,1 +John Mayall & The Bluesbreakers,Hideaway - Mono Instrumental,49.0,0.369,0.759,9.0,-4.718,1,0.0361,0.000815,0.364,0.329,0.868,132.281,193560.0,4,2 +Mono Death,–õ–µ—Ç–æ,30.0,0.532,0.582,7.0,-7.804,1,0.0321,0.188,0.429,0.108,0.366,150.124,216059.0,4,6 +Mukesh,Sab Kuchh Seekha Ham Ne,23.0,0.581,0.543,,-11.163,1,0.0385,0.473,1.33e-05,0.448,0.755,98.354,3.646,4,3 +Republica,Ready to Go,49.0,0.559,0.952,7.0,-4.68,1,0.0544,0.000242,0.192,0.204,0.243,130.047,301533.0,4,1 +Ambient Jazz Ensemble,Aura,27.0,0.365,0.305,8.0,-10.089,0,0.0276,0.11,0.937,0.11,0.0958,82.858,276027.0,3,6 +Nicki Minaj,Fractions,75.0,0.924,0.523,,-6.362,1,0.132,0.011,,0.17,0.144,131.892,181690.0,4,5 +Semisonic,Closing Time,72.0,0.478,0.854,7.0,-5.454,1,0.0289,0.0204,1.21e-06,0.115,0.274,91.854,274160.0,4,9 +RJD2,Ghostwriter,62.0,0.747,0.68,1.0,-6.187,1,0.0346,0.0107,0.803,0.0964,0.594,93.804,317933.0,4,9 +Merrell Fankhauser & H.M.S Bounty,A Visit With Ashiya,23.0,0.501,0.437,5.0,-14.575,1,0.0255,0.0688,0.000393,0.349,0.406,91.145,209347.0,4,10 +Swifta Beater,Yeah Yeah 2,26.0,0.557,0.764,1.0,-7.928,0,0.117,0.00875,0.148,0.213,0.524,140.041,185213.0,4,5 +Winter Jazz Trio,Peace,44.0,0.511,0.19,2.0,-15.757,0,0.0332,0.957,0.737,0.189,0.113,97.135,3.421316667,4,7 +The Sundays,Here's Where The Story Ends,53.0,0.622,0.693,7.0,-8.619,1,0.0274,0.288,1.06e-06,0.136,0.843,109.055,230040.0,4,1 +Yehudit Ravitz,◊ê◊û◊®◊™ - ◊ê◊û◊®◊™,14.0,0.833,0.538,5.0,-12.777,1,0.033,0.272,0.00303,0.285,0.896,119.586,224000.0,4,10 +KISS,Rock And Roll All Nite,75.0,0.654,0.929,1.0,-5.906,1,0.0998,0.0468,,0.0539,0.902,144.774,168840.0,4,8 +Deftones,Swerve City,54.0,0.457,0.964,10.0,-2.963,1,0.0656,0.0001,0.00811,0.67,0.372,111.972,164987.0,4,8 +Backstreet Boys,Downpour,32.0,0.507,0.797,8.0,-3.333,0,0.0315,0.165,,0.112,0.394,108.91,3.357783333,4,9 +A Tribe Called Quest,We The People....,55.0,0.71,0.805,1.0,-5.471,1,0.0637,0.00909,,0.141,0.897,92.601,172013.0,4,10 +Nils Frahm,My Friend the Forest,51.0,0.253,0.0118,8.0,-33.838,1,0.042,0.952,0.614,0.245,0.149,82.843,316167.0,3,1 +Eric B. & Rakim,Follow The Leader,42.0,0.787,0.623,10.0,-18.273,0,0.178,0.19,4.55e-06,0.107,0.818,109.906,336867.0,4,5 +Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,6 +"Alanis Morissette, Willie Nelson",On The Road Again,44.0,0.527,0.415,,-8.065,1,0.0347,0.789,9.07e-05,0.152,0.251,93.326,2.32178333,4,0 +Kacey Musgraves,Rainbow,72.0,0.581,0.197,3.0,-7.697,1,0.0329,0.88,,0.107,0.349,130.367,214293.0,4,9 +Wax Tailor,I Had a Woman,34.0,0.569,0.566,7.0,-7.644,1,0.369,0.122,0.106,0.354,0.459,180.057,159554.0,4,2 +Harriette,at least i'm pretty,53.0,0.86,0.422,1.0,-9.785,1,0.0296,0.541,0.00449,0.139,0.523,99.958,106800.0,4,6 +Blxst,Got It All,62.0,0.605,0.583,,-5.068,0,0.294,0.357,,0.314,0.534,92.713,159130.0,4,5 +Guru,Insert A (Mental Relaxation)/Medicine,43.0,0.728,0.481,6.0,-13.32,1,0.179,0.088,2.87e-05,0.309,0.652,82.944,259533.0,4,5 +Pearl Jam,Alive,75.0,0.284,0.875,11.0,-6.069,0,0.0422,0.00752,0.000461,0.402,0.595,75.009,340907.0,4,10 +jxdn,Better Off Dead,70.0,0.684,0.672,10.0,-5.762,0,0.0341,0.151,,0.116,0.381,93.965,155674.0,4,5 +Memphis La Blusera,La Bifurcada,46.0,0.471,0.957,5.0,-5.695,1,0.137,0.00498,0.00806,0.819,0.17,112.815,457892.0,4,2 +Tim Montana,Stronger Than You,50.0,0.66,0.619,9.0,-4.193,0,0.0265,0.665,2.6e-05,0.0893,0.531,144.869,188400.0,4,10 +Shokran,Creatures from the Mud,40.0,0.472,0.989,11.0,-3.127,0,0.119,5.48e-05,0.00102,0.313,0.137,122.535,265714.0,4,8 +The Robert Cray Band,All the Way,34.0,0.561,0.398,9.0,-12.848,1,0.0607,0.686,0.0025,0.135,0.363,171.834,311667.0,4,2 +The Cold Stares,In The Night Time,41.0,0.679,0.728,2.0,-9.478,1,0.0325,0.0795,0.0127,0.151,0.748,120.014,188142.0,4,2 +The Housemartins,Happy Hour,48.0,0.535,0.858,10.0,-11.109,1,0.0453,0.101,2.18e-06,0.141,0.926,95.792,142093.0,4,1 +Lata Mangeshkar,Tum Mujhse Door Chale Jana Na,6.0,0.309,0.258,8.0,-12.18,0,0.0458,0.99,0.000234,0.136,0.157,77.03,4.55555,1,3 +ShrekDiMC,◊¢◊ï◊ì,27.0,0.655,0.846,1.0,-4.01,1,0.119,0.144,,0.0517,0.618,195.901,210689.0,4,5 +Disturbed,The Vengeful One,67.0,0.238,0.967,4.0,-2.602,0,0.136,0.000213,1.18e-06,0.26,0.58,170.128,252003.0,4,8 +Rich The Kid,Nasty (feat. Rubi Rose),53.0,0.877,0.54,1.0,-7.398,1,0.391,0.0503,,0.0883,0.544,158.07,185133.0,4,5 +Little Milton,Grits Ain't Groceries (All Around The World),32.0,0.683,0.507,1.0,-14.429,0,0.0726,0.517,,0.151,0.904,120.63,159920.0,4,2 +Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,1 +Rat Tally,Shrug,26.0,0.446,0.373,,-9.192,1,0.0312,0.0949,2.13e-06,0.116,0.201,144.073,151257.0,4,1 +Sir Sly,Material Boy,44.0,0.625,0.8,,-4.385,1,0.0277,0.00271,0.000762,0.0521,0.127,110.0,224625.0,4,10 +Nego True,Pick Your Poison,20.0,0.648,0.437,5.0,-13.245,0,0.368,0.849,,0.0901,0.551,130.654,240020.0,3,5 +Squeeze,Tempted,59.0,0.729,0.356,6.0,-13.743,0,0.0347,0.0916,0.0905,0.052,0.392,95.026,240333.0,4,1 +Outkast,ATLiens,67.0,0.918,0.734,11.0,-2.832,0,0.269,0.0296,8.01e-06,0.191,0.608,97.044,230693.0,4,5 +Barbaro,Barbaro,46.0,0.467,0.329,2.0,-11.429,1,0.0295,0.662,0.0445,0.096,0.362,108.777,3.43355,4,0 +The Stone Roses,I Am the Resurrection - Remastered,58.0,0.357,0.866,4.0,-6.324,1,0.0411,0.00191,0.114,0.0815,0.721,129.071,492947.0,4,10 +DBN Gogo,Khuza Gogo,58.0,0.632,0.541,1.0,-12.129,1,0.242,0.341,0.00215,0.0937,0.484,113.007,380500.0,4,9 +Chloe George,ghost town (voice memo),74.0,0.471,0.229,8.0,-6.504,1,0.0358,0.953,,0.0909,0.358,68.41,2.2875,3,9 +Paulo Mendonca,Going Up,40.0,0.613,0.793,,-6.82,0,0.0666,0.0319,,0.341,0.806,180.026,187532.0,4,2 +Britney Spears,Better,36.0,0.657,0.824,1.0,-3.155,1,0.0347,0.0189,0.00108,0.0859,0.76,96.996,3.16555,4,9 +The Go Getters,Welcome to My Hell,43.0,0.583,0.92,9.0,-5.607,0,0.0948,0.202,0.00371,0.0744,0.632,97.722,188480.0,4,10 +"Louise Farrenc, David Berlin, Benjamin Martin","Cello Sonata in B-Flat Major, Op. 46: II. Andante sostenuto",37.0,0.252,0.034,3.0,-29.298,1,0.0407,0.971,0.928,0.112,0.147,118.01,5.53555,3,7 +Omer Adam,◊®◊ó◊ï◊ß ◊û◊õ◊ï◊ú◊ù,45.0,0.804,0.492,9.0,-6.609,0,0.0511,0.674,,0.0923,0.856,120.063,175213.0,4,9 +The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,10 +Robert Finley,Country Boy,44.0,0.685,0.727,7.0,-7.619,1,0.0648,0.0431,0.021,0.102,0.731,143.551,344973.0,4,2 +NOFX,Linewleum (feat. Avenged Sevenfold),49.0,0.489,0.953,4.0,-3.475,1,0.0607,2.3e-05,0.06,0.0408,0.354,99.939,199782.0,4,10 +Exhorder,The Man That Never Was,40.0,0.476,0.984,2.0,-4.457,1,0.088,1.4e-05,0.00861,0.363,0.351,93.992,203000.0,4,8 +In Flames,The Truth,45.0,0.482,0.992,10.0,-4.001,0,0.0959,0.00179,0.00179,0.198,0.186,125.065,184531.0,4,10 +Scar Of The Sun,Inertia,31.0,0.474,0.907,11.0,-12.085,0,0.0548,3.62e-05,2.23e-05,0.182,0.149,101.201,230187.0,3,8 +The Dose,Cold Hands,36.0,0.61,0.678,2.0,-8.776,1,0.0326,0.0125,0.023,0.146,0.315,125.012,258425.0,4,10 +"Black Country, New Road",Science Fair,48.0,0.555,0.667,2.0,-9.73,1,0.0626,0.0672,0.264,0.382,0.253,126.132,380093.0,4,6 +Taylor Swift,Out Of The Woods,67.0,0.553,0.841,7.0,-6.937,1,0.0396,0.000743,1.19e-05,0.341,0.338,92.008,235800.0,4,9 +Lielle,◊™◊®◊©◊ï◊ù,24.0,0.768,0.598,6.0,-9.952,1,0.185,0.326,2.9e-05,0.161,0.761,122.019,190940.0,4,6 +Aaron Goldberg,Perhaps,,0.471,0.34,,-18.042,1,0.0405,0.672,0.753,0.12,0.46,99.424,5.290666667,3,7 +Black Pumas,Black Moon Rising,51.0,0.538,0.605,3.0,-7.608,0,0.0368,0.128,0.00445,0.151,0.729,158.181,221947.0,4,2 +BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,6 +Mem Shannon,Doing The Best That I Can,4.0,0.691,0.809,7.0,-5.338,1,0.0499,0.233,0.000981,0.173,0.749,95.655,220333.0,4,2 +Fall Out Boy,Beat It - Studio Version,54.0,0.56,0.93,7.0,-4.492,1,0.0661,0.0378,2.37e-06,0.317,0.807,149.93,227880.0,4,10 +Eels,Mr. E's Beautiful Blues - Remix,8.0,0.8,0.649,,-8.248,1,0.0293,0.453,0.000152,0.0804,0.864,114.074,234520.0,4,2 +Belle Mt.,Hollow,58.0,0.415,0.23,11.0,-9.666,1,0.0499,0.803,5.4e-06,0.0908,0.203,177.999,236627.0,3,10 +"Scott Hamilton, Dena DeRose, Ignasi González, Jo Krause",Young and Foolish,48.0,0.456,0.276,5.0,-7.419,1,0.0316,0.965,0.0525,0.0775,0.157,103.335,5.51025,4,7 +Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,10 +The Rasmus,In the Shadows,69.0,0.6,0.796,2.0,-4.481,1,0.0275,0.000109,5.2e-05,0.484,0.75,105.991,257920.0,4,10 +Chuck Berry,Sweet Little Sixteen,53.0,0.507,0.627,1.0,-7.838,1,0.0354,0.575,,0.198,0.962,175.309,3.01245,4,10 +Disturbed,Stricken,73.0,0.404,0.969,8.0,-2.938,1,0.195,8.51e-05,0.0114,0.268,0.29,173.878,245227.0,4,8 +Sinead O Brien,Kid Stuff - Edit,33.0,0.571,0.926,11.0,-3.246,0,0.15,0.00178,0.00117,0.35,0.582,131.023,192035.0,4,6 +Robben Ford,White Rock Beer...8 Cents,31.0,0.348,0.799,4.0,-6.018,0,0.0455,0.0781,0.49,0.178,0.564,107.979,353684.0,4,2 +Jefferson Starship,Miracles,54.0,0.617,0.335,9.0,-15.914,0,0.0301,0.366,,0.115,0.655,113.226,412040.0,4,10 +Black Veil Brides,Lost It All,49.0,0.254,0.563,10.0,-7.495,0,0.0392,0.0895,0.00221,0.195,0.0979,111.685,319947.0,4,10 +Manfred Mann's Earth Band,Blinded By The Light,59.0,0.456,0.696,5.0,-10.0,1,0.0653,0.291,0.000207,0.0853,0.508,142.156,428133.0,4,10 +Fiona Apple,Criminal,62.0,0.595,0.804,7.0,-7.911,0,0.0326,0.0129,1.97e-05,0.299,0.586,89.846,341533.0,4,10 +Dream Wife,Hasta La Vista,36.0,0.929,0.626,4.0,-5.996,1,0.0383,0.0483,0.000113,0.102,0.859,123.134,222215.0,4,1 +Mohammed Rafi,Tumsa Nahin Dekha,22.0,0.756,0.526,6.0,-9.258,1,0.037,0.619,0.000522,0.155,0.966,126.612,3.512216667,4,3 +Childish Gambino,35.31,53.0,0.798,0.559,5.0,-10.868,1,0.0592,0.286,,0.349,0.604,102.018,236507.0,4,6 +Marcus King,Say You Will,41.0,0.437,0.82,11.0,-5.854,0,0.0341,0.079,4.05e-05,0.633,0.634,107.088,234547.0,4,2 +Loft Trio,Dave’s Waltz,53.0,0.467,0.157,10.0,-19.59,1,0.0354,0.939,0.929,0.148,0.153,90.97,4.41955,3,7 +RINSE,Back Into Your Arms,37.0,0.5,0.794,3.0,-7.579,1,0.029,0.00478,0.00582,0.0926,0.257,90.007,263801.0,4,6 +The Cure,10:15 Saturday Night,49.0,0.651,0.409,9.0,-10.864,0,0.0879,0.00428,0.0277,0.176,0.363,173.76,222093.0,4,10 +Narkis,◊û◊û◊î ◊ê◊™◊î ◊ë◊ï◊®◊ó,36.0,0.702,0.763,2.0,-5.237,0,0.0518,0.0175,1.91e-05,0.189,0.6,103.004,223511.0,4,5 +"Britney Spears, Ape Drums",Mood Ring (By Demand) - Ape Drums Remix,30.0,0.821,0.582,8.0,-3.908,0,0.0621,0.133,0.00039,0.0527,0.88,104.991,3.644333333,4,9 +Metallica,Fuel,67.0,0.49,0.951,1.0,-3.777,1,0.0477,2.02e-05,0.0027,0.0314,0.589,106.946,269800.0,4,8 +Borito,Song for Dawn,20.0,0.674,0.772,9.0,-8.414,1,0.0401,0.0101,0.67,0.15,0.928,134.979,185800.0,4,6 +One Minute Silence,Rise And Shine,38.0,0.686,0.932,7.0,-5.562,0,0.0612,0.018,0.0052,0.151,0.48,118.116,196133.0,4,8 +Billie Marten,Human Replacement,28.0,0.533,0.663,1.0,-8.301,0,0.0341,0.237,0.0814,0.0709,0.702,175.927,185627.0,4,6 +Beck,Devils Haircut,51.0,0.686,0.729,7.0,-4.848,1,0.0298,0.175,0.000833,0.137,0.79,123.546,192933.0,4,1 +Ishman Bracey,Saturday Blues,30.0,0.643,0.0574,,-17.999,0,0.0462,0.993,8.76e-06,0.113,0.572,112.408,209267.0,4,2 +The Black Keys,Ten Cent Pistol,50.0,0.59,0.551,,-6.693,0,0.0305,0.25,0.00668,0.111,0.304,105.482,269829.0,4,2 +Jessica Andrews,Who I Am,58.0,0.463,0.674,7.0,-5.422,1,0.0319,0.0115,,0.123,0.259,84.039,4.2539,4,4 +Josh Ritter,Old Black Magic,47.0,0.344,0.821,,-6.377,1,0.0321,0.0164,0.000468,0.131,0.761,205.418,286440.0,4,1 +Travis Tritt,It's A Great Day To Be Alive,71.0,0.595,0.653,7.0,-4.935,1,0.0265,0.246,,0.264,0.542,128.93,4.02555,4,4 +Finger Eleven,Paralyzer,72.0,0.644,0.939,11.0,-3.486,0,0.0456,0.157,,0.233,0.861,106.031,208107.0,4,10 +Scott Hamilton,Good Morning Heartache,45.0,0.526,0.17,9.0,-13.089,0,0.0411,0.823,0.777,0.114,0.18,117.414,5.368883333,4,7 +Bryce Janey,Funky Guitar Blues,43.0,0.563,0.871,5.0,-5.825,1,0.029,0.000197,0.0128,0.0928,0.517,114.894,261627.0,4,10 +T Garcia,Poquito,54.0,0.844,0.785,11.0,-5.405,0,0.0833,0.343,0.00011,0.505,0.454,99.992,171211.0,4,9 +Jane's Addiction,Been Caught Stealing,57.0,0.639,0.929,,-4.762,1,0.212,0.00326,0.0501,0.242,0.688,103.758,214707.0,4,10 +Big Homie Ty.Ni,Jelly,62.0,0.886,0.708,10.0,-4.391,0,0.36,0.176,1.53e-05,0.328,0.533,145.967,142808.0,4,5 +Cash Cash,Too Late (feat. Wiz Khalifa & Lukas Graham),70.0,0.552,0.74,2.0,-2.335,1,0.124,0.074,,0.113,0.601,97.049,193918.0,4,9 +Jay Fendi,Lie To Me,36.0,0.831,0.385,8.0,-10.151,1,0.248,0.73,,0.117,0.502,137.954,125257.0,4,5 +The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,10 +Eyal Golan,◊í◊ë◊® ◊û◊ê◊ï◊î◊ë,29.0,0.666,0.948,4.0,-2.709,0,0.0466,0.28,3.65e-06,0.299,0.768,103.997,231467.0,4,9 +Ariel View,Temporary,37.0,0.576,0.519,6.0,-8.847,1,0.0269,0.0839,0.0882,0.266,0.546,110.07,214375.0,4,10 +The Killers,Here With Me,59.0,0.5,0.731,10.0,-4.535,1,0.0312,0.192,0.00045,0.158,0.112,135.97,292320.0,4,10 +MARINA,Purge The Poison,70.0,0.581,0.822,,-5.082,1,0.0591,0.0519,,0.08,0.544,139.98,196573.0,4,9 +Babyface Ray,Paperwork Party - Remix,47.0,0.76,0.531,5.0,-8.728,0,0.298,0.276,,0.15,0.508,100.027,202067.0,4,5 +Pixies,Bone Machine,22.0,0.576,0.519,,-13.799,1,0.0302,0.0652,0.13,0.937,0.658,112.105,197648.0,4,10 +Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,1 +"Lata Mangeshkar, Padmini Kolhapure, Shivangi Kolhapure","Yaadon Ki Baaraat, Pt. 2",15.0,0.423,0.501,2.0,-10.4,0,0.0445,0.865,,0.206,0.701,154.046,3.846666667,3,3 +Crim,A Song and a Promise,22.0,0.428,0.987,11.0,-4.197,0,0.127,0.000534,7.3e-05,0.227,0.139,96.9,209931.0,4,8 +Kelvyn Boy,Tele,49.0,0.848,0.743,1.0,-7.095,0,0.0804,0.362,0.0014,0.102,0.706,100.036,194400.0,4,9 +◊°◊ú◊ò ◊í◊®◊ï◊ë,◊ë◊ê ◊ú◊ô◊î◊†◊ï◊™ - ◊®◊û◊ô◊ß◊°,17.0,0.537,0.871,11.0,-2.89,0,0.328,0.283,,0.132,0.811,86.331,220000.0,4,5 +Flume,Voices,50.0,0.567,0.758,9.0,-3.998,1,0.095,0.0937,0.00249,0.601,0.242,133.687,114645.0,4,6 +Afterglow,Black Hole,44.0,0.26,0.901,7.0,-5.871,1,0.051,1.6e-05,0.292,0.314,0.218,90.369,242079.0,3,8 +Masayoshi Fujita,Sadness - Carlos Cipa Rework,33.0,0.158,0.0356,4.0,-32.22,1,0.0419,0.975,0.928,0.156,0.0369,98.614,386085.0,1,1 +Moshe Peretz,◊õ◊©◊ê◊™ ◊î◊ú◊õ◊™,25.0,0.782,0.502,1.0,-8.356,0,0.0366,0.694,,0.124,0.397,109.052,213487.0,4,9 +Balmorhea,The Myth,43.0,0.528,0.163,7.0,-19.696,0,0.0295,0.895,0.929,0.105,0.141,98.417,221797.0,4,1 +Movement At Night,No Matter What,25.0,0.484,0.833,7.0,-5.453,1,0.0522,6.29e-05,0.00556,0.0296,0.279,87.516,260250.0,4,10 +Mike WiLL Made-It,"Perfect Pint (feat. Kendrick Lamar, Gucci Mane & Rae Sremmurd)",60.0,0.741,0.562,4.0,-5.474,0,0.165,0.172,,0.0751,0.292,180.068,240926.0,4,5 +The Maine,Sticky,59.0,0.669,0.819,,-4.716,1,0.0363,0.11,,0.212,0.762,105.055,178901.0,4,10 +Kelpe,All the Way Round - Edit,40.0,0.252,0.147,2.0,-19.74,0,0.0365,0.911,0.949,0.103,0.0317,108.025,270025.0,4,1 +The Strokes,Heart In a Cage,59.0,0.418,0.857,8.0,-5.133,1,0.0404,2.73e-06,0.805,0.368,0.12,140.02,206173.0,4,10 +Boy Bjorn,Too Young,36.0,0.624,0.613,4.0,-6.709,1,0.0262,0.409,0.00364,0.386,0.808,76.002,192625.0,4,10 +Alan Jackson,Drive (For Daddy Gene),60.0,0.713,0.579,11.0,-8.066,1,0.0413,0.338,,0.174,0.511,125.179,4.04555,4,4 +Unprocessed,Exhale,29.0,0.339,0.984,1.0,-2.535,1,0.255,9.59e-05,0.784,0.262,0.374,142.385,207177.0,3,8 +Finch,Letters To You,43.0,0.412,0.847,1.0,-3.948,1,0.0522,2.43e-05,,0.101,0.377,117.96,199600.0,4,10 +Big X,Mad Love,29.0,0.461,0.706,6.0,-6.34,1,0.0526,0.00373,,0.324,0.24,126.387,148810.0,4,10 +Death From Above 1979,One + One,49.0,0.508,0.797,8.0,-8.07,1,0.123,0.000457,0.0539,0.095,0.516,149.969,226296.0,4,10 +Harlott,Detritus of the Final Age,14.0,0.283,0.949,8.0,-5.636,1,0.107,1.79e-05,0.0176,0.271,0.107,102.783,294240.0,3,8 +Glen Campbell,Rhinestone Cowboy,62.0,0.644,0.633,,-8.006,1,0.0261,0.102,6.82e-05,0.227,0.647,115.193,3.240883333,4,4 +Sonic Boom,Almost Nothing Is Nearly Enough - Remix,11.0,0.193,0.738,9.0,-7.32,1,0.081,0.249,0.148,0.108,0.0694,111.535,478067.0,4,6 +Anthrax,Bring The Noise,55.0,0.601,0.831,2.0,-8.582,1,0.17,0.00086,,0.102,0.296,120.962,211787.0,4,8 +≈™la,strawberry cheeks,49.0,0.623,0.445,,-7.827,1,0.0331,0.716,,0.21,0.393,90.065,134724.0,3,9 +Porno for Pyros,Pets,57.0,0.578,0.515,11.0,-9.541,1,0.0347,0.05,0.0268,0.119,0.302,112.879,216733.0,4,10 +Kadinja,Stone of Mourning,34.0,0.376,0.987,2.0,-3.882,1,0.23,2.13e-05,8.83e-06,0.179,0.274,75.052,219700.0,4,8 +Blac Rabbit,Seize the Day,34.0,0.368,0.715,5.0,-7.718,1,0.0452,0.00394,0.000383,0.313,0.498,146.105,302877.0,4,1 +G. Love & Special Sauce,Go Crazy (feat. Keb' Mo'),25.0,0.741,0.789,2.0,-4.733,1,0.0594,0.183,0.000824,0.162,0.863,95.986,220960.0,4,2 +Afterglow,Ephemeral,42.0,0.54,0.934,4.0,-5.232,1,0.0612,3.26e-05,0.000261,0.405,0.494,115.061,246000.0,4,8 +James Arthur,Train Wreck - Acoustic,61.0,0.529,0.364,6.0,-8.112,0,0.0381,0.748,,0.0913,0.384,75.024,209390.0,4,9 +Knesiyat Hasechel,Lemaya Yesh Ekdach (Maya Has A Gun),31.0,0.594,0.772,9.0,-6.423,1,0.0288,0.0333,0.0022,0.107,0.338,108.036,241787.0,4,10 +Times Of Grace,The Burden of Belief,,0.405,0.621,5.0,-6.611,0,0.0387,0.0256,0.0353,0.418,0.192,120.001,339492.0,4,8 +U2,Vertigo,64.0,0.416,0.819,9.0,-3.974,1,0.0613,0.000138,0.00108,0.147,0.632,140.083,193520.0,4,1 +Bloc Party,Flux,54.0,0.49,0.963,1.0,-3.755,0,0.148,0.00052,0.00281,0.055,0.317,152.029,216613.0,4,10 +Gene Hart Trio,Dolphin Dance,36.0,0.473,0.258,,-16.261,1,0.031,0.959,0.851,0.11,0.205,125.929,4.9,4,7 +Bob Marley & The Wailers,Could You Be Loved,78.0,0.916,0.72,,-8.548,1,0.1,0.36,0.00016,0.0958,0.76,103.312,237000.0,4,10 +"Maria Theresia von Paradis, Jian Wang, Göran Söllscher",Sicilienne (Arr. by Söllscher),18.0,0.331,0.0236,5.0,-27.06,1,0.0473,0.99,0.857,0.108,0.101,34.132,3.168,4,7 +Electric Six,Danger! High Voltage - Soulchild Radio Mix,59.0,0.66,0.698,11.0,-4.722,0,0.0302,1.92e-05,0.166,0.0517,0.511,123.005,214600.0,4,10 +Kalan.FrFr,Never Lose You,56.0,0.561,0.598,11.0,-8.339,0,0.0882,0.395,,0.108,0.477,97.697,181867.0,4,5 +Jensen McRae,Immune,57.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,3.50276667,4,0 +Larkin Poe,Tears Of Blue To Gold,36.0,0.56,0.801,,-5.745,1,0.0557,0.0088,1.36e-06,0.0789,0.566,140.095,192352.0,4,2 +Luc Brooks,London Plane,55.0,0.463,0.108,,-19.102,0,0.0419,0.975,0.818,0.125,0.159,114.066,3.328966667,4,7 +Apoorva Krishna,Blossom,14.0,0.309,0.307,8.0,-9.591,1,0.0335,0.869,0.808,0.345,0.0392,103.553,358000.0,4,6 +Glenn Astro,The Yancey,30.0,0.793,0.656,7.0,-9.665,1,0.0541,0.102,0.87,0.0902,0.588,123.021,269290.0,4,1 +Lanai String Section,Escapes within,42.0,0.212,0.0284,7.0,-25.232,0,0.0453,0.87,0.908,0.0815,0.0391,88.931,1.4818,4,7 +INXS,New Sensation,,0.682,0.954,9.0,-4.952,1,0.0627,0.00756,3.9e-05,0.0508,0.927,115.472,3.66933333,4,10 +Champion Jack Dupree,"One Scotch, One Bourbon, One Beer - Bonus Track",33.0,0.432,0.667,,-7.849,1,0.0439,0.127,0.000294,0.181,0.907,173.727,254200.0,4,2 +Penfold,M,27.0,0.264,0.927,2.0,-5.659,1,0.082,0.00395,0.000133,0.0962,0.111,150.024,263440.0,4,10 +Radiohead,Everything In Its Right Place,66.0,0.296,0.463,5.0,-11.412,0,0.0449,0.705,0.0482,0.0954,0.0629,123.943,251427.0,5,10 +Twenty One Pilots,Saturday,68.0,0.687,0.89,8.0,-5.99,1,0.0344,0.00396,0.000939,0.0436,0.854,113.06,172232.0,4,9 +Eliad,◊û◊ß◊°◊ô◊ß◊ï,26.0,0.723,0.854,8.0,-7.936,1,0.0585,0.00139,0.000195,0.276,0.52,95.001,237584.0,4,9 +Plini,Handmade Cities,44.0,0.588,0.755,8.0,-6.842,1,0.0434,0.0497,0.684,0.163,0.437,102.941,285040.0,4,8 +Quaker City Night Hawks,Good Evening,42.0,0.527,0.606,5.0,-6.799,1,0.0305,0.0134,0.00029,0.418,0.267,105.509,279107.0,4,2 +Malkat Haplakat,◊û◊ô◊ú◊ô◊ï◊ü ◊§◊¢◊ù,16.0,0.604,0.598,1.0,-6.155,0,0.0268,0.00218,0.0259,0.107,0.414,108.029,244987.0,4,6 +Maximo Park,Books From Boxes,59.0,0.611,0.568,5.0,-6.142,1,0.032,0.0906,,0.117,0.567,95.546,208653.0,4,10 +Sarit Hadad,◊ú◊ï ◊ô◊î◊ô,13.0,0.385,0.479,9.0,-6.427,0,0.026,0.521,1.28e-06,0.139,0.359,82.858,214307.0,4,9 +Eric Gales,Southpaw Serenade (feat. Doyle Bramhall II),36.0,0.448,0.725,10.0,-5.883,0,0.0581,0.31,0.000173,0.34,0.569,124.946,511427.0,3,2 +Gemma Griffiths,Ndinewe,37.0,0.571,0.639,9.0,-6.242,1,0.0481,0.101,0.428,0.121,0.341,94.946,234424.0,4,9 +Yehudit Ravitz,◊¢◊ô◊ü ◊í◊ì◊ô,28.0,0.527,0.0596,,-19.036,1,0.0358,0.831,,0.111,0.41,143.34,236693.0,4,10 +Oscar Peterson Trio,C Jam Blues,,0.471,0.309,5.0,-18.649,1,0.038,0.803,0.0156,0.115,0.848,116.213,3.39,4,7 +Trophie,Recover,32.0,0.638,0.471,4.0,-8.565,1,0.0651,0.181,3.66e-05,0.0619,0.24,129.973,206769.0,4,6 +Scorpion Child,Acid Roulette,37.0,0.187,0.938,,-3.635,1,0.0658,2.25e-05,0.192,0.231,0.423,133.635,349467.0,4,8 +Willie Nelson,Blue Skies,51.0,0.381,0.335,2.0,-12.797,1,0.0362,0.207,0.088,0.1,0.259,83.792,3.557333333,4,4 +John Henriksson,The Distance,45.0,0.375,0.131,6.0,-19.125,1,0.033,0.946,0.936,0.111,0.0366,64.128,2.591916667,4,7 +R.L. Beats,Ill Die for U,29.0,0.924,0.247,10.0,-9.562,1,0.0711,0.0491,0.427,0.0894,0.341,119.979,147000.0,4,6 +Tame Impala,Alter Ego - 2020 Mix,58.0,0.408,0.903,,-2.924,1,0.0561,0.00256,0.000821,0.117,0.368,128.942,289867.0,4,6 +Liza Anne,"1,000 Years",48.0,0.437,0.301,,-8.519,1,0.0384,0.645,,0.117,0.203,126.016,3.65,4,0 +Altered Five Blues Band,Mischief Man,29.0,0.669,0.852,7.0,-5.718,1,0.0549,0.409,0.0235,0.335,0.851,111.028,198603.0,4,2 +Yuni Wa,Satellite,37.0,0.612,0.942,9.0,-6.472,1,0.43,0.0193,0.954,0.0993,0.83,128.007,142567.0,4,6 +Sarah Proctor,The Breaks,41.0,0.579,0.212,,-11.439,1,0.0439,0.903,9.52e-06,0.089,0.0634,130.18,200476.0,4,9 +PVRIS,Use Me (feat. 070 Shake),56.0,0.315,0.618,10.0,-6.71,0,0.053,0.0353,0.0118,0.113,0.226,79.175,203027.0,4,10 +Young Stoner Life,That Go! (feat. T-Shyne),65.0,0.703,0.589,1.0,-6.193,1,0.0534,0.00584,,0.116,0.223,145.927,225867.0,4,5 +Cold Cave,Prayer From Nowhere,40.0,0.464,0.875,11.0,-9.198,0,0.0256,0.00116,0.748,0.104,0.683,104.986,303120.0,4,10 +Memphis Minnie,If You See My Rooster (Please Run Him Home),35.0,0.792,0.142,3.0,-16.024,1,0.0442,0.985,0.184,0.112,0.669,94.375,195307.0,4,2 +Backstreet Boys,Love Somebody,19.0,0.577,0.85,11.0,-3.932,1,0.0568,0.00454,,0.124,0.561,127.993,3.4298,4,9 +Rammstein,DEUTSCHLAND,73.0,0.521,0.895,7.0,-5.242,1,0.0442,5.54e-05,0.349,0.0985,0.237,120.117,322340.0,4,10 +HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,6 +Coal Chamber,Loco,56.0,0.497,0.914,6.0,-6.532,1,0.0601,0.00178,0.00105,0.258,0.16,133.738,254693.0,4,8 +Fall Out Boy,"Dance, Dance",,0.63,0.966,11.0,-2.879,0,0.134,0.00474,,0.0354,0.5,114.455,181440.0,4,10 +Kathleen Edwards,Glenfern,47.0,0.666,0.803,2.0,-6.156,1,0.028,0.0228,0.000493,0.193,0.54,123.011,270120.0,4,1 +Itay Levi,◊ó◊°◊®◊î ◊ú◊ô ◊ë◊†◊ï◊£,31.0,0.559,0.745,1.0,-5.775,0,0.081,0.43,,0.105,0.213,147.155,202449.0,4,9 +Rotting Christ,Œß Œû Œ£ - 666,47.0,0.39,0.758,3.0,-6.329,1,0.0312,0.00114,0.829,0.0978,0.0993,84.003,348053.0,4,8 +The Oil Barons,Vitch,23.0,0.273,0.889,5.0,-7.038,1,0.0998,0.00878,0.652,0.411,0.22,130.041,358283.0,4,6 +Yuppies With Jeeps,Kiss My Lie,4.0,0.619,0.303,11.0,-10.348,1,0.0308,0.203,0.0221,0.0988,0.281,114.921,214987.0,4,6 +Bon Iver,PDLIF,57.0,0.328,0.461,6.0,-8.79,1,0.0434,0.447,7.49e-05,0.155,0.232,126.015,177286.0,4,6 +AC/DC,Hard as a Rock,61.0,0.481,0.724,4.0,-5.642,1,0.0324,0.0018,0.177,0.11,0.2,116.322,271000.0,4,10 +"Jo Dee Messina, Tim McGraw",Bring On The Rain,54.0,0.468,0.404,5.0,-7.25,1,0.0286,0.689,,0.177,0.148,138.115,4.002883333,4,4 +Survivor,Is This Love,49.0,0.679,0.772,3.0,-8.946,1,0.0328,0.557,,0.0338,0.749,118.129,222560.0,4,10 +Gurr,She Says,36.0,0.63,0.768,6.0,-5.667,1,0.0294,0.353,0.0814,0.108,0.519,119.978,212638.0,4,6 +Yehudit Ravitz,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î ◊ë◊ô◊¢◊®,11.0,0.656,0.494,4.0,-10.666,1,0.0302,0.0189,0.149,0.11,0.316,139.151,297733.0,4,10 +Vokonis,Grasping Time - Single Version,31.0,0.199,0.824,5.0,-7.814,0,0.0444,6.65e-06,0.799,0.15,0.412,142.911,260652.0,4,8 +Pop Up!,Answer,37.0,0.72,0.555,6.0,-7.385,1,0.157,0.0183,0.852,0.0794,0.662,121.993,230656.0,4,6 +Vintage Trouble,Blues Hand Me Down,38.0,0.399,0.97,5.0,-3.381,0,0.0625,0.00298,0.000113,0.116,0.701,161.801,225853.0,4,9 +Liam Gallagher,Shockwave,50.0,0.434,0.891,2.0,-3.238,0,0.0439,7.56e-06,,0.257,0.39,123.958,211192.0,4,10 +Des Rocs,Dead Ringer,48.0,0.568,0.9,7.0,-3.629,0,0.139,0.0377,,0.363,0.375,94.963,162743.0,4,10 +Combichrist,Hate Like Me,42.0,0.646,0.906,5.0,-3.848,0,0.0449,0.000172,,0.28,0.625,125.944,255194.0,4,8 +Kate Tempest,The Beigeness,37.0,0.887,0.855,,-6.21,1,0.186,0.146,3.66e-05,0.109,0.67,116.982,188777.0,4,1 +Black Pool,Olive Juice,38.0,0.74,0.363,9.0,-8.706,1,0.0377,0.515,0.000441,0.124,0.308,145.562,197028.0,4,9 +Sierpien,–í–∞–ª—é—Ç—ã –æ–±–µ–∏—Ö —Å—Ç—Ä–∞–Ω,27.0,0.627,0.736,2.0,-8.394,1,0.0358,0.298,0.646,0.356,0.856,125.101,159564.0,4,6 +Sucker,Madeline Kenney,42.0,0.511,0.674,9.0,-9.536,1,0.0274,0.117,0.0105,0.129,0.663,173.949,4.72285,4,0 +alexmaax,Bets Off,31.0,0.456,0.499,,-11.231,0,0.0338,0.754,0.295,0.0941,0.533,104.919,256924.0,4,6 +End of the World,Forever (feat. NIKI),41.0,0.582,0.762,11.0,-5.792,1,0.0633,0.258,,0.364,0.372,81.009,176187.0,4,10 +At The Drive In,One Armed Scissor,48.0,0.253,0.931,4.0,-4.189,0,0.142,0.0611,3.1e-05,0.639,0.25,162.374,260293.0,4,10 +Volumes,NO LOVE,36.0,0.544,0.985,1.0,-5.236,1,0.0895,0.00106,0.000143,0.311,0.424,109.991,197474.0,4,8 +Matt Andersen,Last Surrender,31.0,0.714,0.435,7.0,-5.696,1,0.0346,0.276,4.9e-05,0.11,0.187,92.936,197748.0,3,2 +Mötley Crüe,"Girls, Girls, Girls",70.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,4.50711667,4,10 +"Jatin-Lalit, Asha Bhosle, Udit Narayan",Ajnabi Mujhko Itna Bata,46.0,0.535,0.727,5.0,-4.532,0,0.0442,0.768,3.86e-05,0.0713,0.621,98.23,6.23,4,3 +Frankie Goes To Hollywood,Relax,71.0,0.676,0.695,11.0,-13.395,0,0.0392,0.326,1.09e-05,0.0462,0.691,114.93,236800.0,4,9 +Bon Jovi,Thank You For Loving Me,66.0,0.385,0.342,2.0,-7.749,1,0.0285,0.416,,0.119,0.131,132.864,308933.0,4,10 +LUNA,Blind,47.0,0.776,0.656,8.0,-7.081,0,0.0631,0.229,0.0305,0.164,0.658,119.938,190000.0,4,6 +DED,Anti-Everything,49.0,0.678,0.967,1.0,-3.548,1,0.0873,0.00251,,0.264,0.365,109.03,194868.0,4,8 +Laney Keyz,What Love (feat. Calboy),51.0,0.7,0.845,1.0,-2.892,1,0.0707,0.137,,0.152,0.785,130.033,190093.0,4,5 +Ravid Plotnik,◊†◊™◊®◊ê◊î ◊ë◊í◊ú◊í◊ï◊ú ◊î◊ë◊ê,47.0,0.51,0.396,6.0,-13.945,0,0.0389,0.184,0.51,0.68,0.197,111.506,213720.0,3,5 +YONAKA,Guilty,48.0,0.643,0.262,11.0,-5.686,1,0.0376,0.807,,0.0943,0.394,122.904,276107.0,4,10 +The Killers,Jenny Was A Friend Of Mine,55.0,0.542,0.961,11.0,-5.606,1,0.0518,0.000128,0.00119,0.286,0.472,114.048,243933.0,4,10 +Jake Bugg,The Love We‚Äôre Hoping For,37.0,0.524,0.512,1.0,-7.809,0,0.034,0.361,,0.113,0.278,126.397,188667.0,4,10 +Borai,Make Me,43.0,0.581,0.933,10.0,-6.315,0,0.0426,0.000311,0.0958,0.0704,0.546,130.0,298411.0,4,6 +New Sylveon,—è –±–æ–ª—å—à–µ –Ω–µ –∫—É—Å–∞—é—Å—å,33.0,0.37,0.599,6.0,-5.5,1,0.0387,0.0911,2.37e-06,0.237,0.488,176.785,165424.0,4,6 +The Flower Kings,Black Flag,28.0,0.399,0.59,4.0,-8.305,1,0.0315,0.0737,0.00133,0.333,0.199,139.912,459640.0,4,10 +Between The Buried And Me,The Coma Machine,44.0,0.273,0.971,7.0,-4.495,1,0.139,7e-05,0.00079,0.284,0.249,145.088,455920.0,4,8 +Travis,Side,61.0,0.455,0.849,7.0,-5.461,0,0.0284,0.000493,1.52e-05,0.466,0.533,90.955,239240.0,4,10 +Young Clancy,PARABLE 3,28.0,0.677,0.772,3.0,-7.438,1,0.424,0.303,2.15e-05,0.299,0.721,148.163,106048.0,4,1 +Lil Nas X,SUN GOES DOWN,42.0,0.551,0.636,2.0,-6.798,1,0.054,0.0837,4.28e-06,0.112,0.148,174.065,168276.0,4,5 +Rhodes Rodosu,Luna,39.0,0.594,0.944,7.0,-5.084,0,0.19,0.114,0.00102,0.286,0.3,103.004,242330.0,4,6 +Polo & Pan,Ani Kuni - Edit,60.0,0.704,0.669,,-5.691,1,0.0309,0.0862,0.348,0.108,0.305,121.005,169267.0,4,6 +Jan Harbeck Quartet,Lighter Shades,42.0,0.508,0.162,7.0,-12.7,0,0.0302,0.928,0.418,0.101,0.38,71.541,5.804216667,4,7 +VRSTY,MONTERO (Call Me By Your Name),34.0,0.469,0.884,11.0,-5.626,1,0.315,0.0506,3.98e-06,0.0861,0.174,178.944,180000.0,4,10 +Jerry Garcia Band,The Harder They Come (feat. B√©la Fleck) - Live,20.0,0.498,0.881,,-6.433,1,0.0626,0.507,0.0388,0.97,0.617,113.988,645680.0,4,10 +Lo Greco Bros Quartet,Naima,34.0,0.364,0.501,10.0,-6.138,0,0.0349,0.744,0.113,0.305,0.177,175.564,4.661783333,5,7 +The Fall of Troy,F.C.P.R.E.M.I.X.,59.0,0.226,0.891,9.0,-5.531,0,0.0702,0.000631,9.75e-06,0.225,0.511,167.876,237680.0,4,10 +The Damned,The Shadow Of Love,37.0,0.483,0.6,5.0,-11.83,1,0.0323,0.159,0.299,0.521,0.655,109.925,229960.0,4,10 +Atreyu,Save Us,59.0,0.409,0.816,,-4.59,1,0.0743,0.00384,2.86e-06,0.0932,0.385,164.841,141608.0,4,10 +Architects,Gravedigger,49.0,0.529,0.943,2.0,-4.446,1,0.0571,5.11e-05,4.34e-05,0.142,0.226,119.983,245300.0,4,8 +"Mauricio Hernandez Monterrubio, José Isidoro",Campeche,47.0,0.57,0.278,2.0,-7.268,1,0.0528,0.953,0.849,0.0997,0.287,122.99,3.638216667,3,7 +Omar and The Howlers,"Honest I Do (feat. Gary Clark, Jr.)",35.0,0.72,0.412,9.0,-8.139,1,0.0305,0.421,0.00071,0.102,0.463,111.444,141107.0,3,2 +The Civil Wars,Billie Jean,61.0,0.532,0.203,9.0,-8.524,0,0.0668,0.829,,0.108,0.543,89.646,259920.0,4,10 +Hundreds,Untold - Pure Current,29.0,0.59,0.129,5.0,-17.165,1,0.0546,0.958,0.864,0.107,0.0377,116.271,267443.0,4,6 +Editors,Papillon,56.0,0.505,0.947,7.0,-5.157,1,0.0613,2.07e-05,0.00635,0.301,0.629,125.995,324134.0,4,6 +E-Z,◊ú◊ê ◊î◊õ◊ú ◊û◊ü ◊ê◊ú◊ú◊î,40.0,0.596,0.709,1.0,-6.479,1,0.0359,0.27,,0.421,0.595,152.182,220263.0,4,5 +Justice,We Are Your Friends - Justice Vs Simian,61.0,0.615,0.97,9.0,1.342,0,0.119,0.0104,0.384,0.178,0.507,122.993,262773.0,4,1 +Blackbriar,Deadly Diminuendo,46.0,0.424,0.82,10.0,-6.895,0,0.0538,0.00484,0.000975,0.12,0.153,115.1,300579.0,4,8 +Little Walter,My Babe,56.0,0.676,0.334,5.0,-10.572,1,0.0508,0.862,,0.32,0.867,158.0,162040.0,4,2 +Little Sonny,It's Hard Going Up (But Twice As Hard Coming Down),5.0,0.702,0.685,2.0,-9.264,1,0.0346,0.451,0.0532,0.159,0.885,126.404,234200.0,3,2 +P.O.D.,Youth of the Nation,71.0,0.563,0.86,8.0,-7.533,1,0.0621,0.00834,0.0106,0.39,0.517,97.867,256240.0,4,10 +Merle Haggard,Are the Good Times Really Over (I Wish a Buck Was Still Silver),55.0,0.616,0.217,,-15.439,1,0.0335,0.808,0.000109,0.122,0.141,130.613,4.22155,3,4 +Robert Wilkins,That's No Way To Get Along,30.0,0.448,0.315,8.0,-14.961,1,0.0353,0.904,,0.235,0.372,98.548,172533.0,4,2 +Fibre,The Only One,36.0,0.654,0.92,1.0,-6.389,1,0.514,0.0254,0.339,0.143,0.709,120.065,168000.0,4,6 +Becca Mancari,Golden (Acoustic),49.0,0.359,0.17,4.0,-10.915,1,0.0308,0.91,0.000238,0.11,0.178,137.062,5.12186667,3,0 +Cannibal Corpse,Necrogenic Resurrection,53.0,0.462,0.974,1.0,-5.82,1,0.0816,2.94e-05,0.723,0.0751,0.399,107.877,186576.0,3,8 +"Astronauts, etc.",Cherry Plum,42.0,0.667,0.659,4.0,-10.264,0,0.04,0.728,0.249,0.141,0.826,139.947,174857.0,4,6 +otta,just like the rain,19.0,0.507,0.516,11.0,-6.133,0,0.0391,0.452,3.15e-05,0.135,0.27,109.821,187147.0,4,6 +Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,9 +Vundabar,Montage Music,32.0,0.493,0.856,7.0,-6.686,1,0.0556,0.0277,0.0026,0.258,0.818,159.641,194867.0,4,6 +"Conner Youngblood, Nylo",Everyday - Edit,41.0,0.469,0.607,7.0,-10.174,1,0.0371,0.369,0.0124,0.119,0.287,184.986,3.55395,4,0 +Marcus Miller,For the Love of Freedom,46.0,0.538,0.0687,2.0,-17.993,0,0.0371,0.967,0.461,0.0854,0.132,103.808,2.535116667,4,7 +Jasmin Moallem,◊ê◊ï◊® ◊î◊ô◊®◊ó,51.0,0.625,0.624,9.0,-8.391,1,0.14,0.179,7.15e-05,0.22,0.394,150.005,208200.0,4,5 +The 1975,It's Not Living (If It's Not With You),70.0,0.618,0.837,1.0,-5.338,1,0.0304,0.000254,0.000378,0.0618,0.526,121.227,248336.0,4,10 +4 Non Blondes,What's Up?,80.0,0.565,0.564,2.0,-10.044,1,0.0292,0.161,,0.114,0.454,134.355,295533.0,4,10 +Bashar Murad,Maskhara,35.0,0.647,0.864,5.0,-4.496,1,0.0428,0.00881,,0.273,0.5,94.986,186411.0,4,9 +Holly Humberstone,Haunted House,62.0,0.366,0.269,9.0,-9.197,1,0.0439,0.871,,0.101,0.238,127.523,133227.0,4,9 +The Derek Trucks Band,Sweet Inspiration,48.0,0.629,0.748,9.0,-6.3,1,0.0406,0.0924,,0.0449,0.439,111.066,278907.0,4,2 +Little Big Town,Girl Crush,69.0,0.5,0.225,,-10.22,1,0.0302,0.842,,0.112,0.355,173.788,3.222,3,4 +The Fray,Heartbeat,53.0,0.458,0.821,9.0,-5.076,1,0.0334,0.000594,9.46e-05,0.161,0.323,144.46,220693.0,4,10 +The Mar√≠as,Hush,65.0,0.846,0.431,5.0,-6.549,0,0.0351,0.071,0.176,0.0861,0.684,93.038,181893.0,4,6 +Sean Leon,free,34.0,0.736,0.502,10.0,-9.4,0,0.0587,0.481,0.00028,0.0866,0.296,103.985,151731.0,4,1 +Mrigya,Bhaag Bihag,11.0,0.383,0.696,7.0,-7.557,1,0.0417,0.265,0.763,0.281,0.379,139.068,8.096216667,4,0 +Oceanhoarse,Reaching Skywards,34.0,0.32,0.967,7.0,-5.898,0,0.0548,2.06e-06,0.859,0.305,0.081,130.338,246534.0,4,8 +Westlife,We Are One,2.0,0.529,0.528,8.0,-6.566,1,0.029,0.157,,0.135,0.278,118.03,3.74,4,9 +Garbage,Push It,46.0,0.568,0.907,4.0,-7.002,0,0.0318,0.000324,0.174,0.0702,0.895,123.886,242533.0,4,10 +Megan Davies,"Love Yourself, Out of the Woods, Roses - Acoustic Mashup",50.0,0.589,0.183,11.0,-13.31,1,0.0583,0.708,,0.393,0.36,90.556,3.95605,4,0 +Rascal Flatts,What Hurts The Most,70.0,0.537,0.674,5.0,-5.134,0,0.0277,0.0088,,0.265,0.33,136.002,3.56845,4,4 +Led Zeppelin,The Ocean - Remaster,56.0,0.443,0.555,4.0,-9.303,0,0.0474,0.0533,0.024,0.311,0.755,87.982,271027.0,4,10 +Matt Andersen,Been My Last,34.0,0.353,0.348,4.0,-9.934,1,0.0381,0.376,1.98e-05,0.0825,0.154,127.566,224867.0,3,2 +Catatonia,Road Rage,51.0,0.495,0.594,8.0,-6.447,1,0.0291,0.0178,0.000243,0.215,0.428,93.445,308386.0,4,6 +"Shashwat Singh, Rishabh Shankar",Albela,25.0,0.446,0.617,1.0,-7.883,1,0.0478,0.582,0.00292,0.0972,0.0696,159.768,2.25,4,0 +The Black Crowes,Jealous Guy,40.0,0.472,0.634,,-5.361,1,0.0324,0.0588,,0.105,0.641,124.27,297707.0,4,10 +Pepper,Stone Love,62.0,0.837,0.478,6.0,-5.861,0,0.0627,0.0571,0.00129,0.0569,0.81,78.746,254800.0,4,10 +Common,What Do You Say (Move It Baby) [Feat. PJ],54.0,0.793,0.699,6.0,-9.849,1,0.37,0.0199,0.000183,0.108,0.897,98.957,242347.0,4,5 +"Landon Austin, Aubrey Toone",Driver's License (Acoustic),43.0,0.614,0.327,11.0,-9.49,1,0.0314,0.585,,0.0885,0.43,145.051,3.8862,4,0 +Colonial Cousins,Krishna,35.0,0.594,0.619,1.0,-11.123,0,0.0478,0.597,0.000144,0.0694,0.385,89.691,5.835783333,1,0 +D Double E,Grinding Away,31.0,0.484,0.775,3.0,-7.761,0,0.46,0.0462,,0.173,0.907,61.024,210057.0,4,5 +King Gizzard & The Lizard Wizard,East West Link,50.0,0.461,0.75,,-8.688,0,0.0436,0.0243,0.451,0.116,0.798,166.019,188786.0,4,6 +DZ Deathrays,Make Yourself Mad,38.0,0.472,0.871,1.0,-4.89,1,0.0597,0.000115,,0.335,0.489,128.004,160160.0,4,10 +Leony,Faded Love,76.0,0.748,0.748,11.0,-3.852,1,0.0465,0.374,,0.261,0.393,132.101,148346.0,4,9 +"Camille Saint-Saëns, Sol Gabetta","The Carnival of the Animals, R. 125: XIII. The Swan",8.0,0.197,0.0527,7.0,-24.809,1,0.0432,0.991,0.945,0.0731,0.0386,82.876,3.222883333,4,7 +Carmella Gross & Wagner,◊™◊û◊ï◊†◊î ◊ê◊ô◊û◊§◊®◊°◊ô◊ï◊†◊ô◊°◊ò◊ô◊™,28.0,0.735,0.385,2.0,-15.624,1,0.0356,0.367,0.567,0.0659,0.533,126.023,196000.0,4,10 +Henry Webb-Jenkins,Months,20.0,0.687,0.199,8.0,-13.854,1,0.0402,0.839,0.00796,0.117,0.153,112.417,194000.0,3,9 +Ajotabeats,ANOTHER NIGHT,41.0,0.772,0.941,6.0,-7.609,0,0.165,0.076,0.625,0.0793,0.693,125.016,236175.0,4,6 +N.O.R.E.,Superthug,48.0,0.845,0.921,2.0,-4.711,1,0.184,0.00766,9.75e-06,0.0419,0.367,95.84,300360.0,4,5 +BTS,Butter,96.0,0.759,0.459,8.0,-5.187,1,0.0948,0.00323,,0.0906,0.695,109.997,2.7407,4,9 +Mustasch,Down in Black,39.0,0.524,0.94,10.0,-5.602,0,0.0504,0.000337,0.242,0.287,0.654,95.919,162827.0,4,8 +Katatonia,Lacquer,46.0,0.527,0.453,,-11.677,0,0.033,0.219,3.93e-05,0.104,0.179,120.024,282107.0,3,8 +Beware Of Darkness,Howl,46.0,0.23,0.888,2.0,-3.414,1,0.0512,0.000776,0.000292,0.414,0.368,90.716,243823.0,4,10 +Trippie Redd,Miss The Rage (feat. Playboi Carti),88.0,0.584,0.859,8.0,-5.616,1,0.121,0.0144,,0.847,0.369,77.005,236883.0,4,9 +Kaunis Kuolematon,Hyv√§sti,34.0,0.436,0.907,4.0,-6.784,0,0.0608,0.000493,0.793,0.348,0.0692,115.017,452900.0,4,8 +You Me At Six,WYDRN,46.0,0.556,0.881,4.0,-4.656,0,0.04,0.0391,1.78e-05,0.187,0.736,133.058,209960.0,4,10 +Shlomo Artzi,◊ì◊ë◊ß,35.0,0.637,0.625,10.0,-8.169,0,0.0342,0.641,5.64e-06,0.12,0.491,113.993,226667.0,4,10 +Melike ≈ûahin,Uykumun Boynunu B√ºkme,53.0,0.538,0.477,9.0,-10.481,0,0.027,0.0322,0.000244,0.0939,0.721,105.898,273993.0,4,10 +John Garcia,Jim's Whiskers,32.0,0.343,0.872,5.0,-5.602,0,0.0914,0.0207,0.364,0.147,0.588,115.991,222169.0,4,10 +Marina Maximilian,Not Afraid,37.0,0.334,0.536,9.0,-6.649,0,0.0381,0.378,,0.106,0.235,152.429,204947.0,4,9 +Leon Bridges,Motorbike,67.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,1 +"Clifford Brown, Max Roach Quintet",If I Love Again,27.0,0.552,0.69,2.0,-9.203,0,0.045,0.604,0.0976,0.24,0.948,128.789,3.39955,4,7 +The Raconteurs,"Steady, As She Goes",66.0,0.525,0.578,9.0,-4.563,1,0.12,0.0132,0.00916,0.108,0.537,123.696,215267.0,4,1 +Machine Head,Battery,38.0,0.277,0.993,6.0,-5.27,0,0.147,0.00067,0.0701,0.0985,0.0736,99.456,304667.0,4,8 +Peer Tasi,◊õ◊™◊ë◊™◊ô ◊û◊ô◊ú◊ô◊ù,32.0,0.485,0.392,5.0,-7.744,0,0.0302,0.787,,0.111,0.313,71.375,245135.0,4,9 +Candlemass,The Pendulum,34.0,0.217,0.807,8.0,-4.802,1,0.0469,1.19e-05,0.179,0.0733,0.249,103.893,299293.0,3,8 +Muse,Supermassive Black Hole,76.0,0.668,0.921,7.0,-3.727,1,0.0439,0.0492,0.00517,0.0877,0.782,120.0,212440.0,4,1 +Alvaro Soler,Magia,76.0,0.757,0.671,8.0,-7.541,0,0.0422,0.104,,0.0729,0.837,133.008,192500.0,4,9 +10-FEET,„Ç¢„Ç™,43.0,0.327,0.952,,-2.345,1,0.128,0.0017,,0.0259,0.296,189.938,224267.0,4,10 +Sheryl Crow,Soak Up The Sun,1.0,0.717,0.732,4.0,-4.985,1,0.0426,0.0394,,0.136,0.708,119.996,292307.0,4,10 +Kid Ink,Champion,59.0,0.287,0.956,5.0,-2.847,0,0.258,0.0937,,0.423,0.475,82.578,156848.0,4,5 +Philip Sayce,Spirit,42.0,0.479,0.905,4.0,-6.606,0,0.0565,0.00076,0.00219,0.326,0.274,90.007,218088.0,4,2 +"Molly Parden, Hollow Hum",Landslide,56.0,0.366,0.262,2.0,-12.635,1,0.0322,0.767,2.06e-05,0.119,0.181,151.11,4.09845,4,0 +Dudu Aharon,◊§◊®◊ô◊ñ ◊ê◊ï ◊ê◊®◊ï◊û◊î,19.0,0.719,0.928,,-3.215,0,0.0326,0.0736,,0.339,0.929,105.004,204067.0,4,9 +Post-Party,Wasting Time,39.0,0.459,0.747,3.0,-5.439,1,0.0309,0.000956,0.000146,0.104,0.673,89.974,167556.0,4,6 +Forth Wanderers,Nevermine,41.0,0.385,0.637,4.0,-5.176,1,0.0315,0.0455,0.349,0.286,0.246,163.913,234098.0,4,6 +Westlife,Talk Me Down,1.0,0.345,0.346,4.0,-8.168,1,0.0284,0.496,6.21e-06,0.117,0.155,149.713,4.03045,4,9 +Bettye LaVette,The High Road,16.0,0.649,0.448,8.0,-7.6,1,0.0278,0.785,0.00192,0.0953,0.36,80.521,269533.0,3,2 +Itay Levi,◊ñ◊ï◊õ◊®◊™,39.0,0.506,0.583,9.0,-6.989,0,0.108,0.133,,0.254,0.445,170.014,229037.0,4,9 +Yuval Dayan,◊¶◊ë◊¢◊ô◊ù,32.0,0.37,0.57,4.0,-8.316,0,0.0361,0.285,0.0054,0.102,0.362,113.595,260506.0,4,9 +Red Hot Chili Peppers,Taste The Pain - Remastered,40.0,0.641,0.828,11.0,-5.412,0,0.0722,0.0864,8.85e-06,0.246,0.776,104.714,271933.0,4,10 +Death,God of Thunder,40.0,0.446,0.892,,-4.809,1,0.0524,2.45e-05,0.00131,0.115,0.377,107.465,240693.0,4,8 +The Lemonheads,Mrs. Robinson - Remastered,63.0,0.494,0.936,11.0,-7.195,0,0.0398,0.0112,0.000693,0.276,0.834,107.543,224480.0,4,6 +N.W.A.,Straight Outta Compton,55.0,0.773,0.947,8.0,-5.824,1,0.249,0.117,,0.44,0.464,102.146,266194.0,4,5 +Bernard Allison,Same Ole Feeling,20.0,0.742,0.696,9.0,-7.198,0,0.0384,0.294,2.34e-06,0.0802,0.765,82.252,244624.0,4,2 +Yoshinori Hayashi,Make up One‚Äôs Mind,27.0,0.409,0.48,,-11.899,1,0.0311,0.0133,0.86,0.138,0.152,163.33,210000.0,4,6 +Wars,"High Art, Low Culture",39.0,0.46,0.949,9.0,-1.026,1,0.0751,0.00026,0.58,0.0421,0.255,142.917,158349.0,4,8 +Under the Concrete,Joshua Burnside,45.0,0.431,0.392,6.0,-9.994,0,0.0585,0.705,7.33e-06,0.174,0.3,98.667,3.431266667,3,0 +The James Hunter Six,He's Your Could've Been,39.0,0.908,0.517,2.0,-9.919,0,0.108,0.784,0.0025,0.0851,0.762,114.68,160635.0,4,9 +FINNEAS,American Clich√©,64.0,0.772,0.503,11.0,-7.603,0,0.0873,0.0732,,0.0785,0.496,138.046,203389.0,4,9 +Erkin Koray,Fesuphanallah,52.0,0.58,0.422,5.0,-14.462,0,0.0342,0.409,9.79e-05,0.0581,0.844,134.912,217400.0,4,10 +Lady Leshurr,Queen's Speech 4,47.0,0.661,0.531,7.0,-10.113,0,0.548,0.141,,0.136,0.672,93.287,196615.0,5,5 +The Jesus and Mary Chain,Head On,49.0,0.561,0.871,,-5.48,1,0.0314,0.000179,0.237,0.0925,0.517,138.978,251480.0,4,10 +The Haunted,99,51.0,0.39,0.967,9.0,-3.619,1,0.0625,4.45e-06,0.0591,0.608,0.416,177.041,238813.0,4,8 +Warpaint,Ashes to Ashes,51.0,0.696,0.871,1.0,-6.482,1,0.0357,0.186,0.0282,0.173,0.8,118.938,310227.0,4,6 +Adult Mom,Breathing,31.0,0.542,0.668,,-5.924,1,0.0309,0.225,1.87e-06,0.096,0.651,104.914,194631.0,4,6 +Billie Marten,Garden of Eden,55.0,0.577,0.72,5.0,-8.08,1,0.0421,0.0496,0.00423,0.0977,0.465,150.085,199480.0,4,6 +Flavour,Berna,53.0,0.84,0.859,9.0,-4.28,0,0.129,0.233,,0.142,0.939,113.938,238576.0,4,9 +Maya De Vitry,When the Memories Come Around,14.0,0.421,0.491,,-9.252,1,0.0295,0.182,,0.195,0.731,147.726,184832.0,4,1 +Dirty Heads,Lift Me Up,56.0,0.621,0.668,,-5.15,1,0.046,0.0954,,0.114,0.685,163.901,153680.0,4,10 +The Voidz,Leave It In My Dreams,59.0,0.6,0.746,4.0,-4.696,0,0.0355,0.0226,0.0119,0.109,0.614,118.551,239442.0,4,6 +ENVYYOU,New Friends,46.0,0.545,0.651,11.0,-5.966,0,0.044,0.000792,1.43e-05,0.484,0.502,99.926,176349.0,4,1 +Sugar Ray,Fly,66.0,0.835,0.648,1.0,-8.15,1,0.0488,0.0202,0.225,0.308,0.674,99.701,244640.0,4,9 +Dan Kye,Moving,49.0,0.899,0.763,2.0,-11.548,1,0.0601,0.262,0.627,0.0869,0.905,122.005,315608.0,4,1 +Laura Les,Haunted,70.0,0.51,0.817,9.0,-8.666,1,0.0373,0.000654,0.0344,0.146,0.547,169.481,102007.0,4,10 +"Britney Spears, Backstreet Boys",Matches,49.0,0.957,0.507,,-6.206,1,0.0539,0.0451,,0.0543,0.817,123.998,2.881783333,4,9 +Whethan,Hurting on Purpose (feat. K.Flay),50.0,0.796,0.698,,-5.867,1,0.0676,0.0162,0.00115,0.312,0.727,140.966,129408.0,4,10 +Zuzu Bollin,Why Don't You Eat Where You Slept Last Night?,37.0,0.606,0.393,10.0,-16.296,1,0.0506,0.736,0.69,0.0823,0.832,131.863,174133.0,4,2 +Thou,Them Bones,32.0,0.159,0.785,9.0,-6.162,1,0.0388,3.44e-06,0.722,0.373,0.535,152.348,167842.0,4,8 +Galantis,Faith (with Dolly Parton) [feat. Mr. Probz] - Acoustic,47.0,0.557,0.518,7.0,-7.043,1,0.0315,0.339,,0.0867,0.354,110.291,173218.0,4,9 +Henrik Schwarz,Come Together - Beatless,29.0,0.286,0.413,7.0,-9.539,0,0.0386,0.609,0.163,0.0769,0.0521,184.368,343627.0,3,6 +Pale Waves,Easy,50.0,0.405,0.811,8.0,-3.82,1,0.0528,0.0407,0.000221,0.0727,0.63,175.018,174333.0,4,6 +Remy Ma,Conceited (There's Something About Remy),57.0,0.704,0.568,11.0,-7.786,1,0.51,0.216,,0.184,0.586,123.855,219560.0,5,5 +Scissor Sisters,Take Your Mama,56.0,0.758,0.954,8.0,-4.573,1,0.108,0.196,4.11e-05,0.0531,0.924,153.973,271907.0,4,9 +Long Distance Calling,Immunity,30.0,0.517,0.831,4.0,-7.821,0,0.045,0.00139,0.807,0.113,0.347,174.955,340147.0,3,10 +Mother Mother,Forgotten Souls,61.0,0.528,0.621,,-8.559,1,0.0455,0.346,1.47e-06,0.11,0.46,98.419,175737.0,4,10 +Superlove,btw! i adore u,37.0,0.536,0.836,,-5.976,1,0.0948,0.000233,0.00177,0.402,0.576,82.526,200909.0,4,10 +Nili Fink,Dmoot,3.0,0.613,0.292,6.0,-14.464,0,0.0331,0.694,0.0811,0.0827,0.275,122.124,269522.0,4,6 +Måneskin,I WANNA BE YOUR SLAVE,95.0,0.75,0.608,1.0,-4.008,1,0.0387,0.00165,,0.178,0.958,132.507,2.88911667,4,9 +Angels & Airwaves,Euphoria,42.0,0.318,0.919,2.0,-2.433,1,0.0774,0.00771,,0.115,0.38,88.981,264067.0,4,10 +Big Ups,Goes Black,31.0,0.377,0.976,6.0,-3.686,0,0.217,0.000107,0.0936,0.142,0.264,116.062,141560.0,4,10 +Igor Starshinov,101 Km,32.0,0.539,0.996,6.0,-2.57,1,0.0405,0.000895,0.91,0.331,0.656,130.01,265837.0,4,6 +Tash Sultana,Greed,,0.668,0.206,1.0,-19.407,0,0.0452,0.462,0.241,0.292,0.125,87.994,220909.0,4,10 +Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,1 +David Shaw,Heavy Soul,47.0,0.72,0.747,7.0,-4.413,1,0.0313,0.204,2.55e-05,0.139,0.919,145.047,182690.0,4,10 +Fleet Foxes,Tiger Mountain Peasant Song,49.0,0.645,0.132,6.0,-12.635,1,0.0327,0.927,0.00143,0.0845,0.257,131.011,208973.0,3,6 +Olive Amun,Blues,56.0,0.694,0.576,11.0,-7.064,1,0.0275,0.501,2.35e-06,0.264,0.445,117.997,150127.0,4,10 +Brass Against,The Pot,42.0,0.495,0.759,,-6.304,1,0.0381,0.0197,0.00138,0.167,0.387,107.12,381398.0,4,10 +Lost Frequencies,Rise,80.0,0.689,0.612,6.0,-6.014,1,0.0387,0.228,7.77e-06,0.368,0.461,122.076,193018.0,4,9 +Kaunis Kuolematon,Kylm√§ maa,29.0,0.406,0.963,11.0,-7.108,1,0.18,6.16e-05,0.849,0.176,0.052,124.932,421000.0,4,8 +Guitar Tom and the High Cats,Evelina,37.0,0.355,0.949,9.0,-5.356,1,0.0578,2.37e-05,1.34e-05,0.0728,0.792,83.704,154680.0,4,10 +MGMT,Electric Feel - Justice Remix,51.0,0.625,0.815,11.0,-3.915,1,0.177,0.0476,0.0977,0.07,0.528,107.273,327387.0,4,1 +Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,6 +The Beatles,She Loves You - Mono / Remastered,66.0,0.377,0.916,4.0,-3.199,0,0.0481,0.26,,0.074,0.912,75.533,140920.0,4,10 +Rews,Heart Is On Fire,30.0,0.436,0.64,2.0,-6.406,1,0.0519,0.0158,2.38e-05,0.259,0.284,203.7,187253.0,4,10 +TOOL,The Grudge,60.0,0.423,0.795,2.0,-7.408,1,0.0374,0.000162,0.843,0.269,0.307,96.045,515080.0,5,8 +BUZZ,Dreaming,36.0,0.602,0.698,,-3.167,1,0.0712,0.0597,,0.127,0.53,114.977,225893.0,4,10 +Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,1 +Roni Bar Hadas,Calm the Beast,20.0,0.455,0.658,9.0,-6.113,1,0.0508,0.0261,0.0154,0.0912,0.25,134.06,190720.0,3,6 +Conway Twitty,Don't Take It Away - Single Version,41.0,0.721,0.302,4.0,-16.424,1,0.0592,0.517,,0.168,0.433,88.461,3.69,4,4 +Great White,House Of Broken Love,49.0,0.581,0.468,9.0,-15.763,0,0.0314,0.0251,0.0845,0.0831,0.49,116.04,358427.0,3,10 +SR,Practice Makes Perfect,70.0,0.801,0.633,4.0,-7.069,1,0.293,0.102,,0.354,0.945,139.931,167143.0,4,5 +"Christone ""Kingfish"" Ingram",Empty Promises (Live),46.0,0.383,0.511,2.0,-7.143,0,0.0369,0.168,0.0061,0.256,0.294,121.049,469445.0,4,2 +my bloody valentine,Sometimes,53.0,0.356,0.609,7.0,-14.697,1,0.0514,1.09e-05,0.878,0.1,0.0952,128.432,319160.0,4,6 +Mashina,◊ú◊î◊™◊®◊ê◊ï◊™ ◊†◊¢◊ï◊®◊ô◊ù ◊©◊ú◊ï◊ù ◊ê◊î◊ë◊î,26.0,0.615,0.755,4.0,-8.794,0,0.0292,0.00924,0.000233,0.272,0.933,124.964,258920.0,4,10 +Liz Lawrence,Down For Fun,12.0,0.677,0.791,7.0,-5.34,1,0.0307,0.00394,0.0853,0.101,0.857,102.974,155000.0,4,1 +Night Tempo,Turn the Lights On,31.0,0.649,0.882,7.0,-5.461,1,0.327,0.0254,0.835,0.303,0.585,128.052,153750.0,4,6 +Metallica,One (Remastered),46.0,0.439,0.691,7.0,-9.158,1,0.0608,0.000666,0.0777,0.423,0.433,103.281,446146.0,3,10 +LANDMVRKS,Rainfall,45.0,0.247,0.981,7.0,-3.973,1,0.0964,9.38e-05,2.64e-05,0.398,0.193,136.611,194502.0,4,8 +Gary Allan,Smoke Rings In The Dark,51.0,0.534,0.596,2.0,-7.148,1,0.0279,0.277,0.000359,0.148,0.147,114.957,4.2941,4,4 +Orion Sun,Ne Me Quitte Pas (Don't Leave Me),57.0,0.617,0.5,6.0,-5.747,1,0.034,0.386,0.00521,0.107,0.516,90.026,168747.0,4,6 +Metal Church,For No Reason,33.0,0.362,0.968,9.0,-2.629,0,0.0741,6.56e-06,0.00204,0.0672,0.427,164.167,284518.0,4,8 +Joel Corry,Head & Heart (feat. MNEK),90.0,0.734,0.874,8.0,-3.158,1,0.0662,0.168,1.14e-05,0.0489,0.905,122.953,166028.0,4,9 +Louis Baker,Rainbow,43.0,0.448,0.263,2.0,-10.362,1,0.0459,0.708,1.87e-06,0.119,0.423,88.109,3.86246667,4,0 +Porsh Bet$,Peanut Butter,53.0,0.793,0.698,5.0,-8.089,1,0.0337,0.0478,,0.104,0.786,107.979,132058.0,4,9 +Sabbat,The Clerical Conspiracy - 2007 Remastered Version,28.0,0.267,0.982,6.0,-5.72,1,0.123,5.09e-06,0.712,0.147,0.228,142.271,337787.0,3,8 +Kan Sano,Think Twice,41.0,0.761,0.679,,-9.796,0,0.0668,0.102,0.826,0.13,0.861,94.998,269573.0,4,1 +ODB,Shimmy Shimmy Ya,68.0,0.814,0.481,,-5.183,1,0.245,0.097,3.83e-05,0.0495,0.193,96.252,161400.0,4,5 +Keb' Mo',The Medicine Man [Feat. Old Crow Medicine Show],54.0,0.801,0.637,,-6.406,1,0.0565,0.169,3.75e-05,0.0925,0.769,77.012,218360.0,4,1 +Alvin Youngblood Hart,Motivational Speaker,40.0,0.608,0.849,2.0,-6.66,1,0.0389,0.00371,0.0259,0.112,0.644,101.517,235720.0,4,2 +Fells,Searching For Nothing,38.0,0.542,0.733,3.0,-5.815,1,0.0318,0.0261,,0.0968,0.329,119.963,221938.0,4,10 +Loyle Carner,You Don't Know,49.0,0.716,0.83,1.0,-4.67,0,0.222,0.244,1.69e-06,0.103,0.674,92.147,250451.0,4,5 +Moneybagg Yo,Said Sum,72.0,0.929,0.667,8.0,-6.789,0,0.353,0.0185,,0.1,0.274,126.998,155168.0,4,5 +Walk Into a Storm,The Lone Bellow,32.0,0.461,0.272,7.0,-8.795,1,0.0328,0.335,1.33e-06,0.102,0.258,73.806,5.10355,4,0 +Jimi Hendrix,Are You Experienced?,49.0,0.403,0.763,8.0,-6.727,1,0.118,0.0277,0.00985,0.148,0.455,82.812,255613.0,4,10 +Greenleaf,Stray Bullit Woman,45.0,0.477,0.648,6.0,-7.687,1,0.0498,0.0254,0.0184,0.115,0.571,89.753,185440.0,4,10 +Guapdad 4000,Chicken Adobo,56.0,0.887,0.401,5.0,-8.132,1,0.0646,0.164,1.96e-06,0.0728,0.601,128.047,182833.0,4,5 +Corey Taylor,Black Eyes Blue,51.0,0.551,0.98,8.0,-3.755,0,0.0451,0.000899,4.16e-06,0.142,0.561,119.041,202446.0,4,10 +Lonely Time,Chris Smither,28.0,0.606,0.452,4.0,-10.376,1,0.0394,0.815,2.24e-05,0.118,0.657,126.687,3.37795,4,0 +Kasabian,L.S.F.,51.0,0.617,0.754,9.0,-7.395,1,0.0363,0.00754,0.000171,0.256,0.397,105.282,196853.0,4,6 +Two Feet,Never Enough,53.0,0.611,0.743,11.0,-4.272,0,0.0346,0.00244,,0.39,0.429,105.052,162787.0,4,10 +Eden Hason,◊°◊ô◊ë◊ï◊ë◊ô◊ù,53.0,0.888,0.786,6.0,-4.2,0,0.0517,0.135,2.95e-06,0.0754,0.771,100.03,185400.0,4,9 +Shireen,Umai,41.0,0.257,0.626,7.0,-7.156,1,0.0318,0.313,0.00368,0.188,0.293,83.979,378987.0,1,8 +Pretty Sick,Superstar,47.0,0.554,0.606,7.0,-5.74,1,0.0256,0.152,7.67e-06,0.282,0.599,93.991,220768.0,4,6 +Common,Black America Again,30.0,0.408,0.911,1.0,-5.647,1,0.344,0.201,,0.108,0.104,93.917,365480.0,4,5 +Johnny Winter,"I Can't Stand It - Live at The Woodstock Music & Art Fair, August 18, 1969",27.0,0.345,0.706,,-9.351,0,0.0448,0.191,0.168,0.836,0.766,88.069,369893.0,4,10 +Ella Lee,◊û◊î ◊ê◊™◊î ◊®◊ï◊¶◊î,53.0,0.694,0.669,6.0,-6.722,1,0.0385,0.0685,,0.114,0.618,115.146,146087.0,4,9 +"Mukesh, Vyjayanthimala","Bol Radha Bol, Pt. 2",10.0,0.427,0.545,11.0,-13.159,0,0.0799,0.864,4.46e-06,0.555,0.954,98.489,4.649116667,4,3 +Ella Henderson,Let‚Äôs Go Home Together - Stripped,51.0,0.649,0.441,4.0,-4.042,1,0.0421,0.619,,0.152,0.331,153.603,221299.0,4,9 +bandofyou,Oblivion,29.0,0.627,0.865,9.0,-3.896,0,0.0431,0.0113,0.00364,0.35,0.705,129.996,202240.0,4,10 +Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,6 +James Brown,Get Up Offa That Thing,61.0,0.864,0.813,2.0,-6.909,1,0.361,0.217,,0.874,0.72,118.006,239733.0,4,9 +Harbours & Oceans,Ripples (Echoes),44.0,0.182,0.0457,9.0,-21.788,0,0.0452,0.908,0.841,0.0716,0.136,108.549,2.906666667,4,7 +Hellryder,Night Rider,35.0,0.363,0.94,6.0,-5.773,0,0.1,0.000131,0.365,0.116,0.277,191.998,194587.0,4,8 +Neil Cowley,Don‚Äôt Walk Alone,41.0,0.448,0.154,10.0,-23.811,1,0.0405,0.795,0.878,0.275,0.154,79.955,278436.0,4,6 +Weezer,Troublemaker,38.0,0.652,0.739,8.0,-7.927,1,0.0314,0.0167,,0.146,0.82,131.483,164693.0,4,10 +UPSAHL,People I Don't Like,72.0,0.747,0.573,11.0,-6.562,0,0.295,0.268,,0.302,0.551,90.036,142766.0,4,1 +Enter Shikari,thƒì kƒ≠√±g,39.0,0.526,0.878,,-6.793,1,0.0835,0.0181,,0.834,0.627,148.104,168927.0,4,10 +Sarit Hadad,◊©◊ô◊® ◊î◊§◊®◊ô◊ó◊î,24.0,0.659,0.835,9.0,-6.185,0,0.0421,0.437,,0.102,0.564,132.033,223800.0,4,9 +Satyricon,Hvite Krists D√∏d,36.0,0.179,0.964,2.0,-7.878,0,0.081,3.12e-05,0.575,0.353,0.0769,151.258,507627.0,3,8 +Teenage Wrist,High Again,36.0,0.484,0.891,,-5.943,0,0.0805,0.00041,0.00219,0.0597,0.292,145.929,206157.0,4,10 +The Midnighters,Sexy Ways,1.0,0.371,0.76,8.0,-2.684,1,0.0418,0.411,,0.0732,0.907,128.74,147591.0,4,2 +Palaye Royale,Mad World,56.0,0.302,0.73,2.0,-6.369,1,0.0901,0.122,8.99e-06,0.0956,0.183,114.558,210998.0,4,10 +Evildead,Word of God,13.0,0.392,0.969,1.0,-3.339,1,0.0572,6.64e-06,0.0342,0.29,0.297,99.921,184533.0,4,8 +The Moon & The Nightspirit,A Hajnal K√∂sz√∂nt√©se,34.0,0.202,0.458,2.0,-8.776,1,0.0298,0.0092,0.00187,0.309,0.0962,75.034,356173.0,4,8 +Fear,Let's Have A War,37.0,0.399,0.828,2.0,-9.06,1,0.0517,0.0177,,0.39,0.374,99.094,140760.0,4,10 +moanday,Blue Ceiling,55.0,0.85,0.687,6.0,-8.967,0,0.0411,0.0522,0.229,0.0816,0.797,109.995,166909.0,4,9 +Balents,One V One,28.0,0.551,0.44,9.0,-9.699,0,0.0429,0.815,0.881,0.189,0.281,140.12,165514.0,4,6 +Santana,"Savor - Live at The Woodstock Music & Art Fair, August 16, 1969",29.0,0.461,0.834,8.0,-13.794,1,0.0441,0.0259,0.869,0.381,0.63,133.12,325267.0,4,10 +The Felice Brothers,Plunder,36.0,0.383,0.828,,-6.322,1,0.0359,0.033,3.05e-05,0.35,0.845,135.067,221907.0,4,10 +Placebo,Every You Every Me,67.0,0.478,0.923,10.0,-7.547,1,0.0569,2.7e-05,0.719,0.325,0.165,133.134,213800.0,4,1 +Alan Jackson,Where Have You Gone,50.0,0.447,0.21,9.0,-14.754,1,0.0265,0.715,3.04e-05,0.202,0.266,80.951,286961.0,4,1 +Peter Bjorn and John,Young Folks,72.0,0.699,0.812,,-6.005,1,0.0377,0.0164,0.000763,0.105,0.662,138.185,276693.0,4,6 +Brent Cobb,Soapbox,46.0,0.892,0.47,,-8.413,1,0.0368,0.75,,0.0817,0.784,108.92,242347.0,4,1 +Filthy Gears,Duck Duck Goose,13.0,0.619,0.663,2.0,-7.249,1,0.0608,0.000538,0.0324,0.286,0.277,93.427,193074.0,5,5 +Egzod,Mirage,40.0,0.513,0.919,10.0,-3.987,1,0.299,0.182,0.00166,0.116,0.207,150.0,207750.0,4,10 +Idan Raichel,◊û◊™◊í◊¢◊í◊¢◊™ ◊ê◊ï◊™◊ö (Mitga'aga'at Ot'cha),47.0,0.529,0.431,,-8.973,0,0.0339,0.742,0.00104,0.364,0.38,156.106,134875.0,4,9 +Jayshri Prakash,Samagana Lolanae,17.0,0.666,0.709,5.0,-3.806,0,0.0733,0.0635,,0.118,0.475,150.037,5.98,4,0 +The Cure,Close To Me,68.0,0.724,0.523,11.0,-11.139,1,0.116,0.0745,0.703,0.0811,0.965,185.075,203267.0,4,1 +Red Hot Chili Peppers,Show Me Your Soul,43.0,0.672,0.906,2.0,-10.217,1,0.0592,0.011,5.46e-05,0.0756,0.242,121.971,263173.0,4,10 +Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,6 +"Robert Lockwood, Jr.",Little Boy Blues,26.0,0.727,0.292,2.0,-13.609,1,0.0408,0.906,0.000255,0.104,0.694,83.543,187638.0,4,2 +Men At Work,Down Under,73.0,0.746,0.79,11.0,-4.7,0,0.0257,0.0485,0.0261,0.0534,0.891,107.231,220867.0,4,9 +Tantara,Punish the Punisher,18.0,0.577,0.974,7.0,-5.491,1,0.0993,5.18e-05,0.264,0.0722,0.178,102.501,300293.0,4,8 +Mukesh,Jane Kahan Gaye Woh Din,26.0,0.335,0.325,5.0,-8.615,0,0.0353,0.621,0.00142,0.136,0.269,140.954,4.43405,3,3 +Shlomo Artzi,◊ê◊ú◊ï◊î◊ô◊ô,30.0,0.547,0.536,2.0,-6.218,0,0.024,0.778,0.000246,0.203,0.293,85.957,256400.0,4,10 +Minutemen,Corona,54.0,0.47,0.913,7.0,-10.196,1,0.0343,6.59e-05,0.267,0.222,0.977,130.425,145533.0,4,6 +Melissa Etheridge,Like The Way I Do,58.0,0.596,0.835,2.0,-13.021,0,0.0418,0.0418,1.11e-05,0.059,0.637,101.359,324333.0,4,10 +Charlie Beale,Tale of A.G. Smith,20.0,0.762,0.685,11.0,-7.599,0,0.0268,0.275,0.00692,0.151,0.664,109.964,217125.0,4,2 +Busta Rhymes,Woo Hah!! Got You All in Check,59.0,0.842,0.831,1.0,-7.072,1,0.242,0.127,,0.0881,0.814,92.053,271973.0,4,5 +Beware Of Darkness,Muthafucka,44.0,0.355,0.8,9.0,-4.548,1,0.0432,1.42e-05,,0.218,0.299,139.9,212853.0,4,10 +Korin Allal,◊õ◊©◊ñ◊î ◊¢◊û◊ï◊ß,36.0,0.476,0.517,7.0,-10.441,1,0.03,0.0364,1.01e-05,0.341,0.254,82.937,296667.0,4,9 +Des Rocs,This is Our Life,58.0,0.367,0.877,7.0,-3.92,1,0.109,0.00108,1.08e-05,0.351,0.395,157.68,224307.0,4,1 +KiNG MALA,she calls me daddy,61.0,0.796,0.426,9.0,-7.994,1,0.0324,0.031,0.00446,0.171,0.572,100.006,183570.0,4,9 +Waterparks,Just Kidding,47.0,0.677,0.87,11.0,-4.569,0,0.0356,0.199,,0.304,0.737,94.984,149050.0,4,10 +Sue Foley,The Lucky Ones,21.0,0.691,0.822,,-5.665,1,0.041,0.678,8.26e-06,0.136,0.859,109.861,223560.0,4,2 +Ricky Warwick,When Life Was Hard & Fast,30.0,0.459,0.973,5.0,-5.917,0,0.0672,0.000718,0.156,0.39,0.417,144.95,248320.0,4,8 +Coroner,Semtex Revolution,43.0,0.427,0.79,10.0,-12.396,1,0.0513,4.18e-05,0.51,0.344,0.443,111.298,330987.0,4,8 +Davy Knowles,Uprising,20.0,0.479,0.802,2.0,-4.968,1,0.0569,0.0418,,0.213,0.416,80.043,216552.0,4,2 +The Game,Dreams,58.0,0.63,0.78,6.0,-5.353,1,0.221,0.00499,,0.206,0.281,155.779,286453.0,4,5 +Courtney Marie Andrews,To Ramona,44.0,0.403,0.209,5.0,-10.437,1,0.0474,0.932,2.73e-06,0.125,0.486,166.597,3.62645,3,0 +Jj Thames,Oh Lord,36.0,0.544,0.197,,-14.654,1,0.0323,0.947,9.77e-05,0.358,0.251,133.432,201747.0,4,2 +Eden Ben Zaken,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,27.0,0.552,0.659,4.0,-3.515,0,0.0521,0.398,7.56e-06,0.329,0.283,139.976,251987.0,4,9 +Bon Jovi,This Ain't A Love Song,61.0,0.348,0.635,4.0,-6.836,1,0.0386,0.0932,,0.126,0.144,87.974,306240.0,3,10 +Jo Dee Messina,My Give A Damn's Busted,51.0,0.665,0.874,2.0,-4.082,1,0.0308,0.143,1.05e-05,0.251,0.766,103.98,3.316,4,4 +Ki Oni,A Single Heron Takes Flight,31.0,0.272,0.251,11.0,-16.73,0,0.0498,0.976,0.897,0.111,0.292,86.118,402000.0,3,6 +YG,Toot It Up,,0.6,0.672,2.0,-8.479,1,0.359,0.115,,0.338,0.614,132.952,206249.0,5,5 +Robin Trower,The Fool and Me - 2007 Remaster,35.0,0.409,0.766,9.0,-8.028,0,0.0565,0.000144,0.361,0.269,0.783,122.692,235720.0,4,2 +Protest The Hero,Blindfolds Aside,39.0,0.243,0.69,6.0,-10.783,1,0.0497,0.000521,0.000833,0.125,0.114,151.665,358813.0,4,10 +Convictions,Teeth,40.0,0.335,0.931,9.0,-4.488,1,0.188,0.000112,0.00136,0.315,0.206,84.024,128677.0,4,8 +Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,6 +Washed Out,Too Late,59.0,0.43,0.874,8.0,-5.054,0,0.0543,0.127,0.0418,0.126,0.576,195.891,252409.0,4,6 +Erol Alkan,Waves,40.0,0.34,0.533,11.0,-12.554,0,0.034,0.939,0.852,0.156,0.121,128.918,258546.0,4,6 +Blue Cheer,Summertime Blues,44.0,0.456,0.514,7.0,-9.733,0,0.053,0.462,0.00037,0.268,0.657,138.377,226907.0,4,10 +Lindemann,Skills in Pills,51.0,0.391,0.94,11.0,-4.86,0,0.0795,0.00645,0.548,0.17,0.116,170.014,255680.0,4,8 +Alien Weaponry,Holding My Breath,41.0,0.474,0.94,7.0,-6.429,1,0.141,0.000156,0.00899,0.0667,0.456,174.953,274311.0,4,8 +Molassess,Through the Hollow,27.0,0.199,0.807,6.0,-9.125,0,0.0502,0.00192,0.0122,0.531,0.0577,158.507,665451.0,4,10 +Dierks Bentley,Come A Little Closer,54.0,0.579,0.57,5.0,-5.869,1,0.0227,0.0644,0.00636,0.105,0.368,80.028,4.69955,4,4 +Fu Manchu,Intelligent Worship,37.0,0.381,0.897,2.0,-5.784,1,0.0924,0.000328,0.288,0.0592,0.554,146.056,187053.0,3,10 +Aerosmith,Dream On,78.0,0.307,0.433,1.0,-10.057,1,0.029,0.388,9.08e-05,0.332,0.224,160.9,266960.0,4,8 +El Invento,José González,50.0,0.5,0.37,9.0,-11.581,1,0.0376,0.949,0.0761,0.104,0.37,78.785,2.556883333,4,0 +Mazare,Berserker,48.0,0.221,0.809,10.0,-2.879,1,0.0665,0.00218,4.27e-05,0.138,0.0945,118.021,265875.0,5,10 +Westside Gunn,The Hurt Business,42.0,0.528,0.816,7.0,-6.841,1,0.265,0.464,,0.146,0.773,165.97,236837.0,4,5 +Teapacks,◊ë◊ß◊®◊ï◊ë ◊™◊î◊ô◊î ◊ú◊ô ◊î◊ï◊§◊¢◊î,31.0,0.637,0.769,9.0,-5.697,0,0.0314,0.0069,,0.0504,0.797,103.975,209596.0,4,10 +Love and Rockets,No Big Deal - (Single Edit),35.0,0.614,0.764,9.0,-8.156,1,0.031,2.43e-05,0.545,0.0622,0.8,120.317,235173.0,4,10 +John Mayall & The Bluesbreakers,All Your Love - Stereo Album Version,1.0,0.359,0.561,2.0,-7.713,0,0.0313,0.344,0.000106,0.275,0.846,121.601,213653.0,4,2 +Gang Starr,Discipline,50.0,0.729,0.749,6.0,-5.543,1,0.265,0.114,,0.18,0.852,92.971,257067.0,4,5 +Martina McBride,Concrete Angel,53.0,0.622,0.392,1.0,-9.737,1,0.0253,0.498,,0.146,0.274,77.991,4.216666667,4,4 +Tor,Inkeri,42.0,0.659,0.73,11.0,-10.74,0,0.0368,0.0889,0.857,0.355,0.0795,99.987,202992.0,4,1 +bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,10 +Dardust,R√ºckenfigur,43.0,0.627,0.468,7.0,-10.916,0,0.0291,0.522,0.927,0.326,0.13,95.002,278008.0,4,1 +Axum,Hakshivu Na,16.0,0.824,0.905,7.0,-4.861,1,0.133,0.302,,0.289,0.921,116.026,173787.0,4,5 +System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,9 +Emily Burns,Is It Just Me?,50.0,0.574,0.345,4.0,-7.868,1,0.0761,0.674,,0.0875,0.403,137.665,213107.0,4,9 +alt-J,Left Hand Free,67.0,0.698,0.875,3.0,-4.45,1,0.0482,0.456,0.0157,0.0826,0.811,101.989,173631.0,4,6 +The Feeling,Never Be Lonely,47.0,0.496,0.837,5.0,-3.682,1,0.0332,0.0612,,0.267,0.704,169.995,211533.0,4,10 +Beck,Dear Life,49.0,0.511,0.672,1.0,-5.44,1,0.0279,0.0026,0.00688,0.254,0.553,165.997,224237.0,4,10 +FCG Heem,Beef (feat. Pooh Shiesty),46.0,0.701,0.54,1.0,-7.43,0,0.201,0.55,,0.108,0.683,84.967,225879.0,4,5 +Beyond The Black,Human,40.0,0.446,0.798,,-7.089,1,0.0365,0.00147,,0.102,0.642,76.003,309267.0,4,8 +Arik Einstein,◊î◊ô◊û◊ô◊ù ◊î◊ê◊®◊ï◊õ◊ô◊ù ◊î◊¢◊¶◊ï◊ë◊ô◊ù,31.0,0.462,0.388,2.0,-13.023,0,0.0375,0.336,5.15e-05,0.103,0.606,96.479,213000.0,4,10 +The Cranberries,I Still Do,48.0,0.428,0.436,4.0,-11.754,0,0.0313,0.264,4.02e-05,0.11,0.159,117.649,196107.0,4,10 +Prides,Are You Ready? - Acoustic,37.0,0.557,0.321,,-13.467,0,0.0375,0.653,,0.0842,0.434,74.804,270054.0,4,9 +Olive Amun,Blues,56.0,0.694,0.576,11.0,-7.064,1,0.0275,0.501,2.35e-06,0.264,0.445,117.997,150127.0,4,1 +The Pretty Reckless,You,52.0,0.197,0.546,6.0,-7.33,1,0.0274,0.185,0.071,0.116,0.267,82.716,212627.0,4,10 +T-Bone Walker,Mean Old World,50.0,0.73,0.235,,-15.276,1,0.0355,0.527,0.0112,0.0663,0.624,87.226,247373.0,4,2 +Greeley Estates,Blue Morning,34.0,0.197,0.96,7.0,-4.482,1,0.145,0.00184,0.0198,0.191,0.0933,177.166,255013.0,4,10 +Bishop Briggs,Dream - Acoustic,43.0,0.447,0.278,9.0,-6.678,0,0.0475,0.748,,0.103,0.352,75.024,198693.0,4,9 +Gabriel Balachsan,◊í◊ù ◊õ◊©◊¢◊ô◊†◊ô◊ô ◊§◊ß◊ï◊ó◊ï◊™,17.0,0.417,0.26,,-10.537,1,0.0322,0.915,0.000151,0.111,0.0987,132.318,297107.0,3,6 +The Japanese House,Lilo,50.0,0.557,0.558,7.0,-8.797,1,0.0463,0.471,,0.0957,0.22,119.787,250067.0,4,6 +ISLAND,The Day I Die,43.0,0.643,0.542,6.0,-6.11,0,0.0291,0.0363,0.000183,0.0553,0.64,132.164,202960.0,4,10 +Keith Anderson,Pickin' Wildflowers,63.0,0.561,0.716,8.0,-3.341,1,0.0291,0.0353,,0.122,0.667,152.089,3.098666667,4,4 +Vide,Parachute,51.0,0.496,0.413,1.0,-9.671,1,0.0751,0.556,,0.125,0.192,87.592,124803.0,4,9 +Joe Bonamassa,Drive - Live,34.0,0.612,0.829,4.0,-10.027,0,0.0356,0.55,0.415,0.913,0.662,125.821,378973.0,4,2 +Mahendra Kapoor,Yeh Pyari Tumhari Aankhen,4.0,0.388,0.282,3.0,-13.7,1,0.182,0.951,0.8,0.137,0.582,74.501,2.971566667,3,3 +The Big Moon,Formidable,11.0,0.401,0.65,,-5.204,1,0.037,0.447,2.56e-06,0.105,0.385,144.802,175800.0,4,1 +Josh Ritter,Miles Away,51.0,0.556,0.592,3.0,-7.121,1,0.0393,0.185,0.324,0.109,0.196,138.041,232000.0,4,9 +The Marcus King Band,Boone,38.0,0.357,0.757,7.0,-7.487,0,0.041,0.000843,0.00435,0.262,0.488,169.981,329544.0,4,10 +Avtipus,◊û◊ô ◊ê◊û◊® ◊ú◊û◊ô,12.0,0.462,0.855,2.0,-7.227,1,0.0344,0.315,0.504,0.334,0.762,145.659,243947.0,4,10 +Olive Amun,Bad Dreams,35.0,0.721,0.685,,-8.776,1,0.093,0.187,3.06e-05,0.106,0.669,134.045,175690.0,4,10 +Santa Cruz,Crossfire,40.0,0.405,0.963,6.0,-2.115,0,0.133,0.000911,0.00476,0.188,0.403,175.068,243000.0,4,8 +Matti Caspi,◊î◊†◊î ◊î◊†◊î,35.0,0.544,0.691,5.0,-8.654,0,0.0765,0.564,9.72e-06,0.151,0.411,94.808,328053.0,4,10 +Yusuf / Cat Stevens,The Wind,64.0,0.758,0.187,2.0,-18.963,1,0.0437,0.927,0.1,0.122,0.78,115.75,1.70333333,4,0 +Metric,Synthetica,39.0,0.373,0.862,,-3.988,1,0.0383,4.78e-05,0.00486,0.109,0.21,158.932,234707.0,4,6 +Born Of Osiris,Empires Erased,41.0,0.294,0.96,,-3.374,0,0.0918,3.05e-05,0.364,0.34,0.538,109.989,205530.0,4,8 +Ginger Jamie,Goodbye to Love,41.0,0.428,0.257,11.0,-10.805,1,0.0535,0.829,,0.0986,0.267,174.773,204307.0,4,9 +Olivia's World,Hellbent,21.0,0.629,0.781,9.0,-10.932,0,0.0458,0.0297,0.657,0.1,0.467,134.867,208565.0,4,10 +BRS Kash,Feel Better (feat. Toosii),51.0,0.863,0.583,1.0,-9.282,1,0.248,0.0226,,0.0654,0.416,112.018,156510.0,5,5 +One String Sam,I Need A Hundred Dollars,7.0,0.688,0.226,8.0,-13.052,1,0.114,0.974,0.867,0.158,0.638,76.927,181107.0,4,2 +Abby Sage,Smoke Break,30.0,0.573,0.452,11.0,-6.642,1,0.0312,0.196,5.64e-06,0.124,0.149,76.014,207353.0,4,6 +The Wallflowers,One Headlight,71.0,0.701,0.539,2.0,-8.968,1,0.0277,0.000655,0.005,0.0589,0.752,107.531,312627.0,4,10 +Niall Horan,Slow Hands,76.0,0.735,0.425,,-6.648,1,0.0464,0.011,,0.055,0.848,85.896,188174.0,4,9 +Neil Young,Vacancy,29.0,0.509,0.623,7.0,-12.032,1,0.0273,0.129,0.00286,0.0977,0.808,163.172,238957.0,4,10 +Taylor Swift,willow,81.0,0.392,0.574,7.0,-9.195,1,0.17,0.833,0.00179,0.145,0.529,81.112,214707.0,4,9 +Vampire Weekend,A-Punk,70.0,0.551,0.819,2.0,-4.489,1,0.0525,0.0103,0.0437,0.153,0.846,174.917,137760.0,4,1 +Royal Tusk,Curse the Weather,47.0,0.311,0.884,11.0,-4.313,1,0.0703,0.000133,0.0265,0.124,0.364,131.733,223560.0,4,1 +The Heavy Eyes,God Damn Wolf Man,38.0,0.383,0.892,9.0,-5.613,0,0.0758,0.000643,0.767,0.409,0.75,82.979,169781.0,4,10 +The Cult,Lil' Devil,49.0,0.567,0.863,7.0,-8.155,1,0.0328,0.00277,0.00468,0.346,0.492,130.004,166040.0,4,10 +Arlo Parks,Too Good,61.0,0.718,0.772,5.0,-5.155,0,0.0529,0.298,,0.337,0.843,95.917,221000.0,4,6 +my bloody valentine,Feed Me with Your Kiss,36.0,0.0921,0.953,2.0,-5.084,0,0.0949,1.06e-06,0.942,0.13,0.201,164.765,234933.0,4,10 +Altin G√ºn,Leyla,43.0,0.462,0.753,1.0,-9.086,1,0.0343,0.0136,0.695,0.151,0.858,96.44,197754.0,4,1 +Bad Bunny,D√ÅKITI,89.0,0.731,0.573,4.0,-10.059,0,0.0544,0.401,5.22e-05,0.113,0.145,109.928,205090.0,4,9 +Yehudit Ravitz,◊ï◊ô◊ì◊ï◊ô,21.0,0.407,0.197,9.0,-12.756,0,0.0412,0.825,,0.0909,0.422,69.032,245227.0,4,10 +El Cruce,Trato de hacer blues,15.0,0.429,0.593,9.0,-5.342,1,0.031,0.14,0.00208,0.151,0.279,100.644,349443.0,3,2 +Kishore Kumar,Thodisi Jo Pee Lee Hai,35.0,0.479,0.346,7.0,-11.37,1,0.0737,0.329,,0.102,0.405,115.31,6.852666667,4,3 +Moshe Peretz,◊ï◊ê◊ï◊ú◊ô,23.0,0.495,0.471,11.0,-5.998,0,0.0279,0.485,,0.0938,0.186,130.098,246133.0,4,9 +Long Distance Calling,Hazard,34.0,0.287,0.77,2.0,-7.477,1,0.0546,0.000483,0.445,0.0519,0.293,71.072,368973.0,4,10 +Rush,2112: Overture / The Temples Of Syrinx / Discovery / Presentation / Oracle / Soliloquy / Grand Finale - Medley,52.0,0.344,0.79,2.0,-7.456,1,0.0983,0.0823,0.0017,0.187,0.202,133.186,1233667.0,4,10 +Miley Cyrus,Slide Away,74.0,0.53,0.538,5.0,-6.672,1,0.0335,0.17,2.83e-06,0.248,0.288,148.051,233654.0,4,9 +Rhys Lewis,Under The Sun - Acoustic,44.0,0.907,0.333,4.0,-11.178,1,0.079,0.896,,0.332,0.615,105.896,190960.0,4,9 +Santana,"Waiting - Live at The Woodstock Music & Art Fair, August 16, 1969",35.0,0.338,0.598,,-13.432,1,0.101,0.765,0.839,0.459,0.678,91.594,284427.0,3,10 +Gwar,Saddam A GoGo,41.0,0.543,0.851,6.0,-8.604,1,0.088,0.00605,8.7e-05,0.498,0.486,122.155,150227.0,4,8 +Matt Maltese,Mystery,,0.609,0.339,2.0,-8.745,1,0.0252,0.862,0.142,0.189,0.229,78.481,223467.0,4,6 +lentra,upside down,41.0,0.428,0.516,9.0,-8.296,0,0.0391,0.695,0.185,0.108,0.42,175.692,122925.0,4,6 +Maren Morris,The Bones,75.0,0.561,0.597,11.0,-6.0,0,0.0405,0.286,,0.0979,0.355,76.826,197299.0,4,9 +With Confidence,Cult,50.0,0.556,0.697,7.0,-5.959,1,0.0407,0.000128,1.15e-05,0.531,0.165,106.071,193794.0,4,9 +◊ó◊†◊ü ◊ë◊ü ◊ê◊®◊ô,◊î◊ó◊ô◊ô◊ù ◊©◊ú◊†◊ï ◊™◊ï◊™◊ô◊ù - Vazan & Nir & Moshe Remix - Mix Of Twenty Six,30.0,0.631,0.932,7.0,-3.834,1,0.1,0.0052,1.76e-05,0.0535,0.44,128.024,293994.0,4,9 +In Flames,Deliver Us,51.0,0.503,0.968,10.0,-2.665,0,0.057,2.58e-05,0.35,0.0962,0.379,110.022,210646.0,4,8 +Red Fang,Wires,51.0,0.172,0.904,11.0,-4.831,1,0.0586,5.37e-05,0.229,0.267,0.302,135.149,343307.0,4,8 +Mohammed Rafi,Kahin Na Kahin Dil Lagana Padega,11.0,0.68,0.487,8.0,-9.761,1,0.0471,0.753,,0.263,0.939,111.698,4.942666667,4,3 +Sebastian Hardie,Openings,31.0,0.279,0.607,2.0,-9.079,0,0.0366,0.131,0.33,0.0576,0.429,135.096,787547.0,4,10 +TOTO,Hold the Line,77.0,0.473,0.898,6.0,-4.797,0,0.0561,0.00783,0.0618,0.173,0.808,96.556,235547.0,4,10 +Fall Out Boy,I Don't Care,60.0,0.55,0.938,11.0,-3.556,0,0.0522,0.00171,2.18e-05,0.555,0.433,133.99,214493.0,4,10 +The Kills,Future Starts Slow,55.0,0.677,0.743,6.0,-5.876,1,0.0611,0.0135,0.00222,0.0581,0.469,127.971,248200.0,4,10 +Syrup,Sunlit Days,46.0,0.747,0.351,6.0,-11.993,1,0.53,0.507,2.46e-06,0.125,0.378,86.928,218240.0,4,5 +Liron Amram,◊ú◊û◊î ◊ê◊™ ◊©◊ï◊™◊ß◊™,17.0,0.576,0.797,2.0,-6.846,1,0.0283,0.000363,0.19,0.132,0.698,146.016,228250.0,4,6 +The Mar√≠as,I Don't Know You,66.0,0.884,0.333,9.0,-9.753,0,0.0617,0.293,0.0205,0.103,0.587,118.065,209450.0,4,6 +Briston Maroney,It's Still Cool If You Don't,56.0,0.597,0.655,9.0,-6.188,1,0.0299,0.00473,5.15e-05,0.607,0.36,121.06,237413.0,4,10 +Justin Morgan,Angel,52.0,0.664,0.302,6.0,-11.694,1,0.0499,0.694,,0.139,0.592,146.089,219378.0,4,9 +Cohen@Mushon,Hype,21.0,0.634,0.942,7.0,-1.765,1,0.387,0.291,,0.463,0.739,91.069,215625.0,4,5 +I Don't Speak French,Untie Your Feelings,21.0,0.815,0.647,7.0,-4.879,0,0.0396,0.307,,0.0842,0.79,170.09,155647.0,4,9 +Samir Shukri,◊®◊ï◊†◊î,32.0,0.691,0.514,4.0,-15.287,0,0.0522,0.4,1.16e-06,0.368,0.837,95.515,267933.0,4,9 +anything,Adrianne Lenker,,0.388,0.291,3.0,-12.952,1,0.0421,0.774,1.93e-05,0.0874,0.51,83.943,3.36745,4,0 +The Cure,Close To Me,68.0,0.724,0.523,11.0,-11.139,1,0.116,0.0745,0.703,0.0811,0.965,185.075,203267.0,4,6 +Flatland Cavalry,Some Things Never Change,51.0,0.517,0.691,2.0,-6.266,1,0.0406,0.0732,1.4e-05,0.315,0.535,88.996,200673.0,4,1 +Robert Cray,Promises You Can't Keep,32.0,0.52,0.459,3.0,-5.629,1,0.0292,0.316,0.00103,0.076,0.407,154.109,355907.0,3,2 +The Faint,I Disappear,45.0,0.627,0.86,2.0,-7.646,1,0.0443,0.00207,0.0329,0.108,0.677,138.086,247173.0,4,1 +The Sonics,Have Love Will Travel,58.0,0.506,0.948,10.0,-5.626,1,0.105,0.727,,0.0904,0.934,130.195,160400.0,4,1 +blessthefall,Dream On,37.0,0.355,0.69,4.0,-5.827,0,0.0437,0.0815,1.82e-05,0.189,0.106,152.022,292427.0,4,8 +Shlomo Artzi,◊™◊™◊ê◊®◊ï ◊ú◊õ◊ù,50.0,0.537,0.636,10.0,-6.384,1,0.0331,0.774,,0.156,0.55,91.003,227333.0,4,10 +Erinrad Viker Sinfonietta,Appel et Réponse,42.0,0.151,0.197,,-16.215,0,0.0424,0.607,0.152,0.126,0.0326,136.523,2.53875,3,7 +Ocean Colour Scene,The Day We Caught The Train,58.0,0.516,0.651,2.0,-7.76,1,0.0386,0.0537,,0.256,0.483,88.628,186067.0,4,1 +Guns N' Roses,Patience,67.0,0.457,0.266,6.0,-14.465,1,0.0313,0.711,0.000261,0.124,0.372,120.459,354400.0,4,8 +Lola Marsh,◊î◊ô◊ï ◊ú◊ô◊ú◊ï◊™,29.0,0.486,0.466,5.0,-9.463,0,0.0268,0.568,0.471,0.121,0.323,75.43,264196.0,4,9 +Willie Walker,What's It Take?,9.0,0.686,0.493,2.0,-6.541,1,0.0325,0.529,1.38e-05,0.13,0.637,103.556,249893.0,4,2 +Backstreet Boys,In a World Like This,26.0,0.605,0.858,7.0,-3.982,1,0.0303,0.00688,,0.344,0.555,125.048,3.670283333,4,9 +Heathen,Dying Season - Remastered,29.0,0.313,0.969,9.0,-7.556,1,0.146,1.56e-06,0.375,0.115,0.188,177.037,340840.0,4,8 +Ryskinder,Oi,17.0,0.699,0.545,1.0,-10.316,1,0.175,0.165,0.0716,0.0906,0.703,88.744,273350.0,4,6 +Keith Whitley,When You Say Nothing at All,53.0,0.673,0.346,3.0,-12.803,1,0.0245,0.721,4.48e-06,0.0475,0.396,80.012,3.708216667,4,4 +The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,10 +Bauhaus,Bela Lugosi's Dead (Official Version),54.0,0.593,0.691,11.0,-9.442,0,0.113,0.0133,0.68,0.0691,0.532,153.486,576703.0,4,6 +Maor Edri,◊†◊ô◊¶◊ó◊™ ◊†◊©◊û◊î,36.0,0.66,0.682,1.0,-6.002,0,0.0404,0.474,,0.177,0.719,136.143,182760.0,4,9 +Tom Robinson Band,2-4-6-8 Motorway,53.0,0.672,0.706,9.0,-5.551,1,0.0779,0.0578,7.43e-05,0.0595,0.658,124.782,197933.0,4,6 +The Graham Bond Organisation,Harmonica,37.0,0.583,0.94,2.0,-10.566,1,0.0928,0.633,3.26e-06,0.342,0.662,130.221,169851.0,4,2 +Pain,Shut Your Mouth,58.0,0.562,0.912,2.0,-4.461,1,0.0383,0.0032,,0.115,0.55,120.021,192987.0,4,8 +Skeets McDonald,You Oughta See Grandma Rock,22.0,0.463,0.867,9.0,-7.458,1,0.0678,0.487,,0.841,0.869,90.026,123440.0,4,10 +Wayne Hancock,Flat Land Boogie,31.0,0.605,0.514,2.0,-14.208,1,0.0535,0.147,0.00378,0.079,0.781,98.797,209573.0,4,10 +Biffy Clyro,Machines,45.0,0.644,0.337,7.0,-10.906,1,0.0295,0.606,0.0169,0.301,0.31,108.041,236080.0,4,10 +Tuna,◊ê◊†◊®◊í◊ô◊î,35.0,0.574,0.633,2.0,-7.469,1,0.1,0.43,,0.12,0.793,86.731,193286.0,4,5 +Eric Church,Bunch Of Nothing,60.0,0.513,0.889,3.0,-4.924,1,0.0599,0.457,0.000366,0.217,0.791,171.917,209413.0,4,1 +Moonlight Haze,The Rabbit of the Moon,34.0,0.458,0.966,7.0,-6.52,1,0.0622,0.0112,1.66e-06,0.348,0.609,74.995,231613.0,4,8 +Kishore Kumar,Manzilen Apni Jagah Hai,26.0,0.263,0.429,1.0,-8.279,1,0.0329,0.962,0.0203,0.168,0.294,150.104,5.876583333,3,3 +Brian World,Sitar Fusion,12.0,0.583,0.405,9.0,-9.74,0,0.0267,0.495,0.106,0.0782,0.323,76.078,4.10645,4,0 +Pineapple Express,Relentless,19.0,0.313,0.913,1.0,-5.227,0,0.201,0.0663,3.28e-05,0.457,0.466,180.133,4.30435,4,0 +Me And That Man,My Church Is Black,40.0,0.38,0.843,4.0,-2.939,0,0.0346,0.0279,0.519,0.113,0.306,106.149,178987.0,4,10 +–î–∞–π—Ç–µ —Ç–∞–Ω–∫ (!),–í—ã,44.0,0.374,0.946,7.0,-2.672,0,0.0904,0.178,3.88e-05,0.248,0.505,180.149,168200.0,4,6 +Liquid Tension Experiment,Paradigm Shift,43.0,0.295,0.914,7.0,-3.411,1,0.0526,0.000326,0.881,0.399,0.654,137.44,535360.0,4,8 +Franc Moody,Tired of Waiting,50.0,0.776,0.844,10.0,-7.092,0,0.0438,0.00395,0.164,0.0963,0.938,124.988,264696.0,4,6 +Edwyn Collins,A Girl Like You,64.0,0.619,0.781,5.0,-7.455,0,0.0393,0.0243,0.000286,0.402,0.533,126.267,236583.0,4,1 +Frisco,Frisco's Pattern,34.0,0.744,0.612,11.0,-10.158,1,0.362,0.157,,0.199,0.701,138.296,57391.0,4,5 +Fall Out Boy,Fourth Of July,59.0,0.481,0.974,4.0,-3.388,0,0.136,0.139,0.00998,0.406,0.516,79.964,224360.0,4,10 +"Anuradha Paudwal, Kumar Sanu",Pehli Baarish Main Aur Tu,24.0,0.495,0.671,8.0,-9.58,0,0.0423,0.72,,0.106,0.757,82.005,4.87155,4,3 +Siiickbrain,Power (feat. Pussy Riot),47.0,0.474,0.962,2.0,-4.074,1,0.259,0.000433,2.3e-05,0.0782,0.45,165.097,176000.0,3,10 +Eyal Golan,◊ú◊ß◊†◊ï◊™ ◊ú◊ö ◊ô◊î◊ú◊ï◊ù,38.0,0.671,0.746,6.0,-5.729,0,0.0259,0.239,,0.337,0.697,104.035,229493.0,4,9 +The Smashing Pumpkins,Spaceboy - Remastered,42.0,0.363,0.32,,-11.539,1,0.0384,0.0136,0.582,0.105,0.207,121.428,267307.0,4,10 +BLAB,Casual Sex,26.0,0.709,0.685,2.0,-7.573,1,0.0281,0.0355,0.0268,0.0389,0.7,129.987,194567.0,4,10 +IDK,King Alfred,45.0,0.836,0.573,1.0,-6.526,0,0.231,0.0202,,0.0849,0.399,145.93,157473.0,4,5 +Rude Kid,Bloody Hell,12.0,0.652,0.764,4.0,-5.177,0,0.0337,1.99e-05,0.0364,0.13,0.0479,140.044,210862.0,4,5 +Javi That's Me,CHERRY BLOSSOMS,37.0,0.595,0.767,5.0,-13.412,0,0.678,0.109,0.00212,0.505,0.774,108.047,149029.0,4,6 +Built To Spill,Carry the Zero,57.0,0.264,0.812,4.0,-5.651,1,0.031,1.35e-05,0.108,0.0962,0.458,94.095,343893.0,4,6 +Richie Havens,Here Comes The Sun,56.0,0.698,0.643,2.0,-16.985,1,0.0649,0.803,0.0799,0.704,0.714,128.22,4.23333333,4,0 +Townes Van Zandt,Lungs,50.0,0.544,0.34,2.0,-13.947,1,0.0411,0.785,3.89e-06,0.734,0.556,97.005,154187.0,4,2 +King Nun,Chinese Medicine,29.0,0.481,0.938,1.0,-3.116,0,0.14,0.000116,0.000105,0.0835,0.608,162.971,165014.0,4,1 +Adia Victoria,Dead Eyes,28.0,0.28,0.635,9.0,-8.271,1,0.056,0.0685,0.121,0.107,0.375,193.756,141800.0,4,2 +Dexter Gordon,Le Coiffeur,42.0,0.686,0.372,,-12.663,1,0.0356,0.78,2.73e-05,0.101,0.536,118.562,7.04,4,7 +Buddy Guy,Damn Right I've Got The Blues - Live,31.0,0.348,0.587,9.0,-10.04,0,0.12,0.0209,0.0818,0.486,0.557,102.043,461533.0,4,2 +Miri Mesika,◊©◊ô◊® ◊ú◊©◊ô◊®◊î,34.0,0.495,0.462,10.0,-6.68,1,0.026,0.176,,0.391,0.256,101.901,300933.0,3,9 +Night Ranger,Sister Christian,64.0,0.448,0.35,5.0,-16.239,1,0.0393,0.147,2.27e-06,0.0842,0.234,177.279,302933.0,4,10 +Fitz and The Tantrums,The Walker,19.0,0.792,0.649,2.0,-4.55,1,0.045,0.00663,,0.334,0.763,130.019,243289.0,4,9 +maye,Yours,64.0,0.67,0.707,11.0,-9.726,0,0.0358,0.714,0.065,0.0634,0.799,89.008,220887.0,4,1 +Lifehouse,You And Me,76.0,0.459,0.427,7.0,-7.734,1,0.0267,0.114,,0.168,0.354,139.902,195493.0,3,10 +Danheim,Reida,44.0,0.694,0.647,7.0,-12.731,1,0.311,0.268,0.817,0.943,0.308,109.99,270750.0,4,8 +"Kishore Kumar, Asha Bhosle",Aaj Rapat Jaayen To,38.0,0.486,0.481,1.0,-9.418,1,0.0937,0.779,,0.0838,0.674,104.529,6.79955,4,3 +Friedberg,Midi 8,28.0,0.733,0.944,6.0,-5.059,0,0.064,0.0017,0.855,0.097,0.718,104.005,143063.0,4,1 +The Sound,Winning,47.0,0.426,0.721,1.0,-9.391,0,0.0309,2.73e-05,0.023,0.0867,0.248,151.13,258080.0,4,1 +"Niladri Kumar, Talvin Singh",River,6.0,0.515,0.894,9.0,-6.396,0,0.132,0.169,0.757,0.037,0.406,175.942,5.930383333,4,0 +Sycco,Germs,45.0,0.656,0.763,6.0,-5.946,0,0.0845,0.102,2.43e-06,0.0373,0.903,144.952,231972.0,4,6 +Hemant Kumar,Hai Apna Dil To Aawara - Happy Version,36.0,0.604,0.469,6.0,-10.606,1,0.0571,0.572,0.000994,0.59,0.934,110.447,4.363783333,4,3 +Meadow Park,When I Fall In Love,55.0,0.424,0.103,3.0,-18.281,1,0.0417,0.937,0.861,0.114,0.135,104.45,4.832416667,4,7 +Johnny Rodriguez,Pass Me By,38.0,0.661,0.4,7.0,-6.499,1,0.0245,0.678,,0.0697,0.397,101.025,2.629116667,4,4 +jxdn,So What!,67.0,0.598,0.662,4.0,-5.797,1,0.048,0.00301,0.000167,0.0812,0.531,174.937,141207.0,4,10 +Lizz Wright,Singing In My Soul,34.0,0.579,0.678,1.0,-7.031,1,0.0834,0.134,3.14e-05,0.219,0.811,140.793,226933.0,4,2 +Hailey Whitters,Glad To Be Here (feat. Brent Cobb),48.0,0.632,0.673,3.0,-6.525,1,0.0418,0.0476,2.69e-05,0.107,0.623,88.99,273538.0,4,1 +Aria Ohlsson,Love on the Weekend,54.0,0.672,0.431,1.0,-8.164,0,0.106,0.556,,0.0969,0.284,82.99,153253.0,4,9 +Hariharan,Yeh Lamhe Yeh Pal,32.0,0.573,0.435,7.0,-14.986,1,0.0314,0.678,,0.0465,0.745,127.239,3.557783333,4,3 +Darius Rucker,Alright,70.0,0.601,0.806,7.0,-4.579,1,0.0345,0.0527,,0.185,0.711,89.87,3.865333333,4,4 +Asha Bhosle,Aage Bhi Jane Na Tu,25.0,0.506,0.276,3.0,-6.934,1,0.0278,0.98,0.00418,0.0807,0.539,76.136,7.417133333,4,3 +Opeth,Heart in Hand,43.0,0.457,0.911,9.0,-6.835,1,0.0956,0.00011,0.143,0.339,0.205,120.016,509600.0,4,8 +Omer Adam,◊ë◊†◊ô◊™◊ô ◊¢◊ú◊ô◊ô◊ö,38.0,0.67,0.967,,-3.313,0,0.0495,0.172,,0.319,0.87,132.023,210600.0,4,9 +JOELMY,Porque Te Vas,34.0,0.822,0.704,9.0,-6.423,0,0.0675,0.0909,0.00056,0.22,0.529,90.049,192667.0,4,9 +Greyhaven,Echo and Dust Pt. I,43.0,0.261,0.992,6.0,-2.653,1,0.32,0.000101,0.00071,0.679,0.204,138.443,255346.0,4,8 +Tai Verdes,A-O-K,71.0,0.731,0.626,11.0,-6.919,1,0.0805,0.125,,0.183,0.862,82.488,173640.0,4,9 +The Word Alive,Heartless,40.0,0.396,0.92,1.0,-4.749,1,0.068,0.000816,,0.229,0.243,174.995,240000.0,4,8 +The Kinks,Apeman - 2014 Remastered Version,44.0,0.683,0.728,9.0,-8.92,1,0.259,0.568,5.08e-05,0.0384,0.833,75.311,233400.0,4,10 +Votum,Prey,27.0,0.569,0.893,2.0,-5.708,1,0.0623,0.0061,0.757,0.0861,0.254,137.96,330435.0,4,8 +Son of Stone,Give my regards,23.0,0.193,0.951,10.0,-3.282,0,0.173,0.102,,0.146,0.0979,188.204,181188.0,4,8 +Path of Destiny,The Division of a Spiral Synergy,,0.188,0.883,,-9.815,0,0.0594,9.67e-06,0.0939,0.213,0.108,154.966,358267.0,4,8 +Elkka,Euphoric Melodies,,0.796,0.825,10.0,-10.017,0,0.0807,0.00316,0.902,0.109,0.887,128.003,401100.0,4,6 +frown line,September,40.0,0.554,0.702,7.0,-5.704,1,0.0344,0.0934,0.0917,0.334,0.741,216.091,178750.0,4,1 +Candye Kane,You Need Love,29.0,0.57,0.567,4.0,-7.958,0,0.0595,0.0458,0.000407,0.205,0.806,155.153,246293.0,4,2 +Jack Kays,MY HEAD :(,53.0,0.942,0.439,,-8.519,1,0.0864,0.346,,0.107,0.231,125.018,92160.0,4,9 +Murcof,Dividing Space,20.0,0.0599,0.219,,-16.775,0,0.0467,0.0283,0.802,0.11,0.0259,55.361,282680.0,4,6 +Thousand Thoughts,Heads or Tails,31.0,0.419,0.917,8.0,-4.822,1,0.0676,0.000761,,0.118,0.461,169.989,229047.0,4,8 +Weezer,Pork And Beans,47.0,0.599,0.626,6.0,-6.622,1,0.0339,0.0108,8.8e-06,0.158,0.708,119.837,189400.0,4,10 +Britney Spears,Mood Ring (By Demand) - Pride Remix,44.0,0.612,0.818,11.0,-5.2,1,0.0298,0.000762,0.00349,0.179,0.574,119.985,3.183633333,4,9 +Tyler Terrance,Fernweh,50.0,0.548,0.0988,9.0,-18.816,1,0.0714,0.994,0.94,0.112,0.231,147.367,3.546733333,4,7 +The Rolling Stones,Miss You - Remastered,69.0,0.795,0.71,9.0,-4.746,0,0.0392,0.443,0.0215,0.344,0.845,109.689,288667.0,4,10 +Smash Into Pieces,Wake Up,55.0,0.648,0.931,1.0,-3.299,0,0.0562,0.014,1.24e-05,0.123,0.588,124.996,219363.0,4,10 +Led Zeppelin,Since I've Been Loving You - Remaster,63.0,0.393,0.364,5.0,-10.945,0,0.0345,0.0021,0.0703,0.121,0.308,118.566,444148.0,3,2 +Toumani Diabaté,Kaira,30.0,0.433,0.0648,1.0,-20.872,1,0.0552,0.643,0.685,0.0953,0.291,152.817,8.142216667,4,7 +Faith No More,From out of Nowhere,,0.277,0.989,,-5.37,0,0.077,0.00102,0.006,0.264,0.0862,161.178,201133.0,4,10 +Rachel Yaron,◊û◊ê◊ó◊ï◊®◊ô◊†◊ï,22.0,0.549,0.389,8.0,-9.532,1,0.03,0.236,0.49,0.102,0.4,122.011,219483.0,4,10 +John Mayer,Crossroads,49.0,0.894,0.507,7.0,-6.945,1,0.0564,0.221,0.0661,0.0642,0.916,114.216,149387.0,4,2 +"Shafqat Amanat Ali, Shafqat Ali Khan",Shafqat with Shafqat (Lakh Jatan / Khamaj),30.0,0.299,0.437,5.0,-9.258,1,0.0334,0.88,0.00034,0.11,0.38,160.084,7.35,4,0 +24kGoldn,CITY OF ANGELS,78.0,0.686,0.541,,-4.993,0,0.0493,0.042,,0.0675,0.724,120.082,112493.0,4,9 +Blur,Tender,62.0,0.587,0.566,9.0,-9.932,1,0.0276,0.47,,0.0644,0.529,76.054,461947.0,4,1 +Robert Johnson,Come On In My Kitchen,42.0,0.556,0.0643,10.0,-15.305,0,0.175,0.927,2.37e-06,0.0991,0.283,81.673,172307.0,4,2 +Queensr√øche,Blood of the Levant,33.0,0.501,0.903,1.0,-4.951,0,0.0496,6.08e-05,0.00418,0.153,0.402,128.051,207227.0,4,8 +Buffalo Fuzz,Perfect Man,38.0,0.459,0.58,4.0,-9.7,1,0.0353,0.00872,0.0203,0.124,0.185,128.789,325313.0,4,8 +Green-House,Nocturnal Bloom,42.0,0.439,0.0193,10.0,-20.404,1,0.0326,0.925,0.495,0.111,0.192,60.053,292000.0,4,6 +Chip,Every Gyal (feat. Mavado),33.0,0.542,0.827,11.0,-4.321,0,0.315,0.317,,0.397,0.667,106.403,251827.0,5,5 +Masego,Mystery Lady (feat. Don Toliver),76.0,0.747,0.494,3.0,-7.957,0,0.141,0.393,,0.0982,0.624,76.006,228453.0,4,5 +Grace Davies,Amsterdam,54.0,0.44,0.293,,-10.607,1,0.0439,0.799,0.000132,0.0784,0.209,135.258,208787.0,4,9 +Mergui,◊™◊†◊ô ◊ú◊ô ◊®◊í◊¢,36.0,0.504,0.735,7.0,-4.667,0,0.244,0.139,0.000196,0.326,0.487,100.039,173246.0,4,9 +Martha Hill,Grilled Cheese,34.0,0.748,0.596,2.0,-5.49,1,0.0431,0.0262,2.65e-05,0.0592,0.449,130.066,203060.0,4,1 +Tafia,Break The Bank feat. Meek Mill,46.0,0.784,0.453,10.0,-11.458,0,0.351,0.0159,,0.248,0.389,82.018,193902.0,4,5 +Cold,Quiet Now,42.0,0.547,0.812,3.0,-4.703,1,0.0326,0.0213,,0.0855,0.383,117.976,254643.0,4,10 +Kelsy Karter,Love Me or Hate Me,45.0,0.479,0.937,8.0,-5.269,1,0.0521,0.00214,0.00105,0.25,0.56,165.982,196988.0,4,9 +Ben Howard,Only Love,71.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,249173.0,4,9 +Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,10 +Saxon,Princess of the Night,51.0,0.362,0.797,3.0,-8.824,0,0.0424,0.00328,2e-06,0.0668,0.753,107.249,242573.0,4,8 +50 Cent,How To Rob,49.0,0.774,0.676,6.0,-8.476,0,0.304,0.0575,,0.169,0.791,96.984,264320.0,4,5 +DreamDoll,Different - Freestyle,48.0,0.764,0.738,8.0,-6.293,1,0.354,0.0186,,0.282,0.493,95.378,108069.0,4,5 +Vedo,You Got It - Remix,58.0,0.773,0.448,5.0,-7.593,1,0.189,0.188,,0.179,0.49,121.96,245345.0,4,5 +Marianas Rest,Pointless Tale,27.0,0.477,0.843,5.0,-7.448,0,0.0358,0.00429,0.0195,0.0959,0.351,120.025,351431.0,4,8 +Stone Temple Pilots,Interstate Love Song,72.0,0.215,0.927,9.0,-7.327,1,0.0452,0.000273,0.00661,0.126,0.49,170.814,194853.0,4,6 +Mystery Jets,Two Doors Down,51.0,0.564,0.965,1.0,-3.17,0,0.0642,0.00912,,0.0997,0.848,123.963,219013.0,4,6 +Idan Amedi,◊™◊°◊™◊õ◊ú◊ô ◊ú◊ô ◊ë◊¢◊ô◊†◊ô◊ô◊ù,51.0,0.735,0.635,5.0,-7.22,0,0.0477,0.766,1.01e-06,0.481,0.696,115.043,198420.0,4,9 +James Cotton,Play With Your Poodle,38.0,0.515,0.43,7.0,-10.912,1,0.25,0.81,0.0069,0.126,0.624,165.888,219000.0,4,2 +Brett Dennen,See the World,51.0,0.616,0.638,7.0,-7.981,1,0.0334,0.0245,3.59e-05,0.296,0.507,89.989,257893.0,4,1 +Mrigya,Ganga,14.0,0.381,0.738,7.0,-7.783,1,0.0573,0.295,0.495,0.393,0.538,166.037,5.588666667,4,0 +Freeds,Fruit Bats,42.0,0.897,0.466,10.0,-10.18,1,0.0478,0.556,0.000165,0.119,0.522,104.944,175313.0,4,6 +Lil Mosey,Enough,66.0,0.739,0.338,6.0,-11.224,1,0.0412,0.598,,0.105,0.401,100.996,159966.0,4,5 +Palmiyeler,Karbeyaz,42.0,0.674,0.63,6.0,-5.475,0,0.0253,0.52,0.0468,0.0934,0.714,97.033,242690.0,4,10 +TV On The Radio,Happy Idiot,60.0,0.617,0.948,11.0,-4.236,0,0.0621,0.00226,0.00221,0.0755,0.863,139.996,183002.0,4,6 +Pat Benatar,Hit Me With Your Best Shot,71.0,0.741,0.58,4.0,-9.05,1,0.0304,0.117,3.31e-05,0.212,0.944,127.402,171267.0,4,10 +Bumpin Uglies,Serotonin,41.0,0.684,0.788,8.0,-5.627,1,0.0424,0.0311,3.17e-05,0.0632,0.793,83.011,181370.0,4,10 +Metallica,Master Of Puppets,74.0,0.543,0.836,4.0,-9.11,0,0.0353,0.000647,0.431,0.153,0.56,105.173,515387.0,4,8 +The Outfield,Your Love,72.0,0.555,0.757,1.0,-7.868,0,0.0601,0.103,1.16e-06,0.0631,0.582,129.607,221840.0,4,10 +Wolfmother,Joker And The Thief,64.0,0.264,0.8,,-2.427,1,0.0537,0.0195,0.00744,0.406,0.465,155.558,279667.0,4,10 +Sugar Ray,Someday - Remastered,60.0,0.743,0.67,1.0,-4.547,0,0.0293,0.0108,0.0702,0.22,0.934,110.832,243333.0,4,10 +fanclubwallet,What's Up,51.0,0.618,0.684,4.0,-6.163,1,0.039,0.117,0.455,0.273,0.823,170.029,141750.0,4,6 +"Blood, Sweat & Tears",More and More - Live at Woodstock,23.0,0.442,0.634,1.0,-14.148,0,0.223,0.207,0.042,0.655,0.69,135.48,184853.0,4,10 +Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,9 +Lata Mangeshkar,Yeh Dil Ki Lagi Kya Hogi,4.0,0.502,0.318,6.0,-8.763,1,0.0493,0.995,0.281,0.498,0.816,105.436,3.38895,3,3 +Chet Faker,Whatever Tomorrow,63.0,0.4,0.506,7.0,-8.078,1,0.0412,0.14,0.0278,0.129,0.248,165.155,263818.0,4,6 +Tiamat,Whatever That Hurts,36.0,0.271,0.707,10.0,-10.531,1,0.0492,0.0216,0.125,0.318,0.108,137.106,346133.0,4,8 +Filmore,Who Cares,66.0,0.583,0.828,7.0,-4.768,1,0.0539,0.25,,0.512,0.765,95.035,2.974366667,4,4 +Omer Adam,◊©◊†◊ô ◊û◊©◊ï◊í◊¢◊ô◊ù,49.0,0.695,0.528,11.0,-5.903,0,0.0571,0.434,,0.0666,0.487,116.776,170773.0,4,9 +"Shakir Khan, Aarya Ambekar",Bairan,20.0,0.591,0.452,1.0,-11.248,0,0.0383,0.867,0.0194,0.0831,0.18,140.077,5.028566667,4,0 +Electroforez,–ê–ª–∫–æ–≥–æ–ª—å –º–æ–π –≤—Ä–∞–≥,46.0,0.682,0.877,7.0,-4.888,0,0.041,0.0309,,0.0847,0.827,111.964,167000.0,4,6 +Sarcoptes,The Vertigo Soul,19.0,0.247,0.961,1.0,-6.027,0,0.169,1.88e-06,0.0027,0.186,0.0386,135.987,407613.0,4,8 +Somehow Jo,The Grey,31.0,0.579,0.899,5.0,-5.431,1,0.0402,0.00703,,0.125,0.589,100.034,235740.0,4,8 +AFI,Snow Cats,43.0,0.294,0.775,4.0,-4.271,0,0.0454,0.00291,0.000727,0.254,0.471,131.092,200920.0,3,10 +Avalanche,Maja Lena,43.0,0.415,0.355,6.0,-10.494,0,0.0316,0.985,0.0932,0.103,0.36,113.993,2.98845,4,0 +IRONTOM,Big Shot,45.0,0.504,0.938,8.0,-2.696,0,0.0583,0.00743,,0.0741,0.612,145.91,220527.0,4,10 +Ivy Sole,HEAVY,42.0,0.538,0.768,6.0,-6.41,1,0.182,0.225,,0.639,0.619,142.067,290850.0,4,5 +Simple Minds,Kick It In - Remastered 2002,33.0,0.552,0.828,11.0,-6.047,0,0.053,0.0276,0.129,0.0972,0.352,130.032,6.18733333,4,10 +Giant Rooks,Wild Stare,50.0,0.646,0.82,10.0,-3.618,0,0.0521,0.026,0.000171,0.191,0.438,128.061,194480.0,4,10 +Spare Parts For Broken Hearts,Big Win,24.0,0.491,0.71,7.0,-9.06,1,0.0307,0.000981,4.6e-05,0.228,0.418,122.003,205687.0,4,10 +Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,1 +Rise Against,"Broken Dreams, Inc. - HEALTH Remix",45.0,0.247,0.833,1.0,-5.086,1,0.0706,0.0272,0.471,0.215,0.228,165.995,274825.0,4,1 +Mister Misery,Ballad of the Headless Horseman,36.0,0.301,0.822,1.0,-6.918,1,0.0579,8.8e-06,0.00951,0.115,0.254,175.085,276000.0,4,8 +Bruce Springsteen,The River,67.0,0.587,0.536,7.0,-11.248,1,0.0304,0.179,2.75e-05,0.305,0.59,117.498,301547.0,4,10 +Sunflower Bean,Moment In The Sun,41.0,0.687,0.63,2.0,-5.13,1,0.031,0.0576,,0.257,0.548,115.986,189635.0,4,6 +2KBABY,Great White,52.0,0.829,0.555,6.0,-6.512,0,0.342,0.0943,2.83e-05,0.183,0.399,129.911,111388.0,4,5 +Rhode & Brown,Everything in Motion,,0.709,0.387,9.0,-12.586,0,0.0355,0.021,0.904,0.0871,0.304,115.029,225671.0,4,6 +Obituary,Redneck Stomp,51.0,0.245,0.861,2.0,-8.728,1,0.0415,0.000256,0.871,0.216,0.483,91.056,212840.0,4,8 +The Rolling Stones,Wild Horses - 2009 Mix,70.0,0.432,0.389,7.0,-6.517,1,0.0255,0.687,0.0107,0.0788,0.158,139.506,5.69621667,4,10 +"John Prine, The Secret Sisters","I Just Called to Say I Love You - Recorded at RCA Studio A, Nashville",48.0,0.477,0.297,3.0,-13.955,1,0.0328,0.664,0.000595,0.103,0.455,137.067,4.11836667,4,0 +Nathan Day,She Came Down From The Stars,48.0,0.487,0.766,5.0,-7.596,1,0.0377,0.0027,,0.219,0.574,155.081,216774.0,4,10 +Dafnis Prieto Sextet,Amanecer Contigo,34.0,0.528,0.7,7.0,-9.43,1,0.0305,0.522,0.417,0.122,0.672,126.214,6.351016667,4,7 +The Goo Goo Dolls,Miracle Pill,49.0,0.503,0.727,,-3.256,1,0.0257,0.0487,,0.128,0.717,160.043,197968.0,4,10 +RETRIEVER,Weekend Spiders,32.0,0.66,0.418,5.0,-13.686,0,0.0325,0.0742,0.898,0.0725,0.577,92.998,251051.0,4,6 +Tribute Trio,I Remember Clifford,41.0,0.533,0.244,,-16.662,0,0.0399,0.922,0.906,0.163,0.166,118.732,4.960066667,4,7 +Hot Chip,Straight To The Morning - Myd Remix,53.0,0.819,0.829,1.0,-7.571,0,0.177,0.0852,2.64e-05,0.0753,0.864,115.995,206577.0,4,6 +Pearl Jam,Alive,75.0,0.284,0.875,11.0,-6.069,0,0.0422,0.00752,0.000461,0.402,0.595,75.009,340907.0,4,6 +King Gizzard & The Lizard Wizard,Sense,46.0,0.535,0.605,5.0,-9.144,0,0.287,0.51,0.286,0.188,0.662,202.06,210653.0,4,1 +Mondo Generator,"So High, So Low",34.0,0.538,0.863,4.0,-6.123,0,0.139,0.00495,2.07e-05,0.314,0.606,127.618,155067.0,4,10 +Belle Mt.,Hollow (Acoustic),,0.499,0.229,11.0,-9.642,1,0.0361,0.822,4.59e-06,0.0914,0.239,178.461,3.94363333,3,0 +Tim McGraw,Something Like That,68.0,0.507,0.85,5.0,-5.679,1,0.0472,0.378,,0.0567,0.847,171.8,3.062216667,4,4 +Eyal Golan,◊î◊ï◊ñ◊î ◊ê◊ï◊™◊ö ◊û◊ï◊ú◊ô,36.0,0.563,0.76,4.0,-5.048,0,0.0578,0.572,,0.191,0.444,155.975,242920.0,4,9 +"Lata Mangeshkar, S. P. Balasubrahmanyam",Aate Jaate Hanste Gaate,31.0,0.546,0.436,8.0,-11.929,1,0.0353,0.667,0.0223,0.337,0.466,120.644,3.406,4,3 +Dudu Tassa,◊î◊ô◊û◊ô◊ù ◊î◊ê◊ë◊ï◊ì◊ô◊ù - ◊ê◊ß◊ï◊°◊ò◊ô,26.0,0.338,0.216,11.0,-9.206,0,0.0465,0.91,,0.124,0.172,169.343,214333.0,4,10 +Dudu Aharon,◊í◊ô◊ë◊ï◊®,17.0,0.507,0.668,4.0,-3.942,0,0.0291,0.595,,0.108,0.371,77.999,274147.0,4,9 +Mastodon,Show Yourself,54.0,0.468,0.977,8.0,-4.198,1,0.0645,4.99e-06,0.0213,0.0543,0.493,134.996,182893.0,4,8 +Kiasmos,Blurred - Sven Helbig Rework,42.0,0.0855,0.122,2.0,-18.526,1,0.0436,0.946,0.945,0.134,0.0372,85.44,284619.0,4,1 +Alice In Chains,Heaven Beside You,62.0,0.551,0.724,10.0,-7.09,0,0.032,0.00451,0.000167,0.116,0.559,111.243,327893.0,4,10 +Twin Wild,My Heart,29.0,0.48,0.905,7.0,-3.851,1,0.0896,0.000197,8.66e-06,0.29,0.295,95.055,227046.0,4,10 +Jørgen Emborg,On The Second Day,46.0,0.524,0.608,4.0,-10.14,0,0.0356,0.235,0.724,0.0595,0.633,115.161,4.546583333,4,7 +girl in red,Rue,68.0,0.579,0.77,4.0,-9.163,0,0.0586,0.12,0.0553,0.172,0.275,125.011,216832.0,4,6 +My Chemical Romance,Na Na Na (Na Na Na Na Na Na Na Na Na),70.0,0.411,0.986,8.0,-2.522,0,0.0583,0.000264,0.00148,0.371,0.649,165.981,205960.0,4,10 +Billie Eilish,Therefore I Am,88.0,0.889,0.34,11.0,-7.773,0,0.0697,0.218,0.13,0.055,0.716,94.009,174321.0,4,9 +BENEE,Supalonely,79.0,0.863,0.631,7.0,-4.689,1,0.0534,0.305,3.04e-05,0.123,0.817,128.977,223480.0,4,9 +Arctic Monkeys,When The Sun Goes Down,73.0,0.348,0.875,11.0,-4.758,0,0.199,0.0341,,0.117,0.407,169.152,202133.0,4,6 +Damien Jurado,Lincoln,22.0,0.494,0.139,,-14.209,1,0.043,0.925,0.000403,0.143,0.16,136.024,189120.0,4,1 +Aldous Harding,Horizon,51.0,0.406,0.0949,8.0,-11.713,1,0.0454,0.878,,0.122,0.236,119.199,249137.0,4,6 +Ray Alder,What The Water Wanted,30.0,0.532,0.876,11.0,-5.933,1,0.0344,0.00103,1.05e-06,0.322,0.32,98.012,226191.0,4,10 +Vivian Lobo,I Love You,15.0,0.62,0.573,8.0,-10.286,1,0.0423,0.939,0.24,0.102,0.872,86.059,3.156666667,4,3 +Westlife,Miss You,2.0,0.491,0.627,2.0,-6.207,1,0.0255,0.436,1.25e-06,0.264,0.402,78.047,3.88155,4,9 +Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,6 +LOUDNESS,Lost Without Your Love,33.0,0.492,0.565,9.0,-13.952,0,0.0277,0.0617,1.07e-05,0.193,0.309,136.135,296373.0,4,10 +Uzi Ramirez,Cheese in My Pocket,10.0,0.573,0.709,4.0,-7.163,0,0.0318,0.118,6.3e-06,0.241,0.574,119.114,231299.0,4,6 +YoungBoy Never Broke Again,I Ain't Scared,65.0,0.663,0.557,5.0,-7.954,1,0.0811,0.301,,0.137,0.584,154.099,162481.0,4,5 +Ravid Plotnik,◊ó◊ê◊®◊ë◊ï ◊ì◊ê◊®◊ë,38.0,0.631,0.621,9.0,-11.371,1,0.361,0.0362,,0.395,0.532,85.99,225613.0,4,5 +Alexa Rose,Clearwater Park,20.0,0.322,0.277,11.0,-9.685,1,0.0317,0.919,3.2e-06,0.0888,0.17,132.013,291262.0,3,6 +JESSIA,I'm not Pretty,66.0,0.645,0.544,2.0,-6.202,1,0.335,0.112,,0.068,0.867,74.88,118400.0,4,9 +Sylvan Esso,Ferris Wheel,57.0,0.836,0.74,9.0,-4.77,0,0.057,0.0622,0.0034,0.121,0.445,101.986,177920.0,4,6 +J. Cole,i n t e r l u d e,81.0,0.77,0.574,1.0,-5.525,1,0.106,0.0617,,0.104,0.104,98.962,133022.0,3,5 +Fiendz YT,Speed in My Coffee,18.0,0.547,0.884,10.0,-5.676,0,0.064,0.00354,5.76e-06,0.408,0.356,89.987,206133.0,4,6 +Disturbed,The Sound of Silence,73.0,0.322,0.28,6.0,-9.367,0,0.0281,0.468,1.1e-06,0.102,0.175,85.794,248467.0,4,8 +Nati Hassid,◊õ◊°◊§◊ï◊û◊ò,13.0,0.856,0.679,5.0,-5.862,0,0.0859,0.454,,0.284,0.901,102.008,211176.0,4,5 +Shlomo Artzi,◊©◊§◊ï◊ô◊ô◊ù,23.0,0.432,0.6,4.0,-7.866,1,0.0444,0.715,,0.0641,0.396,118.282,302400.0,4,10 +Public Image Ltd.,Rise,52.0,0.533,0.739,7.0,-9.361,1,0.0561,0.00299,3.69e-06,0.475,0.636,86.345,378373.0,4,1 +HARDY,GIVE HEAVEN SOME HELL,64.0,0.639,0.843,11.0,-4.975,1,0.0362,0.0525,,0.0854,0.528,126.047,217802.0,4,10 +Sufjan Stevens,To Be Alone With You,61.0,0.519,0.163,,-18.131,0,0.0489,0.926,0.751,0.115,0.356,142.116,168040.0,4,6 +Anvil,Nabbed in Nebraska,29.0,0.53,0.946,4.0,-4.387,0,0.126,0.000105,0.000445,0.328,0.369,120.006,273480.0,4,8 +Luke Combs,The Great Divide,66.0,0.671,0.686,8.0,-8.269,0,0.0271,0.597,2.24e-06,0.283,0.547,111.007,211990.0,4,1 +Metal Church,Start the Fire,,0.524,0.752,4.0,-14.268,1,0.0412,3.5e-05,0.464,0.305,0.515,148.699,225680.0,4,8 +The Ghost Inside,Aftermath,53.0,0.298,0.953,5.0,-3.334,0,0.192,0.000375,,0.1,0.127,172.023,298826.0,4,8 +KALI,I Just Wanna,46.0,0.693,0.586,11.0,-5.59,0,0.0361,0.147,0.000431,0.111,0.51,108.579,254399.0,4,6 +42 Dugg,Maybach (feat. Future),21.0,0.506,0.473,5.0,-9.79,1,0.331,0.0229,,0.15,0.199,100.535,199086.0,5,5 +Jimmy Eat World,Pain,40.0,0.393,0.964,,-3.363,0,0.0936,0.019,,0.58,0.255,168.016,181307.0,4,10 +Ed Sheeran,Thinking out Loud,83.0,0.781,0.445,2.0,-6.061,1,0.0295,0.474,,0.184,0.591,78.998,281560.0,4,9 +Nine Inch Nails,Closer,60.0,0.546,0.724,10.0,-8.639,0,0.0427,0.000273,0.667,0.133,0.586,89.991,373307.0,4,8 +girlfriends,Congratulations (feat. Jasiah),52.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,10 +Limp Bizkit,Counterfeit,47.0,0.462,0.943,1.0,-5.343,1,0.245,0.0364,0.00148,0.0871,0.218,95.483,308093.0,4,8 +Queen,Another One Bites The Dust - Remastered 2011,74.0,0.933,0.528,5.0,-6.472,0,0.162,0.112,0.329,0.163,0.756,109.975,3.57755,4,10 +Donatella Monza,Via Venezia,45.0,0.708,0.125,2.0,-15.726,0,0.0515,0.951,0.241,0.0819,0.125,107.29,2.1322,4,7 +"Jean Sibelius, Anne-Sophie Mutter, Staatskapelle Dresden, André Previn","Two Serenades, Op.69: 2. Lento assai, Op.69 No.2 - In G Minor",25.0,0.295,0.0251,,-29.891,0,0.0463,0.94,0.439,0.0985,0.0393,103.992,6.95,4,7 +Yemi Alade,True Love,43.0,0.749,0.602,5.0,-5.097,1,0.0798,0.0313,0.000543,0.0337,0.965,120.022,235875.0,4,9 +Backstreet Boys,Make Believe,19.0,0.572,0.845,1.0,-5.036,1,0.0301,0.0617,,0.137,0.446,129.994,4.776833333,4,9 +Black Mountain,What's Your Conquest?,24.0,0.122,0.88,1.0,-4.649,1,0.0687,0.000172,,0.0895,0.317,160.39,206133.0,4,10 +Erkin Koray,√á√∂p√ß√ºler,54.0,0.469,0.486,9.0,-15.076,0,0.0427,0.149,1.21e-05,0.123,0.595,130.737,239267.0,4,10 +Miki Howard,Until You Come Back to Me (That's What I Am Gonna Do),33.0,0.601,0.893,7.0,-7.784,1,0.0381,0.00839,4.09e-05,0.244,0.815,95.837,247733.0,4,5 +Mahendra Kapoor,Bhool Sakta Hai Bhala Kaun Tumhari Aankhen,4.0,0.395,0.26,3.0,-18.287,1,0.105,0.95,0.623,0.115,0.558,154.329,3.013783333,3,3 +Chris Stapleton,Tennessee Whiskey,79.0,0.392,0.37,9.0,-10.888,1,0.0298,0.205,0.0096,0.0821,0.512,48.718,4.888216667,4,4 +From Autumn To Ashes,Short Stories With Tragic Endings,43.0,0.215,0.752,9.0,-6.481,0,0.0441,0.000717,0.009,0.112,0.0585,93.758,565973.0,3,10 +Kahbum,Zombie da Spiaggia (feat. Aine & Hyst),31.0,0.703,0.261,1.0,-12.558,1,0.333,0.539,0.000135,0.0678,0.221,96.008,213120.0,4,5 +Muse,Uprising,75.0,0.602,0.905,2.0,-4.046,1,0.0775,0.000202,0.064,0.117,0.411,128.019,304840.0,4,1 +Josh Teskey,Thinking 'Bout Myself,51.0,0.644,0.53,4.0,-8.296,0,0.0884,0.787,0.0303,0.259,0.678,99.733,221214.0,4,2 +BlueBucksClan,Lil League (feat. Quavo & Hit-Boy),54.0,0.828,0.489,1.0,-5.644,1,0.238,0.0124,,0.0721,0.136,98.002,129796.0,3,5 +White Zombie,More Human Than Human,61.0,0.673,0.911,1.0,-6.725,1,0.0707,0.000367,0.628,0.101,0.54,101.467,268760.0,4,8 +The Fratellis,Creepin Up The Backstairs - Composite Edit (do not put on a/w),19.0,0.601,0.907,11.0,-8.43,0,0.187,0.000229,3.17e-06,0.219,0.281,122.368,185387.0,4,10 +Steve Miller Band,You Send Me,32.0,0.376,0.353,4.0,-13.606,0,0.0309,0.827,3.24e-05,0.194,0.384,109.78,162360.0,3,10 +Local Boy,Thoughts,28.0,0.629,0.878,2.0,-6.194,1,0.0701,0.00811,5.83e-05,0.419,0.516,160.022,204000.0,4,6 +Loop,Vapour (Remastered),4.0,0.201,0.989,2.0,-5.715,1,0.132,4.91e-06,0.846,0.0697,0.382,128.774,368373.0,4,6 +Doug Kaufman,The Garden,46.0,0.214,0.243,6.0,-17.301,1,0.0319,0.917,0.912,0.0657,0.0381,80.187,176062.0,4,1 +Def Leppard,Rock Of Ages,63.0,0.706,0.785,11.0,-7.666,0,0.041,0.00802,0.0319,0.195,0.636,105.893,4.13048333,4,10 +Poundz,Chocolate Darling (feat. BackRoad Gee & iLL BLU),52.0,0.795,0.745,9.0,-7.58,0,0.27,0.0869,,0.112,0.75,144.112,213333.0,4,5 +Brand New,Sic Transit Gloria ... Glory Fades,57.0,0.645,0.704,8.0,-6.02,1,0.0396,0.0124,,0.543,0.758,92.774,186493.0,4,10 +The White Stripes,My Doorbell,57.0,0.614,0.663,8.0,-9.965,1,0.0352,0.29,0.00682,0.0986,0.823,97.083,241867.0,4,1 +AC/DC,T.N.T.,78.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,214667.0,4,10 +Wings of Desire,Better Late Than Never,22.0,0.435,0.933,9.0,-7.668,1,0.07,0.000101,0.00808,0.115,0.321,132.005,232022.0,4,10 +Thirty Seconds To Mars,Capricorn (A Brand New Name),46.0,0.468,0.801,5.0,-5.724,0,0.0453,0.000164,0.0212,0.18,0.163,90.034,233000.0,4,10 +V3ctors,The Quartz Grave,30.0,0.123,0.983,6.0,-4.818,0,0.301,1.68e-05,0.000214,0.103,0.0792,78.098,259432.0,4,8 +S7N,Insane,26.0,0.499,0.931,7.0,-4.045,1,0.132,2.16e-05,0.211,0.218,0.513,91.061,182085.0,4,8 +Brett Young,Not Yet,73.0,0.464,0.783,1.0,-6.108,1,0.0378,0.000689,0.00016,0.323,0.734,170.029,2.90245,4,4 +Downswing,Stressed Out,41.0,0.2,0.985,7.0,-2.583,1,0.25,5.2e-05,1.51e-05,0.314,0.0726,183.245,172636.0,4,10 +The Stone Roses,Waterfall - Remastered,62.0,0.491,0.686,11.0,-8.22,1,0.0289,0.0236,0.263,0.451,0.437,103.715,278827.0,4,1 +Radolescent,406,18.0,0.368,0.85,,-2.646,1,0.0485,0.014,,0.226,0.397,159.928,193053.0,4,10 +Boy Destroy,Favourite,41.0,0.6,0.732,7.0,-3.848,0,0.0297,0.00713,,0.242,0.453,141.926,188880.0,4,1 +All Good Things,For The Glory (feat. Hollywood Undead),61.0,0.473,0.845,2.0,-3.774,0,0.0575,0.000396,,0.1,0.543,142.012,281197.0,4,10 +Ricky Reed,Catch You,39.0,0.66,0.639,,-8.716,1,0.0336,0.482,0.635,0.111,0.36,110.014,225753.0,4,6 +Chapterhouse,Guilt,30.0,0.13,0.982,4.0,-8.215,0,0.0636,0.0014,0.734,0.644,0.136,154.94,253000.0,4,6 +KennyHoopla,lost cause// (with grandson),54.0,0.698,0.675,4.0,-4.941,0,0.0412,0.000348,0.251,0.0916,0.484,116.02,171285.0,4,1 +"Seamus Blake, Chris Cheek",A Little Evil,34.0,0.603,0.427,,-11.434,1,0.0328,0.704,0.0263,0.0676,0.627,128.363,5.518216667,4,7 +The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,10 +Rihanna,Take A Bow,76.0,0.697,0.467,9.0,-7.536,1,0.0715,0.248,,0.0941,0.572,82.082,229413.0,4,9 +Berry Sakharof,◊ô◊°◊û◊ô◊ü. ◊©◊ô◊® ◊¢◊ú ◊†◊ô◊ô◊® ◊ñ◊õ◊ï◊õ◊ô◊™,21.0,0.589,0.775,4.0,-7.519,0,0.0507,0.305,0.00819,0.0598,0.251,89.967,284986.0,4,10 +Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,1 +"IndianRaga, Mahesh Raghvan, Vivek Ramanan",Swalla (Jathi Mix),,0.891,0.914,4.0,-5.265,1,0.157,0.58,,0.0944,0.667,97.998,1.707266667,4,0 +Jonny Lang,Make It Move,25.0,0.633,0.469,4.0,-6.082,1,0.11,0.479,,0.118,0.665,77.589,209120.0,4,10 +Sueco,SOS (feat. Travis Barker),67.0,0.615,0.785,1.0,-4.88,1,0.0632,0.0186,1.19e-05,0.166,0.369,150.03,169600.0,4,10 +Bastille,WHAT YOU GONNA DO???,59.0,0.529,0.853,7.0,-4.481,1,0.0382,0.00717,,0.339,0.646,127.987,131303.0,4,10 +Dent May,Sea Salt & Caramel,26.0,0.684,0.71,9.0,-4.837,1,0.0323,0.252,,0.37,0.934,119.039,189946.0,4,6 +Anand-Milind,Humne Ghar Chhoda Hai (Instrumental),22.0,0.361,0.605,9.0,-10.283,0,0.0312,0.599,0.761,0.316,0.62,97.436,6.40555,4,3 +Jade Bird,Something American,51.0,0.378,0.377,7.0,-6.513,1,0.038,0.789,,0.101,0.267,158.443,182828.0,3,9 +Deftones,Radiant City,48.0,0.167,0.962,10.0,-2.538,1,0.103,2.25e-06,0.888,0.0908,0.236,77.691,215450.0,4,10 +Keni,Proximity,27.0,0.612,0.669,2.0,-6.047,1,0.109,0.0235,,0.168,0.452,96.871,173400.0,4,10 +The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,6 +Whiskey Myers,Lightning Bugs and Rain,55.0,0.473,0.888,9.0,-6.343,1,0.0587,0.00182,,0.0435,0.853,77.622,191866.0,4,10 +Jeremy Zucker,HONEST,67.0,0.744,0.627,11.0,-6.882,1,0.265,0.13,,0.0993,0.781,99.977,2.95051667,4,9 +Coroner,Reborn Through Hate,29.0,0.133,0.895,9.0,-6.546,0,0.0945,1.47e-05,0.0847,0.164,0.194,155.204,292573.0,1,8 +Preditah,Sword,16.0,0.53,0.308,1.0,-11.618,0,0.424,0.292,0.83,0.0837,0.346,212.049,306880.0,3,5 +Circa Survive,Act Appalled,47.0,0.38,0.924,7.0,-5.782,0,0.0719,0.000173,2.33e-06,0.176,0.28,153.99,200800.0,4,10 +Jacob Bryant,More Than One Year,47.0,0.473,0.9,2.0,-4.383,1,0.0537,0.0123,4.08e-06,0.825,0.444,88.016,232476.0,4,10 +Ensiferum,"Rum, Women, Victory",42.0,0.351,0.984,11.0,-4.569,1,0.121,2.98e-05,0.0139,0.419,0.242,175.102,256280.0,4,8 +Veruca Salt,Seether,47.0,0.612,0.86,8.0,-9.175,1,0.044,0.00253,0.00153,0.158,0.687,136.212,196467.0,4,10 +Nana,Come & Go,44.0,0.59,0.675,6.0,-6.737,0,0.438,0.0522,,0.119,0.584,94.925,185056.0,4,5 +Noam Banai,◊ë◊°◊ï◊£ ◊ñ◊î ◊™◊û◊ô◊ì ◊©◊û◊ó,35.0,0.541,0.554,5.0,-7.886,1,0.0362,0.339,,0.311,0.198,99.007,233333.0,4,9 +Alex Yarmak,Narcs,34.0,0.402,0.925,2.0,-4.107,1,0.0837,0.0,0.876,0.335,0.186,126.98,258873.0,4,8 +Leikeli47,Droppin',31.0,0.91,0.464,1.0,-6.676,0,0.287,0.0287,0.000558,0.0989,0.336,140.006,220000.0,4,5 +Jonny Lang,Last Goodbye,26.0,0.392,0.187,6.0,-12.211,1,0.0358,0.812,2.48e-06,0.175,0.227,134.708,236013.0,4,2 +A Flock Of Seagulls,I Ran,56.0,0.525,0.858,9.0,-4.927,0,0.0345,0.000466,0.878,0.166,0.669,145.492,220307.0,4,10 +Tedeschi Trucks Band,All That I Need,33.0,0.602,0.694,9.0,-7.988,1,0.0297,0.308,0.0134,0.122,0.716,109.487,311640.0,4,2 +Liz Phair,Spanish Doors,31.0,0.621,0.936,5.0,-4.957,1,0.0301,0.0164,,0.105,0.558,127.937,237200.0,4,1 +Rival Schools,Travel By Telephone,34.0,0.124,0.77,9.0,-3.969,1,0.0559,6.47e-05,,0.323,0.358,174.328,167400.0,4,10 +Dudu Tassa,Lola,14.0,0.348,0.61,11.0,-6.015,0,0.0583,0.71,0.000666,0.971,0.241,145.115,265300.0,4,10 +Thrills in +41,Machine Dream,28.0,0.768,0.69,9.0,-12.43,1,0.0613,0.0129,0.92,0.346,0.102,141.029,295688.0,4,1 +B.B. King,Everyday I Have The Blues - Live (San Quentin),33.0,0.426,0.791,3.0,-6.888,1,0.0543,0.356,2.85e-06,0.373,0.592,137.365,281867.0,4,2 +OK Go,Get Over It,55.0,0.389,0.767,2.0,-4.314,1,0.149,0.00127,,0.435,0.544,184.926,196760.0,4,1 +M√∂tley Cr√ºe,"Girls, Girls, Girls",71.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,270427.0,4,8 +Ray LaMontagne,"Trouble - Live at Bonnaroo, Manchester, TN - June 2005",19.0,0.349,0.672,7.0,-7.927,1,0.0463,0.373,0.000254,0.981,0.593,85.478,289160.0,3,10 +Stone Temple Pilots,Interstate Love Song - 2019 Remaster,72.0,0.215,0.927,9.0,-7.327,1,0.0452,0.000273,0.00661,0.126,0.49,170.814,194853.0,4,10 +Rendezvous Point,Apollo,32.0,0.42,0.746,7.0,-7.67,1,0.0605,0.0343,1.51e-05,0.121,0.103,123.87,332533.0,4,10 +Leon Vynehall,An Exhale,44.0,0.801,0.846,2.0,-8.001,1,0.266,0.0722,0.128,0.0957,0.258,134.017,262587.0,4,1 +Kid Bailey,Rowdy Blues,28.0,0.589,0.116,,-17.218,1,0.0463,0.994,0.0419,0.122,0.577,97.815,180976.0,3,2 +Bhaskar Dutta,The Last Cadenza,16.0,0.363,0.186,7.0,-13.641,0,0.0522,0.983,0.201,0.0747,0.196,102.905,347379.0,3,6 +Everlast,What It's Like,67.0,0.678,0.556,,-7.423,1,0.0281,0.0904,0.0334,0.0866,0.405,85.158,303133.0,4,10 +A.C. Reed,She's Fine,32.0,0.501,0.44,9.0,-14.466,1,0.0372,0.202,0.00145,0.107,0.868,82.489,258227.0,4,2 +Paper Idol,James Bond,49.0,0.791,0.727,1.0,-5.138,1,0.268,0.003,0.000193,0.117,0.876,109.956,254952.0,4,6 +T-Bone Walker,Call It Stormy Monday (But Tuesday Is Just As Bad),4.0,0.659,0.166,2.0,-14.523,0,0.0753,0.877,0.0502,0.101,0.345,49.32,186973.0,4,2 +SK√ÅLD,Nor√∞rlj√≥s,42.0,0.651,0.372,4.0,-13.259,0,0.0314,0.759,0.359,0.0738,0.167,139.024,200787.0,3,8 +Chapterhouse,Guilt,30.0,0.13,0.982,4.0,-8.215,0,0.0636,0.0014,0.734,0.644,0.136,154.94,253000.0,4,10 +Dudu Aharon,◊©◊ô◊û◊ô ◊ú◊ß,23.0,0.673,0.595,6.0,-6.241,0,0.0491,0.0495,,0.318,0.625,140.027,199757.0,4,9 +Manchester Air,Saint Sister,41.0,0.304,0.218,10.0,-10.744,1,0.0334,0.46,0.00434,0.0828,0.0707,150.514,4.12215,3,0 +Ricky Kej,One Family (Live),14.0,0.567,0.34,,-9.996,1,0.0264,0.757,,0.102,0.268,140.047,4.002283333,4,0 +Ty Dolla $ign,"By Yourself (feat. Bryson Tiller, Jhen√© Aiko & Mustard) - Remix",65.0,0.753,0.524,10.0,-6.291,0,0.0461,0.055,,0.188,0.199,103.965,184722.0,4,5 +Eagles,Life in the Fast Lane - 2013 Remaster,73.0,0.667,0.755,9.0,-7.246,1,0.069,0.0966,6.94e-05,0.0523,0.883,109.535,286220.0,4,10 +Dirty Fly,Is My Heart,10.0,0.307,0.587,9.0,-7.795,0,0.032,0.36,0.163,0.101,0.507,180.133,224520.0,3,6 +Pop Smoke,What You Know Bout Love,87.0,0.709,0.548,10.0,-8.493,1,0.353,0.65,1.59e-06,0.133,0.543,83.995,160000.0,4,9 +Kishore Kumar,Roop Tera Mastana,28.0,0.451,0.53,8.0,-8.787,0,0.095,0.668,7.13e-06,0.234,0.543,83.351,3.75355,4,3 +Cage The Elephant,Broken Boy (feat. Iggy Pop),51.0,0.492,0.939,6.0,-3.501,0,0.118,0.00247,0.0021,0.131,0.484,166.03,163208.0,4,1 +Violent Femmes,Blister In The Sun,70.0,0.726,0.537,,-8.896,1,0.113,0.316,,0.0707,0.887,96.91,145707.0,4,6 +Jebediah,Leaving Home,51.0,0.522,0.812,6.0,-6.606,1,0.0346,0.0253,2.87e-05,0.131,0.459,121.529,181333.0,4,10 +Eclipse,Saturday Night (Hallelujah),,0.596,0.951,9.0,-6.398,1,0.0545,0.00155,,0.0353,0.649,129.967,196550.0,4,8 +Atreyu,Ex's And Oh's,57.0,0.348,0.987,2.0,-3.172,0,0.232,1.62e-05,0.0365,0.286,0.135,159.995,211893.0,4,10 +Rude Kid,fabric,21.0,0.682,0.806,6.0,-4.326,0,0.0433,0.775,0.873,0.0992,0.186,139.996,157637.0,4,5 +London Grammar,Lose Your Head,,0.556,0.712,6.0,-7.261,1,0.0604,0.376,0.185,0.201,0.467,98.008,199996.0,4,6 +The Beatles,Come Together - Remastered 2015,54.0,0.559,0.343,9.0,-13.072,0,0.0424,0.0601,0.138,0.1,0.183,164.53,258693.0,4,10 +Camilla Solheim,Sostenuto,45.0,0.119,0.0735,,-23.969,1,0.0425,0.977,0.934,0.0997,0.0959,151.549,2.1644,3,7 +girlhouse,loaded gun,35.0,0.772,0.692,11.0,-8.192,1,0.0513,0.00742,0.00246,0.268,0.869,126.97,230905.0,4,1 +Jimi Hendrix,Voodoo Child (Slight Return),68.0,0.214,0.91,8.0,-6.662,1,0.389,0.477,0.00833,0.0517,0.448,175.549,313373.0,4,10 +Cheap Trick,Boys & Girls & Rock N Roll,37.0,0.49,0.964,2.0,-3.626,1,0.0743,0.000495,0.0527,0.375,0.348,134.996,233880.0,4,10 +The Doobie Brothers,"Another Park, Another Sunday - 2006 Remaster",50.0,0.516,0.547,9.0,-9.693,1,0.0273,0.315,2.45e-05,0.163,0.741,113.417,267627.0,4,10 +The Faim,Summer Is a Curse,54.0,0.473,0.757,9.0,-5.103,1,0.0483,0.000727,,0.151,0.425,168.005,181216.0,4,10 +Robert Cray,Do It,20.0,0.773,0.961,11.0,-4.419,1,0.0865,0.284,0.886,0.267,0.659,108.818,205587.0,4,2 +Maddie & Tae,Die From A Broken Heart,67.0,0.607,0.514,4.0,-6.631,1,0.0323,0.363,,0.258,0.414,75.978,3.138183333,4,4 +Juan Wauters,Locura,43.0,0.718,0.63,4.0,-9.147,0,0.0373,0.0905,0.000169,0.483,0.666,115.537,164524.0,4,9 +Melody's Echo Chamber,"Some Time Alone, Alone",45.0,0.444,0.958,10.0,-3.866,0,0.0485,0.00867,0.00652,0.323,0.551,108.478,226400.0,4,6 +Etta James,I Just Want To Make Love To You - Single Version,64.0,0.642,0.523,3.0,-8.579,1,0.11,0.772,3.26e-06,0.527,0.654,101.635,185627.0,4,2 +Neha Karode,Piya Bin,19.0,0.436,0.521,10.0,-7.948,1,0.0399,0.388,,0.0729,0.738,91.562,3.710166667,4,0 +Skrizzly Adams,New Dress,47.0,0.552,0.667,6.0,-5.713,1,0.0383,0.22,,0.21,0.801,94.412,174843.0,4,10 +Glasvegas,Shake the Cage (f√ºr Theo),32.0,0.27,0.856,9.0,-10.371,1,0.267,0.0136,0.0633,0.0565,0.156,94.787,296149.0,5,6 +The Avalanches,Interstellar Love (feat. Leon Bridges),52.0,0.448,0.83,2.0,-6.784,1,0.105,0.388,0.000156,0.649,0.27,116.311,218507.0,4,9 +Peled,◊ñ◊ï◊û◊ë◊ô,26.0,0.854,0.661,9.0,-7.978,1,0.0922,0.0922,,0.0995,0.128,117.062,248317.0,4,5 +Xasthur,Screaming at Forgotten Tears,37.0,0.383,0.978,8.0,-5.693,0,0.0534,0.00448,0.784,0.245,0.161,102.256,495000.0,4,8 +Metalite,Cloud Connected,46.0,0.281,0.944,1.0,-6.307,0,0.0738,0.000127,7.09e-06,0.47,0.451,84.792,228013.0,4,8 +Alan Lomax,"No More, My Lawd",30.0,0.569,0.0171,9.0,-13.325,0,0.0388,0.958,0.00185,0.173,0.269,136.807,129400.0,4,2 +Avtipus,◊ë◊ï◊ß◊® ◊ò◊ï◊ë ◊¢◊ï◊ú◊ù,35.0,0.617,0.52,7.0,-12.329,1,0.0292,0.26,1.45e-05,0.0914,0.395,141.217,199840.0,4,10 +The Fray,"Over My Head (Cable Car) - Live at Sirius Radio, NYC, NY - May 2006",50.0,0.6,0.467,8.0,-9.056,1,0.0274,0.445,,0.321,0.583,117.121,230133.0,4,9 +1349,Atomic Chapel,25.0,0.168,0.917,7.0,-6.882,0,0.092,0.0,0.815,0.217,0.0388,126.099,384680.0,4,8 +Rexx Life Raj,Tesla In A Pandemic,39.0,0.618,0.812,4.0,-6.554,0,0.313,0.162,8.65e-05,0.0653,0.186,174.182,145011.0,4,5 +Amitabh Bachchan,Mein Panch Lakh Ka Sauda Karne Aaya Hoon - Dialogues,1.0,0.585,0.493,2.0,-15.246,1,0.543,0.89,2.23e-05,0.0952,0.96,85.416,0.50165,3,3 +braev,fools,30.0,0.573,0.462,1.0,-8.969,1,0.118,0.513,2.78e-05,0.0836,0.225,160.846,201813.0,4,9 +The Smashing Pumpkins,The Colour Of Love,53.0,0.499,0.724,9.0,-10.146,1,0.0344,7.52e-05,0.338,0.124,0.455,151.094,263733.0,4,10 +Papon,Aerii Sakhi Morae - Qawwaali Remake,30.0,0.506,0.646,9.0,-8.083,1,0.0518,0.691,0.000288,0.104,0.395,79.209,5.05165,4,0 +Sa√´,NeoVintage,26.0,0.593,0.919,1.0,-7.338,1,0.0437,0.0035,0.901,0.25,0.859,122.993,213689.0,4,6 +Boysetsfire,Empire,42.0,0.515,0.875,5.0,-3.061,1,0.065,0.0109,,0.455,0.383,107.603,219360.0,4,10 +Trey Anastasio,"First Tube (Live, 11/3/2017)",25.0,0.532,0.882,4.0,-8.58,0,0.104,0.0432,0.456,0.973,0.392,127.484,471880.0,3,10 +Joe Bonamassa,Mainline Florida - Live,37.0,0.489,0.889,9.0,-6.916,1,0.0382,0.0151,0.247,0.866,0.703,120.183,421219.0,4,2 +The Chicks,Cowboy Take Me Away,68.0,0.467,0.622,6.0,-7.255,1,0.031,0.365,0.00527,0.0982,0.455,164.418,4.787783333,4,4 +Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,1 +Ginger Root,B4,40.0,0.797,0.726,7.0,-5.267,1,0.0804,0.476,0.472,0.0769,0.969,104.432,172329.0,4,9 +Culted,Lifers,23.0,0.343,0.928,5.0,-9.02,1,0.0673,2.82e-06,0.895,0.171,0.27,134.119,298991.0,4,8 +Blame My Youth,Go To Sleep,35.0,0.577,0.614,3.0,-6.944,1,0.0393,0.517,,0.35,0.525,141.927,197165.0,4,10 +Pantera,Cowboys from Hell,71.0,0.415,0.908,2.0,-9.701,1,0.0765,0.00437,0.0345,0.082,0.437,114.816,243533.0,4,8 +Yuval Dayan,◊ê◊ú ◊™◊ê◊û◊®,33.0,0.576,0.643,7.0,-7.71,0,0.0258,0.259,0.17,0.0737,0.627,109.012,218576.0,4,9 +Bee Gees,How Deep Is Your Love - Live At The MGM Grand,44.0,0.629,0.531,4.0,-8.078,1,0.0282,0.512,,0.984,0.361,104.529,3.900666667,4,9 +Andrew McMahon in the Wilderness,Cecilia And The Satellite,62.0,0.381,0.844,5.0,-7.123,1,0.144,0.0131,,0.318,0.239,194.0,223880.0,4,10 +All Time Low,Some Kind Of Disaster,55.0,0.55,0.837,11.0,-5.411,1,0.044,0.0104,,0.306,0.637,89.821,223994.0,4,10 +Bessie Smith,"Empty Bed Blues, Pt. 1",26.0,0.709,0.062,5.0,-12.207,1,0.048,0.995,0.00341,0.12,0.553,85.854,181173.0,4,2 +Blue Mitchell,The People In Nassau,41.0,0.688,0.552,7.0,-9.313,1,0.0359,0.689,0.194,0.0853,0.892,110.082,5.65445,4,7 +OneRepublic,Run,88.0,0.682,0.72,11.0,-8.173,0,0.0381,0.326,,0.148,0.673,117.003,2.81685,4,9 +3 Doors Down,Here Without You,75.0,0.557,0.533,10.0,-6.817,0,0.0252,0.0492,,0.205,0.233,143.994,238733.0,4,10 +Coldplay,Every Teardrop Is a Waterfall,69.0,0.425,0.732,9.0,-6.883,1,0.0396,0.00194,0.0103,0.171,0.333,117.98,240796.0,4,10 +Interplanetary Criminal,Supreme Level,38.0,0.824,0.846,1.0,-5.912,1,0.139,0.0123,0.604,0.153,0.887,130.003,305246.0,4,6 +Katori Walker,Many Men (Curtis),49.0,0.488,0.681,10.0,-5.552,0,0.351,0.626,0.0516,0.101,0.798,84.255,138710.0,4,5 +Eviatar Banai,◊™◊™◊ó◊†◊†◊ô ◊ê◊ú◊ô◊ô,29.0,0.424,0.201,7.0,-13.993,0,0.0355,0.913,3.19e-05,0.223,0.366,94.571,172747.0,3,10 +Hollywood Undead,California Dreaming,57.0,0.503,0.967,7.0,-2.492,1,0.176,3.16e-05,,0.299,0.254,95.006,234775.0,4,10 +Roger Eno,Verdigris,37.0,0.204,0.00301,3.0,-32.42,1,0.0482,0.991,0.887,0.0792,0.0387,72.248,243307.0,5,1 +Wu-Tang Clan,Triumph (feat. Cappadonna),64.0,0.722,0.639,2.0,-6.959,1,0.373,0.000917,2.79e-05,0.352,0.324,90.972,338187.0,4,5 +Lords Of The New Church,Dance With Me,38.0,0.528,0.921,6.0,-5.838,0,0.0693,0.000959,0.258,0.13,0.768,134.517,205693.0,4,10 +Anathema,Springfield,45.0,0.428,0.535,8.0,-9.232,1,0.0411,0.000379,0.794,0.086,0.159,142.063,349400.0,4,10 +Thrice,Stare At The Sun,49.0,0.234,0.98,,-3.233,0,0.148,0.000266,0.00746,0.0992,0.245,186.728,203240.0,4,10 +PnB Rock,Need Somebody,62.0,0.684,0.535,8.0,-7.24,1,0.317,0.0741,9.26e-06,0.223,0.304,94.691,154660.0,4,5 +Low Hummer,Never Enough,33.0,0.43,0.835,2.0,-5.599,1,0.0415,0.000683,0.297,0.0843,0.327,142.034,228588.0,4,6 +Make Them Suffer,Erase Me,53.0,0.488,0.903,6.0,-5.244,1,0.0698,0.000103,0.000219,0.218,0.189,94.037,224611.0,4,8 +Dennis Lloyd,Never Go Back,67.0,0.421,0.653,9.0,-4.85,0,0.398,0.0135,,0.114,0.733,78.6,175424.0,4,9 +Llyr,Winged Chamber Music,12.0,0.361,0.487,5.0,-21.52,0,0.239,0.302,0.862,0.363,0.0788,126.346,371382.0,4,6 +Van Der Graaf Generator,A Plague Of Lighthouse Keepers (Medley) - 2005 Digital Remaster,29.0,0.115,0.668,,-8.363,1,0.0594,0.0178,1.85e-05,0.101,0.0728,74.857,1392667.0,4,10 +Pale Waves,She's My Religion,52.0,0.522,0.726,4.0,-4.115,1,0.0383,0.348,5.47e-06,0.148,0.331,161.867,189587.0,4,10 +Fred again..,Diana (You Don't Even Know),41.0,0.837,0.71,2.0,-7.109,1,0.0762,0.0286,0.019,0.0649,0.694,123.021,204878.0,4,6 +Dirty Deep,Two Rocks in a Whiskey,19.0,0.182,0.747,9.0,-8.191,1,0.0597,0.0111,0.0357,0.328,0.387,175.728,323055.0,4,10 +My Chemical Romance,Dead!,67.0,0.481,0.973,7.0,-1.945,1,0.0542,0.0037,0.000877,0.325,0.362,99.331,195520.0,4,10 +Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,1 +The Cult,Edie (Ciao Baby),51.0,0.478,0.808,7.0,-9.159,1,0.0459,0.0766,0.0011,0.209,0.29,102.109,286533.0,4,10 +Hadag Nahash,◊ú◊î◊ë◊ô◊ê ◊ê◊™ ◊î◊û◊õ◊î,19.0,0.407,0.736,2.0,-7.27,1,0.329,0.0633,0.000437,0.464,0.352,93.924,621000.0,4,5 +Slipknot,Left Behind,62.0,0.229,0.994,6.0,-3.431,1,0.22,7.03e-05,0.00548,0.318,0.115,156.623,241467.0,4,8 +Omer Adam,◊ú◊®◊ß◊ï◊ì ◊ï◊ú◊ñ◊ï◊ñ,36.0,0.65,0.621,5.0,-7.201,0,0.148,0.347,,0.0966,0.714,93.95,188073.0,4,9 +So It Begins,Fenrir,44.0,0.257,0.984,1.0,-2.448,1,0.212,0.000209,0.0106,0.367,0.139,100.047,272100.0,4,10 +girl in red,Body And Mind,69.0,0.575,0.572,10.0,-5.928,0,0.0635,0.0718,,0.0995,0.551,150.894,186672.0,4,6 +Calling Me Home (with Francesco Turrisi),"Rhiannon Giddens, Francesco Turrisi",29.0,0.32,0.0846,9.0,-9.769,1,0.035,0.852,,0.119,0.122,79.094,3.83155,4,0 +AC/DC,You Shook Me All Night Long,80.0,0.532,0.767,7.0,-5.509,1,0.0574,0.00287,0.000513,0.39,0.755,127.361,210173.0,4,10 +Mura Masa,vicarious living anthem,38.0,0.481,0.747,7.0,-6.672,1,0.0487,0.00404,0.53,0.218,0.506,173.933,125840.0,4,10 +Nathan Goshen,Thinking About It (Let It Go) - KVR Remix,37.0,0.693,0.763,4.0,-7.077,0,0.0299,0.0143,,0.154,0.578,100.985,183564.0,4,9 +The HU,Yuve Yuve Yu,61.0,0.624,0.857,10.0,-6.25,0,0.0542,0.0208,0.206,0.11,0.324,131.926,282920.0,4,8 +Sisters of Mercy,Temple of Love - 1992,55.0,0.451,0.931,9.0,-7.442,1,0.0413,0.0776,0.208,0.164,0.652,166.301,488012.0,4,10 +Dudu Aharon,◊©◊ù ◊ò◊ë◊¢◊™ ◊¢◊ú◊ô◊î,32.0,0.697,0.734,2.0,-5.586,1,0.0382,0.287,,0.126,0.706,102.029,225063.0,4,9 +The Aces,Stuck,49.0,0.721,0.746,6.0,-4.247,0,0.0317,0.0114,0.0952,0.0844,0.705,124.968,206467.0,4,10 +Juggaknots,Loosifa,41.0,0.527,0.736,2.0,-8.46,0,0.102,0.00246,0.00595,0.134,0.264,148.66,309759.0,4,5 +"Sergei Rachmaninoff, Alisa Weilerstein, Inon Barnatan","Vocalise, Op 34, No.14",31.0,0.194,0.0452,4.0,-26.488,0,0.0417,0.993,0.776,0.0731,0.0395,86.499,5.987783333,4,7 +Fishi Hagadol,◊°◊û◊ú ◊û◊ô◊†◊ô,18.0,0.807,0.617,9.0,-6.137,1,0.305,0.299,,0.264,0.775,170.634,217480.0,4,5 +Yehudit Ravitz,◊ë◊ú◊ô ◊ê◊ï◊® ◊î◊ô◊ù,20.0,0.295,0.512,10.0,-4.274,1,0.0345,0.087,,0.0939,0.238,114.871,197283.0,4,10 +Teenage Bad Girl,Cocotte,25.0,0.67,0.834,10.0,-4.174,0,0.496,0.000219,0.855,0.0843,0.626,126.972,262240.0,4,1 +"Britney Spears, The Neptunes",Boys (The Co-Ed Remix) - Remastered,37.0,0.776,0.836,6.0,-3.812,0,0.117,0.126,0.000646,0.0696,0.925,106.966,3.768883333,4,9 +Benny The Butcher,Plug Talk (feat. 2 Chainz),58.0,0.733,0.595,1.0,-5.732,1,0.392,0.558,,0.304,0.316,139.721,195989.0,4,5 +"Nisha Satpute, Reeshabh Purohit, Palindroma",Main Ek Saaya,1.0,0.558,0.439,1.0,-9.676,1,0.0274,0.248,0.00165,0.102,0.0381,103.958,4.947116667,1,0 +Battle Tapes,Last Resort & Spa,51.0,0.478,0.899,5.0,-4.114,1,0.143,0.124,0.0035,0.109,0.679,186.028,254270.0,4,1 +Varg,Zeichen,22.0,0.197,0.962,9.0,-6.897,0,0.114,0.0007,0.736,0.343,0.0399,167.144,313000.0,3,8 +Eviatar Banai,◊ì◊ë◊®◊ô◊ù ◊û◊°◊ï◊õ◊†◊ô◊ù,20.0,0.221,0.533,5.0,-7.042,0,0.0346,0.206,3.01e-05,0.143,0.12,171.563,237893.0,3,10 +Sick Puppies,All The Same,55.0,0.311,0.76,,-6.301,1,0.0364,0.000962,,0.104,0.189,177.592,258587.0,3,10 +Black Foxxes,Husk,37.0,0.349,0.958,3.0,-1.917,0,0.0886,8.59e-05,0.0615,0.0836,0.44,134.144,158435.0,4,10 +girlfriends,Congratulations (feat. Jasiah),53.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,9 +Rihanna,Stay,76.0,0.621,0.31,9.0,-10.164,0,0.0283,0.945,6.12e-05,0.117,0.125,111.893,240707.0,4,9 +Bebe Rexha,Meant to Be (feat. Florida Georgia Line),78.0,0.643,0.783,10.0,-6.458,1,0.0856,0.047,,0.083,0.579,154.084,163870.0,4,9 +Lord Huron,Not Dead Yet,66.0,0.491,0.809,10.0,-7.68,1,0.0332,0.33,0.158,0.0874,0.656,74.008,177366.0,4,1 +Trivium,Master of Puppets,51.0,0.577,0.959,1.0,-4.29,1,0.0915,8.68e-05,0.000615,0.154,0.396,111.003,489960.0,4,8 +SEB,seaside_demo,59.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,132000.0,4,6 +The Beach Boys,In My Room - Remastered,52.0,0.341,0.416,11.0,-9.574,1,0.0265,0.184,6.28e-05,0.0917,0.499,102.886,134133.0,3,10 +Indigo,Katherine Priddy,28.0,0.377,0.478,10.0,-8.992,0,0.0362,0.892,0.0123,0.359,0.138,139.842,4.243883333,4,0 +TOBi,Shine,38.0,0.629,0.468,6.0,-9.208,1,0.256,0.531,,0.0698,0.525,148.101,259232.0,4,5 +Two Door Cinema Club,Something Good Can Work,63.0,0.65,0.836,,-5.101,1,0.0334,0.00553,0.00101,0.192,0.656,119.933,162907.0,4,10 +Jammz,Danger - Instrumental,17.0,0.716,0.57,11.0,-7.966,0,0.0441,0.0647,0.221,0.0749,0.303,139.906,252000.0,4,5 +"Mohammed Rafi, Asha Bhosle, R. D. Burman",Pal Do Pal Ka Saath Humara,21.0,0.484,0.508,8.0,-12.399,1,0.11,0.227,0.000343,0.062,0.858,102.073,10.94266667,4,3 +Greta Van Fleet,"Lover, Leaver",55.0,0.496,0.924,9.0,-3.895,1,0.0507,0.00214,0.22,0.136,0.594,91.882,214987.0,4,10 +Lisel,In the Dome,13.0,0.317,0.479,2.0,-10.785,1,0.0341,0.835,0.543,0.0978,0.112,88.383,176695.0,4,6 +WALK THE MOON,Shut Up and Dance - Live Acoustic - 2015,62.0,0.82,0.615,,-4.548,1,0.0466,0.151,,0.204,0.768,129.874,193987.0,4,9 +Fivio Foreign,Unruly,59.0,0.843,0.762,9.0,-7.915,0,0.449,0.143,,0.35,0.542,144.856,158955.0,3,5 +Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,6 +Adam Melchor,Moon in the Morning,60.0,0.458,0.464,5.0,-9.126,0,0.031,0.799,3.42e-05,0.109,0.256,122.821,194267.0,4,6 +Peach Tree Rascals,Deer,43.0,0.951,0.464,2.0,-5.252,1,0.0477,0.0704,0.0332,0.135,0.947,137.039,174100.0,4,6 +Oasis,Wonderwall,78.0,0.378,0.896,2.0,-4.066,1,0.0407,0.000452,,0.194,0.469,174.302,258773.0,4,10 +Kelly Clarkson,Where Is Your Heart,37.0,0.48,0.614,5.0,-4.62,1,0.0301,0.128,,0.327,0.17,141.816,279093.0,4,10 +Deep Purple,Smoke On The Water - Remastered 2012,74.0,0.598,0.676,,-9.211,1,0.0279,0.13,0.225,0.112,0.805,114.169,340742.0,4,10 +Surfer Blood,Parkland (Into the Silence),26.0,0.414,0.828,9.0,-6.395,1,0.0354,0.0411,0.00942,0.107,0.894,175.883,225987.0,4,1 +Def Leppard,Switch 625,44.0,0.311,0.959,,-7.191,0,0.0832,0.000523,0.875,0.15,0.0997,141.497,183200.0,4,10 +Bfb Da Packman,Honey Pack (feat. Lil Yachty & DDG) - Remix,54.0,0.566,0.622,4.0,-5.912,1,0.369,0.312,,0.238,0.347,185.08,231432.0,4,5 +Namita Choudhary,Chaap Tilak,41.0,0.544,0.38,6.0,-8.339,1,0.0318,0.859,,0.0762,0.149,84.267,3.247016667,4,0 +Headie One,Only You Freestyle,69.0,0.68,0.826,5.0,-2.561,1,0.27,0.562,,0.254,0.804,146.95,248937.0,4,5 +KISS,Strutter,63.0,0.511,0.912,1.0,-5.618,1,0.0594,0.0247,0.0553,0.0943,0.833,131.339,190867.0,4,8 +Black Map,Run Rabbit Run,40.0,0.371,0.981,9.0,-2.232,1,0.0737,2.54e-05,0.0209,0.819,0.45,161.988,200899.0,4,10 +Adult Mom,Breathing,31.0,0.542,0.668,,-5.924,1,0.0309,0.225,1.87e-06,0.096,0.651,104.914,194631.0,4,1 +ONE OK ROCK,Renegades,68.0,0.536,0.857,5.0,-4.254,0,0.0614,0.000849,0.000151,0.152,0.332,153.943,244538.0,4,9 +Johnny Copeland,Rolling With The Punches,35.0,0.73,0.799,8.0,-8.254,1,0.0258,0.0742,0.01,0.176,0.884,99.785,394333.0,4,2 +Venus VNR,Id√©al Turfu,31.0,0.693,0.72,8.0,-6.491,0,0.0447,0.0165,,0.295,0.633,116.026,161587.0,4,6 +Hot Hot Heat,Bandages,53.0,0.376,0.947,4.0,-3.778,0,0.0902,0.00757,,0.107,0.859,150.212,212333.0,4,1 +Curtis Salgado,Is There Something I Should Know,36.0,0.559,0.463,3.0,-5.693,1,0.0289,0.382,1.12e-05,0.139,0.319,107.89,269520.0,3,2 +Ozzy Osbourne,Let Me Hear You Scream,54.0,0.492,0.979,,-2.315,1,0.0888,0.000367,,0.953,0.315,130.005,205800.0,4,8 +Killswitch Engage,In Due Time,56.0,0.486,0.959,,-3.857,0,0.0485,0.000203,0.0259,0.173,0.527,84.997,197573.0,4,8 +Einar Selvik,Hrafnsm√°l - The Words of the Raven,46.0,0.558,0.428,1.0,-10.608,1,0.0284,0.065,0.00357,0.0931,0.164,110.022,320173.0,5,8 +Aretha Franklin,One Step Ahead,49.0,0.384,0.206,,-11.961,0,0.0319,0.826,,0.553,0.667,170.172,153600.0,4,5 +Whethan,Freefall (feat. Oliver Tree),54.0,0.559,0.674,7.0,-6.554,1,0.0552,0.00681,,0.546,0.808,127.009,155498.0,4,1 +Martha and the Muffins,Echo Beach,58.0,0.54,0.746,7.0,-9.412,1,0.045,0.13,8.73e-06,0.0976,0.826,163.809,219867.0,4,6 +I Prevail,Breaking Down,64.0,0.503,0.568,4.0,-7.182,0,0.0341,0.00131,0.00144,0.0856,0.0705,126.935,206147.0,4,10 +Michael Kaeshammer,Who Are You,26.0,0.448,0.896,5.0,-7.168,0,0.11,0.123,0.00247,0.986,0.691,95.495,252107.0,4,2 +Ketan Mohite,Space Trip,18.0,0.484,0.552,2.0,-13.993,1,0.034,0.00344,0.881,0.0902,0.231,149.984,134400.0,4,6 +Col. Bruce Hampton & The Aquarium Rescue Unit,Working On A Building - Live,30.0,0.555,0.809,2.0,-13.029,1,0.0374,0.022,0.219,0.977,0.651,108.347,285573.0,4,10 +Fred again..,Dermot (See Yourself In My Eyes),57.0,0.573,0.727,,-7.616,1,0.0664,0.132,0.0584,0.192,0.22,150.034,228858.0,4,1 +Mere Notilde,Unlimited,27.0,0.697,0.706,6.0,-2.784,0,0.133,0.00156,0.0827,0.379,0.669,113.034,174159.0,4,6 +The Snuts,Glasgow,56.0,0.22,0.896,11.0,-0.885,1,0.083,0.00041,8.51e-05,0.0653,0.18,135.279,266227.0,4,6 +Lupe Fiasco,Daydreamin' (feat. Jill Scott),59.0,0.533,0.739,5.0,-3.573,0,0.0602,0.029,,0.266,0.617,81.37,234307.0,4,5 +Denzel Curry,So.Incredible.pkg [Robert Glasper Version Feat. Smino],56.0,0.66,0.816,10.0,-5.993,0,0.366,0.383,,0.414,0.853,88.323,195630.0,4,5 +Eddie Cochran,Sittin' In The Balcony,26.0,0.508,0.479,7.0,-14.201,1,0.0685,0.625,7.03e-05,0.356,0.825,143.253,121800.0,4,10 +JAWS,Untitled,31.0,0.469,0.84,5.0,-7.203,1,0.0465,0.00249,0.0273,0.352,0.234,104.489,261787.0,4,6 +The Monks,Complication,34.0,0.476,0.731,,-7.658,1,0.148,0.484,0.000392,0.129,0.613,126.8,142613.0,4,1 +Hebron,Wolves All Around Me,36.0,0.583,0.532,5.0,-5.762,0,0.0558,0.212,0.00256,0.0695,0.724,184.111,207991.0,4,2 +Kelly Clarkson,I Dare You (ŸÉŸÜÿ™ÿ≠ÿØÿߟÉ) [feat. Faouzia],43.0,0.607,0.688,2.0,-7.194,1,0.0358,0.012,,0.11,0.384,123.979,216123.0,4,9 +Blonder,In and Out,35.0,0.58,0.674,4.0,-6.66,0,0.0327,0.0013,0.562,0.142,0.49,126.976,199741.0,4,10 +Blackalicious,Swan Lake,51.0,0.894,0.53,9.0,-9.995,0,0.22,0.121,0.012,0.353,0.627,95.864,339387.0,4,5 +Alexisonfire,Young Cardinals,46.0,0.382,0.957,8.0,-4.715,1,0.0941,0.000173,0.000166,0.119,0.178,153.88,217827.0,4,10 +David Nail,Whatever She's Got,64.0,0.527,0.723,1.0,-6.134,1,0.0411,0.217,,0.037,0.888,160.465,3.946666667,4,4 +Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,1 +First Aid Kit,On the Road Again,43.0,0.645,0.537,,-13.35,1,0.0361,0.078,,0.0749,0.616,111.663,145305.0,4,6 +Allison Russell,Nightflyer,55.0,0.482,0.333,2.0,-9.78,1,0.0636,0.705,,0.106,0.414,73.271,295547.0,4,1 +Calica,Little Girl,47.0,0.58,0.712,2.0,-8.514,1,0.0318,0.611,2.27e-05,0.196,0.33,110.007,202909.0,4,6 +Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,9 +The Vaccines,I Can't Quit,52.0,0.497,0.788,,-4.396,1,0.0319,1.71e-05,0.378,0.421,0.498,128.037,162747.0,4,10 +Boys Like Girls,The Great Escape,64.0,0.423,0.94,1.0,-4.012,0,0.0635,0.00166,,0.178,0.505,149.934,206520.0,4,10 +Jacco Gardner,Find Yourself,35.0,0.579,0.74,10.0,-5.926,0,0.0277,0.0164,0.653,0.0996,0.752,150.02,214176.0,4,6 +Sodom,Friendly Fire,27.0,0.431,0.992,7.0,-5.391,1,0.0655,3.45e-05,0.512,0.403,0.111,95.06,216787.0,4,8 +Regev Hod,"◊ê◊ó◊ô, ◊ê◊ú ◊™◊ú◊ö ◊ú◊ô",38.0,0.612,0.529,4.0,-5.317,0,0.0294,0.22,,0.341,0.3,139.979,273661.0,4,9 +Queen,Under Pressure - Remastered 2011,80.0,0.671,0.712,2.0,-7.815,1,0.0476,0.429,,0.103,0.462,113.805,248440.0,4,10 +Dani Litani,◊û◊©◊ë◊® ◊ê◊û◊ï◊ü,32.0,0.485,0.652,7.0,-8.903,1,0.0655,0.757,,0.131,0.406,77.95,225867.0,4,10 +Jimmy Dawkins,Kold Actions,34.0,0.62,0.0827,,-20.88,1,0.0625,0.368,0.051,0.0621,0.424,145.108,437573.0,3,2 +Kisnue,NIGHTMARE,31.0,0.727,0.591,7.0,-5.712,1,0.0336,0.0454,0.011,0.352,0.665,131.999,162947.0,4,10 +"Rajery, Ballaké Sissoko, Driss El Maloumi",Kadiatou,25.0,0.389,0.236,5.0,-11.633,1,0.0388,0.803,0.74,0.11,0.139,137.499,4.537783333,4,7 +LILHUDDY,America's Sweetheart,71.0,0.589,0.438,1.0,-7.431,0,0.0277,0.573,,0.128,0.0752,127.329,204825.0,4,10 +Joshua Bassett,Telling Myself,64.0,0.771,0.813,11.0,-4.002,0,0.0485,0.177,,0.0717,0.886,131.024,169216.0,4,9 +Jools,How Can Some Experience What Pride Is Without Liberation for All?,40.0,0.477,0.941,8.0,-4.152,1,0.0623,0.00287,0.00108,0.123,0.466,74.959,212743.0,4,10 +"David ""Honeyboy"" Edwards",Crossroads,27.0,0.537,0.356,9.0,-8.6,1,0.0458,0.927,0.0653,0.307,0.312,92.399,206467.0,4,2 +The Groans,Colors,24.0,0.529,0.835,4.0,-6.128,1,0.0358,0.00225,0.00545,0.151,0.694,134.791,249339.0,4,1 +Vulvodynia,The Shadowy Descent of Gaia,37.0,0.453,0.983,,-3.649,1,0.176,2.91e-06,0.879,0.166,0.0728,124.998,282915.0,4,8 +Hanan Ben Ari,◊ì◊ï◊®,36.0,0.531,0.588,2.0,-5.799,0,0.0364,0.0416,,0.432,0.264,145.937,221199.0,4,9 +Shadow and Light,Kahaani,,0.629,0.451,2.0,-10.076,1,0.0271,0.508,0.000947,0.07,0.314,116.966,4.3376,1,0 +TORA,Desire,28.0,0.62,0.613,7.0,-6.578,1,0.113,0.00229,0.000114,0.107,0.687,82.03,183965.0,4,2 +Papa Roach,Born for Greatness - Cymek Remix,51.0,0.48,0.648,1.0,-8.708,1,0.172,0.0735,8.74e-05,0.114,0.282,134.845,192000.0,4,10 +War & Pierce,Amen,50.0,0.785,0.43,4.0,-9.453,0,0.0653,0.316,0.00159,0.0829,0.491,85.99,247478.0,4,2 +LAYNE,Dumb Girl,32.0,0.625,0.722,3.0,-6.073,1,0.0276,0.0162,0.122,0.133,0.797,120.024,181248.0,4,9 +Miley Cyrus,Midnight Sky,79.0,0.705,0.814,4.0,-5.466,0,0.0346,0.00115,0.00312,0.203,0.259,110.0,223279.0,4,1 +Eyd√≠s Evensen,Bylur,49.0,0.184,0.207,2.0,-17.119,1,0.033,0.94,0.931,0.0772,0.089,79.979,251173.0,3,1 +Dent May,Sea Salt & Caramel,26.0,0.684,0.71,9.0,-4.837,1,0.0323,0.252,,0.37,0.934,119.039,189946.0,4,1 +Low Island,Feel Young Again,37.0,0.681,0.717,9.0,-8.112,0,0.0346,0.143,0.000299,0.409,0.177,124.048,222284.0,4,9 +The Church,Reptile,49.0,0.435,0.671,7.0,-13.126,0,0.0396,0.0206,0.0096,0.208,0.497,156.979,295973.0,4,10 +Lil Wayne,Uproar,71.0,0.743,0.87,1.0,-2.188,1,0.212,0.0595,,0.299,0.884,99.079,194184.0,4,5 +Billy Idol,White Wedding,62.0,0.677,0.62,9.0,-11.766,1,0.0364,0.0335,0.0529,0.285,0.672,146.74,8.43711667,4,10 +Travis Barker,Forever,45.0,0.444,0.909,1.0,-6.766,1,0.258,0.000323,0.0559,0.152,0.594,169.765,171427.0,4,10 +Dermot Kennedy,Glory,58.0,0.551,0.604,2.0,-7.448,1,0.0434,0.0327,,0.0836,0.18,76.514,222173.0,4,9 +Motorbike James,Common Sensei,28.0,0.569,0.695,9.0,-7.01,0,0.0283,0.0107,0.038,0.108,0.277,111.968,257300.0,4,10 +Billy Idol,Sweet Sixteen,56.0,0.595,0.594,9.0,-12.682,0,0.0326,0.563,0.0339,0.114,0.703,156.342,257813.0,4,10 +Keane,Silenced By The Night,55.0,0.515,0.809,1.0,-5.051,1,0.0288,0.00188,9.86e-06,0.0983,0.237,111.985,196467.0,4,10 +The Brian Jonestown Massacre,Who dreams of cats?,38.0,0.492,0.952,,-5.915,1,0.0407,6.4e-06,0.916,0.105,0.294,111.994,214533.0,4,10 +James,Born Of Frustration,45.0,0.521,0.935,10.0,-4.261,1,0.0425,0.0361,1.56e-06,0.277,0.332,111.023,276027.0,4,6 +Tides From Nebula,Ghost Horses,39.0,0.202,0.891,1.0,-7.289,1,0.098,2.5e-05,0.961,0.0717,0.0518,130.708,353000.0,4,8 +KiDi,Touch It,50.0,0.893,0.757,10.0,-2.843,1,0.0738,0.112,0.0634,0.107,0.681,95.018,165000.0,4,9 +EL VY,"Return to the Moon (Political Song for Didi Bloome to Sing, with Crescendo)",45.0,0.698,0.901,2.0,-6.664,1,0.0392,0.00954,0.415,0.11,0.834,124.973,253053.0,4,1 +"Akhil Sachdeva, Mansheel Gujral",Humsafar,60.0,0.319,0.552,7.0,-6.401,1,0.0307,0.719,,0.144,0.221,93.991,4.474383333,4,3 +The Dangerous Summer,The Permanent Rain,55.0,0.57,0.844,10.0,-4.797,1,0.0542,0.0486,,0.0936,0.709,124.983,203560.0,4,10 +Green Day,Oh Yeah!,58.0,0.623,0.792,11.0,-6.37,1,0.0664,7e-05,0.00467,0.159,0.584,127.041,171161.0,4,10 +Ryan Corn,The Pressure - Acoustic,44.0,0.714,0.305,5.0,-9.072,1,0.0284,0.752,,0.113,0.54,96.975,3.63868333,4,0 +Savannah Conley,Being Around You,26.0,0.598,0.591,8.0,-5.387,1,0.0262,0.179,0.00066,0.0714,0.467,93.071,178484.0,3,1 +Kelly Lee Owens,Re-Wild (Breaka Remix),26.0,0.623,0.852,6.0,-8.573,0,0.0446,0.0241,0.795,0.297,0.341,128.984,316304.0,4,1 +"In My Frame, Sarthak Kalyani",Tore Bina Mohe,20.0,0.412,0.571,4.0,-10.853,0,0.0644,0.629,0.000108,0.27,0.165,139.913,3.60675,3,0 +Shire T,Blue Kiss,43.0,0.633,0.969,7.0,-6.112,1,0.0581,0.0113,0.654,0.123,0.603,138.946,255760.0,4,6 +Etran Finatawa,Tiguedimma,16.0,0.597,0.702,4.0,-6.246,0,0.0412,0.156,0.0146,0.266,0.403,158.899,276387.0,3,2 +Joe Ely,Musta Notta Gotta Lotta,38.0,0.417,0.79,4.0,-10.237,1,0.0666,0.0781,0.00014,0.0823,0.847,95.001,155000.0,4,10 +Train,Ramble On,41.0,0.568,0.686,9.0,-6.08,1,0.0284,0.0978,0.0523,0.109,0.886,98.333,262293.0,4,10 +Jefferson Airplane,White Rabbit,69.0,0.551,0.293,2.0,-12.503,1,0.0272,0.486,0.000273,0.0864,0.322,106.798,150640.0,4,10 +Don't Let Me Disappear,Ben Harper,51.0,0.491,0.465,7.0,-12.068,1,0.0269,0.361,0.268,0.157,0.0498,139.897,4.408716667,4,0 +Creedence Clearwater Revival,Bad Moon Rising,78.0,0.508,0.774,2.0,-5.973,1,0.0321,0.0586,4.87e-06,0.063,0.942,178.946,141600.0,4,10 +Harkla,We the Shaded,33.0,0.446,0.922,2.0,-6.953,1,0.0447,4.84e-06,0.00821,0.195,0.403,140.055,301750.0,4,8 +Pankaj Udhas,Jeeye to Jeeye Kaise,43.0,0.486,0.489,,-11.968,1,0.0306,0.249,,0.156,0.682,128.731,3.499333333,4,3 +Elton Willis Trio,I Can’t Get Started,53.0,0.496,0.146,,-19.599,1,0.0362,0.896,0.925,0.137,0.117,121.34,4.413916667,4,7 +Brad Mehldau Trio,Friends,40.0,0.453,0.313,2.0,-15.476,1,0.036,0.714,0.805,0.107,0.404,124.846,8.256,3,7 +Monica Sex,◊û◊õ◊î ◊ê◊§◊ï◊®◊î,46.0,0.561,0.67,11.0,-9.373,0,0.0369,0.0666,0.000144,0.352,0.624,141.784,223160.0,4,10 +JunkBunny,See You In Heaven,30.0,0.653,0.545,11.0,-8.189,1,0.0792,0.000217,4.82e-06,0.0393,0.563,118.006,252040.0,4,10 +U2,The Fly,50.0,0.507,0.934,11.0,-8.888,0,0.0553,3.52e-05,0.0253,0.161,0.417,108.345,269053.0,4,10 +Phat Phunktion,Well Run Dry,40.0,0.71,0.914,9.0,-3.592,1,0.0749,0.0602,0.00377,0.165,0.742,125.039,244840.0,4,10 +Awake Again,Busy Doing Nothing,,0.42,0.985,6.0,-4.362,1,0.109,4.74e-05,2.86e-05,0.277,0.506,111.566,190245.0,4,8 +Scott Hamilton,Forelsket i København,47.0,0.385,0.1,2.0,-13.827,1,0.043,0.96,0.198,0.11,0.199,54.041,5.455116667,4,7 +Shawn Mendes,Monster (Shawn Mendes & Justin Bieber),82.0,0.652,0.383,2.0,-7.076,0,0.0516,0.0676,,0.0828,0.549,145.765,178994.0,4,9 +Adult Oriented Pop,Once in a Lifetime,17.0,0.583,0.817,11.0,-5.692,0,0.0358,0.0569,0.0119,0.344,0.679,118.008,271741.0,4,9 +Dead Poetic,New Medicines,49.0,0.489,0.891,6.0,-4.507,0,0.0574,1.33e-05,3.16e-06,0.0722,0.558,145.016,242040.0,4,10 +"Udit Narayan, Alka Yagnik",Mera Mann,40.0,0.405,0.762,8.0,-9.49,1,0.0629,0.488,2.21e-06,0.157,0.721,129.704,4.597333333,4,3 +Tru,No More,29.0,0.829,0.588,,-4.954,1,0.036,0.0531,0.00431,0.0779,0.497,104.968,224000.0,4,5 +Young the Giant,Superposition,68.0,0.593,0.697,7.0,-5.416,1,0.0399,0.00289,0.0257,0.14,0.428,170.0,230960.0,4,10 +Fitila,Need You,43.0,0.848,0.626,6.0,-3.675,0,0.0939,0.335,5.64e-05,0.115,0.718,93.995,198602.0,4,9 +LAYNE,Dumb Girl,32.0,0.625,0.722,3.0,-6.073,1,0.0276,0.0162,0.122,0.133,0.797,120.024,181248.0,4,6 +Deante' Hitchcock,D√©j√† Vu (feat. Guapdad 4000),41.0,0.763,0.605,8.0,-6.199,1,0.255,0.174,1.49e-06,0.169,0.404,139.023,228112.0,4,5 +Yard Act,Dark Days,41.0,0.628,0.855,4.0,-6.967,0,0.234,0.000668,,0.107,0.897,130.061,185248.0,4,6 +moanday,Blue Ceiling,55.0,0.85,0.687,6.0,-8.967,0,0.0411,0.0522,0.229,0.0816,0.797,109.995,166909.0,4,6 +Westlife,Try Again,4.0,0.571,0.613,5.0,-6.278,1,0.0245,0.024,,0.144,0.165,81.948,3.588883333,4,9 +Transformation,Van Morrison,,0.443,0.654,4.0,-5.812,1,0.0325,0.733,1.11e-05,0.122,0.728,154.306,3.529783333,3,0 +Jason Mraz,I'm Yours,37.0,0.549,0.107,,-16.147,1,0.0844,0.957,,0.111,0.307,74.63,219053.0,4,9 +Swarm,The Deed Is Done,10.0,0.504,0.99,1.0,-1.858,1,0.128,3.38e-05,0.0578,0.356,0.182,115.047,203600.0,4,8 +All Our Exes Live in Texas,When the Sun Comes Up,24.0,0.253,0.375,7.0,-9.15,1,0.0295,0.8,0.00023,0.11,0.132,174.782,3.92645,3,0 +Feeder,Children of the Sun,43.0,0.485,0.739,9.0,-4.938,0,0.0273,0.00913,4.17e-06,0.186,0.15,135.91,260481.0,4,10 +Sasha Sloan,when was it over? (feat. Sam Hunt),75.0,0.626,0.453,7.0,-9.295,1,0.0306,0.816,1.91e-06,0.0904,0.494,129.958,218093.0,4,9 +Eden Hason,◊ê◊ú ◊™◊©◊ë◊®◊ô ◊ú◊ô ◊ê◊™ ◊î◊ú◊ë,48.0,0.603,0.265,11.0,-9.893,0,0.0335,0.844,,0.0758,0.371,139.539,160591.0,4,9 +Tune-Yards,Cannonball,41.0,0.226,0.926,3.0,-5.39,1,0.262,0.00141,0.000111,0.103,0.747,184.66,189108.0,3,6 +Joey Landreth,Where Did I Go Wrong,29.0,0.677,0.608,1.0,-6.225,1,0.0957,0.239,7.24e-05,0.258,0.914,76.034,260013.0,4,2 +Runnin' Wild,How You Want It Done,27.0,0.614,0.953,9.0,-3.539,1,0.0517,0.0771,0.0333,0.372,0.796,108.965,190240.0,4,10 +Berry Sakharof,◊ê◊û◊ï◊†◊î ◊¢◊ô◊ï◊ï◊®◊™,31.0,0.457,0.534,7.0,-13.65,1,0.03,0.0891,5.53e-06,0.183,0.424,94.117,293000.0,4,10 +MARINA,Ancient Dreams In A Modern Land,60.0,0.578,0.793,10.0,-5.002,0,0.0453,0.0166,,0.304,0.638,137.915,206080.0,4,9 +Franz Ferdinand,Walk Away,56.0,0.584,0.836,2.0,-4.487,1,0.0348,0.132,1.1e-06,0.144,0.495,124.131,220347.0,4,6 +Andreas Dalvik,My Hidden Treasure,45.0,0.492,0.177,9.0,-17.666,1,0.0731,0.986,0.961,0.111,0.67,179.466,4.08275,4,7 +Rob Thomas,Ever the Same,63.0,0.435,0.729,1.0,-4.818,0,0.0307,0.0152,2.63e-05,0.11,0.524,188.017,256600.0,4,10 +Blood Cultures,Set it on Fire,46.0,0.586,0.851,2.0,-4.287,1,0.0302,0.00078,0.000608,0.106,0.435,112.062,213053.0,4,9 +Zlatan,Gbeku,42.0,0.94,0.843,3.0,-1.854,0,0.167,0.168,0.00154,0.0536,0.856,112.06,234888.0,4,9 +"Florence Beatrice Price, Randall Goosby, Zhu Wang",Adoration,50.0,0.151,0.0857,7.0,-25.567,1,0.0521,0.984,0.0636,0.0899,0.0621,78.785,3.635116667,4,7 +Walter Trout,Pray For Rain,43.0,0.425,0.0863,5.0,-15.163,1,0.0357,0.962,0.00615,0.124,0.362,154.328,194013.0,4,2 +Internet Money,JETSKI (feat. Lil Mosey & Lil Tecca),79.0,0.883,0.446,8.0,-8.723,0,0.296,0.0253,,0.103,0.463,92.95,165161.0,4,5 +Sala,Together,12.0,0.347,0.8,3.0,-5.527,1,0.0608,0.0343,,0.551,0.712,171.226,261867.0,4,9 +Kenny Dorham,Alone Together - Rudy Van Gelder Remaster,52.0,0.336,0.0619,5.0,-20.494,0,0.0363,0.985,0.891,0.11,0.197,60.705,3.173333333,4,7 +Joana Serrat,Pictures,28.0,0.589,0.777,7.0,-7.537,1,0.0314,0.000987,0.249,0.318,0.482,132.031,306057.0,4,1 +Dermot Kennedy,A closeness,60.0,0.526,0.458,5.0,-9.472,1,0.0384,0.766,0.000335,0.109,0.501,76.972,251173.0,4,9 +System Of A Down,Aerials,73.0,0.364,0.922,,-4.217,0,0.0567,0.000915,0.0346,0.0697,0.227,79.342,235053.0,4,10 +CHASE WRIGHT,Why Should We,69.0,0.578,0.763,8.0,-7.498,0,0.0443,0.472,,0.135,0.561,92.01,2.880433333,4,4 +Mere Notilde,Mono,33.0,0.839,0.773,11.0,-5.941,1,0.12,0.013,0.353,0.69,0.761,118.008,187119.0,4,6 +Haley Heynderickx,Francis,40.0,0.653,0.337,,-14.722,0,0.0347,0.878,6.22e-05,0.0841,0.214,84.146,123000.0,4,1 +"blackbear, Tate McRae",u love u (with Tate McRae),76.0,0.544,0.704,4.0,-5.678,0,0.0435,0.0156,,0.164,0.265,80.029,3.15103333,4,9 +Rage Against The Machine,Bullet In The Head,59.0,0.431,0.855,9.0,-4.205,1,0.15,0.00673,0.00114,0.639,0.397,163.014,306680.0,4,10 +Mooki,◊¢◊ï◊ß◊£ ◊û◊ú◊û◊¢◊ú◊î,25.0,0.629,0.829,2.0,-4.734,0,0.0694,0.039,,0.764,0.72,92.018,254147.0,4,5 +Graveyard,Please Don't,40.0,0.319,0.866,2.0,-4.722,0,0.0359,1.42e-06,0.756,0.155,0.554,109.626,252693.0,4,8 +Ray LaMontagne,Strong Enough,56.0,0.717,0.706,2.0,-8.612,1,0.0278,0.116,1.51e-05,0.184,0.967,130.543,214653.0,4,10 +Power Trip,Hornet's Nest,50.0,0.22,0.982,4.0,-3.912,1,0.121,5.85e-05,0.289,0.661,0.241,171.928,279811.0,4,8 +Peter Broderick,Earnest Leslye,39.0,0.266,0.0667,2.0,-20.758,1,0.0399,0.975,0.918,0.0996,0.0391,126.037,229000.0,4,1 +Fleetwood Mac,Dreams,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,10 +Wooden Shjips,Everybody Knows,38.0,0.352,0.621,2.0,-9.036,1,0.033,0.000114,0.855,0.0974,0.218,123.817,318560.0,4,10 +Little Dragon,The Other Lover (Little Dragon & Moses Sumney),58.0,0.633,0.451,3.0,-9.66,1,0.133,0.75,0.0581,0.0995,0.475,162.112,244883.0,4,6 +Bonnie Tyler,Dreams Are Not Enough,36.0,0.594,0.872,,-4.73,0,0.0338,0.00263,,0.351,0.832,115.965,211627.0,4,10 +Mob Rich,Everything and Nothing,23.0,0.764,0.601,6.0,-8.287,0,0.0421,0.0353,0.0268,0.335,0.622,105.994,187607.0,4,9 +Boom Pam,◊ë◊ï◊ù ◊§◊ù - ◊í◊®◊°◊î ◊ß◊¶◊®◊î,26.0,0.569,0.809,4.0,-7.921,0,0.0363,0.194,0.00559,0.158,0.72,102.736,248160.0,4,10 +Mad Bliss,Everyone,2.0,0.332,0.444,2.0,-6.772,1,0.0293,0.00442,2.92e-06,0.126,0.128,125.568,297267.0,4,6 +Godsmack,1000hp,52.0,0.52,0.948,6.0,-3.951,0,0.0515,4.36e-05,1.41e-05,0.0525,0.471,92.091,226540.0,4,8 +Briston Maroney,Sinkin',45.0,0.589,0.75,4.0,-7.086,1,0.0654,0.00162,,0.262,0.43,130.097,189560.0,4,6 +Defamed,In Tenebris,39.0,0.263,0.957,1.0,-4.867,1,0.149,0.00126,0.864,0.0756,0.151,179.512,256788.0,3,8 +Django Django,Default,54.0,0.747,0.875,1.0,-5.635,1,0.0282,0.00733,1.1e-06,0.184,0.913,115.967,185640.0,4,10 +Tooth & Nail,Done Me Wrong,41.0,0.247,0.774,6.0,-8.412,0,0.0399,0.00425,0.0146,0.0678,0.638,96.026,193155.0,4,10 +Sam Smith,Stay With Me,82.0,0.418,0.42,,-6.444,1,0.0414,0.588,6.39e-05,0.11,0.184,84.094,172724.0,4,9 +Damageplan,Save Me,47.0,0.486,0.944,7.0,-3.924,1,0.0552,5.25e-05,0.00931,0.103,0.573,108.799,214040.0,4,8 +"Asha Bhosle, Mahendra Kapoor",Hum Jab Simat Ke Aapki Bahon Men,21.0,0.457,0.252,9.0,-11.058,1,0.0349,0.988,0.231,0.114,0.511,108.79,5.4624,4,3 +The Subways,Fight,42.0,0.446,0.963,6.0,-5.972,1,0.0987,0.0612,,0.323,0.727,165.028,161613.0,4,10 +Depeche Mode,"Just Can't Get Enough - Live at Rose Bowl, Pasadena, CA - June 18, 1988",41.0,0.632,0.962,7.0,-8.995,1,0.0407,0.119,0.0132,0.639,0.965,128.085,4.02155,4,9 +Taylor Swift,evermore (feat. Bon Iver),69.0,0.39,0.27,1.0,-10.673,1,0.0308,0.937,0.00227,0.111,0.32,125.177,304107.0,5,9 +Masterpiece - (solo),Big Thief,44.0,0.555,0.183,4.0,-8.58,1,0.0375,0.884,,0.116,0.223,131.22,4.015916667,4,0 +Booka Shade,Hope,46.0,0.608,0.648,8.0,-9.342,1,0.0358,0.00073,0.834,0.0923,0.361,121.997,371500.0,4,6 +Sum 41,Fat Lip,73.0,0.402,0.914,9.0,-5.215,1,0.142,0.000579,,0.065,0.626,196.505,178267.0,4,9 +Led Zeppelin,Kashmir - Remaster,70.0,0.48,0.536,2.0,-11.166,1,0.0427,0.488,4.22e-05,0.155,0.581,80.617,508200.0,3,10 +Chase Rice,Eyes On You,73.0,0.606,0.652,9.0,-6.982,1,0.0281,0.323,,0.201,0.476,97.155,3.04155,4,4 +Pressa,Attachments (feat. Coi Leray),58.0,0.806,0.501,9.0,-7.096,0,0.168,0.065,,0.125,0.345,160.03,171000.0,4,5 +Jealous of the Birds,Young Neanderthal,34.0,0.549,0.867,2.0,-4.666,1,0.0371,0.0108,4.46e-06,0.171,0.486,110.032,186760.0,4,6 +Shining Black,Just Another Day,36.0,0.491,0.937,6.0,-5.041,1,0.0864,1.5e-05,0.0038,0.0721,0.623,80.002,257824.0,4,8 +Homeschool,Smartest Man,40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,10 +Jean Charnaux,Santuário,23.0,0.476,0.129,,-13.856,1,0.0604,0.981,0.905,0.112,0.42,71.794,1.695833333,5,7 +JOSEPH,All,,0.51,0.303,2.0,-9.122,1,0.027,0.829,6.36e-05,0.115,0.211,137.917,3.41526667,4,0 +Architects,Animals,67.0,0.532,0.759,1.0,-3.842,0,0.0319,0.000123,0.02,0.073,0.293,95.01,244365.0,4,10 +Lord Huron,Love Me Like You Used To,,0.511,0.701,7.0,-5.813,0,0.027,0.589,0.0022,0.15,0.797,76.019,220738.0,4,6 +Nelson Gomes,Lost in the North Sea,46.0,0.596,0.0942,7.0,-17.052,1,0.0612,0.993,0.942,0.108,0.294,108.71,3.941083333,4,7 +Dudu Aharon,"◊î◊ê◊ï◊ò◊ï ◊©◊ú◊ô, ◊î◊ô◊ï◊§◊ô ◊©◊ú◊ö",34.0,0.681,0.919,11.0,-4.377,0,0.0408,0.0444,,0.349,0.727,130.013,233533.0,4,9 +Rod Stewart,True Blue,28.0,0.593,0.683,11.0,-10.432,0,0.0361,0.148,3.1e-06,0.296,0.649,116.742,211933.0,4,2 +Dayglow,Close To You,73.0,0.875,0.649,6.0,-5.754,1,0.0433,0.429,0.00237,0.0704,0.833,140.031,194693.0,4,6 +SKYND,Jim Jones,46.0,0.532,0.788,5.0,-6.113,0,0.0451,0.00035,0.674,0.319,0.185,112.055,394286.0,4,8 +Nadav Guedj,2 ◊û◊ò◊®,37.0,0.76,0.667,10.0,-7.61,0,0.258,0.0264,0.00352,0.192,0.548,121.986,149508.0,4,9 +Jesu,Silver,31.0,0.263,0.432,9.0,-6.299,1,0.0375,3.23e-06,0.81,0.0889,0.195,94.878,406227.0,4,6 +Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,1 +Raspberries,Go All The Way,64.0,0.305,0.849,9.0,-4.892,1,0.0999,0.548,0.000134,0.0995,0.555,134.287,205347.0,4,10 +Cave In,Inspire,32.0,0.375,0.965,10.0,-3.843,0,0.0527,0.00101,3.31e-06,0.345,0.23,95.555,260933.0,4,10 +Eyal Golan,◊ê◊î◊ô◊î ◊ë◊õ◊ú ◊û◊ß◊ï◊ù,31.0,0.672,0.496,3.0,-6.568,0,0.0604,0.22,,0.134,0.189,123.999,224564.0,4,9 +Nick Waterhouse,Say I Wanna Know,34.0,0.463,0.57,4.0,-6.573,0,0.0864,0.459,,0.091,0.628,62.411,249907.0,4,9 +Thirty Seconds To Mars,Love Is Madness (feat. Halsey),58.0,0.382,0.675,,-6.56,1,0.0441,0.0128,0.000246,0.219,0.449,106.171,234867.0,1,10 +chemical club,Everything I Know,34.0,0.553,0.543,6.0,-6.294,1,0.0313,0.011,1.47e-05,0.0844,0.658,112.977,164500.0,4,6 +Pearl Jam,Yellow Ledbetter,70.0,0.504,0.354,4.0,-11.3,1,0.0339,0.29,4.71e-06,0.157,0.292,140.87,303587.0,4,10 +The Armed,AVERAGE DEATH,40.0,0.314,0.901,2.0,-5.317,1,0.0683,2.62e-05,0.945,0.529,0.122,110.166,271900.0,3,8 +Distant,Oedipism,36.0,0.399,0.96,7.0,-4.826,1,0.129,6.84e-06,0.815,0.142,0.05,139.925,208850.0,4,8 +Willowdale,Darn That Dream,49.0,0.462,0.155,7.0,-15.232,1,0.0344,0.93,0.897,0.116,0.169,113.82,3.864766667,4,7 +Miri Mesika,◊ñ◊ï◊õ◊®◊™ ◊ê◊™ ◊î◊ô◊ù,21.0,0.639,0.657,8.0,-6.077,1,0.0526,0.226,,0.0878,0.873,100.0,194600.0,4,9 +Bahamas,Whole Wide World,63.0,0.729,0.447,5.0,-9.038,1,0.0387,0.598,0.000279,0.116,0.595,108.837,2.58733333,4,0 +Kid Cudi,Day 'N' Nite (Nightmare),72.0,0.88,0.443,11.0,-6.359,0,0.0653,0.462,7.13e-06,0.122,0.803,138.018,3.687333333,4,9 +Temples,Shelter Song,47.0,0.493,0.898,9.0,-3.321,1,0.0372,0.000219,0.000109,0.173,0.536,126.054,190558.0,4,6 +Ying Yang Twins,Wait (The Whisper Song),59.0,0.933,0.513,7.0,-13.203,1,0.347,0.00112,0.00248,0.107,0.595,102.017,179160.0,4,5 +Gigi D'Agostino,In & Out,21.0,0.634,0.887,3.0,-5.151,1,0.0276,0.0188,2.84e-06,0.111,0.657,124.035,199765.0,4,9 +INA IVY,Pricey,27.0,0.786,0.469,7.0,-5.639,0,0.0286,0.257,,0.133,0.598,100.032,185626.0,4,9 +Megan Thee Stallion,Body,82.0,0.914,0.732,8.0,-6.1,0,0.241,0.0166,,0.107,0.469,94.066,171067.0,4,9 +Eddie Vedder,Hard Sun,,0.439,0.83,8.0,-6.544,1,0.0331,0.0521,0.000279,0.325,0.643,143.416,5.36266667,4,0 +The Who,Pinball Wizard,69.0,0.543,0.715,2.0,-8.89,1,0.0356,0.0192,,0.256,0.468,124.011,180943.0,4,10 +Charlie Parker Quintet,Blues For Alice,34.0,0.571,0.437,10.0,-11.839,1,0.0329,0.896,0.0328,0.0798,0.797,83.762,166613.0,4,2 +blink-182,All The Small Things,80.0,0.434,0.897,,-4.918,1,0.0488,0.0103,,0.612,0.684,148.726,167067.0,4,9 +Mukesh,Honthon Pe Sachai,4.0,0.51,0.516,4.0,-9.128,0,0.0347,0.99,0.00383,0.178,0.779,114.844,4.303683333,3,3 +Ana Popovic,Johnnie Ray,35.0,0.515,0.5,11.0,-8.986,0,0.0607,0.644,2.24e-06,0.119,0.634,155.383,224640.0,3,2 +Keren Peles,◊ë◊ö ◊ú◊ê ◊†◊ï◊í◊¢,40.0,0.257,0.397,,-8.463,1,0.0307,0.551,0.0184,0.144,0.203,90.302,218919.0,1,9 +Froth,Passing Thing,29.0,0.404,0.926,9.0,-4.471,1,0.0722,0.0072,0.901,0.109,0.348,166.761,291740.0,4,6 +Frost*,Heartstrings,32.0,0.402,0.71,9.0,-6.215,1,0.046,0.000411,0.00114,0.149,0.243,124.922,380920.0,4,8 +Parquet Courts,Total Football,53.0,0.267,0.831,7.0,-3.213,1,0.0428,0.126,0.000375,0.103,0.685,171.276,241200.0,4,6 +Gene Vincent & His Blue Caps,Who Slapped John?,26.0,0.513,0.818,9.0,-8.612,1,0.056,0.398,,0.309,0.807,97.143,118507.0,4,10 +El-P,Flyentology,29.0,0.57,0.903,3.0,-5.694,0,0.112,0.0678,0.000413,0.47,0.782,84.002,241240.0,4,10 +Miles Davis,Freddie Freeloader,52.0,0.629,0.278,8.0,-12.229,1,0.0329,0.662,0.000229,0.106,0.503,128.453,586493.0,4,2 +Interpol,Obstacle 1,62.0,0.377,0.938,5.0,-4.9,1,0.0618,5.18e-05,0.58,0.0705,0.385,120.514,251293.0,4,6 +Mooski,"Track Star (feat. Chris Brown, A Boogie wit da Hoodie & Yung Bleu)",60.0,0.551,0.438,7.0,-10.297,0,0.187,0.243,,0.0972,0.248,130.814,221054.0,5,9 +Chico García,Dos Cruces,47.0,0.828,0.268,2.0,-14.826,1,0.0542,0.896,0.867,0.112,0.748,99.993,2.88,4,7 +Joy Oladokun,jordan,50.0,0.364,0.316,4.0,-9.381,1,0.0307,0.51,3.93e-06,0.0956,0.209,143.888,241197.0,3,9 +Shadeemus,Butterflies,28.0,0.621,0.608,10.0,-8.82,0,0.0245,0.593,5.15e-05,0.116,0.311,90.046,220000.0,4,6 +The Yellow Diary,Marz,42.0,0.433,0.599,9.0,-7.293,1,0.0717,0.479,2.04e-06,0.12,0.338,71.798,3.70965,4,0 +Krewella,Martyr,37.0,0.453,0.665,10.0,-5.424,0,0.201,0.0244,0.002,0.0505,0.166,112.042,157223.0,3,10 +The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,1 +Moshe Peretz,◊ê◊ú◊£ ◊§◊¢◊û◊ô◊ù,31.0,0.611,0.973,9.0,-1.353,0,0.0644,0.135,,0.445,0.892,132.073,182973.0,4,9 +Bob Seger,Like A Rock,55.0,0.399,0.645,1.0,-5.356,1,0.0271,0.112,0.000551,0.255,0.384,82.795,355798.0,4,10 +Amor Amor,Pieces Of Summer,32.0,0.611,0.88,9.0,-4.02,0,0.0416,0.00202,0.000183,0.378,0.965,114.023,172636.0,4,6 +Save for Love,Suzanne Santo,40.0,0.545,0.534,,-7.531,0,0.0297,0.812,5.17e-06,0.0972,0.476,94.014,4.47635,4,0 +Miri Mesika,Birkat HaMelech (The King's Bless),15.0,0.523,0.451,9.0,-8.292,0,0.0419,0.425,3.97e-05,0.0879,0.506,124.275,258880.0,4,9 +Simon & Garfunkel,The Boxer,,0.438,0.459,11.0,-14.932,1,0.0636,0.684,0.000365,0.162,0.593,92.514,5.14066667,4,0 +Rafferty,Making a Home,48.0,0.412,0.571,11.0,-6.006,1,0.0387,0.304,,0.237,0.473,159.697,238173.0,4,9 +The Primitives,Sick Of It,27.0,0.53,0.816,9.0,-10.778,1,0.0408,0.0368,0.000623,0.551,0.922,131.014,3.20666667,4,10 +Little Axe,Hard Times,,0.49,0.511,9.0,-9.636,0,0.0316,0.183,0.00648,0.172,0.676,125.052,263400.0,3,2 +Fabianossa,Crowd,35.0,0.607,0.817,,-5.561,1,0.0415,0.00409,0.000123,0.0851,0.749,125.005,204853.0,4,9 +Jon Hopkins,Singularity,48.0,0.526,0.776,1.0,-8.873,1,0.0597,0.00389,0.841,0.0865,0.0504,132.996,389200.0,4,6 +Fred Falke,So Good,44.0,0.723,0.875,4.0,-6.717,0,0.394,0.0642,0.000369,0.748,0.391,121.035,234000.0,4,6 +The Groundhogs,Still A Fool - Single Edit,31.0,0.509,0.326,11.0,-13.065,1,0.0747,0.0405,0.000551,0.082,0.865,207.373,251800.0,3,2 +The Secret Sea,Afterlife,8.0,0.494,0.815,10.0,-6.972,0,0.0305,0.0188,0.00244,0.0721,0.445,88.0,210040.0,4,6 +ufo ufo,Strange Clouds,53.0,0.653,0.722,4.0,-7.3,1,0.0292,0.0571,0.0492,0.107,0.888,128.018,206240.0,4,10 +Sirens Of Lesbos,Cobra,36.0,0.767,0.592,10.0,-10.397,1,0.066,0.0995,0.732,0.464,0.555,97.966,241346.0,4,1 +Methyl Ethel,Neon Cheap,51.0,0.855,0.871,1.0,-5.214,0,0.0317,0.0339,0.0103,0.358,0.925,112.002,261825.0,4,6 +Dan + Shay,Tequila,5.0,0.423,0.835,11.0,-6.494,1,0.0878,0.229,,0.427,0.475,123.123,170103.0,4,9 +Jatayu,Shringara,17.0,0.528,0.783,4.0,-6.504,0,0.0497,0.3,0.74,0.0658,0.713,114.925,325762.0,3,6 +"Crosby, Stills, Nash & Young",Sea of Madness - Live at Woodstock,35.0,0.472,0.775,2.0,-7.147,1,0.0366,0.194,0.0137,0.683,0.955,107.37,196507.0,4,10 +Television,Lula Wiles,30.0,0.508,0.584,3.0,-6.826,1,0.0267,0.555,0.617,0.127,0.3,78.003,4.484983333,4,0 +Sleater-Kinney,Worry With You,51.0,0.607,0.758,9.0,-6.855,1,0.0306,0.00505,0.435,0.372,0.727,90.031,231783.0,4,6 +Beartooth,The Past Is Dead,65.0,0.44,0.95,1.0,-2.993,1,0.0769,0.00449,1.6e-06,0.363,0.51,144.981,215925.0,4,10 +Theodor Bastard,Les,36.0,0.659,0.359,2.0,-11.148,0,0.0393,0.611,0.266,0.113,0.126,119.999,249370.0,4,8 +Berry Sakharof,◊ú◊ë ◊©◊ú◊ù,30.0,0.37,0.576,7.0,-7.963,0,0.0291,0.00112,0.000338,0.121,0.392,163.784,267600.0,4,10 +Bloody Knees,Spinning,21.0,0.338,0.713,11.0,-3.64,1,0.0392,0.000307,0.000241,0.0856,0.238,79.664,246282.0,4,10 +Itay Levi,◊ß◊ô◊®◊ï◊™,43.0,0.78,0.569,,-7.822,0,0.068,0.395,,0.184,0.5,123.03,197073.0,4,9 +Kendra Morris,Banshee,38.0,0.499,0.523,5.0,-7.845,1,0.0574,0.268,0.000173,0.248,0.41,190.96,226973.0,3,10 +Yehudit Ravitz,◊ì◊®◊ö ◊î◊û◊©◊ô,22.0,0.747,0.264,11.0,-14.975,0,0.0287,0.54,,0.0457,0.245,108.248,265000.0,4,10 +Guns N' Roses,Live And Let Die,69.0,0.262,0.777,11.0,-8.671,1,0.0632,0.0109,0.113,0.12,0.264,152.5,182733.0,4,10 +Aukai,Akal Ki,40.0,0.652,0.515,11.0,-12.034,0,0.0324,0.239,0.751,0.0991,0.203,134.969,244000.0,1,1 +Yella Beezy,On Fleek (feat. Gunna),55.0,0.759,0.656,8.0,-7.592,1,0.0873,0.0371,,0.104,0.174,141.955,260282.0,4,5 +Mr. Airplane Man,Like That,19.0,0.328,0.893,3.0,-10.854,1,0.0594,0.353,0.441,0.0763,0.508,135.322,188546.0,4,2 +Megadeth,Rust In Peace...Polaris - Remastered 2004,52.0,0.259,0.965,7.0,-4.335,1,0.16,0.000612,3.35e-05,0.0787,0.392,168.641,344067.0,4,8 +Phoebe Bridgers,Kyoto,71.0,0.599,0.742,11.0,-6.886,1,0.0419,0.0488,0.32,0.0916,0.493,131.014,184524.0,4,1 +Noah Kahan,Part of Me,65.0,0.689,0.687,7.0,-7.832,1,0.0361,0.0674,,0.0933,0.247,109.98,237230.0,4,1 +Manna Dey,Aao Aao Sanwariya,10.0,0.441,0.547,9.0,-9.189,1,0.113,0.853,2.2e-06,0.248,0.62,91.738,4.61355,3,3 +Jacky Terrasson,Sous Le Ciel De Paris,48.0,0.323,0.118,5.0,-22.751,0,0.0449,0.195,0.694,0.241,0.0747,79.554,4.081116667,4,7 +KID BRUNSWICK,When You Were Young,48.0,0.51,0.718,1.0,-6.129,0,0.0439,0.00183,,0.14,0.713,199.992,187907.0,4,10 +Eades,Present in the Moment,26.0,0.426,0.867,7.0,-4.538,1,0.0368,4.93e-05,0.000946,0.121,0.809,90.484,194039.0,4,10 +Ron Shoval,◊ú◊§◊¢◊û◊ô◊ù,26.0,0.288,0.448,9.0,-13.62,0,0.0365,0.0383,2e-05,0.0736,0.506,75.047,244000.0,4,9 +Nathan Goshen,◊õ◊ô ◊î◊†◊î ◊õ◊ó◊ï◊û◊®,27.0,0.342,0.464,4.0,-8.166,0,0.0277,0.681,0.00105,0.198,0.11,82.249,235000.0,3,9 +MOD SUN,Bones,43.0,0.588,0.282,4.0,-6.676,1,0.0327,0.786,,0.1,0.308,125.048,167973.0,4,1 +Anne-Marie,Birthday - Acoustic,48.0,0.682,0.435,8.0,-6.728,0,0.0569,0.169,,0.0914,0.637,152.022,179523.0,4,9 +The Drums,What We Had,43.0,0.414,0.482,7.0,-7.607,1,0.0287,0.656,0.904,0.233,0.112,127.983,232813.0,4,6 +Death Cab for Cutie,Waterfalls,,0.483,0.436,8.0,-8.734,1,0.0389,0.663,0.000586,0.103,0.241,171.842,264160.0,4,6 +Blossoms,Lost - In Isolation,49.0,0.817,0.86,10.0,-4.283,1,0.0457,0.0497,0.00109,0.0879,0.843,124.11,231282.0,4,6 +Cake,I Will Survive,59.0,0.507,0.683,7.0,-8.079,1,0.0316,0.303,0.000132,0.142,0.901,95.732,310600.0,4,10 +S. D. Burman,Kala Pani Theme - Instrumental,,0.401,0.595,10.0,-7.573,1,0.0504,0.871,0.88,0.555,0.271,125.821,2.802666667,4,3 +Tom Odell,Magnetised - Acoustic,56.0,0.487,0.0746,10.0,-12.952,0,0.0327,0.952,,0.108,0.123,106.328,292187.0,4,9 +Stone Temple Pilots,Trippin' on a Hole in a Paper Heart,,0.494,0.951,11.0,-7.886,0,0.0393,0.000193,0.289,0.234,0.724,106.356,190707.0,4,10 +Wanderlust,Baile Amargo,29.0,0.299,0.941,,-7.28,1,0.0478,0.000554,0.0953,0.0519,0.674,130.036,174000.0,3,10 +"Denis Solee, The Beegie Adair Trio",That Old Black Magic,36.0,0.568,0.418,5.0,-9.218,1,0.0298,0.762,0.882,0.096,0.576,92.956,4.418216667,4,7 +Talya Eliav,◊ß◊ô◊®,15.0,0.715,0.73,,-6.771,0,0.0556,0.0271,0.000249,0.375,0.621,131.921,202830.0,4,6 +JD McPherson,LUCKY PENNY,51.0,0.698,0.736,2.0,-5.525,1,0.0481,0.0664,2.16e-05,0.119,0.822,127.979,214267.0,4,2 +Josh Fudge,Summer Something,31.0,0.602,0.667,11.0,-6.293,1,0.0264,0.392,0.935,0.135,0.448,122.986,194634.0,4,6 +WATTS,Feels (feat. Khalid),73.0,0.548,0.35,7.0,-12.52,1,0.0579,0.273,0.0041,0.362,0.0802,167.682,221975.0,4,9 +"Tesher, Jason Derulo",Jalebi Baby (Tesher x Jason Derulo),80.0,0.691,0.829,,-7.179,1,0.0412,0.0289,,0.254,0.866,93.059,2.81923333,4,9 +Khruangbin,Midnight,65.0,0.663,0.552,5.0,-8.925,0,0.0308,0.0574,0.0131,0.0973,0.687,132.867,314684.0,4,6 +Tom Cochrane,Life Is A Highway,63.0,0.683,0.751,5.0,-10.184,1,0.0346,0.0681,8.36e-06,0.248,0.841,103.036,266560.0,4,10 +Soccer Mommy,Your Dog,58.0,0.652,0.669,11.0,-7.797,0,0.0262,0.122,0.00039,0.169,0.769,115.047,194009.0,4,6 +The Cranberries,Linger,76.0,0.439,0.434,7.0,-14.918,1,0.0265,0.0783,4.87e-05,0.14,0.204,94.845,274707.0,4,10 +"Rashmi Vartak, Vidyadhar Bhave",Jhooti Jhooti Batiyaan,9.0,0.54,0.754,10.0,-8.26,0,0.0516,0.0434,6.32e-05,0.128,0.556,135.134,4.6963,4,0 +Mystery Jets,Bubblegum,51.0,0.258,0.723,3.0,-6.049,1,0.058,0.0232,0.0453,0.485,0.344,81.132,264947.0,4,1 +–ê—Ä—Å–µ–Ω–∏–π –ö—Ä–µ—Å—Ç–∏—Ç–µ–ª—å,–ú–æ–π –≤–µ–π–ø,33.0,0.439,0.607,7.0,-8.02,1,0.0326,0.104,0.0908,0.146,0.487,84.085,236310.0,4,6 +Bodom After Midnight,Payback's a Bitch,43.0,0.306,0.98,6.0,-5.421,0,0.0909,3.72e-05,0.193,0.157,0.348,196.925,245946.0,4,8 +shame,Water in the Well,43.0,0.447,0.923,11.0,-4.636,0,0.0669,2.91e-05,1.45e-05,0.171,0.683,131.552,187627.0,4,1 +Canterbury,Something Better,41.0,0.357,0.938,6.0,-4.46,0,0.0932,8.06e-06,,0.749,0.35,159.996,210893.0,4,10 +Joy Division,Disorder - 2007 Remaster,69.0,0.32,0.798,10.0,-7.078,0,0.124,0.00033,0.692,0.176,0.74,84.696,209040.0,4,6 +2Pac,California Love - Original Version,74.0,0.763,0.85,7.0,-3.052,1,0.0417,0.0304,1.21e-06,0.371,0.761,91.519,284907.0,4,5 +Rammstein,AMERIKA,66.0,0.608,0.885,2.0,-4.296,0,0.0963,0.00258,1.33e-05,0.392,0.518,125.023,226760.0,4,8 +Megaraptor,Wonder Woman Theme,28.0,0.409,0.982,11.0,-9.38,0,0.0501,3.64e-05,0.731,0.187,0.0761,149.992,216000.0,1,8 +Pom Pom Squad,Lux,38.0,0.492,0.926,11.0,-5.666,1,0.208,3.23e-06,0.00132,0.505,0.407,121.172,99762.0,4,6 +Saindhavi,Rhythm Ecstasy - Bantureethi Koluvu,20.0,0.637,0.613,8.0,-7.343,1,0.0748,0.318,2.6e-06,0.111,0.571,90.06,4.4,4,0 +Versiple,Daydream,39.0,0.526,0.791,10.0,-6.364,0,0.497,0.0597,,0.099,0.707,130.209,303148.0,4,6 +The White Stripes,Ball and Biscuit,59.0,0.511,0.67,9.0,-7.135,1,0.188,0.0509,0.145,0.102,0.605,78.138,439067.0,4,10 +Routine,Cady Road,43.0,0.498,0.731,2.0,-7.25,1,0.0243,0.128,0.0489,0.156,0.6,97.055,190696.0,4,6 +The Clash,Lost in the Supermarket - Remastered,58.0,0.608,0.634,4.0,-11.24,1,0.0727,0.0568,0.00615,0.116,0.84,147.515,226947.0,4,10 +Chevelle,Mars Simula,57.0,0.388,0.98,,-5.984,0,0.149,2.28e-05,0.825,0.926,0.166,196.004,251440.0,4,8 +The Police,Message In A Bottle - Remastered 2003,36.0,0.573,0.807,1.0,-7.062,0,0.0383,0.034,1.11e-05,0.257,0.876,150.982,289253.0,4,10 +49th & Main,I Want You,40.0,0.68,0.442,11.0,-10.94,1,0.179,0.748,6.75e-06,0.514,0.536,127.996,235245.0,4,6 +Geeder,When Sunny Gets Blue,52.0,0.444,0.109,,-15.574,1,0.0411,0.924,0.699,0.215,0.182,73.094,3.99855,3,7 +Na√Øka,Sauce,54.0,0.864,0.669,11.0,-5.827,0,0.154,0.229,0.00087,0.0796,0.663,127.002,126584.0,4,9 +Metal Church,Conductor (Redux),32.0,0.535,0.95,4.0,-2.93,0,0.053,0.000172,2.67e-05,0.349,0.599,104.627,249094.0,4,8 +Wolf People,Silbury Sands,36.0,0.221,0.81,9.0,-5.689,1,0.0427,0.00579,0.0853,0.103,0.366,87.285,318960.0,4,10 +The Cure,Pictures Of You - Remastered,61.0,0.476,0.764,9.0,-6.454,1,0.032,0.00325,0.112,0.138,0.545,171.903,448307.0,4,10 +Lady A,Need You Now,70.0,0.587,0.622,4.0,-5.535,1,0.0303,0.0927,0.000636,0.2,0.231,107.943,4.626216667,4,4 +The Hollies,The Air That I Breathe - 2008 Remaster,69.0,0.279,0.473,4.0,-8.375,0,0.0309,0.242,0.00164,0.158,0.246,167.792,257107.0,4,10 +Los Lobos,Two Dogs And A Bone,19.0,0.551,0.616,6.0,-10.415,0,0.0533,0.0179,0.228,0.321,0.443,111.127,145307.0,4,2 +Omer Adam,◊ë◊ì◊ô◊ï◊ß ◊õ◊û◊ï◊†◊ô,34.0,0.474,0.574,7.0,-5.614,0,0.036,0.48,,0.158,0.384,135.924,217173.0,4,9 +BIBI,Life is a Bi‚Ķ,62.0,0.722,0.501,10.0,-6.113,0,0.0625,0.255,,0.0857,0.541,144.076,156742.0,4,5 +Tampa Red,Anna Lou Blues,34.0,0.555,0.393,10.0,-11.949,1,0.0327,0.965,0.015,0.151,0.782,102.5,174158.0,4,2 +Harriis,Damaged,31.0,0.87,0.548,1.0,-8.193,1,0.332,0.0304,0.00334,0.0826,0.77,163.93,152021.0,4,5 +Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,6 +Cage The Elephant,Aberdeen,53.0,0.154,0.972,7.0,-3.624,1,0.111,0.000904,0.225,0.368,0.225,205.478,192920.0,4,10 +Brownie McGhee,Diggin' My Potatoes,32.0,0.65,0.383,10.0,-13.074,1,0.0464,0.505,,0.392,0.864,110.522,217227.0,4,2 +Akiva,◊®◊ß ◊¢◊ï◊ì ◊®◊í◊¢,40.0,0.564,0.382,2.0,-11.035,1,0.033,0.826,0.000165,0.0835,0.427,147.939,190557.0,4,9 +Greg Puciato,Down When I'm Not,31.0,0.209,0.928,10.0,-5.885,0,0.0783,8.57e-06,0.498,0.088,0.35,90.258,186584.0,4,10 +tg.blk,Love Being Used,29.0,0.492,0.555,,-7.974,1,0.217,0.736,,0.56,0.389,69.748,89000.0,4,6 +RamonPang,Webs,26.0,0.516,0.853,6.0,-3.867,0,0.0747,0.335,0.333,0.0654,0.169,131.949,218182.0,4,6 +Amit Ulman,◊ê◊ú◊ï◊î◊ô◊ù ◊ë◊í'◊ô◊û◊ô◊ô◊ú (◊í◊¢◊í◊ï◊¢◊ô◊ù),20.0,0.602,0.732,11.0,-7.194,0,0.299,0.357,,0.106,0.662,80.892,308689.0,4,5 +Mr. Mister,Broken Wings - Single Version,56.0,0.283,0.657,1.0,-8.556,0,0.0353,0.0833,1.67e-05,0.136,0.376,97.995,284493.0,4,10 +Halestorm,Mayhem,50.0,0.398,0.982,2.0,-3.979,1,0.178,0.00306,0.0243,0.44,0.401,172.822,216760.0,4,10 +Twin Atlantic,Heart and Soul (Acoustic),38.0,0.634,0.507,4.0,-9.157,1,0.0456,0.622,,0.101,0.49,76.483,245260.0,4,10 +ZZ Top,Sure Got Cold After the Rain Fell,,0.398,0.423,2.0,-10.813,1,0.03,0.306,0.177,0.106,0.205,128.894,440947.0,3,2 +Moshe Peretz,◊™◊î◊ô◊î ◊û◊ê◊ï◊©◊®,21.0,0.772,0.921,5.0,-1.995,0,0.0485,0.0236,,0.339,0.903,128.018,190141.0,3,9 +Indigo Girls,Closer to Fine,61.0,0.54,0.677,9.0,-6.349,1,0.0286,0.368,,0.224,0.748,98.339,241600.0,4,10 +Tomer Yosef,◊®◊ï◊• ◊î◊õ◊ô ◊û◊î◊®,21.0,0.778,0.734,5.0,-5.526,0,0.0308,0.0324,0.000547,0.258,0.945,101.979,211400.0,4,9 +No Love For The Middle Child,Older,53.0,0.383,0.885,9.0,-5.683,1,0.123,0.0295,,0.381,0.504,168.06,188656.0,4,10 +Modest Mouse,Float On,72.0,0.649,0.888,6.0,-4.807,1,0.0293,0.013,2.23e-06,0.0888,0.553,100.975,208467.0,4,10 +Joanne Shaw Taylor,Time Has Come,38.0,0.569,0.564,8.0,-7.34,1,0.0337,0.0496,0.0138,0.304,0.526,96.112,351960.0,3,2 +deep tan,hollow scene,22.0,0.802,0.648,1.0,-8.515,1,0.08,0.386,0.00896,0.0934,0.857,106.057,183922.0,4,6 +Mike Bloomfield,Blues for Nothing,31.0,0.272,0.546,,-9.06,1,0.0435,0.218,0.0495,0.247,0.63,184.996,255067.0,3,2 +Kids Insane,Left Right Left,8.0,0.466,0.992,1.0,-3.595,1,0.0914,0.0436,,0.432,0.0787,132.908,145360.0,4,6 +Westside Gunn,The Hurt Business (feat. M V P) - Remix,35.0,0.46,0.876,7.0,-5.69,1,0.297,0.471,,0.144,0.557,166.715,294825.0,4,5 +Keb' Mo',Am I Wrong,52.0,0.882,0.476,,-9.235,1,0.0528,0.458,2.47e-06,0.0445,0.964,112.65,138533.0,4,2 +New Found Glory,Kiss Me,48.0,0.546,0.906,2.0,-3.354,1,0.0407,0.00101,3.69e-05,0.259,0.61,111.971,175229.0,4,10 +Austin Burke,Town Home,62.0,0.63,0.683,5.0,-5.7,1,0.0307,0.15,,0.133,0.486,155.927,2.840216667,4,4 +The Maccabees,Marks To Prove It,44.0,0.18,0.916,7.0,-6.788,1,0.0923,0.000975,0.224,0.0945,0.186,85.614,254547.0,4,1 +Figgy Mold,Stairway to the Stars,60.0,0.463,0.0769,,-21.855,1,0.0389,0.96,0.856,0.105,0.178,116.2,4.643133333,4,7 +Derek & The Dominos,Layla,75.0,0.404,0.902,1.0,-3.88,1,0.0665,0.577,0.297,0.287,0.497,115.669,423840.0,4,10 +Estrellita Castro,Campanera,35.0,0.482,0.487,10.0,-4.125,0,0.0372,0.849,1.08e-05,0.255,0.663,122.754,215000.0,4,9 +Lifehouse,Learn You Inside Out,36.0,0.209,0.473,,-7.365,1,0.0283,0.0162,4.1e-05,0.123,0.153,189.544,265613.0,3,10 +Bill Nace,When The Top One is Locked,14.0,0.137,0.0017,7.0,-30.124,1,0.0439,0.979,0.483,0.0746,0.0386,175.208,252000.0,4,6 +Young MC,Bust A Move,53.0,0.946,0.772,4.0,-7.537,0,0.0953,0.0516,2.28e-06,0.0612,0.772,116.97,263914.0,4,5 +Ajebo Hustlers,Pronto,55.0,0.861,0.817,2.0,-5.07,0,0.235,0.724,0.0617,0.104,0.671,102.969,160777.0,4,9 +Biohazard,Punishment,47.0,0.298,0.983,6.0,-6.566,0,0.464,0.00128,5.63e-05,0.78,0.106,89.629,284067.0,4,8 +Marcus King,The Well,53.0,0.58,0.573,9.0,-8.137,1,0.061,0.00305,0.0015,0.182,0.477,121.225,177093.0,4,2 +Blur,Coffee & TV,66.0,0.743,0.743,2.0,-10.117,1,0.0367,0.0511,0.233,0.0987,0.707,121.604,358773.0,4,6 +The Yardbirds,Heart Full of Soul,55.0,0.494,0.666,9.0,-9.743,0,0.0351,0.229,5.69e-05,0.0469,0.699,140.832,147893.0,4,10 +The Violent,Impression,43.0,0.532,0.891,1.0,-5.349,0,0.0551,0.000316,0.000164,0.0836,0.487,106.003,197127.0,4,10 +Foo Fighters,Everlong,78.0,0.413,0.881,11.0,-5.541,0,0.0367,5.99e-05,0.000308,0.0805,0.364,158.066,250547.0,4,1 +joey maxwell,too much,33.0,0.608,0.844,3.0,-7.486,1,0.0437,0.311,0.0264,0.0982,0.499,136.1,172813.0,4,9 +"Jatin-Lalit, Kumar Sanu",Ae Kash Ke Hum,52.0,0.364,0.687,,-7.967,1,0.0571,0.656,,0.175,0.663,161.008,5.173783333,3,3 +Lil Baby,Drip Too Hard (Lil Baby & Gunna),81.0,0.897,0.662,1.0,-6.903,0,0.292,0.0852,,0.534,0.389,112.511,145543.0,4,5 +The Anchoress,Unravel,25.0,0.493,0.661,,-8.043,0,0.0365,0.00788,2.15e-05,0.128,0.161,120.071,244867.0,4,10 +Young Devyn,Straight To It,39.0,0.776,0.571,10.0,-6.979,0,0.449,0.477,,0.121,0.45,150.768,112846.0,4,5 +Vokonis,Rebellion,32.0,0.359,0.854,5.0,-6.645,1,0.0512,1.68e-05,0.815,0.1,0.548,112.208,197400.0,4,8 +Castaways,"Liar, Liar",40.0,0.525,0.623,7.0,-6.253,0,0.0291,0.247,0.742,0.148,0.839,144.583,115925.0,4,1 +Busta Rhymes,Gimme Some More,60.0,0.591,0.855,11.0,-8.339,0,0.339,0.00832,5.87e-05,0.771,0.78,136.734,158467.0,4,5 +"Britney Spears, Jamie Lynn Spears",Chillin' With You (feat. Jamie Lynn),34.0,0.75,0.752,1.0,-5.776,1,0.0399,0.209,9.14e-05,0.131,0.527,140.001,3.639116667,4,9 +Don Caballero,Railroad Cancellation,35.0,0.547,0.937,11.0,-6.284,1,0.045,0.166,0.855,0.104,0.236,124.029,316213.0,4,10 +Noah And The Whale,L.I.F.E.G.O.E.S.O.N.,51.0,0.608,0.745,4.0,-5.82,1,0.0354,0.205,,0.342,0.595,82.003,226947.0,4,6 +Max Frost,White Lies - EP Version,63.0,0.695,0.878,1.0,-3.429,0,0.0441,0.153,,0.0764,0.969,162.898,177835.0,4,9 +Dark The Suns,Everywhere,30.0,0.403,0.931,11.0,-4.924,0,0.0509,6.05e-05,0.775,0.641,0.167,147.999,305446.0,4,8 +Kings Elliot,I'm Getting Tired of Me,50.0,0.599,0.357,2.0,-9.55,1,0.0299,0.753,,0.0902,0.421,83.26,216224.0,4,9 +tobi lou,I Was Sad Last Night I'm OK Now,68.0,0.87,0.637,5.0,-8.368,0,0.0614,0.497,3.15e-05,0.205,0.78,120.99,190561.0,4,9 +JVLA,Such a Whore (Stellular Remix),76.0,0.624,0.614,2.0,-4.165,1,0.0448,0.00391,0.0278,0.187,0.139,168.87,147638.0,4,9 +Count Five,Psychotic Reaction - Rarities Version,39.0,0.355,0.761,11.0,-6.309,1,0.0978,0.000288,0.0141,0.189,0.685,165.209,189848.0,4,10 +French Cassettes,City Kitty,46.0,0.648,0.528,,-10.335,1,0.0296,0.419,0.000591,0.126,0.731,86.017,216000.0,4,6 +Lucky Peterson,50 Years,31.0,0.498,0.824,5.0,-7.832,0,0.132,0.0641,0.000112,0.18,0.549,157.04,251627.0,4,2 +"Megan Davies, Jaclyn Davies",Blank Space / Jealous (Acoustic Mashup),47.0,0.716,0.3,3.0,-7.5,1,0.0493,0.793,,0.0924,0.367,94.936,4.67895,4,0 +Grup Ses,Motorize (with Da Poet & Elektro Hafƒ±z),29.0,0.535,0.667,6.0,-8.977,0,0.0278,0.00204,0.079,0.629,0.194,87.01,153301.0,4,10 +ShrekDiMC,◊î◊ë◊©◊ï◊®◊î,11.0,0.727,0.722,,-6.023,0,0.275,0.367,,0.089,0.425,80.017,267000.0,4,5 +Kahlil Blu,"FREESMOKE, Pt. 2",26.0,0.815,0.705,5.0,-7.913,0,0.289,0.569,,0.347,0.964,144.064,136787.0,4,9 +Ween,Ocean Man,65.0,0.72,0.912,4.0,-6.13,1,0.0363,0.551,0.00122,0.0982,0.973,122.782,126947.0,4,10 +Slim Harpo,Baby Scratch My Back - Single Version,39.0,0.802,0.455,5.0,-11.673,1,0.0537,0.803,0.585,0.0607,0.932,122.853,173600.0,4,2 +Def Leppard,Rock Rock (Till You Drop),49.0,0.557,0.94,2.0,-5.692,1,0.0539,0.000486,0.0163,0.074,0.451,133.301,234753.0,4,10 +Avigail Roz,◊û◊ú◊ó◊û◊î ◊ô◊ï◊û◊ô◊ï◊û◊ô◊™,8.0,0.688,0.764,6.0,-5.265,1,0.0392,0.206,,0.108,0.603,115.943,192333.0,4,6 +Miri Mesika,◊ï◊ê◊ï◊ú◊ô,16.0,0.634,0.844,4.0,-6.174,0,0.0421,0.533,1.39e-05,0.106,0.526,139.933,198868.0,4,9 +Tirzah,Send Me,56.0,0.791,0.521,9.0,-11.746,1,0.0688,0.0704,0.218,0.0756,0.616,167.659,243269.0,4,6 +Jakob Ahlbom,Quiet,44.0,0.264,0.123,8.0,-21.152,1,0.0324,0.96,0.91,0.124,0.153,127.219,2.754916667,4,7 +nimino,What I Want,43.0,0.782,0.449,8.0,-10.136,0,0.308,0.71,0.000811,0.345,0.354,106.904,192801.0,4,6 +Fruit Bats,Humbug Mountain Song,61.0,0.593,0.926,6.0,-5.361,0,0.0319,0.0355,0.0582,0.311,0.945,100.011,184347.0,4,6 +Shlomo Artzi,◊ê◊î◊ë◊™◊î ◊©◊ú ◊™◊®◊ñ◊î ◊ì◊ô◊û◊ï◊ü,20.0,0.504,0.569,5.0,-13.76,1,0.0495,0.549,0.00471,0.105,0.61,75.248,255333.0,4,10 +The Cardigans,My Favourite Game,67.0,0.586,0.777,5.0,-6.185,0,0.0303,4.78e-05,0.00147,0.0729,0.424,143.339,220468.0,4,6 +Noa Kirel,◊û◊ô◊ú◊ô◊ï◊ü ◊ì◊ï◊ú◊®,52.0,0.757,0.826,8.0,-5.691,1,0.0739,0.134,0.204,0.508,0.384,100.023,173400.0,4,9 +Dee Watkins,Gucci Bucket Hat,43.0,0.877,0.594,2.0,-7.009,0,0.525,0.104,,0.219,0.63,153.012,113143.0,4,5 +CORPSE,agoraphobic,76.0,0.815,0.697,7.0,-9.57,1,0.219,0.778,0.000398,0.102,0.147,97.987,129796.0,4,5 +Marcy Playground,Saint Joe On The School Bus,50.0,0.716,0.686,4.0,-7.127,1,0.0329,0.00333,0.00368,0.126,0.854,103.931,200156.0,4,10 +Rage Against The Machine,Renegades Of Funk,67.0,0.651,0.908,2.0,-4.019,1,0.0577,0.00184,0.000579,0.384,0.769,123.851,274160.0,4,10 +Paul McCartney,Dominoes,40.0,0.726,0.703,,-6.093,1,0.0239,0.156,0.00225,0.202,0.662,100.994,302219.0,4,9 +Twenty One Pilots,Heathens,82.0,0.732,0.396,4.0,-9.348,0,0.0286,0.0841,3.58e-05,0.105,0.548,90.024,195920.0,4,9 +Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,6 +Rico Nasty,OHFR?,63.0,0.86,0.717,1.0,-5.542,0,0.48,0.414,,0.0843,0.812,158.019,120964.0,4,5 +Eels,Mr. E's Beautiful Blues,52.0,0.662,0.682,7.0,-7.833,1,0.0285,0.178,0.000232,0.335,0.624,114.067,239240.0,4,10 +Pain of Salvation,ACCELERATOR,35.0,0.518,0.647,11.0,-11.024,0,0.0899,0.0102,0.000217,0.102,0.298,127.393,331000.0,5,8 +Pigs Pigs Pigs Pigs Pigs Pigs Pigs,Reducer,34.0,0.226,0.955,2.0,-6.291,1,0.11,3.54e-05,0.863,0.111,0.24,101.866,267880.0,4,10 +Allen Toussaint,St. James Infirmary,47.0,0.892,0.191,5.0,-14.977,0,0.0599,0.522,0.761,0.109,0.46,106.55,231107.0,4,2 +"Mohammed Rafi, Mehmood",Khayalon Mein,7.0,0.586,0.809,7.0,-7.988,1,0.193,0.769,0.000299,0.479,0.789,108.256,6.376883333,4,3 +Gu√® Pequeno,Chico (feat. Rose Villain & Luch√®),67.0,0.778,0.819,,-3.873,0,0.0531,0.164,,0.111,0.637,144.953,201931.0,4,9 +Dan Owen,Hideaway - Acoustic,37.0,0.369,0.236,7.0,-9.019,1,0.0308,0.908,,0.107,0.286,180.972,219373.0,3,9 +Mazzy Star,She Hangs Brightly,39.0,0.239,0.471,9.0,-13.404,1,0.0333,0.0069,0.148,0.118,0.501,106.999,384400.0,4,6 +keita keith,Call You Mine,28.0,0.724,0.751,5.0,-7.232,0,0.0387,0.234,,0.125,0.633,108.941,153000.0,4,9 +Cem Karaca,Ceviz Aƒüacƒ±,33.0,0.555,0.896,9.0,-8.561,0,0.135,0.483,,0.339,0.923,135.566,349160.0,4,10 +Godfather Don,Watching You,44.0,0.876,0.5,11.0,-8.274,0,0.298,0.155,,0.107,0.559,106.096,207993.0,4,5 +Juls,Chance,49.0,0.807,0.458,1.0,-11.491,0,0.148,0.0813,2.51e-06,0.0996,0.639,96.967,225384.0,4,9 +WuW,"Voir En M√™me Temps L'humour Et La Trag√©die, En Toute Chose, √Ä Chaque Instant",19.0,0.246,0.605,7.0,-8.764,1,0.0398,3.35e-05,0.811,0.175,0.169,104.252,469987.0,5,8 +Shemekia Copeland,Clotilda's On Fire,45.0,0.599,0.681,1.0,-4.652,0,0.0341,0.118,0.000107,0.211,0.57,83.961,266072.0,4,2 +ev.exi,Mode,39.0,0.509,0.929,10.0,-5.17,0,0.38,0.00216,0.713,0.756,0.689,116.129,232699.0,4,6 +Robert Ellis,When You're Away,40.0,0.582,0.502,3.0,-7.135,0,0.0305,0.255,0.045,0.15,0.427,86.144,206933.0,4,1 +Larkin Poe,Holy Ghost Fire,48.0,0.522,0.811,4.0,-5.343,0,0.0372,0.0263,,0.299,0.466,92.889,202917.0,4,10 +Shout Out Louds,The Comeback,32.0,0.61,0.844,,-3.586,1,0.0343,0.000142,0.00184,0.145,0.449,129.39,168520.0,4,6 +The Stills,Still in Love Song,41.0,0.566,0.796,4.0,-5.436,0,0.0255,0.000541,0.313,0.121,0.406,130.986,220627.0,4,1 +Albert Collins,If Trouble Was Money,40.0,0.48,0.349,5.0,-15.027,0,0.0385,0.515,0.0209,0.148,0.281,108.939,561067.0,3,2 +Butch Dawson,Hummer,38.0,0.783,0.678,,-7.149,0,0.0543,0.0144,0.00156,0.0734,0.101,147.056,93000.0,4,5 +Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,1 +Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,1 +Mink Mussel Creek,Cat Love Power,33.0,0.345,0.614,2.0,-6.976,1,0.0357,0.0309,0.0249,0.134,0.042,123.016,407533.0,4,6 +Patti Smith,Rock N Roll Nigger,44.0,0.41,0.804,9.0,-8.478,1,0.0454,0.00635,3.85e-06,0.207,0.634,152.205,204360.0,4,10 +The Who,"See Me, Feel Me - Single Version",39.0,0.375,0.336,,-10.513,1,0.0308,0.0914,,0.077,0.0759,93.988,216596.0,4,10 +Albert Collins,Cold Cuts,20.0,0.618,0.83,6.0,-10.65,0,0.0328,0.00188,0.759,0.704,0.516,107.233,360733.0,4,2 +Neil Mukherjee,It Could Be Rain,21.0,0.495,0.21,4.0,-16.945,1,0.0391,0.874,0.555,0.0917,0.491,113.427,251000.0,4,6 +The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,1 +Jimi Hendrix,Red House,56.0,0.277,0.479,5.0,-8.483,0,0.0495,0.585,0.0224,0.16,0.483,53.905,230360.0,4,2 +Angel Du$t,Turn Off The Guitar,40.0,0.637,0.878,9.0,-5.09,0,0.0565,0.0154,9.04e-05,0.362,0.684,152.074,189023.0,4,10 +Vance Joy,Lay It on Me - Acoustic,45.0,0.483,0.49,5.0,-4.736,1,0.0318,0.768,1.2e-06,0.112,0.43,137.606,201561.0,4,9 +Emery,The Party Song,37.0,0.383,0.893,5.0,-3.998,0,0.109,0.0325,,0.146,0.558,178.077,211453.0,4,10 +Lee Fields & The Expressions,Two Timer,41.0,0.529,0.772,,-4.967,0,0.0334,0.00745,7.76e-06,0.0951,0.913,99.678,157714.0,4,9 +Mark Collie,Book of My Blues,28.0,0.535,0.804,10.0,-6.929,1,0.0458,0.00706,0.000255,0.101,0.441,120.003,208970.0,4,2 +Beyonc√©,BLACK PARADE,64.0,0.824,0.555,1.0,-5.817,1,0.05,0.00337,6.42e-06,0.217,0.0611,120.002,281273.0,4,5 +"Asha Bhosle, Dilraj Kaur",Mausam Mastana - Satte Pe Satta / Soundtrack Version,32.0,0.507,0.668,6.0,-4.934,0,0.0309,0.668,,0.0585,0.805,95.367,4.629333333,4,3 +"Anwar Khan Manganiyar, Swaroop Khan, Niyaz Khan",Mehandi,9.0,0.54,0.565,5.0,-10.648,1,0.0927,0.427,,0.365,0.396,103.486,3.927866667,4,0 +Lata Mangeshkar,Piya Bina Piya Bina,17.0,0.444,0.399,8.0,-7.673,1,0.0292,0.968,0.00664,0.195,0.521,105.647,4.19955,4,3 +John Diva & the Rockets of Love,American Amadeus,29.0,0.446,0.973,1.0,-4.111,1,0.0539,0.0156,1.81e-06,0.322,0.52,169.998,240840.0,4,10 +Ashley Kutcher,Love You From a Distance,69.0,0.333,0.538,4.0,-8.653,1,0.0325,0.557,,0.0977,0.63,149.377,204000.0,4,9 +Sam Fischer,This City,83.0,0.605,0.377,11.0,-6.213,1,0.0443,0.733,,0.0808,0.519,73.877,194853.0,4,9 +Leaves' Eyes,Chain of the Golden Horn,45.0,0.437,0.984,3.0,-3.071,0,0.172,0.00471,0.0213,0.324,0.331,76.002,240131.0,4,8 +Old Swing,Bruised,25.0,0.748,0.759,8.0,-8.927,1,0.032,0.0066,0.00947,0.161,0.88,129.965,178485.0,4,9 +Natural Child,Out in the Country,49.0,0.425,0.515,2.0,-10.005,1,0.037,0.682,0.0534,0.105,0.814,93.174,174587.0,4,6 +The Police,Every Little Thing She Does Is Magic,74.0,0.558,0.768,2.0,-9.997,1,0.0343,0.121,0.0626,0.124,0.429,81.909,260573.0,4,10 +Desert Sessions,Crucifire,48.0,0.331,0.904,6.0,-6.297,0,0.0407,0.00629,0.275,0.413,0.923,154.675,104611.0,4,8 +Sukhwinder Singh,Taal Se Taal - Western Version,47.0,0.771,0.72,7.0,-11.742,1,0.0867,0.203,0.0011,0.335,0.492,94.968,2.57,4,3 +Dead & Company,"Sugaree - Live at TD Garden, Boston, MA 11/17/17",38.0,0.412,0.46,1.0,-13.222,0,0.0336,0.118,0.411,0.719,0.604,102.135,838157.0,4,10 +Onlap,The Edge,46.0,0.525,0.989,,-2.869,1,0.108,0.000216,1.51e-05,0.384,0.223,102.495,186732.0,4,8 +All Time Low,Missing You,60.0,0.56,0.731,2.0,-6.121,1,0.0281,0.0472,,0.282,0.4,99.978,244824.0,4,10 +The Knocks,R U HIGH (feat. Mallrat),53.0,0.643,0.803,1.0,-6.971,1,0.045,0.00189,0.943,0.145,0.634,121.001,359934.0,4,6 +Sonny Rollins Quartet,Paul's Pal - Rudy Van Gelder Remaster,47.0,0.565,0.212,7.0,-15.718,1,0.0518,0.807,0.252,0.104,0.489,77.386,5.167116667,4,7 +Baby Queen,Internet Religion,41.0,0.592,0.817,3.0,-3.997,1,0.0436,0.0503,,0.209,0.53,124.02,233364.0,4,6 +Karsh Kale,High,22.0,0.296,0.764,6.0,-8.241,1,0.0563,0.118,0.823,0.145,0.113,167.999,2.775066667,4,0 +Kenny Wayne Shepherd,Diamonds & Gold,41.0,0.571,0.852,8.0,-5.752,1,0.0323,0.0418,2.37e-05,0.0527,0.804,92.155,317773.0,4,2 +Andy Kong,Into The Mystic,46.0,0.454,0.43,,-10.657,1,0.04,0.585,0.00043,0.102,0.0703,138.607,2.80591667,5,0 +Polo G,RAPSTAR,89.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,2.76543333,4,9 +347aidan,Dancing in My Room,82.0,0.98,0.413,8.0,-11.052,0,0.101,0.671,7.95e-05,0.17,0.764,119.993,180139.0,4,5 +Bad Habits,Let It Roll,31.0,0.524,0.977,,-2.723,1,0.0874,0.000462,1.5e-06,0.26,0.415,102.525,154531.0,4,10 +Latto,On God,54.0,0.905,0.528,1.0,-5.116,1,0.0721,0.351,,0.149,0.179,105.99,113238.0,4,5 +Joel Corry,Head & Heart (feat. MNEK) - Acoustic,55.0,0.329,0.392,5.0,-8.441,0,0.0362,0.799,,0.117,0.333,87.664,218526.0,1,9 +And That,At Capacity,18.0,0.718,0.548,9.0,-7.703,1,0.0247,0.288,3.89e-06,0.23,0.349,96.947,150947.0,4,10 +Olivia Rodrigo,"Even When/The Best Part - From ""High School Musical: The Musical: The Series (Season 2)""",73.0,0.522,0.336,,-8.577,1,0.0275,0.714,,0.109,0.566,90.646,106881.0,4,9 +Buddy Guy,Best in Town,24.0,0.586,0.897,,-3.661,1,0.0592,0.233,0.0123,0.0523,0.773,100.133,295747.0,4,2 +Big Spring,Coming Down,42.0,0.355,0.872,3.0,-5.877,1,0.0644,5.28e-05,8.39e-05,0.2,0.208,76.037,242475.0,4,10 +Sports Team,Happy (God‚Äôs Own Country),49.0,0.464,0.919,1.0,-2.497,1,0.111,0.00315,0.000497,0.154,0.703,167.865,151588.0,4,1 +The Zombies,She's Not There,63.0,0.523,0.803,4.0,-5.189,0,0.045,0.579,,0.0948,0.898,132.316,145293.0,4,6 +John Mayer,Love on the Weekend,63.0,0.729,0.546,7.0,-9.305,1,0.0285,0.547,0.00287,0.0651,0.406,119.941,3.54378333,4,0 +Moshiko Mor,◊û◊î ◊©◊î◊ô◊î ◊î◊ô◊î,33.0,0.544,0.519,4.0,-7.536,0,0.0637,0.357,,0.482,0.327,161.891,186890.0,4,9 +David Lee Roth,Somewhere over the Rainbow Bar and Grill,37.0,0.659,0.736,4.0,-7.594,1,0.0345,0.112,0.000112,0.106,0.426,137.461,251340.0,4,10 +Lene Lovich,Bird Song,32.0,0.612,0.562,8.0,-11.215,0,0.0338,0.00918,0.493,0.117,0.497,142.825,268733.0,4,10 +Goat,I Sing in Silence,32.0,0.475,0.719,,-7.684,1,0.0437,0.0562,1.92e-06,0.0669,0.869,88.136,208550.0,3,1 +KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,1 +Van Halen,Tattoo,37.0,0.497,0.886,2.0,-3.314,1,0.0435,0.00929,9.77e-05,0.198,0.508,100.118,283040.0,4,8 +Fields Of The Nephilim,Moonchild,43.0,0.332,0.823,,-8.09,1,0.0357,0.0118,0.847,0.105,0.454,150.299,340627.0,4,10 +Eleine,Memoriam,45.0,0.559,0.943,1.0,-7.119,0,0.053,2.38e-05,0.00461,0.112,0.146,112.963,375187.0,4,8 +Sarit Hadad,◊ê◊™◊î ◊™◊ï◊™◊ó,35.0,0.8,0.851,3.0,-5.077,0,0.0299,0.0845,,0.321,0.818,115.959,210200.0,4,9 +Saweetie,Tap In,77.0,0.954,0.696,10.0,-7.117,0,0.204,0.00576,0.000498,0.0754,0.432,100.036,139413.0,4,5 +Infectzia,◊§◊™◊ó ◊™◊ß◊ï◊ï◊î,22.0,0.525,0.66,4.0,-8.17,0,0.0399,0.149,0.0111,0.114,0.289,121.496,215827.0,4,6 +Southern Avenue,"Slipped, Tripped And Fell In Love",19.0,0.693,0.683,9.0,-4.621,0,0.032,0.111,1.34e-05,0.171,0.94,121.817,202747.0,4,2 +Korin Allal,◊ñ◊ü ◊†◊ì◊ô◊®,33.0,0.534,0.656,2.0,-11.192,0,0.0311,0.0142,1.56e-05,0.113,0.384,123.879,287000.0,4,9 +Christie Front Drive,Radio,12.0,0.133,0.691,7.0,-7.003,1,0.0362,0.0149,0.753,0.143,0.184,171.764,228453.0,4,10 +Ram√≠rez Exposure,Exit Times,12.0,0.544,0.899,,-5.081,1,0.0355,0.00588,0.000397,0.112,0.479,126.954,160267.0,4,6 +Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,6 +JC Stewart,Break My Heart - Piano Acoustic,58.0,0.448,0.247,6.0,-10.454,0,0.0466,0.943,3.61e-05,0.109,0.276,134.5,218293.0,4,9 +Black Label Society,The Blessed Hellride,47.0,0.618,0.707,7.0,-7.242,1,0.0372,0.0673,0.00677,0.107,0.434,157.21,272360.0,4,10 +Hydromag,What We Left Behind,33.0,0.531,0.623,4.0,-7.383,1,0.0233,0.0965,0.587,0.164,0.452,100.006,235462.0,4,6 +Yellowcard,Breathing,62.0,0.382,0.932,4.0,-3.726,0,0.0716,3.5e-05,,0.243,0.57,179.581,218707.0,4,10 +Herman D√ºne,Life on the Run,40.0,0.55,0.755,9.0,-7.64,1,0.0903,0.0572,1.27e-06,0.14,0.614,88.171,271000.0,4,6 +Yossi Elephant,◊î◊†◊î ◊î◊ô◊ê ◊ë◊ê◊î,17.0,0.323,0.525,2.0,-13.084,1,0.0382,0.621,0.604,0.104,0.081,84.033,256387.0,4,10 +Cast,Walkaway,53.0,0.467,0.481,11.0,-10.17,1,0.0233,0.034,0.0102,0.106,0.328,80.043,231733.0,4,6 +Thornetta Davis,Try To Remember,10.0,0.377,0.808,7.0,-7.116,1,0.0373,0.00623,0.13,0.523,0.67,92.853,253627.0,4,2 +Rostam,Under Control,47.0,0.606,0.338,1.0,-11.33,1,0.026,0.953,0.178,0.109,0.201,77.943,197507.0,4,6 +Alestorm,Keelhauled,54.0,0.477,0.965,10.0,-3.245,0,0.155,0.000706,1.03e-06,0.301,0.584,110.015,222253.0,4,8 +Joe Diffie,Pickup Man,61.0,0.709,0.757,7.0,-7.006,1,0.0408,0.434,,0.336,0.852,140.664,3.61155,4,4 +Vader,Fight Fire With Fire,43.0,0.404,0.996,6.0,-2.738,1,0.141,4.34e-06,0.162,0.303,0.185,187.018,245853.0,4,8 +Nmesh,New Jack City,27.0,0.443,0.974,11.0,-5.784,0,0.0678,0.000847,0.868,0.789,0.571,196.766,87865.0,4,6 +The Beta Band,Dry The Rain,58.0,0.593,0.626,4.0,-11.287,1,0.0317,0.0931,0.166,0.218,0.753,150.483,366827.0,4,6 +Angie Martinez,Take You Home (feat. Kelis),37.0,0.595,0.639,7.0,-3.159,1,0.275,0.0663,,0.0588,0.7,95.912,233227.0,4,5 +JUMBO,Chump,25.0,0.381,0.597,2.0,-8.669,1,0.0313,0.521,0.000247,0.203,0.463,174.108,274764.0,4,6 +Emily Burns,Is It Just Me? (feat. JP Cooper) (Acoustic),50.0,0.574,0.345,4.0,-7.868,1,0.0761,0.674,,0.0875,0.403,137.665,213107.0,4,9 +NewDad,Slowly,45.0,0.597,0.762,9.0,-8.199,0,0.0321,0.189,0.537,0.0821,0.566,121.993,185813.0,4,10 +Russian Circles,Arluck,40.0,0.299,0.666,4.0,-7.244,0,0.0419,0.00191,0.81,0.111,0.24,85.404,393027.0,4,8 +Burna Boy,Kilometre,68.0,0.724,0.806,9.0,-3.993,1,0.175,0.054,,0.053,0.449,102.924,152824.0,4,5 +Clever,Call Me Nobody (feat. Lil Wayne & Isaiah Lyric),52.0,0.685,0.573,5.0,-7.085,0,0.051,0.208,2.11e-06,0.12,0.182,113.876,221485.0,4,5 +Ballroom Jazz Collective,The Old Country,37.0,0.612,0.264,,-14.132,1,0.0339,0.723,0.26,0.371,0.5,131.611,3.643183333,4,7 +Haya Miller,◊©◊û◊ï◊¢◊î,6.0,0.35,0.829,2.0,-5.694,1,0.0681,0.155,,0.483,0.435,122.361,165314.0,4,6 +Faith No More,Ashes to Ashes,55.0,0.572,0.81,,-7.407,1,0.0274,8.52e-05,0.000138,0.0998,0.313,98.459,216200.0,4,8 +The Beatles,Here Comes The Sun - Remastered,,0.557,0.54,9.0,-10.484,1,0.0347,0.0339,0.00248,0.179,0.394,129.171,3.09555,4,0 +Ost+Front,Ikarus,39.0,0.505,0.954,5.0,-4.276,0,0.033,0.000395,0.00745,0.421,0.616,149.997,211294.0,4,8 +Little Simz,Woman,65.0,0.531,0.648,1.0,-7.638,1,0.209,0.712,0.000191,0.0973,0.799,86.739,269413.0,4,5 +Twin Shadow,Johnny & Jonnie,48.0,0.64,0.902,8.0,-3.822,1,0.0437,0.0198,0.00094,0.105,0.847,87.033,169267.0,4,6 +P√ÜRISH,Undone,31.0,0.466,0.877,3.0,-6.253,1,0.0535,0.00104,0.515,0.2,0.223,121.041,218288.0,4,10 +Paul McCartney,Junk - Remastered 2011,51.0,0.712,0.0862,9.0,-17.696,1,0.0325,0.814,0.000259,0.191,0.315,90.666,115293.0,3,10 +Moshiko Mor,◊ò◊ô◊§◊ï◊° ◊©◊ú ◊ó◊ï◊®◊£,36.0,0.739,0.494,11.0,-7.889,0,0.0482,0.455,,0.0971,0.565,135.986,189044.0,4,9 +Mohammed Rafi,Pardah Hai Pardah - From 'Amar Akbar Anthony' / Soundtrack Version,32.0,0.379,0.741,2.0,-8.546,1,0.165,0.684,,0.336,0.578,87.618,7.987116667,4,3 +spookyghostboy,yr face,42.0,0.464,0.576,9.0,-8.315,1,0.0343,0.477,0.968,0.118,0.0666,143.931,275172.0,4,6 +Pearl Jam,Just Breathe,69.0,0.473,0.348,,-11.1,1,0.0288,0.721,7.42e-05,0.0823,0.283,107.819,215853.0,4,10 +Scott McKeon,Take Me Back,34.0,0.688,0.464,5.0,-9.119,0,0.0317,0.448,0.0636,0.0987,0.401,91.985,336920.0,4,2 +Lou Phelps,Supersexe Freestyle,42.0,0.836,0.726,4.0,-5.066,0,0.182,0.119,,0.105,0.902,144.995,227760.0,4,1 +Dio,Holy Diver,66.0,0.473,0.783,10.0,-10.671,0,0.0869,0.0125,0.475,0.268,0.124,91.976,340640.0,4,8 +Valravn,Sj√≥n,39.0,0.323,0.515,8.0,-9.314,1,0.0289,0.484,0.892,0.0733,0.0366,126.689,274867.0,4,8 +Mo Lowda & the Humble,Pearls,42.0,0.569,0.743,,-6.947,0,0.0504,0.0492,0.00176,0.13,0.767,81.501,208402.0,4,10 +John Mellencamp,Pink Houses - Bonus Track,36.0,0.692,0.112,7.0,-10.944,1,0.0428,0.678,,0.197,0.429,109.849,224867.0,4,10 +Wavy Trees,I Wanna Go Out,22.0,0.489,0.975,7.0,-3.861,1,0.122,2.58e-05,0.000155,0.322,0.461,158.014,156097.0,4,10 +C. Diab,Love,62.0,0.709,0.57,4.0,-9.574,0,0.352,0.9,,0.0784,0.605,80.003,150073.0,4,6 +The Jackson 5,"I'll Be There - Live at the Forum, 1972",22.0,0.511,0.643,5.0,-5.737,1,0.0287,0.137,8.22e-05,0.201,0.604,83.005,4.06355,4,9 +Lost Stars,Here's To Being Single,52.0,0.587,0.788,1.0,-6.198,1,0.311,0.00969,6.17e-05,0.0459,0.821,111.276,175405.0,4,9 +archipi√©lagos,minet,32.0,0.376,0.837,2.0,-6.927,1,0.0555,7.8e-05,0.199,0.212,0.224,115.859,225335.0,4,10 +namesbliss,Levels,31.0,0.82,0.658,1.0,-7.197,1,0.151,0.0289,,0.244,0.647,141.956,145352.0,4,5 +Creedence Clearwater Revival,Fortunate Son,81.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,2.34621667,4,10 +Joy Division,Disorder - 2007 Remaster,69.0,0.32,0.798,10.0,-7.078,0,0.124,0.00033,0.692,0.176,0.74,84.696,209040.0,4,1 +Lowertown,Tourist Trap,32.0,0.516,0.698,,-8.008,1,0.031,0.00741,0.0087,0.575,0.227,84.014,181397.0,4,6 +ENOX,Stacker,38.0,0.515,0.974,6.0,-3.211,1,0.047,2.61e-05,0.000466,0.252,0.856,145.891,204010.0,4,8 +The Devil Wears Prada,Still Fly,53.0,0.365,0.923,2.0,-4.459,0,0.139,0.00103,,0.391,0.203,177.988,295227.0,4,8 +Rob Barron,A Time For Love,48.0,0.475,0.104,7.0,-21.265,0,0.0365,0.932,0.941,0.0966,0.122,115.003,6.479116667,4,7 +Neurosis,Locust Star,41.0,0.29,0.717,9.0,-9.439,0,0.0556,2.71e-05,0.816,0.706,0.236,110.271,348640.0,4,8 +Every Time I Die,Wanderlust,43.0,0.259,0.952,10.0,-4.175,1,0.134,0.00019,,0.405,0.212,107.977,250307.0,3,8 +Muse,"Hungry Like the Wolf - Recorded Live at AIR Studios, London",54.0,0.51,0.963,,-3.659,1,0.0422,0.00111,,0.743,0.732,129.035,189249.0,4,10 +Laurence Guy,Mutual Excitement is a Wonderful Thing,43.0,0.683,0.47,11.0,-15.561,1,0.0494,0.0268,0.827,0.11,0.205,128.02,293709.0,4,6 +The xx,Angels,65.0,0.424,0.157,9.0,-18.141,1,0.0428,0.95,0.0593,0.101,0.342,91.537,171653.0,4,6 +Hussy,I Tried,32.0,0.604,0.515,2.0,-6.242,1,0.0247,0.0176,1.58e-05,0.113,0.416,106.99,210365.0,4,6 +A1 x J1,Latest Trends (feat. Aitch) - Remix,74.0,0.654,0.491,10.0,-11.715,0,0.252,0.0809,,0.369,0.807,142.037,158000.0,4,5 +Audio Two,Top Billin - Acapella,41.0,0.913,0.351,10.0,-13.57,0,0.354,0.0102,,0.401,0.727,91.499,175707.0,4,5 +"Martin Landström, Gustav Lundgren",Think Forward,47.0,0.52,0.219,7.0,-13.53,1,0.037,0.929,0.356,0.121,0.158,115.459,4.5052,4,7 +Digga D,Bringing It Back,69.0,0.848,0.758,2.0,-6.866,1,0.31,0.252,,0.363,0.816,143.032,190938.0,4,5 +Freddie King,Going Down - Remastered,40.0,0.555,0.669,9.0,-7.46,0,0.0311,0.0459,0.000521,0.105,0.691,167.652,202600.0,4,2 +The Beta Band,Dry the Rain,58.0,0.593,0.626,4.0,-11.287,1,0.0317,0.0931,0.166,0.218,0.753,150.483,366827.0,4,10 +System Of A Down,Snowblind,37.0,0.394,0.852,8.0,-7.449,1,0.0742,0.00533,0.449,0.35,0.553,148.188,280293.0,4,8 +Besphrenz,better off alone,45.0,0.621,0.799,8.0,-10.119,1,0.0648,0.0668,0.0266,0.111,0.739,157.925,198228.0,4,6 +Within Temptation,Entertain You,55.0,0.559,0.878,1.0,-4.341,0,0.0403,0.000471,2.19e-06,0.218,0.597,137.114,211045.0,4,8 +Pale Saints,Sight of You,46.0,0.459,0.465,7.0,-13.564,1,0.0388,0.11,0.259,0.0915,0.117,123.94,337600.0,4,10 +L.A. Guns,All That You Are,28.0,0.504,0.907,,-3.287,0,0.0641,0.00133,3.61e-06,0.187,0.275,126.991,219211.0,4,8 +Snow,Informer,64.0,0.763,0.742,6.0,-10.975,0,0.188,0.0984,,0.38,0.483,98.145,268910.0,4,9 +Lionel Richie,Easy - Live In Paris,27.0,0.432,0.885,1.0,-4.555,1,0.104,0.371,,0.928,0.35,143.858,7.416,4,9 +Aluna,Trouble - Spotify Singles,62.0,0.737,0.615,8.0,-7.971,1,0.0682,0.0516,0.00219,0.0954,0.717,109.992,170087.0,4,9 +LunchMoney Lewis,Ocean (feat. Meghan Trainor),64.0,0.574,0.31,8.0,-10.547,1,0.0376,0.813,1.07e-05,0.111,0.279,99.043,216402.0,4,9 +Westlife,To Be Loved,,0.518,0.356,3.0,-8.321,1,0.0286,0.259,,0.108,0.135,82.054,3.322216667,4,9 +Pink Sweat$,Heaven,66.0,0.78,0.389,6.0,-8.877,0,0.0776,0.491,0.00242,0.0699,0.188,121.919,169749.0,3,9 +Stone Sour,Bother,66.0,0.272,0.281,1.0,-7.634,1,0.0287,0.388,2.29e-05,0.158,0.141,89.914,240400.0,4,10 +Ehud Banai,◊î◊õ◊†◊ê◊§◊î ◊û◊™◊ï◊ß◊î,23.0,0.495,0.176,7.0,-15.763,1,0.0338,0.751,0.00142,0.0854,0.154,129.149,329000.0,4,10 +Life Of Agony,Love to Let You Down,39.0,0.259,0.971,5.0,-3.243,1,0.154,0.00128,,0.21,0.732,184.341,220173.0,4,8 +J. Cole,m y . l i f e (with 21 Savage & Morray),86.0,0.597,0.587,7.0,-7.026,0,0.137,0.0622,,0.214,0.0753,140.021,218802.0,4,9 +Modern Color,Pale,41.0,0.241,0.728,8.0,-4.92,1,0.043,0.000242,0.00131,0.124,0.366,77.499,190672.0,4,10 +Spiritbox,Constance,58.0,0.338,0.673,6.0,-7.67,0,0.0459,0.00344,0.129,0.211,0.132,112.255,270416.0,4,8 +Natalie Oaks,One of A Kind,27.0,0.715,0.522,8.0,-9.451,0,0.0945,0.708,,0.118,0.503,82.003,240026.0,4,9 +Quixotic,Highway Violence,34.0,0.62,0.694,9.0,-9.496,0,0.0663,0.0409,0.937,0.0996,0.109,125.031,332000.0,4,6 +Crash Kings,Mountain Man,48.0,0.525,0.923,2.0,-5.217,0,0.0929,0.0265,7.47e-05,0.454,0.668,155.114,197093.0,4,10 +Omer Adam,◊ê◊£ ◊ê◊ó◊ì ◊ú◊ê ◊ô◊ï◊©◊ë ◊§◊î,37.0,0.78,0.684,8.0,-5.55,0,0.0657,0.308,5.52e-05,0.105,0.778,95.035,216027.0,4,9 +CHIKA,SAVE YOU,46.0,0.556,0.516,10.0,-5.977,0,0.371,0.476,0.000191,0.138,0.589,90.977,129720.0,4,5 +Future Utopia,Children Of The Internet - Ezra Collective Remix,49.0,0.514,0.638,,-5.033,1,0.0861,0.0204,0.0704,0.327,0.521,173.628,353347.0,4,5 +Eden Ben Zaken,◊ú◊ñ◊ê◊™ ◊©◊†◊ô◊¶◊ó◊î,34.0,0.497,0.663,7.0,-3.813,0,0.0381,0.164,,0.257,0.0661,149.744,239680.0,4,9 +The Cold Stares,I Was A Fool,42.0,0.571,0.919,7.0,-6.568,1,0.0719,0.00171,,0.227,0.321,121.01,203667.0,4,10 +KALEO,Hot Blood,63.0,0.325,0.903,2.0,-3.173,1,0.117,0.00327,6.13e-06,0.0962,0.401,148.446,218600.0,4,10 +Rosario,Te lo Juro Yo,29.0,0.73,0.404,,-9.225,1,0.0389,0.404,,0.308,0.425,97.926,185027.0,4,9 +Sigala,Just Got Paid,64.0,0.732,0.922,6.0,-1.829,0,0.0975,0.0348,,0.146,0.589,120.033,218250.0,4,9 +The Apple Pie Motherhood Band,Grandmother Hooker,15.0,0.462,0.791,9.0,-11.879,1,0.0937,0.257,0.0203,0.251,0.59,77.977,180880.0,4,2 +Vishal Mishra,Kaise Hua,65.0,0.37,0.467,2.0,-6.973,1,0.0411,0.442,,0.109,0.162,137.796,3.912033333,4,3 +The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,1 +Oblivians,Christina,24.0,0.26,0.997,9.0,-3.877,1,0.145,0.0174,0.733,0.158,0.216,173.717,119027.0,4,2 +BarbWalters,Girl Like You,29.0,0.663,0.819,5.0,-5.046,0,0.185,0.528,4.31e-05,0.527,0.797,120.057,201482.0,4,6 +,column-rule-style: groove;,17.0,0.723,0.449,8.0,-15.639,1,0.0766,0.0393,0.774,0.0947,0.935,83.018,108540.0,4,6 +Moshe Peretz,◊ú◊ê ◊î◊ë◊†◊™◊ô,32.0,0.734,0.743,1.0,-6.496,0,0.0377,0.102,7.58e-05,0.323,0.717,104.078,139625.0,4,9 +Temple Of The Dog,Hunger Strike - 25th Anniversary Mix,60.0,0.384,0.735,7.0,-6.522,1,0.0317,0.0252,2.76e-05,0.114,0.312,137.834,246267.0,4,10 +Remi Wolf,Woo!,58.0,0.784,0.462,,-5.091,0,0.0548,0.207,3.45e-06,0.106,0.744,86.004,196562.0,4,6 +Zé Barreto,luminous,47.0,0.464,0.131,7.0,-13.945,1,0.0383,0.989,0.932,0.102,0.289,137.149,3.248116667,3,7 +Taken By Trees,Sweet Child O' Mine,57.0,0.545,0.488,3.0,-10.95,1,0.0282,0.75,0.336,0.0779,0.447,118.118,302880.0,4,6 +Rob Zombie,Two-Lane Blacktop,51.0,0.533,0.982,10.0,-1.409,0,0.091,0.0149,,0.107,0.627,142.276,182667.0,4,8 +Nightwish,Noise,59.0,0.5,0.85,2.0,-7.759,1,0.0493,0.000406,0.00515,0.121,0.434,76.976,340281.0,4,8 +Simple Minds,Theme For Great Cities,50.0,0.536,0.808,8.0,-13.407,1,0.0439,0.0579,0.894,0.117,0.678,122.408,351867.0,4,1 +Hungr√≠a,Queso,27.0,0.531,0.686,4.0,-6.321,0,0.109,0.0669,0.134,0.0999,0.509,109.096,337007.0,5,10 +Cat Power,Woman - Single Version,46.0,0.562,0.395,,-9.503,1,0.0388,0.758,0.0165,0.228,0.37,109.101,245628.0,4,6 +The Roving,"Bonny Light Horseman, Eric D. Johnson, Josh Kaufman, Anaïs Mitchell",43.0,0.54,0.453,5.0,-7.336,1,0.0256,0.579,0.0197,0.113,0.571,137.897,4.3472,4,0 +Shingai,Too Bold - Diamond Remix (Radio Edit),27.0,0.495,0.472,3.0,-9.199,1,0.0404,0.138,0.00032,0.118,0.143,112.519,211000.0,3,2 +Jazmine Sullivan,Price Tags (feat. Anderson .Paak) - kryptogram Remix,58.0,0.809,0.876,6.0,-6.504,1,0.0602,0.0192,8.76e-05,0.372,0.835,118.982,221875.0,4,6 +Britney Spears,Hold On Tight,34.0,0.521,0.512,5.0,-6.169,1,0.0279,0.0581,,0.0972,0.125,127.963,3.454666667,4,9 +The Virginmarys,Motherless Land,30.0,0.57,0.989,7.0,-3.299,1,0.0715,0.0163,1.09e-05,0.418,0.488,133.965,203093.0,4,10 +Andrew McMahon in the Wilderness,Fire Escape,53.0,0.583,0.862,4.0,-4.387,1,0.0575,0.0468,,0.256,0.422,105.998,204840.0,4,10 +Muse,Time is Running Out,68.0,0.585,0.842,9.0,-5.883,0,0.0556,0.00242,0.00686,0.0866,0.428,118.211,237040.0,4,1 +Floyd Jones,Dark Road,32.0,0.613,0.52,7.0,-12.996,1,0.0368,0.889,0.000599,0.0841,0.61,69.186,217120.0,4,2 +Oracle FM,Petra Retrograde,16.0,0.608,0.826,6.0,-5.144,0,0.23,0.135,0.195,0.11,0.656,149.93,256000.0,5,6 +blessthefall,Hollow Bodies,55.0,0.334,0.968,8.0,-2.544,1,0.131,2.93e-05,0.533,0.449,0.149,153.818,257867.0,4,8 +Miles Davis Quintet,Blues By Five - Rudy Van Gelder Remaster,33.0,0.465,0.566,,-9.161,0,0.0935,0.736,0.00479,0.218,0.632,177.28,592507.0,4,2 +Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,10 +Diabel Cissokho,Mansana Blues,8.0,0.496,0.646,4.0,-8.306,0,0.132,0.331,0.00191,0.0579,0.447,175.049,408760.0,3,2 +Mogwai,Donuts,32.0,0.248,0.461,6.0,-10.009,0,0.0404,0.0339,0.738,0.114,0.0372,127.615,383920.0,4,10 +Ritt Momney,Set The Table (feat. Claud),57.0,0.554,0.792,,-3.809,1,0.0263,0.237,0.00303,0.121,0.237,137.484,195351.0,4,6 +Florida Georgia Line,Always Gonna Love You,72.0,0.543,0.723,6.0,-4.892,1,0.0499,0.165,,0.11,0.428,143.028,2.95045,4,4 +Tampa Red,You Missed A Good Man,18.0,0.753,0.22,8.0,-15.902,1,0.0362,0.994,0.0493,0.121,0.738,88.053,214227.0,4,2 +Two Fingers,Seesayer,43.0,0.501,0.745,,-5.787,1,0.0391,0.000174,0.794,0.126,0.165,173.097,207627.0,4,10 +zebrahead,Falling Apart,56.0,0.543,0.99,1.0,-3.116,1,0.15,0.00121,,0.416,0.2,111.98,189467.0,4,10 +Iron Maiden,Bring Your Daughter... to the Slaughter - 2015 Remaster,49.0,0.281,0.916,9.0,-4.676,1,0.0655,0.0282,3.16e-06,0.157,0.532,146.645,283693.0,4,8 +SoFaygo,Knock Knock,80.0,0.669,0.629,1.0,-6.032,0,0.0657,0.0485,,0.346,0.683,125.935,139729.0,4,5 +Langhorne Slim,Life Is Confusing,45.0,0.373,0.216,1.0,-11.41,1,0.0326,0.955,0.00105,0.0739,0.496,129.03,171413.0,4,9 +Jungle,Keep Moving - The Blessed Madonna remix / Edit,54.0,0.713,0.735,10.0,-5.502,0,0.051,0.000879,0.535,0.235,0.501,125.995,257263.0,4,1 +Boston,Peace of Mind,,0.421,0.677,4.0,-6.183,1,0.0343,0.000989,9.65e-05,0.211,0.683,127.67,5.05978333,4,10 +Chad Tepper,Enough,46.0,0.581,0.791,2.0,-6.872,1,0.07,0.00141,,0.0716,0.582,161.927,201852.0,4,9 +Digga D,Gun Man Sound,53.0,0.82,0.679,,-5.996,1,0.394,0.756,,0.277,0.593,143.748,135224.0,4,5 +Land of Talk,A/B Futures,31.0,0.36,0.679,1.0,-8.924,0,0.0432,0.00531,0.406,0.0998,0.369,148.049,219606.0,4,6 +Abyss Walker,Parasite,29.0,0.291,0.963,9.0,-4.671,0,0.138,0.00128,0.0015,0.352,0.118,104.984,231643.0,4,8 +Scoredatura,Kanangra,26.0,0.472,0.821,7.0,-5.965,1,0.0832,5.52e-05,0.792,0.0581,0.336,142.1,442500.0,4,8 +Lone Survivors,Lost in my Mind,27.0,0.317,0.898,,-5.411,1,0.0986,1.93e-05,0.343,0.359,0.665,122.994,268973.0,4,8 +Alina Pash,HATE,30.0,0.674,0.695,8.0,-7.656,1,0.109,0.195,0.324,0.102,0.336,139.848,212570.0,4,6 +Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,10 +Gus Dapperton,Medicine,56.0,0.602,0.395,4.0,-4.749,1,0.027,0.113,4.34e-06,0.243,0.209,129.942,240782.0,4,9 +Sweet,Ballroom Blitz,57.0,0.626,0.879,6.0,-6.6,0,0.0777,0.0228,0.000193,0.0471,0.878,108.434,240629.0,4,10 +SLANDER,Love Is Gone - Acoustic,83.0,0.541,0.153,6.0,-10.654,1,0.0303,0.882,1.66e-06,0.16,0.359,139.644,176972.0,4,9 +"Andrew Lloyd Webber, Jian Wang, Göran Söllscher",Cats: Memory,,0.25,0.0224,7.0,-27.378,1,0.0506,0.99,0.937,0.101,0.138,94.884,4.011333333,4,7 +Emperor,Ye Entrancemperium,38.0,0.141,0.938,,-4.221,1,0.065,7.68e-05,0.879,0.434,0.0359,139.186,314907.0,5,8 +Andre Williams,Bacon Fat,14.0,0.469,0.418,,-9.739,1,0.248,0.828,,0.129,0.729,200.9,183133.0,4,2 +Arrested Youth,98 Degrees,58.0,0.679,0.804,6.0,-3.886,1,0.0439,0.0857,5.97e-06,0.19,0.64,80.981,167127.0,4,10 +Meg Stiles,Salt of the earth,47.0,0.473,0.0506,7.0,-19.254,1,0.113,0.993,0.942,0.11,0.339,87.552,3.043583333,3,7 +Not My God,Fiction,36.0,0.531,0.378,2.0,-12.876,1,0.0408,0.0227,0.886,0.315,0.0732,98.423,236375.0,4,8 +Tinie Tempah,Wifey,48.0,0.722,0.667,8.0,-3.924,0,0.194,0.585,,0.201,0.662,142.226,195134.0,4,5 +Gorillaz,Feel Good Inc.,82.0,0.818,0.705,6.0,-6.679,1,0.177,0.00836,0.00233,0.613,0.772,138.559,222640.0,4,1 +Caspr,Coke Nose,3.0,0.668,0.645,1.0,-5.986,0,0.0483,0.0131,1.65e-05,0.138,0.424,155.013,164118.0,4,9 +Billy Price,Going to the Shack,9.0,0.774,0.696,8.0,-5.297,1,0.0585,0.479,0.000533,0.199,0.877,110.956,255693.0,4,2 +JAY-Z,Numb / Encore,76.0,0.687,0.793,2.0,-4.254,1,0.166,0.0603,,0.582,0.751,107.045,205733.0,4,10 +"A.R. Rahman, Jonita Gandhi, Hriday Gattani",Main Tumhara,62.0,0.236,0.14,7.0,-13.478,1,0.0343,0.916,0.000148,0.087,0.123,76.805,4.3121,4,3 +Piglet,"Little Bubble, Where You Going?",33.0,0.529,0.828,7.0,-6.686,1,0.0361,0.235,0.902,0.184,0.342,132.033,297000.0,4,10 +Rapsody,Power,39.0,0.441,0.854,4.0,-5.509,0,0.486,0.00274,,0.175,0.597,81.309,334787.0,4,5 +John Mayer,I Guess I Just Feel Like,71.0,0.555,0.528,4.0,-8.033,1,0.0267,0.613,0.0997,0.122,0.162,159.8,285480.0,4,9 +Blur,Out of Time,51.0,0.529,0.455,,-8.603,1,0.0274,0.0424,0.00364,0.364,0.318,138.678,233373.0,4,6 +AC/DC,Let There Be Rock,63.0,0.332,0.725,11.0,-5.809,0,0.116,0.000209,0.607,0.0767,0.422,182.364,366347.0,4,10 +Or Edry,◊ú◊ë ◊¶◊®,24.0,0.516,0.522,,-9.742,1,0.026,0.0488,0.00108,0.155,0.249,130.064,243136.0,4,6 +Dan Croll,On Top,43.0,0.677,0.455,9.0,-8.856,1,0.0888,0.403,0.0583,0.111,0.523,154.214,208391.0,4,6 +Ween,Ocean Man - Live,22.0,0.718,0.836,7.0,-6.219,1,0.0345,0.536,0.0666,0.822,0.957,122.237,162960.0,4,10 +Body Count,Bum-Rush,44.0,0.511,0.967,8.0,-1.721,1,0.0995,2.43e-05,0.000785,0.308,0.351,141.336,203560.0,4,8 +Brand X,Red,25.0,0.372,0.581,11.0,-10.344,1,0.0304,0.0106,0.899,0.0979,0.143,96.214,362067.0,4,10 +ERRA,Gungrave,58.0,0.481,0.97,6.0,-2.684,0,0.0695,1.23e-05,0.0102,0.206,0.345,100.013,240525.0,4,8 +Gary Clark Jr.,Low Down Rolling Stone,57.0,0.337,0.809,,-2.969,0,0.0327,0.00738,0.000272,0.319,0.319,145.879,258200.0,4,2 +Kevin Gates,Big Gangsta,80.0,0.879,0.574,10.0,-5.602,0,0.391,0.519,8.76e-06,0.144,0.346,144.911,243463.0,4,5 +Ricky Warwick,When Life Was Hard & Fast,30.0,0.459,0.973,5.0,-5.917,0,0.0672,0.000718,0.156,0.39,0.417,144.95,248320.0,4,10 +Florida Georgia Line,H.O.L.Y. - Acoustic,53.0,0.542,0.398,10.0,-6.533,1,0.0263,0.75,,0.104,0.561,78.063,193467.0,4,9 +my bloody valentine,only shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,1 +The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,1 +Blondie,Call Me,70.0,0.56,0.825,2.0,-6.711,0,0.0347,0.000785,0.00246,0.0892,0.74,142.669,212600.0,4,10 +Digable Planets,Where I'm From,60.0,0.876,0.42,,-18.246,0,0.279,0.188,0.00186,0.0668,0.706,98.304,275342.0,4,5 +Jim Jones,Three Cuts (feat. Maino),36.0,0.42,0.835,,-4.231,1,0.364,0.0733,,0.102,0.389,176.944,155455.0,4,5 +Diddy,Diddy (feat. The Neptunes),47.0,0.797,0.847,6.0,-1.79,0,0.237,0.384,0.000388,0.0566,0.962,100.178,234773.0,4,5 +FRDZ,Ausente,20.0,0.376,0.399,4.0,-10.328,1,0.0401,0.027,0.916,0.192,0.487,70.212,141307.0,4,10 +Queensr√øche,Man the Machine,34.0,0.433,0.943,2.0,-4.483,1,0.0673,1.46e-05,0.0314,0.222,0.262,96.006,230613.0,4,8 +Visions of Atlantis,A Journey to Remember,12.0,0.418,0.915,10.0,-7.245,0,0.0655,0.00159,,0.063,0.27,199.998,246109.0,4,8 +zebrahead,Anthem,52.0,0.378,0.985,,-3.86,1,0.262,0.00827,,0.534,0.41,193.035,213133.0,4,10 +Snow Tha Product,Never Be Me,58.0,0.84,0.6,11.0,-8.323,0,0.14,0.262,,0.0955,0.489,150.053,144244.0,4,5 +Dirty Heads,Earthquake Weather,55.0,0.756,0.73,9.0,-7.833,1,0.0706,0.133,1.01e-06,0.331,0.65,104.966,205733.0,4,10 +Gravemind,Lifelike,37.0,0.206,0.988,1.0,-1.986,1,0.302,0.000454,0.0438,0.0568,0.224,96.955,240202.0,4,8 +LUWTEN,Standstill,41.0,0.747,0.342,1.0,-12.199,1,0.0584,0.824,0.00334,0.092,0.354,127.998,256040.0,4,6 +Tides From Nebula,Dopamine,44.0,0.481,0.827,1.0,-6.83,1,0.0361,4.67e-06,0.827,0.19,0.0345,102.033,289289.0,4,8 +Kavita Krishnamurthy,Main Cheez Badi Hoon (With Jhankar Beats),20.0,0.623,0.86,10.0,-10.802,0,0.0857,0.189,3.19e-05,0.0685,0.837,165.483,6.003783333,4,3 +Buffalo Killers,Get It,36.0,0.494,0.767,9.0,-6.291,1,0.0342,0.0726,0.02,0.194,0.627,150.076,190586.0,4,8 +Aviv Geffen,◊¢◊ï◊ú◊ù ◊ó◊ì◊©,14.0,0.235,0.724,7.0,-5.852,1,0.0403,0.00145,,0.34,0.159,72.251,189093.0,4,10 +Geeta Dutt,Piya Aiso Jiya Men Samaya Gayo,18.0,0.529,0.508,4.0,-4.938,1,0.0507,0.872,,0.265,0.714,65.809,4.256216667,3,3 +Jacques Greene,Promise,43.0,0.565,0.468,8.0,-8.959,0,0.047,0.794,0.905,0.216,0.079,155.006,209806.0,4,1 +J Hus,Play Play (feat. Burna Boy),65.0,0.763,0.704,,-4.818,1,0.308,0.275,,0.108,0.735,90.005,205640.0,4,9 +Bambounou,Up a While,29.0,0.695,0.757,2.0,-10.814,1,0.072,0.00182,0.0951,0.0997,0.4,127.009,215330.0,4,1 +Ry Cooder,Available Space,36.0,0.568,0.434,7.0,-14.17,1,0.0379,0.639,0.626,0.229,0.694,147.388,134067.0,4,2 +Chevron,Stay,17.0,0.771,0.824,6.0,-5.33,0,0.429,0.000449,0.553,0.0849,0.84,122.017,179016.0,4,6 +Mbosso,Baikoko,42.0,0.783,0.891,5.0,-4.402,0,0.309,0.513,,0.127,0.872,102.065,211912.0,4,9 +Oscar Peterson Trio,Things Ain't What They Used To Be,37.0,0.558,0.057,1.0,-24.249,1,0.0535,0.909,0.582,0.0929,0.289,78.852,276133.0,4,2 +SOJA,Beacon Of Light,38.0,0.606,0.749,10.0,-4.038,0,0.158,0.0882,,0.567,0.742,158.038,200956.0,4,10 +DIAMANTE,Iris,59.0,0.381,0.65,4.0,-5.706,1,0.0318,0.00183,,0.333,0.152,154.773,224860.0,3,10 +"Monsieur de Sainte-Colombe, Philippe Pierlot, Lucile Boulanger",Concert XLI: Le Retour,25.0,0.131,0.0621,,-23.623,1,0.0458,0.847,0.892,0.104,0.231,70.019,6.549116667,4,7 +Buddy Guy,Stone Crazy,49.0,0.45,0.561,2.0,-7.491,1,0.129,0.824,0.00122,0.228,0.522,169.867,429400.0,3,2 +Jack White,Sixteen Saltines,55.0,0.603,0.868,11.0,-7.879,0,0.0887,0.0136,7.04e-06,0.0767,0.679,131.532,155720.0,4,10 +Prospective,Deadman,,0.438,0.987,1.0,-4.83,1,0.151,8.16e-05,0.0546,0.348,0.158,100.009,204002.0,4,10 +Bonnie Raitt,Shakin' Shakin' Shakes,21.0,0.342,0.976,5.0,-4.585,1,0.199,0.148,0.00553,0.303,0.524,207.906,290160.0,4,2 +Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,1 +Tails,second thoughts,44.0,0.707,0.704,5.0,-8.159,1,0.0416,0.658,0.097,0.0799,0.138,134.007,252537.0,4,6 +Deadlights,Sudden Life / Sudden Death,36.0,0.307,0.992,6.0,-1.846,0,0.261,0.000321,4.11e-05,0.363,0.21,76.318,231000.0,4,8 +BABYMETAL,Kagerou,31.0,0.341,0.969,5.0,-7.105,0,0.113,6.36e-06,0.714,0.985,0.258,194.976,335310.0,4,8 +Agam,The Celestial Nymph (Manassi Dussaham),25.0,0.535,0.498,7.0,-8.768,1,0.0346,0.0184,0.00723,0.191,0.334,150.031,8.51725,1,0 +Jake Bugg,Trouble Town,42.0,0.628,0.926,11.0,-5.156,0,0.0603,0.386,0.0364,0.383,0.803,111.171,170093.0,4,10 +Chip,Hear Dis - Instrumental,13.0,0.418,0.907,9.0,-8.694,1,0.257,0.517,0.913,0.148,0.523,174.879,200113.0,4,5 +Talat Mahmood,Jalte Hain Jiske Liye,24.0,0.5,0.245,1.0,-10.208,1,0.03,0.929,1.5e-06,0.108,0.507,83.957,4.108216667,3,3 +Cold,Just Got Wicked,47.0,0.362,0.979,5.0,-4.192,1,0.215,0.0126,5.2e-06,0.309,0.254,171.22,241067.0,4,8 +Rob Mayes,Slip & Roll (feat. Jason Charles Miller),38.0,0.627,0.832,9.0,-5.603,0,0.0356,0.0146,0.0107,0.0917,0.674,121.995,204547.0,4,10 +Lakshmi Shankar,Kahe Kanha Karat Barjori,3.0,0.524,0.808,7.0,-8.979,1,0.441,0.841,1.25e-06,0.317,0.934,97.115,3.89045,4,3 +Nathan Goshen,◊ë◊ê◊™◊ô ◊ú◊ó◊ú◊ï◊ù,46.0,0.363,0.72,5.0,-6.612,0,0.113,0.173,,0.0822,0.376,171.863,199407.0,4,9 +◊ê◊®◊ô◊ß ◊ê◊ô◊ô◊†◊©◊ò◊ô◊ô◊ü,◊ñ◊î ◊ú◊ê ◊ë◊ì◊ô◊ï◊ß ◊í◊¢◊í◊ï◊¢,25.0,0.6,0.716,2.0,-5.13,1,0.0252,0.625,0.00098,0.124,0.624,135.026,277227.0,4,10 +Mumford & Sons,The Wolf,54.0,0.42,0.825,2.0,-5.343,1,0.0468,0.000559,0.728,0.183,0.307,152.934,221240.0,4,10 +Soko,Looking For Love,41.0,0.654,0.721,9.0,-6.243,0,0.029,0.193,0.00909,0.365,0.607,103.984,171013.0,4,1 +Metallica,St. Anger,60.0,0.396,0.947,2.0,-2.652,0,0.0477,0.00115,0.0179,0.089,0.443,93.043,441132.0,4,8 +Nitin Sawhney,Homelands,42.0,0.4,0.576,2.0,-14.15,1,0.0386,0.354,0.097,0.438,0.538,106.103,6.037783333,4,0 +10 Years,The Shift,55.0,0.498,0.949,11.0,-4.367,0,0.0575,0.000324,0.0232,0.0783,0.517,95.027,180691.0,3,10 +The Bones of J.R. Jones,The Heat,48.0,0.588,0.841,2.0,-4.374,1,0.0802,0.144,0.000511,0.0369,0.682,92.992,194332.0,4,2 +Rami Fortis,◊™◊ú◊ï◊ô ◊¢◊ú ◊î◊¶◊ú◊ë,28.0,0.485,0.792,4.0,-9.152,0,0.0249,0.00119,0.000896,0.0807,0.303,100.563,281893.0,4,10 +Imperio Argentina,√âchale Guindas al Pavo,10.0,0.618,0.484,2.0,-6.0,1,0.11,0.835,9.66e-05,0.182,0.813,115.757,212067.0,3,9 +JayXander,HOODIES,57.0,0.608,0.79,6.0,-6.086,1,0.156,0.0666,8.38e-05,0.325,0.851,155.18,180314.0,4,9 +Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,1 +Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,10 +Lxst,Talk to Me,8.0,0.664,0.433,8.0,-9.75,1,0.0673,0.317,,0.131,0.4,82.937,129397.0,4,5 +Biig Piig,Lavender,54.0,0.795,0.329,10.0,-14.475,0,0.0297,0.769,0.117,0.111,0.214,102.484,191493.0,4,6 +Walter Wolfman Washington,You Can Stay But The Noise Must Go On,14.0,0.796,0.635,3.0,-11.872,1,0.0469,0.322,0.000135,0.113,0.825,97.791,380493.0,4,2 +The Cribs,Men's Needs,54.0,0.546,0.946,1.0,-2.287,0,0.0495,0.000108,5.92e-05,0.0688,0.814,121.995,198453.0,4,6 +Lil B,Wonton Soup,35.0,0.645,0.797,4.0,-5.943,0,0.132,0.0363,,0.247,0.367,129.956,351240.0,4,9 +Elmore James,Mean and Evil,27.0,0.749,0.46,9.0,-7.147,1,0.0433,0.738,0.0102,0.0727,0.66,95.801,136147.0,4,2 +Internet Girl,living far away,44.0,0.54,0.728,9.0,-7.253,1,0.0829,0.0848,4.45e-05,0.0379,0.616,159.994,178500.0,4,10 +Shelly West,Jose Cuervo,17.0,0.697,0.588,7.0,-9.416,1,0.0759,0.305,,0.117,0.816,115.339,2.714,4,4 +Vincenzo Martinelli,Malaguena,43.0,0.421,0.104,,-21.792,1,0.0562,0.967,0.911,0.131,0.198,108.954,6.991333333,4,7 +BRS Kash,Throat Baby (Go Baby) (with DaBaby & City Girls) - Remix,72.0,0.878,0.475,1.0,-8.42,0,0.324,0.00984,,0.167,0.397,131.988,211610.0,4,5 +MIA GLADSTONE,GO,48.0,0.869,0.552,,-10.586,0,0.079,0.0399,0.000158,0.128,0.811,114.005,206165.0,4,6 +Janis Joplin,Piece Of My Heart,54.0,0.482,0.883,4.0,-3.348,1,0.0754,0.0891,0.00422,0.266,0.594,80.687,253805.0,4,10 +Sam Smith,Too Good At Goodbyes,80.0,0.681,0.372,5.0,-8.237,1,0.0432,0.64,,0.169,0.476,91.873,201000.0,4,9 +Måns & Dotter,Myren,44.0,0.549,0.169,7.0,-16.415,1,0.0401,0.925,0.814,0.112,0.15,115.063,2.5992,3,7 +Johnny Burnette & The Rock 'N' Roll Trio,Oh Baby Babe - Single Version,36.0,0.707,0.77,,-9.284,1,0.0828,0.179,4.08e-05,0.0867,0.849,118.992,140507.0,4,10 +The Oil Barons,Vitch,23.0,0.273,0.889,5.0,-7.038,1,0.0998,0.00878,0.652,0.411,0.22,130.041,358283.0,4,1 +Charlie James-Walker,Where Are You Going,41.0,0.713,0.204,8.0,-16.074,1,0.0311,0.759,0.449,0.147,0.18,112.292,3.151083333,4,7 +Santana,"Soul Sacrifice - Live at The Woodstock Music & Art Fair, August 16, 1969",43.0,0.438,0.78,2.0,-11.26,1,0.0579,0.0969,0.794,0.723,0.84,138.933,709333.0,4,10 +G. Love & Special Sauce,Drinkin' Wine,19.0,0.799,0.693,11.0,-8.279,0,0.0484,0.0698,9.04e-05,0.0453,0.789,98.031,253693.0,4,2 +Melanie,Mr. Tambourine Man - Live at Woodstock,28.0,0.508,0.121,7.0,-20.006,1,0.0381,0.937,2.06e-05,0.403,0.568,114.578,146307.0,4,10 +Civilian,Wye Oak,22.0,0.389,0.698,8.0,-7.214,0,0.0314,0.00026,0.216,0.135,0.405,90.853,3.681966667,4,0 +The Doors,L.A. Woman,3.0,0.354,0.731,2.0,-9.178,1,0.0382,0.0812,0.00124,0.115,0.697,170.633,471160.0,4,10 +Neil Shannon Quartet,Footprints,38.0,0.414,0.302,,-16.19,0,0.0272,0.918,0.473,0.125,0.423,144.989,2.962166667,3,7 +Anz,Unravel in the Designated Zone,41.0,0.733,0.762,3.0,-6.516,0,0.068,0.000433,0.901,0.384,0.749,130.005,288000.0,4,1 +Westlife,It's You,,0.499,0.506,,-5.126,1,0.0274,0.501,,0.117,0.309,74.854,4.099783333,4,9 +PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,1 +The Faim,Summer Is a Curse,54.0,0.473,0.757,9.0,-5.103,1,0.0483,0.000727,,0.151,0.425,168.005,181216.0,4,9 +"Kishore Kumar, Suman Kalyanpur",Tera Mera Mera Tera Mil Gaya Dil Dil Say - Nagin / Soundtrack Version,9.0,0.377,0.894,2.0,-5.028,1,0.103,0.826,7.63e-05,0.373,0.757,146.967,7.27645,4,3 +FIDLAR,By Myself,49.0,0.63,0.902,7.0,-4.265,1,0.103,0.00427,,0.328,0.759,120.964,214641.0,4,10 +Helisir,I Riden S√•,40.0,0.424,0.215,8.0,-10.49,0,0.0336,0.958,7.56e-06,0.119,0.225,173.616,313879.0,3,8 +Wear Your Wounds,Rust on the Gates of Heaven,20.0,0.0961,0.425,,-7.878,1,0.0396,0.0138,0.842,0.136,0.19,160.107,404706.0,4,8 +Ja Rule,Holla Holla,49.0,0.883,0.622,11.0,-7.968,1,0.35,0.0266,,0.0869,0.499,92.969,264533.0,4,5 +Violent Soho,Vacation Forever,33.0,0.491,0.917,7.0,-3.055,1,0.0685,0.000446,1.06e-05,0.232,0.318,129.097,268519.0,4,10 +Mickey Baker,Old Devil Moon,27.0,0.5,0.714,,-7.949,1,0.0307,0.471,0.531,0.079,0.872,143.469,167093.0,4,2 +Cara Rose,Learn to Speak,45.0,0.459,0.11,6.0,-15.049,0,0.0352,0.89,3.03e-05,0.118,0.329,66.662,256512.0,4,9 +Eric Church,Hell Of A View,70.0,0.689,0.582,5.0,-6.778,1,0.0236,0.119,0.00464,0.101,0.883,99.021,2.921333333,4,4 +The Academy Is...,About a Girl,55.0,0.292,0.933,9.0,-4.371,1,0.064,0.000221,9.86e-06,0.473,0.296,202.012,210333.0,4,10 +Phish,Water in the Sky,23.0,0.528,0.756,,-8.53,1,0.0289,0.322,0.36,0.0849,0.724,135.45,149240.0,4,10 +White Denim,No Nee Ta Slode Aln,34.0,0.35,0.782,11.0,-6.944,0,0.161,0.000711,0.000981,0.128,0.568,164.661,241827.0,4,6 +Razorlight,Wire To Wire,57.0,0.579,0.331,9.0,-7.532,0,0.0288,0.585,,0.172,0.139,117.33,178280.0,4,10 +Don McLean,American Pie,75.0,0.531,0.481,4.0,-11.709,0,0.06,0.699,,0.0842,0.491,138.45,516893.0,4,10 +Ronnie Milsap,What Goes On When The Sun Goes Down,,0.693,0.484,5.0,-10.004,1,0.0281,0.661,1.22e-06,0.12,0.902,132.879,2.88,4,4 +Cosmic Neighbourhood,Weird Beard,7.0,0.502,0.685,5.0,-11.596,0,0.0608,0.048,0.11,0.394,0.315,96.988,573306.0,4,6 +Mitchell Tenpenny,Truth About You,69.0,0.492,0.708,10.0,-4.639,1,0.0334,0.0975,,0.12,0.697,161.989,3.38395,4,4 +Kumar Sanu,Pehli Pehli Baar Jab,29.0,0.653,0.833,11.0,-11.343,0,0.0635,0.00151,0.000137,0.335,0.807,135.087,4.533333333,4,3 +Backstreet Boys,Don't Go Breaking My Heart,50.0,0.643,0.703,,-5.573,1,0.0913,0.0218,,0.0964,0.246,95.041,3.5954,4,9 +David Halliday,Sometimes It Snows in April,49.0,0.604,0.111,4.0,-14.403,1,0.034,0.979,0.768,0.083,0.126,100.084,9.821783333,4,7 +Mylets,Hungover Tehran,24.0,0.474,0.949,1.0,-4.624,0,0.0498,0.0184,0.751,0.799,0.646,140.189,256630.0,4,10 +Dermot Kennedy,Outnumbered,70.0,0.614,0.684,,-5.79,1,0.157,0.247,,0.0976,0.258,156.85,245700.0,4,9 +LEISURE,Slipping Away,66.0,0.707,0.547,11.0,-9.021,0,0.0389,0.43,0.16,0.101,0.767,78.0,235507.0,4,6 +Caspian,Echo and Abyss,34.0,0.407,0.682,10.0,-9.066,1,0.0431,0.00215,0.899,0.0618,0.0519,122.011,344587.0,4,10 +Jonny Lang,Make It Move,25.0,0.633,0.469,4.0,-6.082,1,0.11,0.479,,0.118,0.665,77.589,209120.0,4,2 +Frameworks,Cusp - Edit,37.0,0.733,0.726,5.0,-9.894,0,0.0366,0.278,0.83,0.173,0.0823,117.991,249080.0,4,1 +Shrezzers,Demure,44.0,0.365,0.94,1.0,-3.325,0,0.151,0.000727,0.000226,0.093,0.318,199.918,252300.0,4,8 +Stereophonics,Handbags And Gladrags,62.0,0.328,0.726,3.0,-3.935,1,0.0312,0.0286,0.000643,0.167,0.21,134.639,277387.0,4,10 +Entombed,Wolverine Blues,47.0,0.348,0.973,10.0,-4.818,0,0.0716,0.000457,0.781,0.135,0.374,152.235,133067.0,1,8 +John Roberts,Zero,27.0,0.31,0.687,5.0,-14.263,0,0.0968,0.0883,0.873,0.0957,0.042,203.117,292794.0,3,6 +The Heavy Eyes,Late Night,34.0,0.376,0.741,10.0,-6.192,1,0.0881,4.52e-05,0.00709,0.0277,0.584,122.44,149973.0,3,10 +"Dilermando Reis, Panos Megarchiotis",Se Ela Perguntar,39.0,0.529,0.122,4.0,-16.629,0,0.065,0.981,0.949,0.0935,0.328,119.635,3.305333333,3,7 +Tartalo Music,Jaun Zuria,41.0,0.488,0.621,4.0,-12.605,0,0.0296,0.0728,0.934,0.0847,0.557,98.091,149388.0,4,8 +Architects,Dead Butterflies,59.0,0.433,0.863,3.0,-4.941,0,0.0565,0.00148,0.00342,0.0931,0.425,125.021,242407.0,4,8 +Widowspeak,When I Tried,32.0,0.307,0.869,,-4.433,1,0.0452,0.0801,0.336,0.205,0.514,139.167,282557.0,4,10 +Mascara,Near,11.0,0.137,0.833,8.0,-7.031,1,0.0633,5.15e-05,0.305,0.0933,0.22,157.976,296078.0,4,10 +Autonomy,Black Dog,35.0,0.406,0.255,4.0,-13.243,1,0.0331,0.952,0.852,0.11,0.0808,77.739,2.13325,4,7 +3 H√ºrel,Sevenler Aƒülarmƒ±≈ü,29.0,0.426,0.744,7.0,-10.153,1,0.0636,0.00143,0.189,0.18,0.655,134.714,353693.0,4,10 +Rammstein,RADIO,66.0,0.652,0.894,,-5.145,0,0.0409,0.00404,0.00381,0.124,0.76,132.03,277397.0,4,8 +Laureline,Get Better,30.0,0.653,0.926,2.0,-4.579,1,0.0329,0.0361,0.000987,0.123,0.603,106.998,206400.0,4,9 +The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,6 +Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,9 +Aerosmith,Amazing,67.0,0.308,0.747,,-5.434,1,0.037,0.0645,8.27e-05,0.431,0.278,139.454,356160.0,4,10 +Blur,Girls & Boys,68.0,0.693,0.875,7.0,-8.354,0,0.0315,0.00971,,0.0601,0.901,120.048,259387.0,4,1 +Jammer,Built This City,34.0,0.548,0.765,11.0,-7.873,0,0.304,0.675,,0.14,0.652,136.76,153954.0,4,5 +Magnus Karlsson‚Äôs Free Fall,Dreams and Scars (feat. Renan Zonta),37.0,0.436,0.852,10.0,-7.491,0,0.0556,0.000105,4.23e-05,0.105,0.301,140.028,303347.0,4,8 +Micah Edwards,I Never Like It When You Leave,40.0,0.665,0.456,5.0,-9.745,1,0.0331,0.804,0.0207,0.14,0.823,112.056,194203.0,4,2 +Bahamadia,Uknowhowwedu,56.0,0.534,0.596,6.0,-10.289,1,0.388,0.641,2.16e-05,0.276,0.908,185.733,214867.0,4,5 +Robert Johnson,Me and the Devil Blues,46.0,0.717,0.111,11.0,-13.805,1,0.0873,0.931,0.000163,0.107,0.15,82.181,154667.0,4,2 +Scarface,On My Block,8.0,0.833,0.918,10.0,-3.053,1,0.176,0.177,,0.0535,0.646,82.774,214533.0,4,5 +DYVR,Holding Back,31.0,0.611,0.507,4.0,-13.832,0,0.0424,0.382,0.13,0.732,0.0841,119.939,300250.0,4,10 +Jeff Buckley,Grace,57.0,0.546,0.867,11.0,-4.235,0,0.0354,0.0256,0.000229,0.221,0.189,127.988,322040.0,4,1 +The Struts,One Night Only,48.0,0.204,0.897,,-2.32,1,0.0986,0.0128,1.94e-05,0.523,0.317,159.005,256451.0,4,10 +Efya,The One,37.0,0.665,0.725,,-3.153,1,0.0568,0.325,5.78e-05,0.11,0.619,85.031,206000.0,4,9 +Ran Danker,◊ë◊ô◊™ ◊û◊©◊ï◊í◊¢◊ô◊ù,60.0,0.778,0.577,5.0,-6.766,0,0.173,0.104,2.97e-06,0.122,0.361,99.05,169848.0,4,9 +iogi,so sad,33.0,0.608,0.617,11.0,-8.017,1,0.0315,0.111,0.0102,0.159,0.595,88.027,267837.0,4,10 +Jamie T,Zombie,59.0,0.544,0.914,4.0,-4.337,1,0.063,0.0113,,0.485,0.699,145.09,246187.0,4,6 +Ayron Jones,Supercharged,,0.566,0.963,1.0,-3.835,0,0.05,0.000618,6.77e-05,0.361,0.861,130.059,182065.0,4,10 +"Mohammed Rafi, Amitabh Bachchan, Rishi Kapoor",Chal Mere Bhai - Naseeb / Soundtrack Version,36.0,0.612,0.606,7.0,-9.22,0,0.033,0.486,,0.077,0.843,79.423,6.825333333,4,3 +Doli & Penn,◊ï◊ê◊ñ ◊ê◊™ ◊™◊®◊ê◊ô,49.0,0.432,0.497,8.0,-8.211,1,0.0433,0.559,1.13e-06,0.0807,0.35,167.708,195976.0,3,9 +Faze Miyake,Lei Wulong,7.0,0.642,0.828,2.0,-6.565,1,0.0358,0.0321,0.876,0.201,0.218,134.948,242533.0,4,5 +Public Enemy,Bring The Noise,1.0,0.791,0.95,4.0,-5.618,0,0.248,0.0885,,0.0783,0.752,110.185,227013.0,4,5 +Train,Drive By,77.0,0.765,0.837,1.0,-3.113,0,0.032,0.00107,1.06e-05,0.0801,0.721,122.028,195973.0,4,10 +Marlo The Barbarian,"Real Friends, Fake Friends",40.0,0.641,0.801,7.0,-4.092,0,0.0467,0.288,,0.342,0.516,127.955,204375.0,4,10 +Scattered Hamlet,Friends (2020 Anniversary),27.0,0.467,0.937,1.0,-3.978,0,0.0459,6.12e-05,5.94e-05,0.0722,0.781,164.101,214555.0,4,8 +Valley,Like 1999,69.0,0.733,0.382,7.0,-7.955,1,0.0459,0.132,,0.162,0.517,98.027,144743.0,4,9 +Zachary Knowles,johnny & june,52.0,0.597,0.43,8.0,-8.036,0,0.0397,0.698,1.88e-05,0.192,0.526,181.949,164419.0,3,9 +Clean Bandit,Tick Tock (feat. 24kGoldn),81.0,0.779,0.705,,-3.895,1,0.0344,0.369,7.91e-06,0.124,0.946,101.022,178374.0,4,9 +Bob Dylan,Girl from the North Country,66.0,0.607,0.142,7.0,-23.455,1,0.0382,0.843,0.000197,0.121,0.305,118.867,220400.0,4,10 +Ryan Culwell,Head Like A Hole,,0.561,0.614,4.0,-6.358,0,0.0391,0.621,1.52e-05,0.109,0.164,112.892,230000.0,4,10 +The Tangent,A Case of Misplaced Optimism,26.0,0.736,0.552,5.0,-12.308,1,0.044,0.587,0.000876,0.288,0.524,100.012,373213.0,4,10 +Britney Spears,Born to Make You Happy,60.0,0.633,0.922,11.0,-4.842,0,0.0454,0.116,0.000465,0.071,0.686,84.11,4.058883333,4,9 +Billy Joel,My Life,71.0,0.741,0.647,2.0,-12.878,1,0.0427,0.108,0.00139,0.0555,0.804,131.097,284000.0,4,10 +D Double E,Don,49.0,0.778,0.691,1.0,-4.936,1,0.259,0.00755,3.44e-06,0.104,0.195,140.183,178751.0,4,5 +Skream,Chesters Groove,,0.78,0.747,1.0,-9.192,1,0.0374,0.000376,0.921,0.0766,0.0558,127.951,457500.0,4,6 +Dinosaur Pile-Up,Long Way Down,36.0,0.396,0.858,4.0,-5.466,1,0.0344,0.000133,0.0276,0.0555,0.261,180.074,273200.0,4,10 +Engine Down,Songbird,25.0,0.594,0.752,,-5.879,0,0.029,0.0052,1.91e-05,0.0735,0.345,101.98,327800.0,4,10 +"Lafayette Harris, Jr.",Blues for Barry Harris,35.0,0.412,0.392,5.0,-15.504,1,0.0435,0.446,0.198,0.116,0.663,171.961,5.054883333,4,7 +The Curse Within,Demons,28.0,0.475,0.992,,-4.986,0,0.205,8.27e-06,0.822,0.12,0.0655,97.514,277000.0,4,8 +The Coral,Dreaming of You,65.0,0.441,0.684,9.0,-7.495,0,0.031,0.374,0.000848,0.108,0.971,199.001,141000.0,4,6 +Justice,We Are Your Friends - Justice Vs Simian,61.0,0.615,0.97,9.0,1.342,0,0.119,0.0104,0.384,0.178,0.507,122.993,262773.0,4,6 +Kaiser Chiefs,I Predict A Riot,53.0,0.392,0.979,8.0,-3.942,1,0.0762,0.0163,,0.106,0.357,158.882,234773.0,4,10 +Porno for Pyros,Tahitian Moon,49.0,0.374,0.716,7.0,-8.656,1,0.034,0.000285,0.00111,0.195,0.35,136.757,227160.0,4,10 +Simple Minds,Changeling,37.0,0.521,0.818,9.0,-11.535,1,0.0533,0.0686,0.0264,0.327,0.59,114.49,253267.0,4,6 +Shortparis,–°—Ç—Ä–∞—à–Ω–æ,49.0,0.62,0.822,11.0,-7.434,0,0.0385,0.00861,0.633,0.085,0.451,117.005,289683.0,3,6 +Bumpin Uglies,Fear,43.0,0.723,0.783,9.0,-4.967,1,0.0369,0.000825,0.000351,0.0461,0.674,98.862,216900.0,4,10 +Dire Straits,Wild West End,54.0,0.792,0.395,2.0,-12.094,1,0.0379,0.451,0.00148,0.1,0.54,132.914,282773.0,4,10 +Berry Sakharof,Tni Li Makom - Shame On Us Edit,18.0,0.605,0.872,11.0,-8.929,1,0.0469,0.221,0.812,0.127,0.311,120.971,525623.0,4,10 +Joe Bonamassa,King Bee Shakedown,36.0,0.515,0.946,9.0,-4.996,1,0.0745,0.0188,0.00117,0.226,0.537,96.066,262027.0,4,2 +Cico P,Tampa,80.0,0.888,0.408,8.0,-10.162,0,0.487,0.164,,0.0912,0.742,77.029,176160.0,4,5 +"Mukesh, Sharada",Gao Gao Jhumke,5.0,0.409,0.492,1.0,-11.279,0,0.0739,0.995,0.935,0.107,0.394,123.861,6.250883333,4,3 +Eyal Golan,◊¢◊ï◊ì ◊ì◊ß◊î ◊ê◊™ ◊†◊¢◊ú◊û◊™,34.0,0.529,0.488,7.0,-7.68,0,0.0259,0.284,1.19e-06,0.183,0.373,98.031,283290.0,4,9 +The LOX,"Money, Power & Respect (feat. DMX & Lil' Kim)",60.0,0.706,0.747,9.0,-3.901,0,0.286,0.00533,,0.204,0.505,95.547,270493.0,4,5 +"Christone ""Kingfish"" Ingram",Empty Promises,46.0,0.383,0.511,2.0,-7.143,0,0.0369,0.168,0.0061,0.256,0.294,121.049,469445.0,4,2 +Kings of Leon,Waste A Moment,67.0,0.436,0.85,2.0,-4.86,1,0.0617,0.000861,0.74,0.128,0.537,152.644,183093.0,4,10 +Calvin Harris,Promises (with Sam Smith),78.0,0.781,0.768,11.0,-5.991,1,0.0394,0.0119,4.91e-06,0.325,0.486,123.07,213309.0,4,9 +Renni Rucci,Talk,62.0,0.957,0.515,,-6.995,1,0.502,0.00235,,0.0837,0.159,129.895,121248.0,4,5 +Skegss,Fantasising,47.0,0.176,0.962,5.0,-3.139,1,0.103,1.66e-05,0.522,0.321,0.425,153.951,206733.0,4,6 +Yishay Swissa,◊ê◊†◊ô ◊ê◊ì◊ù ◊§◊©◊ï◊ò,40.0,0.77,0.553,11.0,-7.855,1,0.0647,0.475,,0.16,0.687,136.399,193500.0,4,5 +Far,Pony,43.0,0.518,0.813,8.0,-3.978,0,0.0606,0.0218,0.0398,0.856,0.786,142.013,262747.0,4,10 +Wipers,When It's Over,42.0,0.435,0.756,9.0,-4.275,0,0.0264,3.24e-05,0.788,0.208,0.346,85.524,394120.0,4,6 +Bayside,Devotion and Desire,54.0,0.296,0.9,2.0,-4.918,0,0.0922,0.000702,,0.339,0.286,184.256,209627.0,4,10 +Georgia,Running Up That Hill,56.0,0.627,0.806,1.0,-6.153,0,0.0379,0.0586,0.0504,0.556,0.413,114.022,188694.0,4,6 +La Banda del Capitan Corneta,Titi,16.0,0.572,0.868,6.0,-5.847,0,0.145,0.374,,0.154,0.967,167.827,144827.0,4,2 +Smallpools,the answer,53.0,0.659,0.931,2.0,-4.957,0,0.0326,0.0182,3.63e-05,0.347,0.861,115.965,170667.0,4,9 +Ben Harper,Found The One,30.0,0.77,0.748,,-9.103,1,0.0411,0.345,0.155,0.137,0.966,126.155,167213.0,4,2 +The Dandy Warhols,Not If You Were The Last Junkie On Earth,50.0,0.45,0.719,9.0,-8.409,1,0.0371,0.000208,,0.116,0.472,115.952,191933.0,4,10 +Kyla Brox,If You See Him,31.0,0.604,0.289,9.0,-11.734,0,0.0785,0.804,0.00416,0.221,0.159,73.989,298173.0,4,2 +The Cold Stares,I Was A Fool,42.0,0.571,0.919,7.0,-6.568,1,0.0719,0.00171,,0.227,0.321,121.01,203667.0,4,2 +MGMT,Electric Feel - Justice Remix,51.0,0.625,0.815,11.0,-3.915,1,0.177,0.0476,0.0977,0.07,0.528,107.273,327387.0,4,6 +Miguel,So I Lie,59.0,0.689,0.707,11.0,-8.815,0,0.219,0.147,0.0774,0.116,0.624,109.945,237240.0,4,1 +Mastodon,Stairway to Heaven,52.0,0.271,0.624,7.0,-6.733,0,0.0309,0.0301,0.0032,0.0737,0.242,74.611,485018.0,4,8 +Jo Rochford,San Sebastien,48.0,0.704,0.116,2.0,-17.117,1,0.0641,0.992,0.946,0.11,0.27,117.724,3.158633333,3,7 +Earthless,Uluru Rock,41.0,0.21,0.948,11.0,-5.542,0,0.107,0.000855,0.0299,0.108,0.314,117.646,848347.0,4,10 +Static & Ben El,Shake Ya Boom Boom,45.0,0.917,0.869,1.0,-3.946,1,0.15,0.071,,0.0623,0.501,104.95,201143.0,4,9 +"Amitabh Bachchan, Mukesh",Kabhi Kabhi Mere Dil Mein (with Dialogues),16.0,0.437,0.316,4.0,-9.054,1,0.0376,0.833,,0.276,0.53,110.166,5.49645,4,3 +Jonny Lang,Lie To Me,53.0,0.621,0.693,8.0,-8.755,1,0.0407,0.579,0.000295,0.0634,0.896,112.439,251307.0,4,2 +Inter Arma,Purple Rain,33.0,0.438,0.471,10.0,-7.052,1,0.0272,0.00455,0.681,0.131,0.0837,95.157,473000.0,4,8 +Little Axe,Chains,8.0,0.69,0.442,11.0,-8.788,0,0.0304,0.0849,0.0144,0.123,0.32,140.003,221594.0,4,2 +Jatin Pandit,Rooth Kar Hamse,30.0,0.333,0.424,9.0,-10.356,1,0.0295,0.767,2.84e-06,0.414,0.579,183.647,5.265116667,3,3 +Liam Gallagher,For What It's Worth,58.0,0.489,0.835,,-4.448,1,0.0332,0.00746,,0.146,0.444,145.885,251631.0,4,10 +Eddie Burns,Orange Driver,5.0,0.694,0.216,1.0,-17.952,1,0.0657,0.0126,0.0791,0.29,0.545,171.27,266600.0,3,2 +The Struts,Body Talks,57.0,0.537,0.92,10.0,-3.438,0,0.274,0.00592,,0.34,0.843,185.703,177160.0,4,10 +Hit The Lights,Fucked up Kids,48.0,0.475,0.956,1.0,-3.823,1,0.123,0.000205,,0.319,0.664,91.413,151912.0,4,10 +Foals,Like Lightning,49.0,0.552,0.779,,-4.151,1,0.0364,0.0419,0.000222,0.364,0.541,100.28,214446.0,4,1 +The Amazons,Black Magic - Acoustic,39.0,0.611,0.778,10.0,-6.566,0,0.0349,0.00118,8.6e-05,0.114,0.339,114.893,242532.0,4,10 +Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,10 +Santana,"You Just Don't Care - Live at The Woodstock Music & Art Fair, August 16, 1969",30.0,0.442,0.664,11.0,-11.766,0,0.0591,0.0196,0.377,0.726,0.405,125.021,295600.0,1,10 +Hatena,SOULLL,43.0,0.407,0.741,2.0,-8.371,1,0.225,0.0161,0.553,0.123,0.138,110.036,176269.0,4,6 +Led Zeppelin,Communication Breakdown - Remaster,52.0,0.367,0.779,9.0,-8.334,1,0.0488,0.00574,0.00708,0.288,0.794,90.354,191827.0,4,1 +B√òRNS,Electric Love,84.0,0.611,0.797,6.0,-7.627,0,0.0533,0.00543,0.00137,0.26,0.518,120.041,218107.0,4,6 +Coco Montoya,I Want To Shout About It,15.0,0.608,0.822,7.0,-5.039,1,0.0792,0.0757,0.0588,0.318,0.51,136.974,219413.0,4,2 +Seoulmoon,Festival,16.0,0.868,0.462,2.0,-7.029,1,0.0344,0.582,0.000391,0.0875,0.795,99.978,199591.0,4,10 +Anthrax,Only,50.0,0.474,0.978,11.0,-5.454,1,0.164,0.00309,,0.421,0.0722,111.217,296307.0,4,8 +Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,10 +Morgan Wade,Wilder Days,55.0,0.502,0.662,9.0,-4.041,1,0.0293,0.00322,0.00274,0.119,0.4,110.917,251293.0,4,1 +Strange Bones,England Screams,43.0,0.461,0.872,,-5.858,1,0.0567,0.000315,0.00267,0.136,0.493,111.088,189480.0,3,1 +Bring Me The Horizon,¬ø (feat. Halsey),56.0,0.51,0.789,2.0,-6.384,1,0.116,0.00799,0.674,0.838,0.13,155.971,313345.0,4,10 +Betcha,July,55.0,0.607,0.658,6.0,-5.552,0,0.0262,0.0103,0.0224,0.0537,0.567,99.983,207587.0,4,1 +Divine ScienZe,Happiness Is,34.0,0.598,0.775,10.0,-6.179,0,0.41,0.0666,,0.169,0.706,117.761,234594.0,5,5 +Black Paisley,Without Us,31.0,0.56,0.801,2.0,-5.798,0,0.0328,0.000307,,0.215,0.691,131.953,254678.0,4,8 +Kings of Leon,Crawl,55.0,0.334,0.875,4.0,-3.798,0,0.0751,0.000153,0.000494,0.413,0.322,169.426,246413.0,4,10 +Seafret,Most of Us Are Strangers,51.0,0.526,0.447,7.0,-7.03,0,0.0357,0.772,,0.046,0.336,78.699,222587.0,4,9 +Ciara,Got Me Good,61.0,0.709,0.96,8.0,-4.465,1,0.0898,0.00157,7.82e-05,0.893,0.665,133.037,232667.0,4,9 +Memoremains,Bring It On,43.0,0.534,0.95,3.0,-5.612,0,0.0576,1.97e-05,5.35e-05,0.0599,0.633,145.015,188388.0,4,8 +Stevie Wonder,Superstition,72.0,0.611,0.578,1.0,-14.171,1,0.0676,0.0598,0.0219,0.0983,0.884,100.625,266133.0,4,10 +Gary Clark Jr.,Our Love,45.0,0.615,0.416,,-7.606,0,0.024,0.334,0.011,0.0913,0.284,83.98,251520.0,3,2 +Benny Atlas,Paradise,37.0,0.729,0.676,6.0,-6.838,0,0.0297,0.279,,0.673,0.722,121.986,253619.0,4,1 +KALEO,Hey Gringo,66.0,0.748,0.704,5.0,-4.512,0,0.0344,0.0741,,0.088,0.823,110.028,284799.0,4,2 +Patti Smith,As The Night Goes By,20.0,0.779,0.291,4.0,-14.738,1,0.0395,0.259,3.26e-06,0.0485,0.419,123.09,319000.0,4,10 +King Von,The Code (feat. Polo G),72.0,0.831,0.62,6.0,-8.397,0,0.338,0.0582,,0.119,0.568,133.17,202413.0,4,5 +The Revel,And It Goes,34.0,0.521,0.948,1.0,-3.14,1,0.0395,0.00655,2.73e-06,0.195,0.686,137.947,248853.0,4,10 +Hadag Nahash,Hine Ani Ba (Here I Come),31.0,0.69,0.815,6.0,-7.256,1,0.0629,0.00242,3.37e-05,0.0844,0.62,128.903,241067.0,4,5 +Enslaved,Jettegryta,35.0,0.0981,0.882,1.0,-8.394,1,0.0799,0.0001,0.124,0.141,0.162,180.135,296000.0,4,8 +Shannon McNally,Black Rose,37.0,0.627,0.854,,-6.427,1,0.0276,0.223,0.000345,0.178,0.894,132.118,183551.0,4,1 +Atreyu,The Time Is Now,61.0,0.481,0.944,8.0,-3.665,1,0.231,0.00926,0.000328,0.278,0.396,165.02,199959.0,4,10 +Jefferson Airplane,"3/5 Of A Mile In 10 Seconds - Live at The Woodstock Music & Art Fair, August 17, 1969",25.0,0.253,0.82,9.0,-10.746,1,0.0551,0.0383,0.075,0.107,0.535,162.103,330840.0,4,10 +blink-182,Bored To Death - Steve Aoki Remix,39.0,0.508,0.875,9.0,-3.262,0,0.0615,0.00275,,0.319,0.14,160.039,238500.0,4,10 +Robert Johnson,Cross Road Blues,53.0,0.675,0.311,9.0,-11.959,1,0.0525,0.93,0.000261,0.102,0.638,97.159,149560.0,4,2 +Def Leppard,Love Bites,65.0,0.59,0.743,,-7.078,0,0.0347,0.067,0.00093,0.0847,0.412,129.79,346960.0,4,10 +Poison The Well,Nerdy,42.0,0.367,0.811,9.0,-5.862,0,0.0912,1.29e-05,,0.287,0.259,117.065,163239.0,5,8 +Briston Maroney,Freeway,46.0,0.565,0.545,7.0,-9.549,1,0.0358,0.0289,3.4e-06,0.161,0.592,79.988,251027.0,4,6 +The Blues Band,Maggie's Farm - Remastered,35.0,0.668,0.796,2.0,-7.536,1,0.0773,0.352,9.09e-06,0.278,0.823,132.258,197438.0,4,2 +Hatfield & The North,The Yes No Interlude,25.0,0.333,0.48,7.0,-14.936,1,0.0368,0.0107,0.451,0.276,0.341,145.921,421067.0,4,10 +Sanjeev T,Wake Up Rama,13.0,0.481,0.572,2.0,-8.031,1,0.0465,0.0168,0.731,0.164,0.136,170.007,308970.0,4,6 +Allison Russell,Persephone,42.0,0.585,0.404,2.0,-8.188,1,0.0477,0.458,6.42e-06,0.121,0.43,125.267,262680.0,4,1 +Anuradha Paudwal,Ek Sanam Chahiye Aashiqui Ke Liye,35.0,0.508,0.702,,-7.044,1,0.0371,0.823,0.00501,0.55,0.695,150.973,6.194933333,3,3 +Yougaslava,Frau,26.0,0.44,0.847,7.0,-7.002,1,0.0353,0.00019,0.895,0.106,0.248,122.02,285246.0,4,6 +Jucee Froot,No Broke Dick,54.0,0.814,0.679,2.0,-6.005,1,0.181,0.195,,0.375,0.397,141.956,191471.0,4,5 +Dudu Aharon,◊î◊©◊û◊ó◊î ◊©◊ú◊†◊ï,29.0,0.753,0.79,,-4.147,0,0.0606,0.385,,0.0868,0.644,111.948,210602.0,4,9 +Dorotheo,Caballerango,35.0,0.516,0.902,7.0,-9.775,1,0.155,0.264,0.909,0.112,0.0841,136.071,265851.0,4,10 +Smash Into Pieces,Ride with U,46.0,0.638,0.76,1.0,-4.215,0,0.0322,0.0793,,0.438,0.786,110.047,191182.0,4,9 +Black Sabbath,Solitude,53.0,0.307,0.024,7.0,-28.353,0,0.0411,0.831,0.758,0.12,0.524,109.732,301640.0,3,8 +Westlife,Hit You With the Real Thing,,0.664,0.942,2.0,-4.766,1,0.0368,0.212,0.000356,0.177,0.351,111.989,3.003333333,4,9 +Nukumachi,Garment,24.0,0.472,0.698,4.0,-10.468,0,0.377,0.0136,0.817,0.134,0.472,128.053,140625.0,4,6 +Bartholomew Kind,Memento,30.0,0.539,0.893,11.0,-6.149,0,0.0647,0.0609,0.0535,0.114,0.244,170.009,236727.0,4,6 +Kobra And The Lotus,Triggerpulse,35.0,0.415,0.958,8.0,-6.041,1,0.0639,2.29e-05,0.169,0.157,0.337,175.097,253267.0,4,8 +Lita Ford,Close My Eyes Forever,62.0,0.476,0.331,5.0,-14.884,1,0.0305,0.31,2.82e-06,0.172,0.24,130.574,283133.0,4,10 +SOB X RBE,Paramedic!,67.0,0.856,0.652,1.0,-5.324,1,0.143,0.177,,0.193,0.471,97.017,219307.0,4,5 +Chiiild,Pirouette,57.0,0.741,0.598,5.0,-7.496,0,0.0271,0.146,0.116,0.321,0.629,91.99,177227.0,4,10 +Yo Triceratop,El Capit√°n,21.0,0.491,0.752,4.0,-5.414,0,0.0303,0.00163,0.808,0.152,0.383,150.008,262667.0,4,10 +Aviv Guedj,◊ú◊ê ◊û◊ß◊ï◊ù ◊ú◊ó◊ú◊©◊ô◊ù,16.0,0.259,0.906,2.0,-6.043,0,0.128,0.00786,,0.171,0.323,151.633,294893.0,4,6 +Armand Hammer,Black Sunlight,49.0,0.438,0.687,9.0,-8.145,0,0.387,0.0594,,0.145,0.413,77.307,163396.0,4,5 +"Brantley Gilbert, T.I.",Bottoms Up - Remix,60.0,0.559,0.754,7.0,-5.509,1,0.0712,0.0153,,0.355,0.303,169.977,3.692883333,4,4 +Elton John,Tiny Dancer,79.0,0.414,0.428,,-11.097,1,0.0278,0.382,0.000243,0.148,0.282,145.075,377093.0,4,10 +Fickle Friends,Cosmic Coming of Age,46.0,0.603,0.674,6.0,-8.193,1,0.0591,0.139,3.41e-06,0.116,0.732,93.004,204259.0,4,9 +Gal Adam,◊ú◊í◊©◊™ ◊ê◊ú ◊ó◊ô◊ô◊ö,40.0,0.562,0.456,,-7.219,0,0.0297,0.558,,0.099,0.388,133.14,190827.0,4,9 +Red Fang,Prehistoric Dog,50.0,0.199,0.918,11.0,-4.654,1,0.122,2.89e-06,0.27,0.187,0.334,151.399,268280.0,4,8 +Patrick Swayze,"She's Like the Wind (feat. Wendy Fraser) - From ""Dirty Dancing"" Soundtrack",64.0,0.586,0.331,4.0,-14.677,0,0.0295,0.256,1.67e-05,0.18,0.223,124.915,232907.0,4,10 +carolesdaughter,Violent - Acoustic,47.0,0.768,0.215,3.0,-10.33,1,0.0626,0.907,1.13e-05,0.117,0.219,131.167,134151.0,4,9 +Corinne Bailey Rae,Put Your Records On,78.0,0.739,0.511,9.0,-7.844,1,0.0362,0.167,1.34e-06,0.133,0.542,96.038,215360.0,4,9 +lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,9 +Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,1 +Creed,Higher,,0.457,0.817,2.0,-6.364,1,0.0356,5.23e-05,0.000204,0.159,0.444,155.84,326293.0,4,9 +Hanan Ben Ari,◊¢◊ú ◊û◊©◊õ◊ë◊ô,35.0,0.317,0.4,7.0,-8.958,0,0.0415,0.693,,0.116,0.394,180.352,234613.0,3,9 +Joey Ramone,What a Wonderful World,54.0,0.422,0.878,5.0,-4.863,1,0.0442,0.00935,0.332,0.201,0.496,84.044,143360.0,4,10 +Stone Temple Pilots,Plush,67.0,0.643,0.364,5.0,-11.018,0,0.04,0.715,,0.659,0.283,133.377,230293.0,4,10 +Benny The Butcher,Thanksgiving,47.0,0.52,0.848,,-5.508,0,0.363,0.0232,,0.0532,0.218,118.528,150533.0,3,5 +Fiona Boyes,Party at Red's,37.0,0.769,0.716,7.0,-6.782,1,0.0364,0.169,0.00158,0.349,0.943,128.724,255107.0,4,2 +100 gecs,money machine,70.0,0.68,0.659,6.0,-7.186,1,0.151,0.229,,0.474,0.75,98.877,114460.0,4,9 +Five Finger Death Punch,Darkness Settles In,62.0,0.334,0.933,4.0,-4.49,1,0.09,0.00732,,0.264,0.18,132.812,281804.0,4,10 +King Buffalo,Centurion,42.0,0.39,0.799,,-9.313,0,0.047,0.00792,0.779,0.135,0.16,127.221,356825.0,4,10 +illuminati hotties,I Wanna Keep Yr Dog,35.0,0.431,0.782,1.0,-4.831,1,0.0374,0.00495,0.000259,0.131,0.384,160.872,178948.0,4,6 +Ethan P. Flynn,Are You Doing This to Hurt Me,31.0,0.398,0.707,6.0,-7.747,1,0.0409,0.0813,0.0356,0.165,0.074,74.915,228587.0,4,6 +That's Life Honey,Boy Scouts,37.0,0.687,0.297,8.0,-10.029,1,0.0256,0.527,0.203,0.137,0.6,77.096,3.033533333,3,0 +Creedence Clearwater Revival,Green River,68.0,0.702,0.772,9.0,-9.677,1,0.0277,0.0312,0.00837,0.0809,0.973,141.694,154120.0,4,10 +Windy & Carl,Undercurrent,34.0,0.0862,0.222,9.0,-20.901,1,0.0441,0.893,0.795,0.11,0.109,202.983,281453.0,4,10 +Sasha,HNDI,27.0,0.704,0.663,9.0,-7.637,0,0.0504,0.0395,0.868,0.0871,0.318,123.994,201280.0,4,1 +Preservation Hall Jazz Band,Keep Your Head Up,34.0,0.623,0.888,5.0,-5.018,0,0.133,0.343,,0.34,0.687,107.962,285347.0,4,10 +"Merle Haggard, Willie Nelson",Pancho and Lefty,60.0,0.693,0.454,2.0,-12.44,1,0.0332,0.796,0.000154,0.143,0.54,122.641,4.793783333,4,4 +Accept,Balls to the Wall,61.0,0.544,0.739,9.0,-7.383,1,0.0517,0.00392,0.000143,0.168,0.328,118.287,342600.0,4,8 +Witch Prophet,Shine,28.0,0.595,0.424,11.0,-8.736,0,0.0458,0.77,0.85,0.124,0.0911,113.305,158118.0,5,1 +CueStack,Alive,37.0,0.472,0.953,2.0,-6.674,0,0.0906,0.000594,0.0221,0.279,0.224,80.007,264750.0,4,8 +Fallstar,Cloud Chamber,38.0,0.32,0.887,6.0,-5.11,1,0.0509,6.64e-05,4.94e-06,0.348,0.431,175.088,255857.0,4,10 +my bloody valentine,Soft as Snow (But Warm Inside),40.0,0.382,0.909,6.0,-7.644,1,0.0985,0.000109,0.107,0.172,0.446,88.642,141227.0,4,10 +Molly Parden,Sail on the Water,41.0,0.602,0.506,2.0,-9.046,1,0.0273,0.687,0.0263,0.177,0.312,126.962,4.35235,4,0 +The Presidents Of The United States Of America,Lump,68.0,0.499,0.873,6.0,-3.902,1,0.0386,0.00468,,0.165,0.864,142.726,134200.0,4,1 +Andy Bell,Love Comes In Waves,32.0,0.372,0.948,5.0,-5.193,1,0.0638,0.00982,0.147,0.156,0.857,160.013,288576.0,4,10 +Eric Clapton,The Core,37.0,0.565,0.542,9.0,-10.506,1,0.0315,0.53,0.00129,0.0694,0.794,103.966,525427.0,4,10 +Avenged Sevenfold,Set Me Free,55.0,0.448,0.661,6.0,-7.293,1,0.0311,0.000415,6.42e-05,0.0499,0.213,139.983,381201.0,4,8 +Joyous Wolf,Mississippi Queen,45.0,0.475,0.824,4.0,-3.857,0,0.0446,3.43e-05,7.23e-05,0.0932,0.658,138.073,152973.0,4,10 +Dudu Aharon,◊õ◊ú ◊î◊ë◊†◊ï◊™,18.0,0.817,0.79,1.0,-4.19,0,0.0387,0.221,,0.293,0.821,106.993,210147.0,4,9 +Bolt Thrower,The Killchain,46.0,0.402,0.86,8.0,-7.689,1,0.039,1.43e-06,0.895,0.103,0.427,108.118,281120.0,4,8 +Lightnin' Hopkins,Mojo Hand,47.0,0.596,0.545,11.0,-8.913,0,0.064,0.456,5.53e-05,0.329,0.718,146.953,179733.0,4,2 +Zack Cokas,Y&R,42.0,0.95,0.449,10.0,-6.962,1,0.302,0.184,,0.148,0.516,124.004,172006.0,4,5 +Aviva Avidan,◊§◊®◊ô ◊í◊†◊ö,32.0,0.446,0.263,5.0,-12.264,0,0.0273,0.717,3.7e-05,0.15,0.173,97.877,322000.0,3,9 +Morphine,Buena,54.0,0.576,0.494,10.0,-12.242,0,0.0605,0.106,0.174,0.13,0.587,96.478,199667.0,4,6 +Remy Ma,Whuteva,41.0,0.684,0.864,1.0,-5.081,0,0.227,0.0668,,0.358,0.657,100.624,226067.0,4,5 +Ozzy Osbourne,Ordinary Man (feat. Elton John),59.0,0.428,0.599,4.0,-2.135,1,0.0286,0.0665,9.86e-06,0.137,0.134,125.83,301730.0,4,8 +V. Cartier,Touching,,0.657,0.415,9.0,-6.46,0,0.0812,0.299,1.43e-05,0.102,0.559,78.012,173548.0,4,1 +Freedom,Rose Cousins,,0.355,0.406,8.0,-8.842,1,0.029,0.78,6.29e-05,0.113,0.145,145.197,4.477683333,4,0 +Junior Kimbrough,Feels so Bad - Previously Unreleased Take,36.0,0.672,0.534,4.0,-7.535,1,0.0297,0.699,0.325,0.107,0.746,149.772,137414.0,4,2 +Bonnie Tyler,It's a Heartache - Live,29.0,0.486,0.875,,-3.446,1,0.0497,0.092,,0.758,0.509,117.797,5.05445,4,9 +Testament,Nobody's Fault,34.0,0.349,0.816,6.0,-10.043,1,0.0402,0.000162,0.0312,0.118,0.512,106.247,235507.0,4,8 +Barbi Recanati,Los D√≠as Que No Est√°s,38.0,0.325,0.554,,-8.379,1,0.0344,0.805,0.00928,0.102,0.106,111.105,255861.0,4,6 +Super Slam Bros.,Illegal Dino Racing,25.0,0.391,0.851,7.0,-13.84,1,0.0676,0.00403,0.794,0.212,0.0645,139.843,145133.0,4,8 +Noga Erez,End of the Road,59.0,0.899,0.557,7.0,-7.966,1,0.245,0.0786,,0.0777,0.464,99.975,159986.0,4,9 +The Hot Sardines,Gramercy Sunset,43.0,0.454,0.084,,-18.621,1,0.0293,0.885,0.936,0.0958,0.0828,87.816,4.251783333,4,7 +Nelly Furtado,Maneater,79.0,0.796,0.777,6.0,-4.81,1,0.0397,0.0261,0.000358,0.121,0.787,132.722,258893.0,4,9 +Marked As An Enemy,Ghosts,31.0,0.242,0.972,9.0,-5.191,0,0.122,3.61e-05,3.05e-05,0.256,0.085,99.94,178901.0,4,8 +Sonny Boy Williamson II,Nine Below Zero - 1961 Single Version,37.0,0.582,0.548,,-5.017,1,0.0338,0.778,0.00106,0.186,0.705,97.887,208067.0,1,2 +Marc Holland,Lovers,47.0,0.5,0.087,7.0,-17.131,1,0.05,0.984,0.954,0.111,0.329,128.614,2.605466667,3,7 +"Amitabh Bachchan, Kishore Kumar",Jahan Chaar Yaar Mil Jayen,19.0,0.563,0.485,7.0,-12.875,1,0.415,0.938,2.1e-05,0.603,0.699,125.952,6.61155,4,3 +Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,10 +HAIM,Edge,38.0,0.584,0.793,9.0,-6.004,0,0.0532,0.134,3.88e-06,0.0532,0.512,92.028,217973.0,4,10 +Bag Raiders,Shooting Stars,70.0,0.636,0.72,11.0,-6.195,1,0.0432,0.0893,0.0178,0.0868,0.425,124.944,235813.0,4,6 +The Virgins,Rich Girls,46.0,0.753,0.869,10.0,-4.09,0,0.0338,0.00164,6.21e-06,0.155,0.703,109.563,182093.0,4,9 +Big Thief,Shark Smile - Edit,59.0,0.688,0.737,6.0,-9.31,0,0.0678,0.0769,0.641,0.114,0.666,131.042,194760.0,4,1 +Bob Dylan,Blowin' in the Wind,70.0,0.38,0.0993,2.0,-20.567,1,0.0509,0.914,2.32e-05,0.0605,0.44,174.874,165427.0,4,10 +They Fell From The Sky,Dry,37.0,0.465,0.942,5.0,-7.219,1,0.0755,5.17e-05,0.0184,0.155,0.335,124.096,186017.0,4,10 +Opeth,Remember Tomorrow,35.0,0.334,0.829,,-6.436,1,0.036,5.76e-05,0.145,0.0883,0.437,130.154,299853.0,4,8 +Gama Bomb,Sea Savage,24.0,0.42,0.968,4.0,-4.482,0,0.229,0.00162,0.0718,0.147,0.227,199.772,237514.0,4,8 +Royal & the Serpent,phuck u,,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,1 +The Starting Line,Anyways,30.0,0.563,0.854,4.0,-4.93,1,0.0332,0.000296,0.025,0.287,0.929,127.029,177680.0,4,10 +Ballyhoo!,Social Drinker,49.0,0.716,0.782,5.0,-6.283,0,0.0515,0.149,,0.366,0.911,77.022,183506.0,4,10 +Alan Braufman,Morning Bazaar,47.0,0.287,0.816,8.0,-6.125,1,0.0572,0.473,0.927,0.452,0.56,137.458,5.203116667,4,7 +Travis Porter,Stretch,51.0,0.928,0.631,1.0,-6.191,1,0.363,0.00943,,0.085,0.439,94.035,142987.0,4,5 +James Bay,If You Ever Want To Be In Love,3.0,0.693,0.843,,-5.424,1,0.0307,0.0242,5.01e-05,0.0743,0.533,115.924,239973.0,4,10 +Exlibris,Megiddo,35.0,0.262,0.779,7.0,-8.298,0,0.0692,1.36e-05,8.43e-06,0.305,0.164,170.032,320892.0,3,8 +Jill Barber,Old Flame,28.0,0.599,0.295,9.0,-11.052,1,0.0269,0.849,0.000297,0.32,0.282,99.767,161027.0,3,2 +Poison The Well,Nerdy,42.0,0.367,0.811,9.0,-5.862,0,0.0912,1.29e-05,,0.287,0.259,117.065,163239.0,5,10 +Peled,◊ú◊ê ◊õ◊û◊ï ◊õ◊ï◊ú◊ù,22.0,0.688,0.728,1.0,-6.983,1,0.285,0.108,2.61e-06,0.108,0.457,144.951,253858.0,4,5 +John Coltrane,Mr. P.C.,41.0,0.475,0.541,5.0,-11.89,0,0.0749,0.466,1.24e-05,0.319,0.596,131.121,423160.0,4,2 +The Who,Baba O'Riley,77.0,0.489,0.724,5.0,-8.367,1,0.0352,0.313,0.185,0.287,0.15,117.292,300400.0,4,10 +Outkast,Hey Ya!,80.0,0.727,0.974,4.0,-2.261,0,0.0664,0.103,0.000532,0.174,0.965,79.526,235213.0,4,9 +Kenny Rogers,The Gambler,74.0,0.671,0.501,4.0,-13.119,1,0.0594,0.342,,0.194,0.86,87.04,3.581333333,4,4 +"Tyler, The Creator",BEST INTEREST,76.0,0.596,0.575,11.0,-8.325,0,0.0514,0.0861,0.000153,0.334,0.34,98.265,127921.0,3,6 +Samm Henshaw,These Hands,37.0,0.495,0.602,9.0,-6.445,1,0.13,0.08,,0.347,0.298,69.888,201467.0,4,2 +Wes Montgomery,West Coast Blues,40.0,0.575,0.283,5.0,-13.333,0,0.0457,0.961,0.204,0.104,0.659,152.929,442400.0,3,2 +Boys Life,Golf Hill Drive,25.0,0.3,0.627,4.0,-9.7,0,0.0286,0.00132,0.0166,0.62,0.214,87.317,150627.0,4,10 +Type O Negative,Be My Druidess,47.0,0.454,0.82,4.0,-7.03,0,0.0389,0.0822,0.848,0.222,0.355,90.551,325840.0,4,10 +Wishbone Ash,Time Was,40.0,0.307,0.779,2.0,-9.933,1,0.048,0.023,0.00376,0.0791,0.0626,144.099,582360.0,4,10 +In the Kingdom of Dreams,Ian Felice,21.0,0.477,0.575,11.0,-7.948,1,0.0293,0.193,0.00153,0.341,0.106,118.533,3.939916667,4,0 +Rise Against,Roadside,42.0,0.254,0.377,1.0,-8.518,0,0.0299,0.677,2.56e-06,0.135,0.177,60.449,201027.0,4,10 +WC,◊î◊ô◊ô◊†◊ï ◊û◊°◊ò◊ï◊ú◊ô◊ù,28.0,0.672,0.878,5.0,-9.293,1,0.0775,0.0179,0.000312,0.35,0.914,122.015,301475.0,4,10 +Yishay Swissa,◊û◊î ◊ñ◊î ◊ë◊õ◊ú◊ú ◊û◊©◊†◊î,30.0,0.481,0.728,11.0,-6.335,0,0.195,0.0454,,0.237,0.389,86.004,249351.0,4,5 +Everything I had,Sun June,42.0,0.75,0.343,9.0,-11.318,1,0.0268,0.612,0.436,0.0893,0.198,104.0,4.111116667,4,0 +Trick Daddy,Take It to da House (feat. The Slip N' Slide Express),42.0,0.934,0.759,6.0,-5.873,0,0.185,0.0102,,0.0818,0.927,123.857,227107.0,4,5 +Ava Max,Sweet but Psycho,82.0,0.72,0.706,1.0,-4.719,1,0.0473,0.0684,,0.166,0.62,133.002,187436.0,4,9 +Pop Smoke,For The Night (feat. Lil Baby & DaBaby),87.0,0.823,0.586,6.0,-6.606,0,0.2,0.114,,0.193,0.347,125.971,190476.0,4,9 +Nelly Furtado,Crazy - Radio 1 Live Lounge Session,39.0,0.692,0.249,10.0,-11.397,0,0.048,0.904,9.16e-06,0.233,0.309,103.182,3.39755,4,0 +Shalom Hanoch,◊©◊ô◊® ◊ì◊®◊ö,25.0,0.582,0.734,,-7.18,1,0.0264,0.0674,9.06e-06,0.0529,0.461,90.371,296027.0,4,10 +"Mahesh Raghvan, Pragathi Guruprasad, Shravan Sridhar",Pibare Rama Rasam,26.0,0.359,0.637,4.0,-8.136,1,0.0415,0.385,6.62e-06,0.121,0.141,139.07,4.187483333,4,0 +Psychedelic Porn Crumpets,Hymn for a Droid,49.0,0.396,0.905,5.0,-4.612,0,0.0604,2.92e-05,0.365,0.318,0.254,140.052,207453.0,4,1 +Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,10 +Project Vela,Without Me,40.0,0.512,0.849,4.0,-4.444,1,0.0723,0.00701,0.000406,0.0975,0.329,137.969,224711.0,4,8 +Our Last Night,you broke me first,67.0,0.515,0.949,1.0,-3.521,0,0.0806,0.000103,1.22e-05,0.348,0.308,124.069,168145.0,4,10 +YoungBoy Never Broke Again,Territorial,67.0,0.604,0.511,4.0,-7.476,0,0.13,0.071,,0.129,0.139,100.338,192000.0,4,5 +The Pretty Reckless,Death by Rock and Roll - Acoustic,36.0,0.646,0.744,11.0,-5.465,0,0.0352,0.0327,0.000343,0.0861,0.795,97.002,248661.0,4,10 +Warfect,Into the Fray,11.0,0.301,0.923,8.0,-11.316,1,0.109,0.000225,0.29,0.183,0.297,144.721,312187.0,4,8 +Dan Sistos,I Still Need You,40.0,0.667,0.17,5.0,-12.041,1,0.0522,0.926,0.927,0.113,0.389,133.94,2.622216667,4,7 +Charlie Houston,Calls,37.0,0.87,0.41,8.0,-8.804,1,0.182,0.243,2.92e-05,0.127,0.576,83.974,171202.0,4,6 +The One Hundred,Monster,42.0,0.496,0.896,1.0,-5.368,1,0.0904,0.00024,4.83e-06,0.161,0.343,179.936,215880.0,4,8 +Pale Saints,She Rides the Waves (John Peel Sessions),25.0,0.0876,0.839,4.0,-9.63,1,0.0565,3.36e-05,0.89,0.258,0.622,169.136,112266.0,4,10 +AJ Tracey,Dinner Guest (feat. MoStack),72.0,0.867,0.648,3.0,-6.942,0,0.253,0.265,2.62e-06,0.217,0.527,108.005,198032.0,4,9 +Tepr,Minuit Jacuzzi - Data Remix,27.0,0.566,0.873,,-5.926,0,0.178,0.000371,0.932,0.079,0.527,121.946,263800.0,4,1 +Geeta Dutt,Zindagi Hai Zinda,,0.746,0.724,11.0,-5.784,1,0.126,0.904,5.07e-06,0.165,0.702,103.804,4.378216667,4,3 +Darius Rucker,Don't Think I Don't Think About It,56.0,0.578,0.752,9.0,-5.264,1,0.033,0.0275,,0.125,0.405,149.689,3.055116667,4,4 +TOTO,Rosanna,72.0,0.365,0.513,7.0,-13.034,0,0.0357,0.0208,0.000147,0.205,0.739,80.647,331200.0,4,10 +Thomas Rhett,Blessed,60.0,0.536,0.496,7.0,-6.027,1,0.029,0.314,,0.11,0.497,175.007,3.56955,3,4 +Koralle,Trick Questions,42.0,0.697,0.383,8.0,-11.464,1,0.481,0.0937,,0.113,0.51,86.84,179627.0,4,5 +Eric B. & Rakim,Paid In Full - Seven Minutes Of Madness - The Coldcut Remix,39.0,0.817,0.694,4.0,-9.315,0,0.142,0.00161,0.0597,0.333,0.328,98.16,433267.0,4,5 +Lightning Bug,The Right Thing Is Hard To Do,33.0,0.413,0.44,4.0,-9.951,1,0.0299,0.0663,0.0565,0.126,0.271,140.482,226825.0,4,6 +Boston Manor,Halo,53.0,0.421,0.823,9.0,-3.327,0,0.0446,0.00078,3.21e-05,0.204,0.155,104.973,223720.0,4,10 +David Lee Roth,Yankee Rose,52.0,0.583,0.692,2.0,-13.562,0,0.043,0.0026,,0.125,0.795,137.572,3.91178333,4,10 +Calm Canopy,Long Way,27.0,0.456,0.367,6.0,-9.168,1,0.0405,0.792,4.95e-05,0.318,0.467,77.066,231815.0,4,10 +Westlife,Without You,36.0,0.613,0.787,4.0,-3.331,1,0.0382,0.0361,,0.108,0.362,135.989,3.657333333,4,9 +Franz Ferdinand,Do You Want To,62.0,0.412,0.944,,-2.896,1,0.0448,0.0724,0.000493,0.801,0.79,123.091,215000.0,4,6 +◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß ◊ï◊î◊§◊ô◊ú◊î◊®◊û◊ï◊†◊ô◊™,◊û◊ô◊ú◊û◊ï◊ú◊ô◊ù ◊ó◊°◊®◊ô ◊©◊ú◊ô◊ò◊î,5.0,0.55,0.668,2.0,-8.89,1,0.0717,0.000604,0.0349,0.0726,0.489,93.132,264360.0,4,6 +Lukach,◊°◊™◊ï◊ù ◊™'◊§◊î,15.0,0.798,0.656,10.0,-8.33,0,0.278,0.0413,,0.274,0.697,137.039,269625.0,4,5 +half‚Ä¢alive,What's Wrong,65.0,0.677,0.66,2.0,-6.682,1,0.129,0.00779,0.021,0.0941,0.611,153.982,177187.0,4,9 +The Wannadies,Hit,27.0,0.342,0.888,7.0,-4.404,1,0.0617,0.00116,1.18e-05,0.214,0.287,159.118,142147.0,4,1 +Last Train,Way Out,34.0,0.41,0.718,7.0,-7.501,1,0.0488,0.00569,0.000995,0.167,0.412,111.504,237853.0,4,10 +Eyal Golan,◊ú◊î◊ô◊ï◊™ ◊û◊ê◊ï◊©◊®,46.0,0.7,0.378,9.0,-10.398,1,0.0431,0.77,2.83e-06,0.137,0.358,131.864,180625.0,4,9 +Kumar Sanu,Sochenge Tumhe Pyar,49.0,0.553,0.729,,-10.778,1,0.0434,0.789,,0.0586,0.749,125.251,6.048133333,4,3 +Suicidal Tendencies,Cyco Vision,51.0,0.282,0.996,9.0,-3.991,1,0.274,0.00668,,0.0674,0.323,185.423,109307.0,4,8 +Dion,Runaround Sue,54.0,0.452,0.489,2.0,-12.425,1,0.121,0.303,,0.488,0.654,159.068,160307.0,4,10 +Sacropolis,The Sinner,28.0,0.291,0.857,7.0,-7.067,1,0.123,0.0003,0.401,0.245,0.452,118.961,224888.0,4,10 +Still Woozy,Goodie Bag,77.0,0.739,0.522,7.0,-12.304,0,0.151,0.821,0.00124,0.233,0.619,138.263,146390.0,4,6 +Rachel Yaron,◊û◊ê◊ó◊ï◊®◊ô◊†◊ï,22.0,0.549,0.389,8.0,-9.532,1,0.03,0.236,0.49,0.102,0.4,122.011,219483.0,4,6 +Omer Adam,◊™◊û◊ó◊ú ◊ú◊ô,40.0,0.616,0.375,,-9.684,0,0.0308,0.671,,0.329,0.438,130.116,182308.0,4,9 +Robin McAuley,Wanna Take a Ride,30.0,0.599,0.675,7.0,-6.649,1,0.0313,0.013,0.000118,0.098,0.366,119.966,228859.0,4,8 +"Frank Bridge, Enikő Magyar, Tadashi Imai",Berceuse (Arr. For viola and piano),49.0,0.0882,0.00626,10.0,-35.154,1,0.041,0.99,0.92,0.0756,0.123,83.771,3.56845,3,7 +Blind Faith,Can't Find My Way Home,34.0,0.32,0.545,1.0,-14.043,1,0.0415,0.586,0.00262,0.605,0.605,87.618,373893.0,4,1 +Bow Anderson,Heavy - Acoustic Version,37.0,0.758,0.443,3.0,-6.465,1,0.0583,0.347,,0.335,0.728,79.485,188952.0,4,9 +LANKS,The Silence,34.0,0.394,0.247,11.0,-11.551,0,0.0319,0.812,0.0259,0.112,0.125,117.113,187087.0,4,6 +Spoon,The Way We Get By,61.0,0.726,0.678,5.0,-4.445,1,0.0303,0.252,7.63e-06,0.149,0.529,75.031,159387.0,4,1 +Thirty Seconds To Mars,The Kill,74.0,0.179,0.912,4.0,-3.881,0,0.0791,0.0014,0.000294,0.582,0.289,182.99,231533.0,3,10 +Rob Zombie,"Well, Everybody's Fucking In A U.F.O.",53.0,0.73,0.907,2.0,-4.478,1,0.0727,0.000111,0.00816,0.266,0.573,116.016,163067.0,4,8 +Ringo Starr,Photograph,57.0,0.617,0.696,4.0,-12.739,1,0.0282,0.0155,0.000199,0.108,0.9,111.136,239760.0,4,10 +Sjava,Umcebo,45.0,0.705,0.511,8.0,-10.084,1,0.0329,0.392,0.00887,0.11,0.234,127.88,232500.0,4,6 +VAPERROR,She's Got the Stuff,41.0,0.648,0.988,5.0,-2.119,0,0.0796,0.00853,0.68,0.0802,0.928,94.99,161684.0,4,6 +Chevelle,Remember When,46.0,0.428,0.9,11.0,-4.195,1,0.0384,1.64e-05,0.773,0.242,0.228,160.057,269747.0,4,10 +Professor Longhair,Big Chief - Remastered,49.0,0.56,0.73,1.0,-5.69,1,0.0362,0.219,0.144,0.179,0.963,151.594,194667.0,4,2 +Brittany Howard,"You and Your Folks, Me and My Folks - Recorded at East West Studios",30.0,0.473,0.95,11.0,-4.115,1,0.158,0.0115,6.92e-05,0.122,0.668,151.896,252040.0,4,2 +"Christone ""Kingfish"" Ingram",Hard Times,44.0,0.513,0.377,7.0,-8.907,1,0.102,0.899,0.00601,0.0943,0.424,203.236,188813.0,3,2 +Last Train,Disappointed,22.0,0.301,0.921,7.0,-6.236,1,0.0899,0.00573,0.215,0.349,0.199,169.625,320813.0,4,10 +Momma,Habitat,31.0,0.358,0.541,2.0,-9.348,1,0.0295,0.0494,0.322,0.195,0.166,171.999,305379.0,1,6 +"Atmanam, Apoorva Krishna",Essence,25.0,0.274,0.834,2.0,-5.982,0,0.0443,0.56,0.688,0.384,0.079,89.483,3.7,4,0 +Alain Levet,Nuages,49.0,0.672,0.133,7.0,-15.152,1,0.0558,0.989,0.871,0.143,0.141,133.844,2.097016667,4,7 +Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,10 +girlhouse,pretty girl in la,42.0,0.567,0.532,2.0,-9.171,1,0.0324,0.191,0.000269,0.143,0.196,122.987,214634.0,4,1 +Coldplay,Yellow,85.0,0.429,0.661,11.0,-7.227,1,0.0281,0.00239,0.000121,0.234,0.285,173.372,266773.0,4,10 +Lalalar,Ninja Partisi,40.0,0.734,0.547,1.0,-9.527,0,0.108,0.00338,0.559,0.126,0.82,119.989,156360.0,4,6 +Inglorious,Messiah,42.0,0.489,0.945,,-2.936,1,0.0668,0.000242,0.00166,0.357,0.388,164.982,235528.0,4,8 +"Melvin ""Lil' Son"" Jackson",Evil Blues,26.0,0.599,0.0757,6.0,-12.798,1,0.0478,0.987,0.00555,0.105,0.641,199.428,170080.0,3,2 +Son Little,hey rose,42.0,0.851,0.565,5.0,-9.43,0,0.102,0.0716,0.000525,0.116,0.551,130.022,175938.0,4,9 +Chapterhouse,Falling Down,32.0,0.459,0.836,9.0,-7.637,1,0.0378,1.77e-05,0.457,0.146,0.547,101.977,236373.0,4,6 +Detroit Gary Wiggins,Cobb's Blues,5.0,0.607,0.788,7.0,-3.722,0,0.0951,0.488,0.459,0.716,0.752,131.397,308453.0,4,2 +Gary Clark Jr.,Gotta Get Into Something,41.0,0.418,0.96,,-2.396,1,0.0778,2.72e-05,0.17,0.295,0.444,97.326,184080.0,4,10 +Ozzy Osbourne,Woman,41.0,0.338,0.511,2.0,-5.604,1,0.0301,0.00397,,0.0875,0.54,156.062,225880.0,4,10 +ALESTI,Fooled by a Dream,40.0,0.161,0.973,4.0,-3.553,0,0.142,0.00657,,0.0931,0.216,93.699,217520.0,3,1 +Widowspeak,Even True Love,31.0,0.618,0.72,2.0,-6.405,1,0.0296,0.265,0.432,0.156,0.64,120.992,286660.0,4,6 +Vance Joy,Georgia,66.0,0.388,0.66,11.0,-7.372,1,0.0308,0.312,0.000307,0.0943,0.401,143.554,3.84178333,4,0 +Lorde,Green Light,13.0,0.594,0.721,2.0,-7.811,1,0.0958,0.0212,8.54e-06,0.0879,0.253,128.938,234653.0,4,9 +Deafheaven,Black Brick,35.0,0.194,0.946,2.0,-5.04,0,0.0742,1.72e-05,0.858,0.355,0.0534,98.626,447298.0,4,8 +Pop Evil,Survivor,,0.606,0.749,2.0,-5.983,1,0.0289,0.00271,4.15e-06,0.0609,0.408,90.046,242424.0,4,8 +Little Simz,Venom,75.0,0.436,0.655,7.0,-8.153,1,0.159,0.425,,0.393,0.523,139.712,154749.0,4,9 +Luke Winslow-King,Watch Me Go,35.0,0.632,0.575,5.0,-7.358,1,0.0354,0.105,3.59e-05,0.158,0.689,106.953,283867.0,3,2 +Yeah Yeah Yeahs,Gold Lion,54.0,0.521,0.855,9.0,-3.348,1,0.0686,0.0223,5.54e-06,0.0869,0.257,158.744,187133.0,4,10 +Briston Maroney,Sinkin',45.0,0.589,0.75,4.0,-7.086,1,0.0654,0.00162,,0.262,0.43,130.097,189560.0,4,1 +Norma Jean,Memphis Will Be Laid To Waste,46.0,0.193,0.948,5.0,-5.623,0,0.138,0.00749,0.00515,0.306,0.158,81.636,295813.0,4,8 +Amin√©,Caroline,77.0,0.94,0.335,5.0,-10.179,0,0.505,0.17,,0.262,0.707,120.04,209640.0,4,9 +MC Ingryd,Vem Me Satisfazer,61.0,0.862,0.561,8.0,-5.703,1,0.335,0.596,,0.108,0.541,99.864,188388.0,3,9 +Royal Tusk,Curse the Weather,47.0,0.311,0.884,11.0,-4.313,1,0.0703,0.000133,0.0265,0.124,0.364,131.733,223560.0,4,10 +Posh Chocolates,Dancin' For 2,42.0,0.663,0.676,8.0,-9.954,1,0.0426,0.515,0.0153,0.179,0.312,113.975,181000.0,4,6 +Allman Brown,Don't Let Me Go,45.0,0.532,0.392,,-9.224,1,0.032,0.458,,0.104,0.449,169.962,3.46518333,4,0 +DMX,What's My Name,64.0,0.647,0.98,7.0,-3.463,1,0.356,0.0301,8.56e-05,0.045,0.399,188.309,232333.0,5,5 +Flo Milli,May I,71.0,0.896,0.78,1.0,-3.547,1,0.202,0.0828,,0.0857,0.85,106.032,163019.0,4,9 +Arrival Of Autumn,Bark at the Moon,30.0,0.427,0.994,7.0,-4.243,0,0.12,1.47e-05,0.077,0.153,0.254,147.969,253079.0,4,8 +Count Five,Pretty Big Mouth,35.0,0.587,0.573,4.0,-8.073,1,0.0383,0.0208,0.315,0.199,0.686,137.315,129120.0,4,6 +Tamino,Cigar,53.0,0.589,0.382,6.0,-9.56,0,0.0283,0.567,0.000203,0.0884,0.209,77.996,247133.0,4,1 +Noora Louhimo Experience,Eternal Wheel Of Time And Space,43.0,0.377,0.758,9.0,-6.237,1,0.038,0.0459,0.00015,0.0858,0.0751,80.064,404320.0,4,8 +Tom Odell,Another Love,86.0,0.445,0.537,4.0,-8.532,0,0.04,0.695,1.65e-05,0.0944,0.131,122.769,244360.0,4,9 +LiSA,Another Great Day!!,36.0,0.474,0.971,1.0,-2.285,1,0.0925,0.0185,1.46e-06,0.307,0.463,102.941,298889.0,4,10 +Aviv Geffen,◊¢◊¶◊ï◊ë ◊ë◊ú◊¢◊ì◊ô◊ô◊ö,24.0,0.489,0.675,2.0,-7.813,1,0.0241,0.00313,3.09e-06,0.347,0.402,100.748,169747.0,4,10 +James Hype,Afraid - Guitar Acoustic,42.0,0.639,0.347,9.0,-7.217,0,0.0314,0.701,,0.0985,0.291,119.821,152000.0,4,9 +3TEETH,PUMPED UP KICKS,53.0,0.464,0.92,10.0,-5.673,0,0.0432,0.00143,0.114,0.343,0.266,91.04,271667.0,4,8 +Steve Perry,Oh Sherrie,65.0,0.333,0.695,5.0,-5.116,1,0.0465,0.372,7.13e-06,0.107,0.317,203.753,229347.0,4,10 +"Kishore Kumar, Amitabh Bachchan",Pag Ghunghroo Baandh - With Dialogue,23.0,0.572,0.52,7.0,-9.248,1,0.127,0.521,,0.51,0.62,118.433,9.08445,4,3 +Sum 41,Still Waiting,69.0,0.431,0.95,7.0,-4.918,1,0.26,0.00105,3.63e-05,0.272,0.56,191.936,158733.0,4,10 +Yehudit Ravitz,◊ó◊ï◊ñ◊®◊™,13.0,0.503,0.328,7.0,-12.158,1,0.0268,0.296,8.73e-06,0.132,0.354,91.981,267267.0,4,10 +Mastodon,Stairway to Heaven,52.0,0.271,0.624,7.0,-6.733,0,0.0309,0.0301,0.0032,0.0737,0.242,74.611,485018.0,4,10 +Nonpoint,That Day,51.0,0.538,0.975,5.0,-4.518,0,0.0668,0.000416,0.0561,0.296,0.588,100.046,210827.0,4,10 +The L.I.F.E. Project,The Nothingness,40.0,0.453,0.973,2.0,-3.94,1,0.0823,2.85e-05,4.49e-06,0.367,0.519,150.029,236239.0,4,10 +Capitaine Gaza,√Ä la base,34.0,0.469,0.741,1.0,-6.628,1,0.0414,0.328,3.4e-05,0.0996,0.673,114.583,241816.0,5,9 +Britney Spears,Love Me Down,,0.657,0.645,2.0,-6.521,0,0.0612,0.00601,0.000199,0.236,0.658,91.988,3.310666667,4,9 +Coat Of Arms,Play Along,21.0,0.59,0.972,9.0,-2.861,1,0.159,0.0018,,0.0476,0.578,146.061,194795.0,4,8 +The Blues Magoos,We Ain't Got Nothin' yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,2 +Tom The Mail Man,Bad Hoe,51.0,0.806,0.735,4.0,-4.39,1,0.0495,0.087,,0.0885,0.398,128.019,207250.0,4,5 +Jesse Cassettes,Neo Tokyo Trip,26.0,0.683,0.757,5.0,-8.511,0,0.0589,4.18e-05,0.66,0.0579,0.628,122.008,291148.0,4,6 +Arctic Monkeys,I Wanna Be Yours,80.0,0.464,0.417,,-9.345,0,0.0256,0.136,0.022,0.0974,0.479,67.528,183956.0,4,10 +Moshe Peretz,◊ô◊ï◊™◊® ◊û◊ì◊ô,23.0,0.571,0.949,,-3.662,0,0.0333,0.157,2.46e-06,0.133,0.87,120.03,234693.0,4,9 +Hardal,Leyla,39.0,0.372,0.82,6.0,-5.656,0,0.0565,0.01,0.000762,0.124,0.624,152.154,366000.0,4,10 +Judas Priest,Night Crawler,53.0,0.481,0.981,6.0,-6.456,0,0.143,0.000148,0.0555,0.144,0.102,97.106,344360.0,4,8 +"I'm With Her, Paul Kowert",Send My Love (To Your New Lover) - Live,52.0,0.49,0.296,6.0,-9.589,0,0.0485,0.819,0.000979,0.691,0.498,160.824,3.75056667,4,0 +Led Zeppelin,All My Love - 1990 Remaster,65.0,0.599,0.744,7.0,-8.72,1,0.0316,0.131,0.00275,0.0795,0.723,91.259,351267.0,4,10 +Train,"Hey, Soul Sister",83.0,0.673,0.886,1.0,-4.44,0,0.0431,0.185,,0.0826,0.795,97.012,216773.0,4,9 +Gary Numan,Cars,64.0,0.545,0.578,2.0,-8.745,1,0.0406,0.0114,6.57e-05,0.0692,0.819,128.038,238907.0,4,1 +Fossa Beats,Gonna Be,40.0,0.71,0.461,7.0,-10.233,0,0.057,0.694,0.714,0.103,0.119,123.016,191220.0,4,1 +Grimes,Delete Forever,61.0,0.56,0.736,8.0,-7.64,1,0.0339,0.0135,0.0991,0.174,0.389,94.987,237481.0,4,6 +carolesdaughter,Violent,79.0,0.797,0.755,2.0,-5.393,1,0.0293,0.331,2.26e-06,0.124,0.411,129.955,135878.0,4,10 +Chevelle,The Red,70.0,0.509,0.843,1.0,-3.318,0,0.0488,0.000671,0.000803,0.348,0.332,140.055,238400.0,3,10 +Incredible String Band,This Moment,17.0,0.534,0.292,2.0,-11.182,1,0.0373,0.643,0.000233,0.702,0.472,142.948,252320.0,4,10 +Michael Wollny,Nun schlie√üe mir die Augen beide,22.0,0.372,0.0853,,-22.8,0,0.0501,0.992,0.942,0.103,0.259,76.201,188853.0,4,6 +Black Flag,Rise Above,56.0,0.374,0.816,2.0,-13.88,1,0.0578,0.119,8.01e-06,0.0808,0.138,104.56,146560.0,4,10 +R.E.M.,You Are The Everything - Remastered,37.0,0.301,0.347,7.0,-14.495,1,0.033,0.0869,,0.218,0.681,153.408,224667.0,4,10 +Rendezvous Point,Digital Waste,28.0,0.359,0.847,9.0,-5.648,1,0.0938,0.000277,9.01e-06,0.231,0.1,135.465,262133.0,4,8 +The Verve,The Drugs Don't Work,64.0,0.442,0.52,,-8.648,1,0.0261,0.184,,0.154,0.177,77.437,304880.0,4,6 +Myles Kennedy,A Thousand Words,43.0,0.457,0.932,4.0,-4.402,0,0.0629,0.00193,0.000146,0.337,0.327,110.013,221952.0,4,10 +Bully,Where to Start,44.0,0.341,0.875,9.0,-4.581,1,0.0406,2.32e-05,0.126,0.135,0.477,78.948,180601.0,4,6 +Baby Queen,Want Me,49.0,0.568,0.904,6.0,-4.772,0,0.226,0.00167,2.55e-06,0.11,0.487,169.935,258320.0,4,9 +DOWN,Rehab,,0.448,0.942,6.0,-4.788,0,0.0486,0.000889,0.146,0.28,0.346,98.073,243000.0,4,8 +–§–∏—Ä–º–∞-–æ–¥–Ω–æ–¥–Ω–µ–≤–∫–∞,–ò–∑ –æ–∫–Ω–∞,28.0,0.594,0.806,9.0,-6.24,1,0.0436,0.000986,0.000774,0.0934,0.583,82.486,317227.0,4,6 +Cocteau Twins,Heaven Or Las Vegas,63.0,0.202,0.804,7.0,-5.465,1,0.0383,6.97e-05,0.00775,0.081,0.418,179.911,298400.0,4,6 +Iceage,Lockdown Blues,35.0,0.258,0.852,6.0,-4.439,1,0.0739,0.000697,2.99e-05,0.182,0.489,112.116,236985.0,3,1 +AC/DC,Shot Down in Flames,55.0,0.531,0.864,7.0,-4.534,1,0.08,0.00164,0.132,0.884,0.665,130.722,202867.0,4,10 +Iron Maiden,Wasted Years - 1998 Remaster,39.0,0.224,0.956,4.0,-5.52,0,0.119,0.0598,2.65e-05,0.152,0.394,154.166,306160.0,4,8 +Lost & Lonesome,Buffalo Nichols,13.0,0.363,0.249,1.0,-11.431,1,0.0346,0.926,0.000119,0.107,0.24,86.741,3.714216667,4,0 +HaClique,Ani Lo BaPaskol,5.0,0.454,0.948,4.0,-3.959,1,0.0525,0.0113,3.05e-06,0.116,0.716,108.161,132797.0,4,6 +Juice WRLD,Reminds Me Of You,79.0,0.613,0.631,4.0,-6.965,1,0.12,0.0663,,0.169,0.33,149.992,158033.0,4,5 +Pattie,For Good,20.0,0.651,0.625,,-6.532,1,0.0343,0.0175,5.31e-05,0.188,0.427,116.019,236560.0,4,10 +Aviv Geffen,◊ê◊î◊ë◊†◊ï,24.0,0.407,0.268,11.0,-11.563,0,0.0342,0.806,4.01e-05,0.101,0.137,125.444,248427.0,4,10 +Alice Longyu Gao,Rich Bitch Juice,48.0,0.706,0.656,9.0,-4.177,0,0.29,0.034,0.000167,0.163,0.82,165.639,140564.0,4,6 +Dua Saleh,signs,43.0,0.711,0.663,1.0,-7.871,1,0.258,0.00099,8.13e-05,0.324,0.768,177.041,155757.0,4,5 +EKKSTACY,i walk this earth all by myself,65.0,0.595,0.588,10.0,-11.313,1,0.0624,0.507,0.781,0.113,0.518,166.061,145634.0,4,5 +Killing Joke,Eighties,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,1 +KennyHoopla,estella//,68.0,0.472,0.811,8.0,-5.121,1,0.0612,0.000839,0.000143,0.373,0.637,164.991,118733.0,4,10 +Niall Horan,Black And White - Stripped,7.0,0.615,0.419,2.0,-8.624,1,0.0416,0.636,,0.0898,0.212,131.81,232529.0,4,9 +Annihilator,Dressed Up For Evil,27.0,0.479,0.987,6.0,-4.297,1,0.0896,2.42e-05,0.123,0.834,0.439,129.974,280865.0,4,8 +Gucci Mane,Enormous (feat. Ty Dolla $ign),44.0,0.844,0.486,3.0,-6.915,0,0.368,0.234,,0.0976,0.493,142.606,244453.0,4,5 +Lock The Basement,Come Back to Life,39.0,0.283,0.869,2.0,-6.486,1,0.0503,1.75e-05,0.665,0.343,0.233,189.841,208917.0,4,8 +Rise Twain,Golden,21.0,0.363,0.548,3.0,-7.712,1,0.0327,0.53,0.00297,0.141,0.192,78.719,371880.0,4,10 +Peach Pit,Tommy's Party,68.0,0.565,0.438,7.0,-8.722,1,0.0311,0.122,0.0469,0.108,0.211,133.949,361760.0,4,6 +Taletta,Nancy Knew,31.0,0.447,0.551,9.0,-9.418,1,0.038,0.452,0.00564,0.116,0.362,177.875,177213.0,4,10 +Tom Walker,Wait for You,69.0,0.502,0.65,1.0,-4.27,1,0.0531,0.366,,0.0956,0.392,159.78,153027.0,4,9 +LUDMILLA,Verdinha - Remix,53.0,0.782,0.969,1.0,-2.763,1,0.104,0.204,0.000228,0.075,0.763,137.958,232716.0,4,9 +David Bowie,Rebel Rebel - 2016 Remaster,75.0,0.635,0.686,9.0,-15.648,1,0.053,0.209,0.0176,0.282,0.464,125.988,274747.0,4,10 +Aerosmith,Dream On,78.0,0.307,0.433,1.0,-10.057,1,0.029,0.388,9.08e-05,0.332,0.224,160.9,4.44933333,4,10 +Shannon Curfman,Few And Far Between,38.0,0.574,0.627,11.0,-6.182,0,0.122,0.0846,,0.0351,0.864,190.415,234160.0,4,10 +Jorja Smith,Bussdown (feat. Shaybo),71.0,0.661,0.618,4.0,-8.422,0,0.313,0.368,0.000563,0.0743,0.81,148.544,201942.0,4,5 +AC/DC,Shot In The Dark,67.0,0.599,0.787,2.0,-4.708,1,0.0338,2.07e-05,5.27e-05,0.064,0.822,114.065,185133.0,4,10 +Ty Segall,Taste,33.0,0.308,0.883,6.0,-7.931,1,0.171,0.00185,0.00043,0.214,0.255,111.604,216467.0,4,1 +Simian Mobile Disco,Hustler,39.0,0.685,0.898,10.0,-2.719,0,0.041,0.00434,0.817,0.0708,0.694,126.964,224667.0,4,6 +Cranes,Shining Road,32.0,0.576,0.892,11.0,-8.229,0,0.0416,0.00152,0.419,0.0866,0.86,119.505,231613.0,4,6 +Roanoke,The Light,,0.568,0.585,3.0,-10.055,1,0.0282,0.0921,3.9e-06,0.241,0.562,102.105,3.02133333,4,0 +Alessia Cara,Scars To Your Beautiful,80.0,0.319,0.739,,-5.74,1,0.272,0.0285,,0.111,0.449,194.169,230227.0,4,9 +Twenty One Pilots,Level of Concern,75.0,0.754,0.583,4.0,-7.34,0,0.0432,0.32,0.00015,0.144,0.77,122.012,220051.0,4,10 +The Libertines,Up The Bracket,46.0,0.326,0.908,9.0,-2.696,1,0.0738,0.0118,,0.367,0.587,182.521,158547.0,4,1 +Papa Roach,Broken As Me (feat. Danny Worsnop of Asking Alexandria),60.0,0.389,0.975,7.0,-3.682,1,0.0983,0.000109,9.84e-06,0.249,0.38,169.858,217588.0,4,10 +Soulja Boy,She Make It Clap,37.0,0.938,0.463,1.0,-13.124,1,0.479,0.035,0.00652,0.1,0.46,119.878,1.86035,4,9 +Seether,Wasteland,52.0,0.268,0.811,1.0,-4.06,1,0.0409,7.61e-05,0.00122,0.0651,0.295,101.041,239627.0,3,10 +Jay Loud,No Safety,41.0,0.528,0.522,4.0,-7.407,0,0.11,0.105,,0.0997,0.212,83.178,135707.0,4,5 +Saybia,I Surrender,51.0,0.285,0.434,9.0,-7.014,1,0.0315,0.283,7.87e-05,0.0552,0.0663,135.828,219000.0,4,10 +Goodbye June,Oh No,55.0,0.258,0.978,8.0,-4.208,1,0.172,0.000519,0.000363,0.218,0.28,132.862,221470.0,4,10 +MGMT,Electric Feel,78.0,0.763,0.803,1.0,-3.713,1,0.0351,0.0709,0.285,0.348,0.561,103.04,229640.0,3,6 +Heruin,Hardline,20.0,0.419,0.965,,-4.063,0,0.0791,7.63e-05,0.253,0.461,0.339,160.004,186031.0,4,8 +Marina Maximilian,Hurricane,45.0,0.511,0.675,5.0,-7.031,0,0.0263,0.0988,6.47e-06,0.423,0.314,91.943,237662.0,4,9 +Apifera,Overstand,26.0,0.275,0.226,9.0,-13.756,1,0.0368,0.955,0.957,0.149,0.163,135.676,142967.0,4,6 +Darkthrone,In the Shadow of the Horns,41.0,0.141,0.999,11.0,-5.335,1,0.14,3.85e-06,0.00804,0.109,0.0342,145.834,421680.0,4,8 +STACEY,Far Away,,0.311,0.588,11.0,-8.227,1,0.0334,0.224,0.000111,0.0784,0.281,90.002,242017.0,3,6 +Dan Toren,◊©◊ï◊ë ◊î◊©◊ß◊® ◊î◊ñ◊î,18.0,0.339,0.65,7.0,-10.609,1,0.0312,0.0668,0.00046,0.365,0.65,172.017,226027.0,4,10 +The Romantics,What I Like About You,66.0,0.542,0.915,9.0,-9.637,1,0.0549,0.319,5.34e-05,0.171,0.92,159.81,175400.0,4,10 +The Strangeloves,I Want Candy,41.0,0.669,0.848,8.0,-10.072,0,0.03,0.0273,0.0869,0.0881,0.661,102.048,177507.0,4,1 +Lou Val,Eternal Sunshine,51.0,0.236,0.582,1.0,-7.592,0,0.0348,0.0584,0.00277,0.34,0.265,67.131,241791.0,4,1 +10cc,Good Morning Judge,49.0,0.737,0.642,9.0,-9.492,1,0.0916,0.0185,0.00415,0.0726,0.467,106.742,174667.0,4,10 +Jamie Lidell,Multiply,50.0,0.832,0.593,5.0,-6.014,0,0.0916,0.148,,0.276,0.729,111.075,266680.0,4,9 +Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,6 +Noah Cunane,F*CK ABOUT IT,49.0,0.364,0.936,9.0,-4.281,1,0.146,0.000626,2.5e-06,0.427,0.579,180.191,100608.0,4,9 +Thrills in +41,Machine Dream,28.0,0.768,0.69,9.0,-12.43,1,0.0613,0.0129,0.92,0.346,0.102,141.029,295688.0,4,6 +DREAMCATCHER,New days,50.0,0.416,0.971,8.0,-2.759,0,0.499,0.0243,,0.318,0.504,174.954,211827.0,4,10 +Ro Panuganti,MEGALOVANIA,29.0,0.454,0.886,11.0,-9.257,0,0.138,8.69e-06,0.84,0.193,0.195,119.851,296868.0,4,8 +To Kill Achilles,There's No Right Way to Say This....,37.0,0.324,0.843,4.0,-9.096,0,0.068,0.00125,2.4e-06,0.36,0.389,190.149,173091.0,3,8 +Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,1 +KAS,Shake That,48.0,0.876,0.615,8.0,-7.192,0,0.155,0.0434,,0.235,0.356,98.034,145659.0,4,5 +Dua Lipa,Be the One,72.0,0.661,0.651,7.0,-3.771,0,0.0499,0.117,1.32e-05,0.056,0.368,87.46,202915.0,4,9 +Doja Cat,Say So,84.0,0.787,0.673,11.0,-4.577,0,0.158,0.256,3.57e-06,0.0904,0.786,110.962,237893.0,4,9 +Powfu,the long way home (feat. Sara Kays & Sarcastic Sounds),66.0,0.579,0.402,2.0,-9.687,1,0.0392,0.777,,0.316,0.516,152.067,189628.0,4,9 +Jimi Hendrix,Catfish Blues,47.0,0.427,0.573,8.0,-13.077,1,0.101,0.382,0.112,0.112,0.608,97.076,467427.0,3,2 +Wolf Alice,No Hard Feelings,56.0,0.679,0.253,2.0,-13.777,1,0.0412,0.812,0.301,0.111,0.653,127.45,155007.0,4,9 +Pop Smoke,For The Night (feat. Lil Baby & DaBaby),87.0,0.823,0.586,6.0,-6.606,0,0.2,0.114,,0.193,0.347,125.971,190476.0,4,5 +Kirk Fletcher,Two Steps Forward,30.0,0.217,0.909,8.0,-5.08,0,0.138,0.0168,0.14,0.345,0.673,185.561,305253.0,4,2 +Maniac,Go,28.0,0.598,0.618,5.0,-10.013,1,0.047,0.54,0.000546,0.951,0.422,103.099,251733.0,4,5 +Sawyer Fredericks,This Fire,44.0,0.358,0.423,7.0,-7.828,1,0.0338,0.565,3.38e-05,0.0846,0.309,182.959,226600.0,3,9 +Fiji Blue,Wait!,55.0,0.749,0.409,9.0,-9.263,1,0.0395,0.13,0.00222,0.152,0.486,122.979,168951.0,4,9 +Lil Durk,Stay Down (with 6LACK & Young Thug),63.0,0.813,0.57,3.0,-8.409,0,0.265,0.0909,,0.0982,0.676,109.07,169330.0,4,5 +Hailee Steinfeld,Most Girls - Acoustic,56.0,0.676,0.266,9.0,-8.847,1,0.184,0.514,,0.108,0.707,205.598,3.348,4,0 +Bastille,Quarter Past Midnight,59.0,0.504,0.821,8.0,-3.356,1,0.0598,0.275,,0.0418,0.458,155.131,201799.0,4,10 +Dierks Bentley,Free And Easy (Down The Road I Go),58.0,0.557,0.825,6.0,-4.657,1,0.0283,0.00525,0.00164,0.177,0.841,120.017,3.352,4,4 +Rhye,Safeword,56.0,0.764,0.501,,-10.842,1,0.0378,0.311,0.192,0.111,0.427,106.961,174147.0,4,6 +james ginzburg,light evaporates,9.0,0.131,0.307,4.0,-10.997,1,0.0349,0.00185,0.916,0.111,0.0264,59.562,282800.0,4,6 +The Modern Lovers,Roadrunner,58.0,0.462,0.84,2.0,-6.667,1,0.0346,5.05e-05,6.47e-05,0.0893,0.805,75.542,246440.0,4,10 +Born Ruffians,I Fall in Love Every Night,43.0,0.314,0.592,9.0,-9.297,1,0.0409,0.00472,,0.268,0.282,80.458,243760.0,4,6 +Lianne La Havas,Seven Times - Wu-Lu Remix,53.0,0.679,0.111,6.0,-28.013,1,0.0653,0.623,0.274,0.353,0.508,90.014,196000.0,4,1 +Lata Mangeshkar,Raat Suhani Jhoome Jawani,1.0,0.478,0.292,10.0,-12.115,0,0.148,0.947,0.00713,0.179,0.768,169.319,3.303116667,4,3 +Palma Violets,Best Of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,10 +LaVern Baker,See See Rider,41.0,0.67,0.493,6.0,-11.304,1,0.0751,0.285,,0.0495,0.928,93.867,150427.0,4,2 +Sarit Hadad,Shufuni,35.0,0.754,0.82,11.0,-5.037,0,0.0501,0.0711,0.000727,0.0947,0.377,128.039,249403.0,4,9 +"George Frideric Handel, Raphaela Gromes, Julian Riem","Serse, HWV 40, Act I: Ombra mai fu (Arr. for Cello and Piano)",37.0,0.14,0.177,5.0,-16.134,1,0.0406,0.992,0.849,0.109,0.075,172.391,2.633133333,4,7 +R.E.M.,Daysleeper,49.0,0.322,0.394,,-9.563,1,0.0345,0.172,2.12e-06,0.0869,0.0883,113.973,219600.0,4,10 +Imagine Dragons,Blank Space/Stand By Me - Live From Spotify London,63.0,0.774,0.553,9.0,-6.815,1,0.0823,0.379,,0.739,0.514,102.055,5.05723333,4,0 +Drake,Laugh Now Cry Later (feat. Lil Durk),86.0,0.761,0.518,,-8.871,1,0.134,0.244,3.47e-05,0.107,0.522,133.976,261493.0,4,9 +Valkyrie,Feeling so Low,28.0,0.393,0.904,7.0,-7.683,0,0.0442,5.27e-06,0.853,0.0937,0.497,89.562,307307.0,4,10 +Fleetwood Mac,You Make Loving Fun - 2004 Remaster,62.0,0.625,0.591,7.0,-9.127,0,0.0265,0.0138,0.0399,0.0893,0.863,126.597,213693.0,4,10 +Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,1 +Alex Little and The Suspicious Minds,Waiting to Get Paid,26.0,0.528,0.721,9.0,-3.905,1,0.0355,0.0002,0.0137,0.315,0.483,135.969,151920.0,4,10 +CADE,Who Set Us On Fire,44.0,0.59,0.629,6.0,-6.014,0,0.0619,0.228,,0.909,0.406,157.928,193033.0,4,10 +Robin Trower,On Fire Like Zsa Zsa,36.0,0.719,0.665,4.0,-7.679,0,0.0278,0.118,0.000875,0.276,0.658,104.99,201065.0,4,2 +Barenaked Ladies,One Week,71.0,0.702,0.898,9.0,-6.003,1,0.0373,0.00854,0.000154,0.0917,0.731,112.845,169760.0,4,10 +David Maayan,◊ô◊ì◊¢◊™◊ô,15.0,0.815,0.459,9.0,-12.683,1,0.203,0.0232,0.000483,0.165,0.127,99.966,130522.0,4,5 +Manntra,Barren King,42.0,0.596,0.857,4.0,-5.146,0,0.0269,0.000261,0.0689,0.234,0.5,102.062,155101.0,4,8 +Yoav Itzhak,◊§◊†◊ô ◊û◊ú◊ê◊ö,30.0,0.614,0.836,4.0,-8.647,0,0.0338,0.0685,0.00104,0.0214,0.81,97.992,231133.0,4,9 +Arlo Parks,Caroline,60.0,0.596,0.576,10.0,-7.955,1,0.0388,0.376,0.0904,0.107,0.485,160.176,216933.0,4,1 +Nipsey Hussle,What It Feels Like,63.0,0.394,0.734,1.0,-4.574,0,0.185,0.0329,1.26e-06,0.109,0.0778,86.897,275163.0,4,5 +Behemoth,As Above So Below,36.0,0.394,0.94,10.0,-5.3,0,0.152,7.17e-05,0.0033,0.0547,0.207,99.592,301507.0,4,8 +System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,10 +The Beatles,Blackbird - Remastered 2009,73.0,0.686,0.127,7.0,-14.361,1,0.0342,0.754,1.41e-05,0.0573,0.372,93.699,2.30645,4,0 +Sam Hunt,House Party,72.0,0.747,0.861,8.0,-5.251,1,0.0514,0.113,,0.026,0.859,103.966,3.170666667,4,4 +Ashe,Till Forever Falls Apart,80.0,0.509,0.498,2.0,-6.94,1,0.0315,0.413,,0.0674,0.283,99.729,222861.0,4,6 +Marshmello,Rescue Me,61.0,0.433,0.905,11.0,-2.171,1,0.101,0.00803,,0.337,0.375,148.149,237203.0,4,10 +Kevo Muney,Sell Out (feat. NLE Choppa),44.0,0.887,0.667,8.0,-3.423,1,0.273,0.142,,0.195,0.487,135.069,131226.0,4,5 +Marlon Craft,State of the Union,45.0,0.707,0.909,1.0,-7.115,1,0.528,0.381,,0.119,0.608,87.036,281250.0,4,5 +The Cranberries,Zombie - Acoustic Version,63.0,0.469,0.427,4.0,-7.954,0,0.0241,0.00414,3.77e-05,0.128,0.0821,84.053,241560.0,4,10 +Faron Young,Country Girl,43.0,0.604,0.441,5.0,-9.474,1,0.0352,0.791,,0.249,0.795,128.32,2.59955,4,4 +Traitor,Space Seed,21.0,0.375,0.991,11.0,-3.542,1,0.0759,2.12e-05,0.671,0.0405,0.624,176.034,177207.0,4,8 +L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,6 +Dj Streaks,More To Life? - Edit,38.0,0.806,0.69,1.0,-11.08,1,0.267,0.146,0.891,0.071,0.798,130.03,226840.0,4,1 +Edward Sharpe & The Magnetic Zeros,Home,73.0,0.541,0.591,2.0,-6.688,1,0.0336,0.289,0.000431,0.124,0.116,111.676,306320.0,4,9 +J.PERIOD,Globetrottin,32.0,0.805,0.876,9.0,-6.717,1,0.302,0.394,,0.762,0.801,135.011,232227.0,4,5 +Angus & Julia Stone,Stay With Me - Live From Spotify Berlin,67.0,0.614,0.101,,-22.159,1,0.0395,0.825,0.0217,0.707,0.155,75.902,174360.0,4,6 +Bob Brookmeyer,Who Could Care,,0.336,0.0937,,-20.317,1,0.0414,0.972,0.0123,0.145,0.0992,90.587,4.767783333,4,7 +The Doobie Brothers,Listen to the Music,75.0,0.645,0.598,1.0,-13.18,0,0.0335,0.221,3.53e-06,0.0721,0.913,105.929,3.78778333,4,10 +Pins And Needles,Natalie Hemby,38.0,0.589,0.68,6.0,-6.431,1,0.0274,0.0162,,0.109,0.612,172.066,2.834666667,4,0 +The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,1 +Real De Catorce,Agua Con Sal,21.0,0.509,0.491,7.0,-9.525,1,0.0301,0.435,0.409,0.145,0.718,92.533,288000.0,4,2 +Jackie Hayes,eye 2 eye,48.0,0.638,0.666,4.0,-6.951,0,0.0392,0.00784,6.65e-05,0.314,0.651,131.962,185455.0,4,10 +St. Vincent,Down,59.0,0.713,0.794,7.0,-8.173,1,0.0943,0.197,0.000232,0.603,0.961,155.942,206427.0,4,1 +Oasis,Half The World Away,53.0,0.339,0.459,,-8.652,1,0.0329,0.303,,0.0909,0.22,171.95,267333.0,3,10 +John Moreland,Sallisaw Blue,44.0,0.395,0.866,7.0,-7.047,1,0.069,0.113,9.85e-06,0.112,0.835,150.768,237373.0,4,10 +Ministri,Peggio Di Niente,37.0,0.235,0.989,9.0,-4.702,1,0.0971,0.000405,,0.0757,0.26,104.035,175707.0,4,10 +Sam Fender,Saturday,53.0,0.446,0.811,1.0,-3.075,1,0.0417,0.0175,0.0106,0.158,0.678,175.716,181293.0,4,10 +Larry Davis,Texas Flood,48.0,0.467,0.277,8.0,-12.101,1,0.0283,0.89,7.66e-05,0.2,0.535,99.83,163373.0,3,2 +Willie Lofton,Dark Road Blues,23.0,0.634,0.241,2.0,-11.479,1,0.0499,0.987,1.31e-05,0.15,0.899,142.097,183867.0,4,2 +Texas Alexander,Blue Devil Blues,25.0,0.541,0.0132,6.0,-24.372,1,0.086,0.979,1.95e-05,0.081,0.319,75.872,203520.0,4,2 +Cohen,◊®◊ß ◊ê◊†◊ô,22.0,0.457,0.563,6.0,-7.605,1,0.214,0.117,,0.197,0.259,92.23,296213.0,4,5 +Sharon Van Etten,Love More (By Fiona Apple),54.0,0.605,0.442,8.0,-14.252,1,0.0623,0.29,0.0122,0.219,0.72,139.979,272068.0,4,6 +lady gleep,glorianna,22.0,0.679,0.621,,-6.17,1,0.033,0.0126,,0.104,0.306,120.028,183605.0,4,6 +Ofer Levi,◊ê◊ï◊î◊ë ◊ú◊ó◊ô◊ï◊™,25.0,0.706,0.827,3.0,-8.338,0,0.0526,0.22,3.49e-06,0.193,0.786,118.021,317493.0,4,9 +The Vines,Highly Evolved,35.0,0.599,0.99,4.0,-3.669,0,0.187,0.00232,0.000142,0.305,0.353,131.446,94427.0,4,10 +Little Richard,Long Tall Sally,63.0,0.474,0.608,5.0,-5.139,1,0.0825,0.755,,0.0928,0.888,184.694,127427.0,4,10 +Pinetop Perkins,Take It Easy Baby,28.0,0.575,0.254,,-13.192,1,0.0485,0.943,2.34e-05,0.0579,0.526,161.678,223387.0,3,2 +Volbeat,Maybellene i Hofteholder,59.0,0.247,0.942,,-2.796,1,0.0691,0.00408,1.86e-06,0.0864,0.601,94.094,200827.0,4,8 +Reveille,What You Got,47.0,0.563,0.937,1.0,-5.243,1,0.0461,0.000111,,0.315,0.522,101.159,146693.0,4,10 +PVRIS,You and I,56.0,0.52,0.827,10.0,-7.225,0,0.0514,0.0412,0.0235,0.0999,0.411,101.99,270000.0,4,10 +The Armed,AN ITERATION,44.0,0.268,0.964,8.0,-4.944,0,0.129,5.91e-05,0.833,0.73,0.174,164.058,173155.0,4,8 +Mob Rules,Raven's Flight,32.0,0.508,0.989,7.0,-4.196,1,0.106,1.45e-05,0.000267,0.1,0.131,121.021,314876.0,4,8 +Eyal Golan,◊ú◊©◊ô◊® ◊ï◊õ◊ì◊ï◊®◊í◊ú,32.0,0.801,0.826,1.0,-4.613,0,0.0387,0.28,,0.111,0.822,103.993,210930.0,4,9 +Modest Mouse,Lampshades on Fire,60.0,0.659,0.906,7.0,-3.906,0,0.0428,0.156,3.27e-06,0.105,0.792,94.997,187720.0,4,6 +Madison Beer,BOYSHIT,67.0,0.638,0.699,1.0,-6.542,1,0.0892,0.0203,,0.0879,0.57,121.122,160398.0,4,9 +Snow Patrol,Chasing Cars,70.0,0.56,0.595,9.0,-4.53,1,0.0274,0.199,6.47e-05,0.132,0.144,104.011,267960.0,4,9 +Barns Courtney,Hands,46.0,0.5,0.834,4.0,-4.419,1,0.036,0.00025,0.00367,0.496,0.456,98.111,191053.0,4,10 +Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,1 +Jos√© James,Take Me Home,32.0,0.777,0.292,,-10.166,0,0.0402,0.336,0.00444,0.0838,0.264,110.108,251024.0,3,2 +Julien Baker,Favor,50.0,0.487,0.582,5.0,-8.938,1,0.0268,0.715,0.301,0.0971,0.271,104.003,278213.0,4,6 +Moments,The Suffering,22.0,0.118,0.964,1.0,-4.06,1,0.436,0.00012,0.139,0.337,0.107,200.003,269787.0,4,8 +Earshot,Get Away,42.0,0.284,0.852,1.0,-5.135,1,0.18,0.000975,0.00625,0.581,0.473,103.067,272107.0,5,8 +Creeper,Cyanide,45.0,0.388,0.764,2.0,-3.002,1,0.0329,0.0382,1.01e-05,0.328,0.638,172.004,207465.0,4,10 +Zoe Wees,Girls Like Us - Acoustic Version,50.0,0.447,0.192,1.0,-9.83,1,0.034,0.888,,0.0969,0.33,138.8,174439.0,3,9 +Nascent,Lock It Up,42.0,0.659,0.589,11.0,-9.924,0,0.184,0.409,6.74e-06,0.108,0.176,119.931,226866.0,4,5 +Adi-Keshet Cohen,Requiem,14.0,0.488,0.585,1.0,-8.935,1,0.0365,0.499,0.0221,0.111,0.204,135.429,195923.0,4,6 +JAHMED,USAY,39.0,0.773,0.691,1.0,-5.724,1,0.228,0.00648,,0.127,0.574,161.006,157736.0,4,5 +Killswitch Engage,The End of Heartache,62.0,0.469,0.976,,-3.569,0,0.111,0.000287,0.217,0.0636,0.222,124.001,298107.0,4,8 +Children of Zeus,Get What's Yours,41.0,0.82,0.387,7.0,-11.81,1,0.316,0.729,0.0836,0.0699,0.724,95.977,232731.0,4,5 +"Mahendra Kapoor, Pamela Chopra, S.K.Mahan",Jag Gaya Jag Gaya,9.0,0.397,0.529,4.0,-12.683,1,0.0824,0.914,0.000192,0.322,0.46,106.779,6.883333333,4,3 +Maple Syrup,Illjazz,31.0,0.763,0.632,8.0,-11.229,1,0.273,0.332,,0.143,0.493,85.996,205116.0,4,1 +Beyonc√©,Freedom (feat. Kendrick Lamar),64.0,0.437,0.803,2.0,-6.412,1,0.305,0.0376,,0.683,0.406,84.378,289760.0,4,5 +Catherine Wheel,Black Metallic,30.0,0.246,0.413,9.0,-11.763,0,0.0348,0.102,0.0265,0.242,0.0873,149.731,438907.0,4,6 +Sadhana Sargam,Main Teri Hoon Janam,33.0,0.631,0.572,6.0,-10.422,1,0.0382,0.395,0.0212,0.0736,0.672,138.125,4.839783333,4,3 +KALEO,Way down We Go - Recorded at Spotify Studios NYC,55.0,0.602,0.459,8.0,-7.167,0,0.036,0.63,0.000165,0.146,0.366,86.38,193297.0,4,10 +Ringunguinja,Purechucho,24.0,0.612,0.207,4.0,-17.136,1,0.0583,0.983,0.918,0.104,0.716,88.985,2.5936,4,7 +Brother Cane,Got No Shame,45.0,0.48,0.978,1.0,-5.636,1,0.0773,0.0257,0.00247,0.403,0.655,150.319,274600.0,4,10 +Rod Wave,Invisible Scar,64.0,0.709,0.586,11.0,-9.018,0,0.0297,0.157,,0.0717,0.455,116.974,168205.0,4,5 +Pantera,Floods,53.0,0.364,0.811,11.0,-7.237,1,0.0621,0.00268,0.0093,0.106,0.151,120.758,419893.0,4,8 +"Marcin Wasilewski, Slawomir Kurkiewicz, Michal Miskiewicz",Ballad Of The Sad Young Men,54.0,0.372,0.0891,7.0,-21.78,1,0.0357,0.916,0.911,0.158,0.0798,137.995,5.493333333,4,7 +Drown in Sulphur,Sulphur Cvlt,29.0,0.273,0.934,1.0,-4.844,1,0.141,7.39e-05,0.664,0.145,0.152,129.174,280780.0,4,8 +SeeYouSpaceCowboy...,modernizing the myth of sisyphus,39.0,0.302,0.921,,-4.549,1,0.104,5.77e-06,0.715,0.342,0.188,165.137,107284.0,4,8 +Al Foster,Our Son,48.0,0.482,0.101,8.0,-18.914,0,0.0333,0.965,0.00335,0.125,0.189,105.719,2.704666667,4,7 +Phoria,Nouveau-N√© (Re-Imagined),34.0,0.415,0.0711,11.0,-27.629,1,0.0355,0.989,0.871,0.0856,0.11,79.004,200863.0,4,6 +Falete,Mi Amante Amigo,32.0,0.575,0.406,6.0,-9.432,0,0.188,0.838,,0.0726,0.307,91.17,260693.0,4,9 +Brent Faiyaz,"Gravity (feat. Tyler, The Creator)",79.0,0.539,0.615,1.0,-8.746,0,0.252,0.173,0.0056,0.144,0.493,163.924,214693.0,4,9 +*repeat repeat,For Leaving You,37.0,0.327,0.841,9.0,-4.963,1,0.062,0.000101,0.863,0.127,0.455,180.058,226119.0,4,10 +Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,6 +"Pritam, Arijit Singh",Khairiyat,70.0,0.534,0.481,,-9.016,0,0.0412,0.697,,0.142,0.293,124.914,4.671366667,4,3 +Evanescence,Yeah Right,50.0,0.545,0.903,1.0,-4.567,1,0.0427,3.5e-05,0.11,0.135,0.254,131.04,209177.0,4,8 +Britney Spears,What U See (Is What U Get),49.0,0.847,0.801,9.0,-3.838,1,0.0565,0.0876,0.000204,0.766,0.841,93.19,3.611783333,4,9 +T-Bone Walker,T-Bone Shuffle,33.0,0.656,0.396,8.0,-13.577,1,0.0329,0.817,0.133,0.127,0.798,132.088,170000.0,4,2 +Jany Green,Lost In Love,48.0,0.788,0.846,1.0,-6.005,1,0.0411,0.0364,0.00466,0.0963,0.794,121.928,130612.0,4,6 +Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,6 +Parmalee,Take My Name,65.0,0.559,0.66,7.0,-4.143,1,0.0512,0.222,,0.193,0.574,163.957,2.631783333,4,4 +Machine Gun Kelly,body bag (feat. YUNGBLUD & Bert McCracken of The Used),70.0,0.575,0.959,1.0,-2.469,0,0.108,0.000192,,0.0515,0.642,110.973,170074.0,4,10 +Leah Blevins,Heart of Gold (615 Sessions),42.0,0.711,0.167,5.0,-13.319,0,0.0331,0.836,1.27e-06,0.1,0.476,82.842,1.76068333,4,0 +Soen,Antagonist,48.0,0.477,0.973,7.0,-4.106,0,0.0541,0.00188,0.000135,0.379,0.403,107.618,362088.0,4,8 +Ella Henderson,Ghost,67.0,0.68,0.84,9.0,-3.823,1,0.0414,0.0457,8.66e-06,0.143,0.468,104.975,213213.0,4,9 +Miss Lafamilia,Lil Bitch,44.0,0.727,0.632,,-5.399,1,0.223,0.0966,,0.0913,0.193,144.22,153484.0,4,5 +Kavale,Cry,38.0,0.661,0.737,6.0,-6.645,0,0.315,0.39,,0.22,0.558,160.142,221625.0,4,5 +SyKo,#BrooklynBloodPop!,79.0,0.691,0.814,1.0,-3.788,0,0.117,0.0164,,0.366,0.509,132.012,145611.0,4,9 +Igorrr,Camel Dancefloor,45.0,0.525,0.89,2.0,-4.222,1,0.0557,0.00135,0.813,0.0822,0.604,160.083,193067.0,4,8 +Caf√© Shahor Hazak,Sof Shavua,22.0,0.523,0.959,5.0,-3.434,0,0.598,0.563,,0.44,0.545,185.865,209677.0,4,5 +Pure Obsessions & Red Nights,God's Creatures - Jimmy Urine Remix,35.0,0.471,0.816,2.0,-9.446,1,0.0375,0.000232,0.1,0.0828,0.246,140.032,284000.0,4,8 +The Expendables,Surfman Cometh,44.0,0.613,0.797,1.0,-6.744,1,0.0328,8.86e-05,0.86,0.418,0.397,132.024,335586.0,4,10 +King Gizzard & The Lizard Wizard,Work This Time,61.0,0.529,0.491,1.0,-6.249,0,0.193,0.154,0.1,0.136,0.54,113.996,276893.0,1,6 +Bernard Allison,Night Train,33.0,0.642,0.706,7.0,-7.712,1,0.103,0.259,0.0449,0.375,0.669,106.241,298777.0,4,2 +Lifehouse,Breathing,50.0,0.499,0.82,2.0,-6.163,0,0.0301,0.0495,,0.345,0.593,144.949,265400.0,4,10 +James Blake,The First Time Ever I Saw Your Face,56.0,0.313,0.0516,2.0,-17.754,0,0.0443,0.986,0.00652,0.0938,0.0846,86.103,241555.0,3,6 +Death,Voice of the Soul,58.0,0.158,0.572,7.0,-6.293,0,0.0346,0.000926,0.893,0.144,0.347,79.176,223933.0,3,8 +Sody,butterfly,54.0,0.588,0.625,,-9.502,1,0.212,0.69,4.38e-06,0.0799,0.116,121.809,189013.0,4,9 +Mahesh Raghvan,Siddhivinayakam: A New Beginning,20.0,0.558,0.596,1.0,-9.943,0,0.0607,0.0573,0.0167,0.0776,0.244,169.925,4.276616667,3,0 +Rick Estrin & The Nightcats,Looking For A Woman,15.0,0.874,0.649,,-6.352,0,0.0331,0.326,0.0028,0.0884,0.968,108.009,321080.0,4,2 +Blackjack Billy,4 X 4 Play,48.0,0.731,0.84,7.0,-5.224,1,0.0282,0.047,,0.0532,0.775,93.987,201711.0,4,10 +Winsome,Solitude,20.0,0.335,0.459,11.0,-11.137,1,0.0288,0.276,0.00375,0.106,0.37,185.161,215859.0,4,10 +Green Day,Pollyanna,60.0,0.507,0.96,9.0,-6.224,1,0.0354,9.36e-05,1.02e-06,0.208,0.967,135.024,195018.0,4,10 +Ayane Yamazaki,Melody,6.0,0.552,0.26,,-12.774,1,0.0277,0.868,0.00544,0.247,0.198,95.01,194751.0,4,9 +Necrophobic,Mirror Black,33.0,0.285,0.973,7.0,-5.123,0,0.0965,4.7e-06,0.417,0.228,0.0769,159.75,323200.0,4,8 +Sum 41,Fat Lip,73.0,0.402,0.914,9.0,-5.215,1,0.142,0.000579,,0.065,0.626,196.505,178267.0,4,10 +Alessandro Cortini,CHIAROSCURO,37.0,0.15,0.25,3.0,-13.268,1,0.0424,0.0836,0.841,0.276,0.0355,135.451,476689.0,3,6 +Spafford,The Reprise (Live),35.0,0.316,0.535,7.0,-12.924,1,0.0402,0.00143,0.769,0.872,0.577,162.264,477257.0,4,10 +Skrizzly Adams,Bad Desires,46.0,0.78,0.733,1.0,-5.958,1,0.0781,0.033,,0.231,0.746,129.938,140445.0,4,10 +Tee Grizzley,What We On (feat. Big Sean),57.0,0.786,0.689,1.0,-6.765,1,0.236,0.266,,0.109,0.53,86.974,209655.0,4,5 +Sleepy Hallow,2055,79.0,0.775,0.518,6.0,-5.857,0,0.311,0.455,,0.121,0.646,161.011,2.06645,4,9 +James Arthur,Medicine - Acoustic,55.0,0.506,0.489,10.0,-6.589,1,0.039,0.789,,0.111,0.62,143.866,210454.0,4,9 +Sega Bodega,Salv Goes To Hollywood,46.0,0.761,0.514,1.0,-9.271,1,0.143,0.0492,0.00801,0.217,0.258,110.042,182000.0,4,6 +Hollow Coves,The Woods - Acoustic,60.0,0.568,0.558,9.0,-8.553,1,0.0278,0.724,0.000331,0.116,0.287,104.991,3.99933333,4,0 +No Love For The Middle Child,Bullets in the Dark (feat. MOD SUN),48.0,0.673,0.923,1.0,-3.628,0,0.0521,0.0107,,0.12,0.946,139.969,181547.0,4,1 +Amusement Parks On Fire,Our Goal to Realise,31.0,0.282,0.813,,-3.261,0,0.0503,5.31e-06,,0.499,0.387,70.994,197563.0,3,6 +Allison Russell,Nightflyer,55.0,0.482,0.333,2.0,-9.78,1,0.0636,0.705,,0.106,0.414,73.271,295547.0,4,2 +Koko Taylor,Put The Pot On,38.0,0.647,0.62,8.0,-10.46,1,0.0432,0.151,4.88e-05,0.132,0.873,119.4,228800.0,4,2 +"Gabriel Fauré, Sinfonieorchester Basel, Ivor Bolton","Berceuse for Violin and Orchestra, Op. 16",28.0,0.231,0.0768,2.0,-25.658,1,0.0508,0.944,0.149,0.0983,0.1,113.69,4.276666667,4,7 +OWLS,Everyone Is My Friend,32.0,0.53,0.793,4.0,-7.662,1,0.0382,0.0132,,0.236,0.603,101.258,206351.0,4,10 +Pandamic,Bus,37.0,0.492,0.678,9.0,-5.121,1,0.0467,0.000295,0.00229,0.364,0.349,104.428,196293.0,4,10 +Mot√∂rhead,Overkill,61.0,0.296,0.975,3.0,-3.676,0,0.225,0.000217,0.00196,0.269,0.0724,119.491,311080.0,4,8 +Tuna,◊ú◊ê◊ü ◊©◊ê◊§◊†◊î ◊û◊ë◊ò◊ô,30.0,0.379,0.714,4.0,-6.341,0,0.132,0.0399,,0.543,0.475,170.038,268335.0,4,5 +The Rolling Stones,(I Can't Get No) Satisfaction - Mono Version,76.0,0.723,0.863,2.0,-7.89,1,0.0338,0.0383,0.0317,0.128,0.931,136.302,3.71355,4,10 +The Lonely Ones,Change The Station,38.0,0.595,0.91,4.0,-4.138,1,0.0535,0.000317,0.0331,0.583,0.635,109.041,220144.0,3,10 +Margalit Tzan'ani,◊†◊¢◊®◊ô ◊©◊ï◊ë◊î ◊ê◊ú◊ô,35.0,0.819,0.705,6.0,-6.087,0,0.0278,0.138,,0.0884,0.979,105.154,231147.0,4,9 +Eric Reed,New Morning,44.0,0.374,0.118,2.0,-16.48,1,0.0365,0.97,0.829,0.083,0.0954,145.312,9.513116667,5,7 +Valencia Torres,Mountain Train,46.0,0.57,0.0532,4.0,-17.396,1,0.0517,0.992,0.954,0.1,0.108,118.767,2.772833333,3,7 +Datcha Mandala,Stick It Out,15.0,0.503,0.825,7.0,-11.117,1,0.0383,0.000298,0.0365,0.298,0.691,133.206,204107.0,4,10 +Robert Cray,The Same Love That Made Me Laugh,29.0,0.716,0.693,10.0,-6.291,1,0.0335,0.327,0.0071,0.0864,0.724,102.129,231667.0,4,2 +Electric Boys,Super God,34.0,0.45,0.894,2.0,-6.033,1,0.0519,9.45e-06,0.109,0.421,0.339,128.04,208863.0,4,10 +Kenny Chesney,Don't Blink,58.0,0.604,0.605,4.0,-8.516,1,0.0352,0.115,1.22e-05,0.305,0.647,147.925,4.754666667,4,4 +Charlie Marie,Soul Train,27.0,0.603,0.827,10.0,-5.222,1,0.0282,0.138,0.000323,0.123,0.664,107.009,236867.0,4,1 +Bay Ledges,Stay,36.0,0.695,0.654,4.0,-10.254,0,0.0523,0.379,0.149,0.177,0.946,86.016,212093.0,4,6 +Ofer Levi,◊ú◊†◊¶◊ó ◊ú◊ê◊î◊ï◊ë,23.0,0.54,0.522,3.0,-10.235,0,0.0295,0.421,1.07e-06,0.079,0.469,82.006,464000.0,4,9 +Charley Crockett,Midnight Run,49.0,0.64,0.486,2.0,-10.322,1,0.0268,0.568,0.0202,0.7,0.895,112.313,231131.0,4,1 +The Kooks,Taking Pictures Of You,60.0,0.66,0.522,2.0,-7.754,1,0.0323,0.196,,0.356,0.524,135.825,161982.0,4,10 +Carrie Underwood,Church Bells,65.0,0.575,0.844,3.0,-1.772,0,0.0633,0.226,,0.0538,0.542,87.007,3.222216667,4,4 +Bon Iver,Skinny Love,,0.565,0.257,,-14.04,1,0.0579,0.843,3.03e-06,0.109,0.111,76.493,3.97533333,4,0 +Stevie Ray Vaughan,The House Is Rockin',53.0,0.336,0.909,4.0,-11.019,1,0.039,0.204,0.0211,0.333,0.956,172.162,143227.0,4,2 +Melii,Sh*t Talk,33.0,0.907,0.734,8.0,-3.112,1,0.317,0.0741,2.36e-05,0.105,0.351,133.964,152749.0,4,5 +Kings of Leon,Use Somebody,77.0,0.276,0.715,,-5.356,1,0.0432,0.00552,0.000417,0.201,0.173,137.028,230760.0,4,10 +Herman's Hermits,No Milk Today - Mono Version,54.0,0.659,0.663,7.0,-6.353,1,0.0292,0.31,1.7e-06,0.0745,0.961,133.849,2.90555,4,10 +Pomegranate Tiger,Stomp the Haunted Crown,31.0,0.554,0.918,8.0,-6.172,0,0.107,2.86e-05,0.704,0.551,0.27,120.05,356160.0,4,8 +Vargas Blues Band,Blues latino,26.0,0.592,0.752,9.0,-7.309,0,0.0269,0.33,0.81,0.0545,0.379,100.038,332693.0,4,2 +Queensr√øche,I Don't Believe In Love - Remastered 2003,54.0,0.562,0.991,7.0,-2.654,1,0.0745,0.0373,1.14e-05,0.425,0.266,118.004,263560.0,4,8 +Cordae,Wassup (feat. Young Thug),73.0,0.93,0.467,8.0,-8.449,1,0.116,0.00906,0.0062,0.131,0.169,139.972,164633.0,4,5 +Swimm,Man's Man,40.0,0.697,0.667,9.0,-6.354,1,0.0395,0.0038,2.08e-06,0.236,0.698,136.051,187059.0,3,1 +"Amitabh Bachchan, Rakhee, Shashi Kapoor, Rishi Kapoor, Neetu Singh, Waheeda Rehman, Naseem Bano",Kaal Nayi Konkley Phutenge (with Dialogues),10.0,0.385,0.243,4.0,-18.084,0,0.461,0.631,,0.672,0.372,76.484,21.59266667,3,3 +Jalen Santoy,Mad Nice,41.0,0.806,0.741,,-7.535,1,0.209,0.278,,0.0985,0.286,105.022,148793.0,4,5 +Psychedelic Porn Crumpets,Pukebox,41.0,0.386,0.94,1.0,-5.235,0,0.0871,6.8e-05,2.11e-05,0.329,0.378,150.112,188780.0,4,10 +Bombino,Tar Hani (My Love),29.0,0.451,0.547,9.0,-8.522,0,0.0435,0.504,0.0099,0.326,0.126,87.721,390600.0,4,2 +CHASE B,For Me,69.0,0.904,0.498,2.0,-7.86,1,0.324,0.00919,,0.0791,0.145,132.992,202411.0,4,5 +"Udit Narayan, Hema Sardesai",Kehna Hai Tumse,32.0,0.603,0.675,2.0,-11.04,0,0.0439,0.428,4.41e-06,0.0893,0.533,104.946,4.7,4,3 +Imarhan,Tamudre,17.0,0.6,0.624,8.0,-10.727,1,0.0387,0.468,0.124,0.166,0.756,98.586,252493.0,4,2 +Drama,"Left, Right, Left",49.0,0.908,0.517,4.0,-11.018,1,0.165,0.00834,,0.142,0.539,125.055,217427.0,4,5 +Oscar Peterson Trio,I Got It Bad And That Ain't Good,59.0,0.488,0.0527,5.0,-27.331,1,0.0478,0.971,0.911,0.0882,0.193,49.689,5.103783333,4,7 +Tseba,Must Be Love (feat. Electric Fields),49.0,0.543,0.922,5.0,-5.521,1,0.112,0.0598,0.159,0.109,0.73,121.984,270145.0,4,6 +Ram Jam,Black Betty,67.0,0.465,0.865,11.0,-9.573,0,0.098,0.018,0.00135,0.0769,0.677,117.528,237893.0,4,10 +The Fratellis,Stand up Tragedy,40.0,0.592,0.901,2.0,-4.004,1,0.0349,0.00151,2.11e-05,0.351,0.836,105.065,225318.0,4,10 +The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,6 +Black Pistol Fire,Suffocation Blues,55.0,0.282,0.843,11.0,-6.002,0,0.114,0.000839,3.02e-05,0.0699,0.418,175.798,161054.0,4,10 +Mukesh,Kabhi Kabhi Mere Dil Mein,30.0,0.492,0.264,4.0,-13.1,1,0.0308,0.941,6.06e-06,0.241,0.515,109.057,4.750366667,4,3 +Junkyard Drive,Let It Burn,36.0,0.367,0.856,1.0,-11.546,1,0.065,6.98e-05,0.00609,0.0492,0.322,167.849,220000.0,4,8 +Godsmack,Serenity,48.0,0.684,0.659,9.0,-5.713,1,0.0234,0.027,5.9e-06,0.15,0.319,110.159,274480.0,4,8 +Count Basie,Sent For You Yesterday,37.0,0.546,0.389,,-14.135,0,0.0918,0.777,0.00273,0.0994,0.682,164.443,178959.0,4,2 +Tion Wayne,"Body (Remix) [feat. ArrDee, E1 (3x3), ZT (3x3), Bugzy Malone, Buni, Fivio Foreign & Darkoo]",90.0,0.883,0.674,11.0,-8.043,0,0.357,0.21,,0.0678,0.73,141.02,278085.0,4,9 +Itay Levi,◊ê◊£ ◊ê◊ó◊™ ◊ê◊ó◊®◊™,31.0,0.613,0.548,8.0,-6.534,0,0.0282,0.439,,0.116,0.479,139.963,208666.0,4,9 +Nickelback,Someday,69.0,0.455,0.858,11.0,-5.659,0,0.0391,0.000616,0.000247,0.226,0.597,163.118,207467.0,4,10 +Eels,Novocaine For The Soul,56.0,0.409,0.717,6.0,-7.75,1,0.0395,0.000578,0.0632,0.0827,0.311,169.212,188693.0,4,6 +Tommy McClennan,Blues As I Can Be,34.0,0.707,0.275,9.0,-14.026,0,0.163,0.91,7.6e-06,0.112,0.619,108.657,163944.0,4,2 +A Tribe Called Quest,Award Tour,64.0,0.812,0.6,7.0,-9.414,1,0.254,0.00308,8.38e-06,0.173,0.555,97.338,226440.0,4,5 +Julia Wolf,In My Way,7.0,0.781,0.407,8.0,-9.695,1,0.143,0.325,,0.153,0.314,91.046,123280.0,4,6 +Lagori,Saiyyan,15.0,0.316,0.426,,-9.745,1,0.0329,0.631,0.000682,0.103,0.252,130.013,4.587533333,1,0 +Brama,Ai tant Montat,11.0,0.375,0.744,5.0,-6.666,0,0.0481,0.00107,0.000109,0.329,0.687,102.718,162039.0,4,10 +J Balvin,Otra Noche Sin Ti,85.0,0.503,0.548,,-7.564,0,0.164,0.0751,0.000234,0.145,0.441,94.036,228920.0,4,9 +Bored at My Grandmas House,Showers,34.0,0.341,0.721,9.0,-6.614,0,0.034,0.00593,0.0272,0.79,0.623,115.014,220404.0,4,6 +Sleeping With Sirens,Scene Two - Roger Rabbit,58.0,0.693,0.562,,-7.323,1,0.0379,0.195,,0.123,0.183,123.979,197947.0,4,10 +Saweetie,Fast (Motion),72.0,0.882,0.839,4.0,-3.193,1,0.082,0.156,,0.132,0.71,117.032,170653.0,4,5 +Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,10 +David Bowie,Changes - 1999 Remaster,37.0,0.537,0.355,,-11.241,1,0.0363,0.357,,0.132,0.39,113.994,214573.0,4,6 +Black Spiders,Good Times,30.0,0.473,0.963,7.0,-1.558,1,0.0571,0.00104,,0.191,0.739,157.929,219493.0,4,10 +Armor For Sleep,Car Underwater,52.0,0.435,0.774,2.0,-5.052,1,0.0631,0.014,,0.127,0.448,147.466,228707.0,4,10 +Erica Banks,Buss It (feat. Travis Scott),70.0,0.898,0.529,9.0,-5.428,1,0.2,0.0699,,0.536,0.8,110.032,188963.0,4,9 +Six Feet Under,TNT,43.0,0.615,0.893,5.0,-6.139,1,0.102,0.00291,0.00472,0.199,0.555,127.834,208533.0,4,8 +AJ Mitchell,GROWING PAINS,54.0,0.393,0.517,1.0,-6.446,1,0.246,0.0379,,0.0738,0.535,70.59,202148.0,4,9 +Elvis Presley,Hound Dog,67.0,0.494,0.756,,-8.492,1,0.0499,0.733,0.00505,0.76,0.949,86.895,2.26711667,4,10 +Aya Korem,◊ú◊ê ◊¢◊ï◊©◊ô◊ù ◊ê◊™ ◊ñ◊î ◊õ◊õ◊î,28.0,0.546,0.744,10.0,-4.042,0,0.173,0.217,,0.0826,0.668,81.669,202683.0,4,9 +Young Guns,Mad World,44.0,0.301,0.932,2.0,-6.21,1,0.141,1.93e-05,0.405,0.33,0.373,136.057,174253.0,4,10 +Bones Owens,Tell Me,50.0,0.591,0.42,10.0,-6.986,1,0.0317,0.0146,0.000121,0.101,0.52,129.918,197783.0,4,10 +Dirty Honey,When I'm Gone,57.0,0.452,0.916,1.0,-3.17,1,0.0478,0.000308,0.000391,0.118,0.592,90.995,205091.0,4,10 +Omer Adam,◊™◊ú ◊ê◊ë◊ô◊ë,53.0,0.705,0.842,3.0,-6.093,0,0.0483,0.0605,,0.141,0.62,130.019,218120.0,4,9 +Sonoda,Point of View,32.0,0.291,0.8,,-8.02,1,0.0422,0.0772,0.00177,0.0953,0.499,174.713,126771.0,3,6 +Within Destruction,No Way Out,42.0,0.287,0.991,10.0,-0.645,0,0.123,0.00657,0.00489,0.368,0.108,159.831,199747.0,4,8 +Molchat Doma,–õ—é–¥–∏ –ù–∞–¥–æ–µ–ª–∏,54.0,0.41,0.529,11.0,-9.662,0,0.039,0.406,0.885,0.11,0.828,160.06,178860.0,3,6 +Nirvana,Breed,60.0,0.262,0.969,4.0,-4.675,1,0.0894,3.69e-06,0.00213,0.133,0.263,158.433,184040.0,4,10 +Danzig,Snakes Of Christ,37.0,0.581,0.809,2.0,-9.67,1,0.0397,0.00304,6.77e-05,0.3,0.19,127.991,274000.0,4,8 +Boys Noize,& Down,40.0,0.619,0.629,1.0,-4.109,0,0.33,0.0473,0.227,0.314,0.262,123.003,258133.0,4,1 +James Blunt,Wisemen - Live in Ireland,29.0,0.5,0.673,10.0,-10.292,1,0.0367,0.0729,0.0147,0.493,0.56,149.326,3.822666667,4,9 +The Rolling Stones,Jumpin' Jack Flash,64.0,0.596,0.901,3.0,-7.373,1,0.0482,0.0362,0.749,0.0698,0.621,137.359,219467.0,4,10 +Chris Stapleton,You Should Probably Leave,76.0,0.602,0.477,9.0,-8.425,1,0.032,0.268,3.1e-05,0.173,0.552,183.89,213493.0,4,1 +R.E.M.,Country Feedback,43.0,0.274,0.567,7.0,-5.98,1,0.0276,0.0861,0.0461,0.398,0.29,144.713,249320.0,4,10 +The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,1 +PJ Harvey,Good Fortune,52.0,0.552,0.669,7.0,-4.462,1,0.0329,0.00697,0.0467,0.0781,0.561,126.092,200200.0,4,6 +aroomfullofmirrors,RAWAR,43.0,0.622,0.41,8.0,-14.002,1,0.409,0.451,1.86e-05,0.191,0.472,77.426,183901.0,4,5 +Bruce Springsteen,I'm On Fire,74.0,0.62,0.446,1.0,-14.451,0,0.0347,0.589,0.0299,0.0727,0.868,88.591,2.598,4,10 +Eiv√∏r,Tr√∏llabundin,54.0,0.562,0.47,6.0,-8.876,0,0.087,0.174,0.0297,0.213,0.215,169.925,270973.0,4,8 +Nothing But Thieves,Forever & Ever More,55.0,0.289,0.841,8.0,-4.33,1,0.146,0.00582,0.00769,0.267,0.399,183.17,208134.0,3,1 +Gr√°inne Duffy,Good Love Had To Die,31.0,0.509,0.405,2.0,-8.779,0,0.036,0.319,0.0059,0.123,0.274,141.509,215947.0,3,2 +Jacob Banks,Parade,54.0,0.574,0.691,6.0,-7.805,0,0.0336,0.0142,0.000431,0.169,0.767,95.009,136632.0,4,10 +Red Hot Chili Peppers,Give It Away,73.0,0.666,0.936,7.0,-9.919,1,0.0476,0.00244,0.086,0.153,0.776,91.577,282907.0,4,10 +MOD SUN,Flames (feat. Avril Lavigne),68.0,0.54,0.631,8.0,-4.569,1,0.0336,0.00316,,0.104,0.194,84.903,151989.0,4,1 +Raful Neal,You Been Sweet To Me,11.0,0.778,0.6,7.0,-9.764,1,0.031,0.297,0.0264,0.12,0.848,100.189,290013.0,4,2 +Let's Eat Grandma,Hot Pink,44.0,0.716,0.552,,-6.927,0,0.0863,0.202,,0.0942,0.181,103.002,248977.0,4,6 +Hot Hot Heat,Middle of Nowhere,49.0,0.568,0.971,7.0,-3.478,1,0.0543,0.0518,4.24e-05,0.265,0.778,139.27,241333.0,4,10 +"Tori Kelly, Ed Sheeran",I Was Made For Loving You,,0.357,0.336,2.0,-11.97,1,0.0312,0.294,,0.0956,0.22,142.517,3.14898333,4,0 +Shlomo Artzi,◊ú◊ê ◊¢◊ï◊ñ◊ë ◊ê◊™ ◊î◊¢◊ô◊®,34.0,0.627,0.438,6.0,-11.578,0,0.0396,0.161,,0.306,0.273,124.208,286000.0,4,10 +Jesse Roper,The Hurricane's Eye,40.0,0.357,0.658,9.0,-8.197,1,0.0621,0.0078,0.00274,0.132,0.227,164.221,215912.0,4,10 +Joy Room,What's Your Number?,31.0,0.365,0.893,2.0,-3.983,0,0.0841,0.00331,8.84e-06,0.142,0.612,163.39,168891.0,4,10 +Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,1 +Eliad,◊ê◊ï◊®,42.0,0.707,0.52,1.0,-8.495,1,0.0419,0.137,,0.131,0.597,92.969,224267.0,4,9 +Moshe Peretz,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,33.0,0.515,0.584,5.0,-4.285,1,0.0248,0.363,,0.137,0.298,90.009,277750.0,4,9 +Alon Eder,◊ß◊¶◊™ ◊ê◊î◊ë◊î ◊ú◊ê ◊™◊ñ◊ô◊ß,44.0,0.275,0.376,2.0,-5.798,1,0.029,0.35,6.16e-06,0.114,0.325,137.545,267173.0,4,6 +Itay Levi,◊ú◊ß◊ó◊™ ◊ê◊™ ◊î◊û◊§◊™◊ó◊ï◊™,40.0,0.466,0.441,10.0,-6.096,0,0.127,0.655,,0.101,0.345,74.097,207568.0,4,9 +Five Finger Death Punch,A Little Bit Off,71.0,0.664,0.828,,-6.053,1,0.0404,0.00839,,0.294,0.82,103.985,190718.0,4,10 +While She Sleeps,FAKERS PLAGUE,52.0,0.42,0.876,6.0,-5.35,0,0.098,0.0235,0.000146,0.157,0.117,119.091,353806.0,4,8 +Hatebreed,I Will Be Heard,54.0,0.585,0.907,1.0,-4.787,1,0.102,7.21e-05,,0.0682,0.573,92.634,178667.0,4,8 +Lil Gnar,Missiles (feat. Trippie Redd),64.0,0.797,0.713,2.0,-4.384,1,0.279,0.0696,,0.0694,0.464,130.059,154462.0,4,5 +Leprous,Castaway Angels,47.0,0.537,0.425,11.0,-9.499,0,0.0392,0.391,0.00311,0.115,0.0728,109.02,295890.0,4,10 +"Suhel Rais Khan, Ustad Sultan Khan",Sitar Symphony - Original,14.0,0.517,0.583,7.0,-6.792,1,0.0299,0.188,0.0106,0.234,0.43,78.027,4.302966667,4,0 +Arik Einstein,◊¶◊¢◊® ◊ú◊ö,24.0,0.598,0.171,2.0,-18.199,1,0.0302,0.937,0.0278,0.102,0.288,137.757,253000.0,4,10 +Gracious K,Migraine Skank - Main Mix,21.0,0.442,0.765,5.0,-5.63,0,0.255,0.000146,1.61e-06,0.313,0.671,162.74,186933.0,5,5 +Veil Of Maya,Outsider,54.0,0.476,0.971,4.0,-3.797,0,0.0964,5.25e-05,9.45e-05,0.316,0.207,140.02,249468.0,3,8 +My Life As Ali Thomas,Rinn,34.0,0.488,0.78,9.0,-4.971,1,0.0412,0.0162,0.00994,0.0968,0.355,87.937,207614.0,4,10 +Keaton Henson,You Don't Know How Lucky You Are,53.0,0.389,0.314,2.0,-8.559,1,0.0345,0.772,0.576,0.109,0.107,95.641,228080.0,4,6 +Hadag Nahash,◊ú◊ê ◊û◊ï◊ï◊™◊®,31.0,0.671,0.873,5.0,-4.83,0,0.0401,0.00153,4.83e-06,0.0411,0.922,110.021,398400.0,4,5 +*repeat repeat,Wind in My Sail,23.0,0.495,0.844,7.0,-4.448,1,0.0433,9.75e-05,0.81,0.447,0.46,119.958,185916.0,4,10 +Metallica,Sad But True,69.0,0.633,0.846,7.0,-6.347,1,0.0337,0.000819,0.00139,0.0762,0.448,89.23,323933.0,4,10 +"Geeta Dutt, Shyam Kumar",Bhanwara Bada Nadan,,0.653,0.191,,-12.963,0,0.088,0.958,,0.138,0.865,107.26,4.409466667,4,3 +Linkin Park,Numb,82.0,0.496,0.863,9.0,-4.153,1,0.0381,0.0046,,0.639,0.243,110.018,185587.0,4,10 +vedawave,Rip,27.0,0.621,0.921,10.0,-6.847,1,0.0418,0.087,0.53,0.232,0.781,120.012,153398.0,4,6 +Ben Miller Band,Big Boy,19.0,0.495,0.71,2.0,-8.533,1,0.0486,0.275,0.0171,0.195,0.495,153.617,183187.0,4,2 +Figueroa,Back to the Stars,35.0,0.417,0.569,4.0,-7.56,1,0.0303,0.000302,0.606,0.104,0.0352,140.02,366957.0,4,6 +Geeta Dutt,Thandi Hawa Kali Ghata,14.0,0.563,0.614,7.0,-6.695,0,0.0394,0.845,,0.167,0.962,154.797,3.543783333,3,3 +Bruno Pernadas,Theme Vision,37.0,0.548,0.682,4.0,-7.105,1,0.0356,0.323,0.00149,0.105,0.458,107.939,381428.0,4,6 +Koevary,◊û◊ô◊ô◊ë◊©,21.0,0.673,0.657,10.0,-5.859,0,0.0332,0.0314,8.16e-05,0.35,0.949,78.977,185760.0,4,6 +Squeeze,Pulling Mussels (From The Shell),51.0,0.593,0.702,,-12.668,1,0.0409,0.002,8.38e-05,0.19,0.901,142.006,238133.0,4,6 +Nicholas Britell,Little's Theme,43.0,0.266,0.0128,7.0,-24.109,1,0.052,0.909,0.922,0.131,0.0637,65.694,0.987116667,3,7 +Napalm Death,Contagion,38.0,0.116,0.963,7.0,-4.829,1,0.133,1.02e-06,0.886,0.0765,0.224,91.439,245461.0,4,8 +Pakshee,Raah Piya,25.0,0.701,0.518,2.0,-8.892,0,0.0415,0.406,0.000149,0.122,0.551,100.018,7.08,4,0 +Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,6 +Nuclear Assault,Sin,35.0,0.151,0.992,9.0,-4.451,1,0.191,2.94e-05,0.827,0.183,0.068,143.467,202147.0,4,8 +Ailbhe Reddy,Time Difference,36.0,0.548,0.161,2.0,-14.991,1,0.0326,0.861,0.000243,0.102,0.309,80.069,190900.0,4,6 +Kevo Muney,I Got Feelings,50.0,0.803,0.545,10.0,-8.822,1,0.279,0.0336,,0.112,0.0993,144.01,183230.0,4,5 +Dolly Parton,Jolene,72.0,0.674,0.537,1.0,-10.971,0,0.0363,0.566,,0.131,0.809,110.578,2.692216667,4,4 +Marina Maximilian,◊ê◊û◊ê,30.0,0.33,0.507,4.0,-8.515,0,0.0404,0.557,,0.12,0.232,79.96,194374.0,4,9 +The Collective,The ballad of sad young men,52.0,0.479,0.115,4.0,-20.306,0,0.0343,0.936,0.756,0.152,0.115,116.047,5.174166667,4,7 +Cut Copy,Hearts On Fire - Calvin Harris Remix,18.0,0.783,0.82,1.0,-6.102,1,0.0489,0.00054,0.499,0.0628,0.235,129.015,339213.0,4,6 +Mississippi Blues Band,Caf√© Madrid,28.0,0.533,0.704,7.0,-9.97,1,0.0485,0.164,2.59e-05,0.0739,0.696,118.935,206893.0,4,2 +M24,High Right Now,59.0,0.875,0.661,3.0,-6.71,0,0.259,0.41,,0.0889,0.739,141.894,174557.0,4,5 +Sowulo,Wulfwiga,47.0,0.559,0.552,7.0,-8.414,1,0.0335,0.00888,0.367,0.0725,0.342,130.04,256187.0,4,8 +The OBGMs,Outsah,32.0,0.46,0.949,7.0,-5.59,1,0.084,0.00141,0.304,0.234,0.214,146.051,113752.0,4,1 +Mndsgn,Hope You're Doin' Better,37.0,0.552,0.618,8.0,-8.155,0,0.0317,0.486,0.0773,0.313,0.442,157.956,275661.0,4,1 +Fontaines D.C.,I Don't Belong,50.0,0.657,0.716,9.0,-7.76,0,0.0264,0.2,0.000728,0.173,0.513,112.045,271107.0,4,10 +Slipknot,Before I Forget,75.0,0.291,0.974,6.0,-2.997,0,0.171,0.0177,5.44e-06,0.886,0.348,134.724,278600.0,4,8 +Primus,Tommy The Cat,51.0,0.533,0.924,6.0,-11.679,0,0.0721,0.00185,0.185,0.373,0.371,128.548,253960.0,4,10 +NewDad,I Don't Recognise You,53.0,0.534,0.623,11.0,-7.144,1,0.0247,0.668,0.379,0.121,0.395,82.487,275013.0,4,1 +Simon & Garfunkel,"Mrs. Robinson - From ""The Graduate"" Soundtrack",75.0,0.606,0.457,6.0,-14.035,0,0.0497,0.713,2.53e-05,0.0747,0.813,92.033,4.06711667,4,0 +Execution Day,ESCAPE,,0.548,0.965,3.0,-3.079,0,0.0764,9.53e-05,0.000143,0.369,0.462,118.077,193220.0,4,8 +Bloc Party,Banquet - Phones Disco Edit,28.0,0.635,0.875,10.0,-8.536,0,0.0421,0.000722,0.111,0.483,0.934,149.98,324667.0,4,1 +Arik Einstein,Sa Leat,41.0,0.409,0.377,,-13.552,1,0.0346,0.622,0.000205,0.107,0.513,156.291,257802.0,4,10 +IDLES,A Hymn,43.0,0.504,0.607,7.0,-8.561,1,0.033,0.0288,0.342,0.112,0.0366,101.031,318694.0,4,6 +Bullet For My Valentine,Hand Of Blood,56.0,0.378,0.986,8.0,-2.769,1,0.0832,0.000248,,0.0833,0.492,94.458,216133.0,4,10 +Dudu Tassa,◊™◊ë◊ô◊ê◊ô ◊ê◊ô◊™◊ö ◊ô◊ô◊ü,28.0,0.699,0.886,4.0,-4.394,0,0.0555,0.0322,0.000951,0.134,0.67,101.952,224365.0,4,10 +Evildead,The Descending,17.0,0.315,0.961,10.0,-2.722,0,0.094,3.09e-05,7.53e-05,0.321,0.501,99.024,192413.0,4,8 +Crashing Atlas,Kerosene,29.0,0.454,0.957,4.0,-5.458,1,0.105,0.000104,0.0695,0.372,0.592,155.028,170323.0,4,10 +Oneohtrix Point Never,Nothing‚Äôs Special,40.0,0.197,0.28,7.0,-8.395,1,0.0332,0.672,0.000937,0.0905,0.0718,90.639,213180.0,4,6 +Elton John,Your Song - Live At Madison Square Garden,37.0,0.478,0.344,3.0,-11.238,1,0.0363,0.854,1.87e-05,0.818,0.27,128.286,4.161116667,4,9 +Headcharger,Death Sound,10.0,0.491,0.89,10.0,-7.115,0,0.0433,7.36e-06,0.104,0.25,0.555,137.989,243520.0,1,10 +Dire Straits,Romeo And Juliet,71.0,0.613,0.441,5.0,-11.999,1,0.0309,0.546,0.0132,0.0869,0.525,87.573,360667.0,4,10 +UNSECRET,Love It,34.0,0.847,0.654,3.0,-5.431,0,0.0378,0.0748,0.0656,0.128,0.875,119.955,138043.0,4,9 +The Black Keys,Howlin' for You,67.0,0.725,0.747,11.0,-5.545,1,0.0876,0.0272,0.0468,0.104,0.38,132.921,191956.0,4,6 +Childish Gambino,Redbone,83.0,0.743,0.347,1.0,-11.174,1,0.121,0.167,0.00951,0.103,0.572,160.143,326933.0,4,9 +Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,1 +Eden Hason,◊ê◊ô◊™◊ö,43.0,0.534,0.471,9.0,-8.485,0,0.128,0.315,,0.241,0.367,75.01,163159.0,4,9 +Kyuss,Space Cadet,52.0,0.461,0.168,11.0,-16.225,0,0.042,0.449,0.886,0.265,0.309,169.675,422464.0,4,8 +Satyr,Picayune,37.0,0.357,0.981,6.0,-3.452,0,0.231,0.000279,0.151,0.0986,0.202,112.493,231798.0,3,8 +Swastik The Band,Jogi,37.0,0.55,0.648,2.0,-6.5,0,0.0557,0.276,9.72e-05,0.069,0.352,80.03,6.280916667,4,0 +Bright Eyes,Flirted With You All My Life,49.0,0.408,0.532,5.0,-7.933,1,0.0325,0.134,0.0654,0.0966,0.241,99.672,247545.0,4,6 +The Isley Brothers,For the Love of You - Live,20.0,0.577,0.464,11.0,-10.061,0,0.0585,0.558,5.25e-05,0.259,0.548,110.959,299067.0,4,10 +Nature TV,Solid Door,30.0,0.472,0.653,9.0,-7.267,0,0.0522,0.733,9.84e-05,0.206,0.624,168.922,231926.0,4,6 +Celeste,Tonight Tonight,61.0,0.611,0.834,11.0,-4.528,0,0.0299,0.0544,1.57e-05,0.232,0.643,109.997,219440.0,4,6 +Morray,Can‚Äôt Use Me,62.0,0.777,0.482,7.0,-8.411,1,0.109,0.00734,,0.237,0.532,76.487,170107.0,4,5 +"Kanchan, Manhar, Anand",Hum Tumhen Chahte Hain - From Qurbani,38.0,0.473,0.437,5.0,-10.944,1,0.0353,0.654,7.12e-05,0.0684,0.587,95.523,7.267116667,4,3 +Chad Kroeger,Hero (feat. Josey Scott),63.0,0.427,0.843,4.0,-4.54,1,0.0364,0.00216,,0.179,0.304,147.387,200480.0,3,10 +P√°rpados,Me Acoplo,35.0,0.44,0.345,,-9.796,1,0.0272,0.614,0.756,0.0992,0.126,80.865,240500.0,4,6 +National Nightmare,Witch,32.0,0.493,0.937,9.0,-3.555,0,0.0884,0.0198,0.000216,0.103,0.435,155.179,290417.0,4,10 +Kitten,American Football,36.0,0.531,0.826,9.0,-5.13,1,0.0391,0.00386,2.1e-05,0.48,0.455,90.035,201847.0,4,6 +Billy F Gibbons,Desert High,40.0,0.484,0.475,2.0,-9.647,0,0.0287,0.00632,0.00124,0.14,0.33,100.042,207853.0,4,2 +Keane,Nothing In My Way,61.0,0.399,0.854,10.0,-4.97,0,0.0294,0.00107,3.96e-06,0.0893,0.872,172.478,240387.0,4,10 +Kroi,shift command,32.0,0.669,0.8,5.0,-4.857,0,0.0456,0.0221,5.12e-05,0.26,0.425,113.027,248513.0,4,9 +Foals,Mountain at My Gates,66.0,0.495,0.931,2.0,-5.336,0,0.0469,0.0025,0.0819,0.246,0.617,104.05,244293.0,4,1 +TOOL,Right In Two,59.0,0.44,0.568,7.0,-8.54,1,0.0293,0.00442,0.84,0.119,0.248,118.389,535800.0,3,8 +The Anix,My Eyes,47.0,0.4,0.906,,-4.761,1,0.058,5.12e-05,0.657,0.278,0.227,100.052,315150.0,4,10 +Imagine Dragons,Thunder,83.0,0.605,0.822,,-4.833,1,0.0438,0.00671,0.134,0.147,0.288,167.997,187147.0,4,9 +Ronan Keating,Life Is A Rollercoaster - Live,25.0,0.481,0.895,,-3.073,1,0.0703,0.0707,,0.953,0.43,119.932,7.226883333,4,9 +"Lata Mangeshkar, Udit Narayan",Ho Gaya Hai Tujhko To Pyar Sajna,49.0,0.404,0.662,7.0,-8.606,0,0.059,0.547,2.99e-05,0.346,0.507,100.195,5.794666667,4,3 +"Royal Liverpool Philharmonic Orchestra, James Morgan",Candle In The Wind,28.0,0.187,0.163,11.0,-17.649,0,0.042,0.715,0.902,0.107,0.0347,54.114,4.267333333,4,7 +Nap Eyes,Snake Oil,11.0,0.34,0.708,7.0,-4.494,1,0.0426,0.0058,7.42e-05,0.0778,0.475,117.092,192582.0,4,1 +Bones Owens,When I Think About Love,38.0,0.662,0.73,7.0,-5.385,1,0.0259,0.0131,0.000553,0.0328,0.843,98.975,172590.0,4,10 +High Wire,Some Kind of Miracle,13.0,0.315,0.973,,-3.882,1,0.257,0.000742,,0.482,0.448,184.993,216267.0,4,10 +The Suitcase Junket,Black Holes and Overdoses,25.0,0.567,0.793,5.0,-7.004,1,0.0368,0.324,5.27e-06,0.0742,0.441,114.972,193008.0,4,2 +ShrekDiMC,◊¢◊ù ◊î◊ê◊ó◊ô◊ù,29.0,0.663,0.767,1.0,-4.149,1,0.215,0.133,,0.0777,0.619,137.569,253913.0,4,5 +The Meters,Cissy Strut,64.0,0.507,0.763,,-12.732,1,0.0945,0.172,0.886,0.324,0.708,176.193,186853.0,4,10 +Mastodon,Asleep in the Deep - Instrumental,34.0,0.314,0.863,9.0,-7.2,1,0.0477,1.27e-06,0.685,0.0886,0.256,134.815,372640.0,4,8 +Wand,Scarecrow,37.0,0.631,0.883,9.0,-6.683,1,0.0567,0.242,0.454,0.11,0.38,108.005,317507.0,4,6 +Amaranthe,Strong,55.0,0.436,0.95,,-7.182,1,0.0589,0.000521,2.94e-05,0.1,0.561,180.087,186987.0,4,8 +New Portals,Change of Mind - Acoustic,48.0,0.59,0.214,11.0,-12.023,0,0.0412,0.895,0.00986,0.105,0.167,134.804,3.05348333,4,0 +chloe moriondo,I Eat Boys,61.0,0.523,0.537,2.0,-4.958,1,0.0274,0.0499,,0.222,0.167,91.728,162867.0,4,6 +The Kills,Future Starts Slow,55.0,0.677,0.743,6.0,-5.876,1,0.0611,0.0135,0.00222,0.0581,0.469,127.971,248200.0,4,6 +Kacey Musgraves,Follow Your Arrow,65.0,0.448,0.649,5.0,-5.925,1,0.0434,0.418,,0.0976,0.575,195.925,3.327333333,4,4 +Albert Collins,Black Cat Bone,29.0,0.586,0.816,,-8.036,1,0.0886,0.293,0.000811,0.0726,0.701,97.538,298933.0,4,2 +Tim Hardin,How Can We Hang On to a Dream - Live at Woodstock - 8/15/69,26.0,0.449,0.246,7.0,-14.743,0,0.0392,0.944,0.00024,0.417,0.226,110.614,269000.0,3,10 +HONNE,no song without you,,0.788,0.473,,-12.744,1,0.0328,0.489,0.254,0.109,0.81,105.429,160347.0,4,6 +God Is An Astronaut,Burial,40.0,0.391,0.684,2.0,-11.35,1,0.0302,0.000724,0.806,0.0913,0.283,107.074,364048.0,4,8 +Siouxsie and the Banshees,The Passenger,60.0,0.457,0.93,2.0,-4.544,0,0.0673,0.0309,6.27e-05,0.135,0.294,139.819,309307.0,4,1 +Ice Prince,KOLO (feat. Oxlade),59.0,0.629,0.741,11.0,-1.521,0,0.146,0.532,,0.119,0.816,103.715,168013.0,4,9 +Backstreet Boys,The Perfect Fan,43.0,0.422,0.396,9.0,-9.048,1,0.0306,0.579,,0.12,0.319,141.098,4.22445,4,9 +Primal Scream,Gentle Tuesday,31.0,0.426,0.92,6.0,-5.503,1,0.0447,0.000114,0.00412,0.335,0.688,127.532,227120.0,4,6 +Eric Clapton,Let It Grow,48.0,0.42,0.398,4.0,-13.626,1,0.025,0.219,0.36,0.258,0.267,77.689,298280.0,4,10 +Faraquet,Sea Song,25.0,0.338,0.723,9.0,-5.889,1,0.0439,0.29,0.0832,0.169,0.163,107.225,250680.0,4,10 +Red Sun Rising,The Otherside,42.0,0.526,0.761,11.0,-6.151,1,0.0258,7.54e-05,0.907,0.109,0.282,100.057,216107.0,4,10 +Saint Agnes,Welcome to Silvertown,41.0,0.438,0.778,1.0,-7.452,1,0.0683,0.00269,0.779,0.0893,0.457,95.775,195987.0,4,10 +U2,I Still Haven't Found What I'm Looking For - Remastered 2007,59.0,0.565,0.764,1.0,-9.43,1,0.0351,0.0139,0.00488,0.079,0.686,100.891,277480.0,4,10 +Stereophonics,Have A Nice Day,65.0,0.508,0.826,1.0,-4.088,0,0.0405,0.018,,0.28,0.404,120.854,205067.0,4,10 +Govinda,Calm,48.0,0.527,0.523,3.0,-11.451,0,0.0871,0.11,0.597,0.162,0.456,159.878,5.206666667,4,0 +Within The Ruins,Devil In Me,45.0,0.441,0.994,7.0,-2.934,1,0.239,7.25e-05,0.000147,0.382,0.0478,139.931,213125.0,4,8 +Superflat,Overcome,37.0,0.665,0.861,7.0,-6.808,1,0.209,0.00392,0.69,0.117,0.698,123.058,160976.0,4,6 +Bebe Rexha,Sabotage,58.0,0.562,0.565,8.0,-5.111,1,0.044,0.438,,0.138,0.208,89.862,176566.0,4,9 +Ravid Plotnik,◊õ◊ú ◊î◊ñ◊û◊ü ◊î◊ñ◊î,48.0,0.582,0.465,1.0,-11.032,0,0.0555,0.0591,,0.267,0.33,147.959,298213.0,4,5 +Will Smith,Miami,71.0,0.877,0.534,1.0,-6.178,1,0.15,0.0339,1.67e-05,0.0441,0.89,108.17,197560.0,4,5 +Backstreet Boys,Safest Place to Hide,36.0,0.417,0.538,4.0,-6.085,1,0.0285,0.358,,0.107,0.338,137.443,4.658,4,9 +Erdling,Blizzard,40.0,0.514,0.926,1.0,-6.579,0,0.0349,2.3e-06,0.857,0.126,0.173,129.027,194453.0,4,8 +Civil Twilight,Come As You Are,40.0,0.39,0.215,6.0,-11.473,0,0.0328,0.0849,0.316,0.0958,0.119,117.513,258707.0,4,10 +Amy Winehouse,Back To Black,74.0,0.403,0.422,7.0,-13.964,0,0.0373,0.134,2.05e-05,0.0861,0.378,122.728,241293.0,4,10 +JD Cliffe,Cashew,25.0,0.696,0.451,11.0,-9.591,1,0.435,0.33,,0.0955,0.539,74.518,161091.0,4,5 +Jacky Terrasson,The Call,44.0,0.525,0.335,11.0,-15.751,0,0.0335,0.566,0.837,0.0931,0.285,106.444,4.052133333,4,7 +Conway Twitty,Hello Darlin',50.0,0.354,0.276,,-14.999,1,0.0295,0.745,1.35e-06,0.11,0.427,82.787,2.431116667,3,4 +The Creation,Making Time,38.0,0.356,0.899,3.0,-6.211,1,0.243,0.00755,,0.28,0.456,140.82,177547.0,4,1 +Old Dominion,Hotel Key,66.0,0.758,0.867,11.0,-5.087,1,0.0475,0.152,,0.308,0.964,102.018,2.776216667,4,4 +Plague Vendor,Night Sweats - Edit,32.0,0.498,0.685,11.0,-5.732,0,0.0949,0.0113,0.000688,0.0875,0.628,163.171,166995.0,4,1 +Cihangir Aslan,Night Owl,45.0,0.542,0.521,4.0,-12.566,0,0.104,0.884,0.914,0.124,0.176,194.049,376082.0,4,6 +The Nice,Diary Of An Empty Day,20.0,0.4,0.52,2.0,-12.225,1,0.0323,0.0646,0.405,0.223,0.51,103.225,238200.0,3,10 +Phoebe Bridgers,Funeral,64.0,0.215,0.263,11.0,-14.416,1,0.0378,0.947,0.00028,0.0919,0.307,172.332,232373.0,4,6 +Riley Green,If It Wasn’t For Trucks,71.0,0.435,0.811,2.0,-5.594,1,0.0357,0.00047,,0.163,0.174,152.041,3.288883333,4,4 +Gucci Mane,Stunting Ain't Nuthin (feat. Slim Jxmmi & Young Dolph),52.0,0.86,0.71,7.0,-5.705,1,0.285,0.177,,0.0865,0.764,122.993,316053.0,4,5 +Ray Price,For the Good Times,47.0,0.352,0.204,3.0,-15.414,1,0.0311,0.76,0.000426,0.327,0.524,83.342,3.79645,4,4 +bad tuner,Back To Me,34.0,0.689,0.72,9.0,-6.85,1,0.0365,0.00244,0.00272,0.111,0.399,120.0,185492.0,4,6 +Ricky Nelson,Hello Mary Lou (Goodbye Heart),57.0,0.602,0.633,9.0,-9.756,1,0.0314,0.502,,0.0614,0.931,98.995,138547.0,4,10 +Wooden Shjips,Eclipse,41.0,0.383,0.475,11.0,-11.842,0,0.0278,0.00706,0.759,0.108,0.339,141.423,383101.0,4,6 +Karl Denson,Seven Nation Army,15.0,0.593,0.849,4.0,-5.265,0,0.0392,0.0369,0.862,0.104,0.636,121.797,402800.0,4,10 +Grimes,Violence,62.0,0.533,0.9,5.0,-4.973,0,0.0495,0.00143,0.101,0.129,0.0795,99.983,220617.0,4,6 +Joan As Police Woman,Holy City,40.0,0.679,0.769,8.0,-7.289,1,0.0415,0.158,0.198,0.07,0.83,134.933,284936.0,4,1 +Primal Scream,Gentle Tuesday,31.0,0.426,0.92,6.0,-5.503,1,0.0447,0.000114,0.00412,0.335,0.688,127.532,227120.0,4,1 +Chastity Belt,The Process,34.0,0.601,0.657,2.0,-8.673,0,0.0274,0.362,0.532,0.156,0.288,125.0,293026.0,4,6 +Foo Fighters,Congregation,53.0,0.405,0.91,2.0,-5.441,1,0.0428,5.61e-05,2.63e-05,0.0652,0.575,151.915,311907.0,4,10 +Lainey Wilson,Things A Man Oughta Know,73.0,0.659,0.683,3.0,-5.623,1,0.0312,0.513,4.93e-06,0.133,0.397,139.931,203373.0,4,1 +Filter,Take a Picture,63.0,0.541,0.775,2.0,-8.041,1,0.0297,0.00151,0.000222,0.178,0.271,98.992,363800.0,4,10 +Asha Bhosle,Sakhiya Aaj Mujhe Neend Nahin,9.0,0.366,0.84,11.0,-4.319,1,0.217,0.891,0.00497,0.088,0.853,99.542,5.76955,4,3 +Chelsea Jade,Laugh It Off,39.0,0.763,0.524,,-7.725,1,0.0759,0.0249,0.000137,0.117,0.411,93.998,253330.0,4,6 +Biffy Clyro,Questions and Answers,36.0,0.485,0.9,2.0,-4.89,1,0.0361,0.000691,0.107,0.112,0.351,131.36,242693.0,4,10 +The Hives,Main Offender,50.0,0.43,0.954,,-4.541,1,0.105,0.261,0.00262,0.155,0.79,135.96,153160.0,4,10 +Crisix,This Is Resurrection Fest,22.0,0.607,0.878,2.0,-10.327,1,0.0973,0.000264,0.736,0.365,0.225,105.025,167293.0,4,8 +Santa Cruz,Crossfire,40.0,0.405,0.963,6.0,-2.115,0,0.133,0.000911,0.00476,0.188,0.403,175.068,243000.0,4,10 +"Marcel Tournier, Magdalena Hoffmann","Images, Suite No. 4, Op. 39: XII. La danse du Moujik",33.0,0.325,0.137,4.0,-22.227,0,0.0376,0.99,0.931,0.105,0.0549,125.973,4.884716667,4,7 +The Dandy Warhols,Bohemian Like You,68.0,0.584,0.931,9.0,-6.158,1,0.0344,0.00315,0.772,0.133,0.694,131.275,211707.0,4,6 +Jacques Burtin,Le Chemin Clair,24.0,0.57,0.0742,2.0,-22.896,0,0.0634,0.939,0.907,0.332,0.117,129.869,5.44155,3,7 +Jillian Jacqueline,Reasons - Acoustic,,0.446,0.388,4.0,-6.201,1,0.0405,0.814,,0.119,0.581,175.154,3.08066667,4,0 +Carl Bagge Trio,Con Alma,43.0,0.527,0.303,6.0,-18.496,1,0.0365,0.763,0.883,0.0609,0.582,96.469,5.5,4,7 +Skeleton Lipstick,Real Time Lover,22.0,0.608,0.738,9.0,-2.923,1,0.0332,0.361,0.00775,0.7,0.657,90.971,218901.0,4,6 +Taj Mahal,Catfish Blues,19.0,0.577,0.482,7.0,-11.352,1,0.0352,0.833,0.0999,0.0944,0.813,104.237,329867.0,4,2 +Rhythm Shaw,All I Was Thinking Of,14.0,0.328,0.0699,2.0,-19.37,1,0.0425,0.908,0.843,0.0897,0.106,91.372,238627.0,4,6 +Aests,DUCK GROOVE,42.0,0.914,0.752,3.0,-8.085,0,0.0866,0.000507,0.606,0.3,0.614,135.053,142498.0,4,6 +Black Orchid Empire,Winter Keeps Us Warm,30.0,0.498,0.496,2.0,-7.494,1,0.0291,0.00676,0.00149,0.623,0.153,140.019,241302.0,3,10 +The Beatles,You've Got To Hide Your Love Away - Remastered,,0.398,0.392,7.0,-9.05,1,0.0282,0.207,,0.102,0.378,184.267,2.152,3,0 +OneRepublic,Mercy,38.0,0.471,0.849,11.0,-5.563,1,0.0713,0.015,,0.109,0.196,116.404,240573.0,4,10 +MEDUZA,Lose Control,83.0,0.598,0.526,10.0,-8.659,0,0.0415,0.129,,0.14,0.529,123.935,168387.0,4,9 +Fu Manchu,Intelligent Worship,37.0,0.381,0.897,2.0,-5.784,1,0.0924,0.000328,0.288,0.0592,0.554,146.056,187053.0,3,8 +"Kumar Sanu, Alka Yagnik",Mera Dil Bhi Kitna Pagal Hai,50.0,0.474,0.498,8.0,-10.146,1,0.0302,0.725,,0.0852,0.759,100.93,5.414883333,4,3 +Silvera,Promise,32.0,0.443,0.959,11.0,-7.182,0,0.0586,5.08e-06,0.000452,0.105,0.514,100.017,238200.0,4,8 +"Georges Bizet, Seiji Ozawa, Orchestre National De France","Bizet: Petite suite from ""Jeux d'enfants"", Op. 22, WD 39: IV. Duo ""Petit mari, petite femme""",20.0,0.183,0.0288,10.0,-30.479,1,0.0452,0.945,0.896,0.0863,0.0386,117.017,3.45,4,7 +John Petrucci,Terminal Velocity,43.0,0.47,0.974,4.0,-6.334,1,0.0617,0.00029,0.814,0.106,0.431,95.014,367707.0,4,8 +Fear Culture,Fake It,29.0,0.524,0.955,7.0,-6.309,1,0.0986,1.9e-05,0.242,0.109,0.334,117.997,197288.0,4,8 +Bryce Vine,La La Land - Acoustic,61.0,0.734,0.415,1.0,-8.593,0,0.0305,0.559,,0.0918,0.364,97.954,137195.0,4,9 +lavender,home:so long,51.0,0.514,0.664,8.0,-7.482,1,0.12,0.811,0.09,0.348,0.511,86.096,85957.0,4,6 +Skip James,Cypress Grove Blues,26.0,0.599,0.121,7.0,-18.501,1,0.0583,0.992,0.0419,0.0933,0.568,102.598,189187.0,4,2 +Daft Punk,Technologic,58.0,0.812,0.516,9.0,-6.963,1,0.224,0.000369,1.09e-05,0.0991,0.633,127.498,284280.0,4,6 +Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,6 +Smerz,Remember,43.0,0.866,0.48,5.0,-11.812,0,0.155,0.206,0.000163,0.0993,0.566,144.905,236280.0,4,1 +Ty Segall,Hit It and Quit It,36.0,0.2,0.86,9.0,-6.103,0,0.043,1.16e-05,0.0499,0.0794,0.524,89.774,240320.0,4,10 +Rocky Trail,Kings of Convenience,59.0,0.549,0.418,6.0,-13.172,1,0.0423,0.788,0.123,0.112,0.692,171.98,3.506283333,4,0 +Phoebe Green,IDK,52.0,0.636,0.774,7.0,-5.219,1,0.0449,0.00335,0.000344,0.076,0.906,109.999,206662.0,4,9 +Karma To Burn,Fifty Seven,42.0,0.282,0.963,11.0,-5.558,1,0.0584,0.000651,0.566,0.338,0.643,96.155,266124.0,4,8 +JAY-Z,Big Pimpin',68.0,0.88,0.814,11.0,-6.307,0,0.14,0.168,0.00672,0.0584,0.942,138.083,283067.0,4,5 +Stetsasonic,Talkin' All That Jazz,44.0,0.83,0.817,4.0,-6.539,0,0.077,0.00096,0.000677,0.112,0.622,107.908,288053.0,4,5 +Bernard Allison,Groove With Me,5.0,0.677,0.72,5.0,-10.376,1,0.0957,0.224,0.00978,0.961,0.85,95.808,303933.0,4,10 +Giggs,Talkin The Hardest,53.0,0.482,0.834,9.0,-4.262,1,0.256,0.0888,,0.167,0.454,117.334,160627.0,5,5 +Jeff Buckley,Hallelujah,72.0,0.324,0.136,,-10.33,1,0.0318,0.931,0.00117,0.176,0.0831,97.256,413827.0,3,10 +Robert Plant,Nothing Takes the Place of You,37.0,0.269,0.289,7.0,-15.028,1,0.0335,0.264,0.108,0.117,0.104,96.774,361453.0,4,10 +Klone,Yonder,42.0,0.566,0.577,4.0,-5.868,0,0.0292,0.00449,6.32e-05,0.386,0.217,109.938,452080.0,4,8 +Stabbing Westward,Save Yourself,52.0,0.572,0.859,1.0,-6.785,1,0.0352,2.94e-05,0.253,0.201,0.106,110.034,253293.0,4,8 +Burna Boy,Kilometre,68.0,0.724,0.806,9.0,-3.993,1,0.175,0.054,,0.053,0.449,102.924,152824.0,4,9 +"Christone ""Kingfish"" Ingram",Rock & Roll,51.0,0.532,0.473,2.0,-7.179,1,0.0295,0.647,8.03e-06,0.0753,0.345,145.072,290483.0,3,2 +Drive Like Jehu,Golden Brown,30.0,0.335,0.996,11.0,-6.017,0,0.0808,1.98e-05,0.771,0.384,0.167,100.718,194533.0,4,10 +Deep Purple,When A Blind Man Cries - Non Album B-Side;2012 - Remaster,57.0,0.52,0.274,11.0,-10.661,0,0.0363,0.843,0.0165,0.0724,0.222,64.21,209246.0,4,8 +Sigrid,Sucker Punch,53.0,0.638,0.642,7.0,-4.422,1,0.0639,0.00153,4.07e-06,0.0826,0.676,165.984,194323.0,4,9 +Twelve,Talk (feat. Askar and the Ghosts),58.0,0.753,0.715,10.0,-7.437,1,0.0494,0.00839,0.0325,0.105,0.315,123.979,177842.0,4,9 +Snooky Pryor,Work With Me Annie,34.0,0.66,0.696,9.0,-7.096,1,0.0367,0.448,0.00194,0.0621,0.598,110.016,258400.0,4,2 +Emmylou Harris,Red Dirt Girl,51.0,0.338,0.447,7.0,-11.091,1,0.0411,0.408,,0.402,0.326,79.005,4.08671667,4,0 +Eric Clapton,Motherless Children,41.0,0.552,0.827,2.0,-11.81,1,0.0363,0.0212,0.6,0.353,0.764,127.848,291040.0,4,10 +Thrice,Burn the Fleet,27.0,0.394,0.846,11.0,-6.006,1,0.0409,0.000156,0.00236,0.145,0.347,144.094,226613.0,4,10 +Lake Street Dive,Hypotheticals - Edit,53.0,0.703,0.691,1.0,-6.121,1,0.0417,0.00544,0.0914,0.23,0.715,164.101,190648.0,4,1 +HYYTS,Blue & White,39.0,0.591,0.941,8.0,-3.519,1,0.136,0.0407,1.19e-05,0.113,0.421,107.923,222277.0,4,9 +Fortisakharof,◊†◊ô◊¶◊ï◊¶◊ï◊™,42.0,0.336,0.416,7.0,-12.956,1,0.0252,0.0443,0.022,0.163,0.166,99.716,434000.0,4,10 +Kishore Kumar,Muqaddar Ka Sikandar,23.0,0.471,0.649,,-9.742,0,0.0436,0.636,2.64e-06,0.333,0.707,111.535,5.368666667,4,3 +Kali Uchis,"After The Storm (feat. Tyler, The Creator & Bootsy Collins) - Pete Rock Remix",55.0,0.695,0.687,9.0,-9.075,1,0.0728,0.0024,0.0181,0.174,0.786,159.03,225027.0,4,5 +MC5,Kick Out The Jams (Original Uncensored Version),45.0,0.345,0.811,1.0,-11.948,0,0.0654,0.0606,0.0466,0.357,0.625,142.834,183824.0,4,1 +Bantam Lyons,Branque,14.0,0.393,0.777,7.0,-6.206,1,0.0395,0.000969,0.85,0.0823,0.291,154.008,281733.0,4,10 +Riki Gal,◊ô◊© ◊ú◊ô ◊ó◊ï◊ú◊©◊î ◊ú◊®◊ß◊ì◊†◊ô◊ù,28.0,0.709,0.797,,-10.454,1,0.0311,0.0034,4.56e-05,0.0828,0.802,126.011,239827.0,4,9 +In Tua Nua,Seven Into The Sea,6.0,0.477,0.615,11.0,-14.173,0,0.0549,0.00369,0.239,0.519,0.393,130.716,342573.0,4,1 +Lil Ed & The Blues Imperials,Giving Up On Your Love,31.0,0.627,0.719,,-3.201,0,0.0287,0.128,0.00662,0.109,0.628,113.146,219733.0,4,2 +Porridge Radio,Homecoming Song (NNAMD√è Remix),33.0,0.621,0.689,6.0,-6.473,1,0.0826,0.509,0.0103,0.165,0.3,79.128,145362.0,4,6 +Leon Bridges,River,74.0,0.635,0.184,8.0,-10.785,1,0.0456,0.665,,0.146,0.177,128.424,240200.0,4,9 +The Jesus and Mary Chain,April Skies,54.0,0.545,0.717,3.0,-6.869,1,0.036,0.00417,0.406,0.136,0.589,118.515,239621.0,4,6 +Itay Levi,Halo Mami,30.0,0.655,0.757,7.0,-2.979,0,0.113,0.264,,0.224,0.848,163.963,213659.0,4,9 +The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,1 +Super Besse,Holod,41.0,0.517,0.881,7.0,-6.079,1,0.0541,0.00709,0.72,0.118,0.832,166.985,292235.0,4,6 +Circa Waves,Battered & Bruised,47.0,0.793,0.838,,-5.699,0,0.0306,0.0383,0.0262,0.349,0.657,116.026,143744.0,4,6 +Go Ahead And Die,Toxic Freedom,36.0,0.261,0.922,9.0,-6.305,1,0.118,6.23e-05,0.0289,0.378,0.31,148.677,205507.0,4,8 +Griff,Black Hole - Acoustic Version,60.0,0.824,0.3,1.0,-6.678,0,0.0565,0.854,,0.174,0.227,112.867,175980.0,4,9 +Shiruetto,So Long,26.0,0.725,0.804,,-10.193,0,0.46,0.0796,,0.224,0.531,107.965,241111.0,4,6 +The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,1 +The Smashing Pumpkins,Cherub Rock - Remastered 2011,60.0,0.371,0.866,9.0,-7.426,1,0.039,5.91e-06,0.58,0.196,0.447,87.254,298253.0,4,10 +The Jon Spencer Blues Explosion,Bellbottoms,56.0,0.311,0.882,2.0,-3.26,1,0.215,0.00895,0.205,0.253,0.435,162.189,317987.0,4,2 +Jack Stauber,Buttercup,76.0,0.705,0.373,7.0,-9.066,1,0.0384,0.723,0.81,0.289,0.551,120.046,208026.0,4,9 +Netta,Toy,65.0,0.786,0.712,3.0,-5.349,0,0.0678,0.0706,,0.236,0.795,130.144,180231.0,4,9 +KillRadio,"Election Year, Pt. 1",22.0,0.691,0.748,4.0,-9.94,1,0.05,0.0791,1.34e-05,0.115,0.548,103.012,248932.0,4,10 +Black Sabbath,Neon Knights - 2009 Remaster,42.0,0.419,0.857,1.0,-11.931,1,0.0322,0.000508,0.0101,0.3,0.63,96.296,3.86155,4,10 +Slowdonia,Nueva Palmira,38.0,0.117,0.061,,-25.826,1,0.0344,0.839,0.958,0.0928,0.0384,71.661,1.473966667,4,7 +Showbiz & A.G.,You Know - Remix,41.0,0.735,0.853,4.0,-6.921,0,0.321,0.00515,,0.089,0.482,88.371,223960.0,4,5 +"sleep.ing, Faber Drive, Dave Faber",Afterglow,46.0,0.701,0.257,11.0,-10.407,1,0.0319,0.897,,0.0963,0.405,111.003,3.31531667,4,0 +John Brim,Ice Cream Man,31.0,0.699,0.532,9.0,-9.765,1,0.0361,0.844,0.000758,0.118,0.682,126.091,167173.0,4,2 +FEVER 333,WRONG GENERATION,44.0,0.633,0.885,11.0,-2.626,0,0.144,0.0294,,0.339,0.394,92.075,142640.0,4,10 +Pet Deaths,Wind Up Bird,34.0,0.409,0.51,,-10.333,0,0.0307,0.205,0.0918,0.0813,0.138,137.19,415746.0,4,6 +Metallica,The Unforgiven,73.0,0.54,0.584,7.0,-9.579,1,0.0254,0.0108,0.00296,0.253,0.244,139.261,386493.0,4,8 +Vibe Street,Send Me on My Way,53.0,0.813,0.706,,-9.482,1,0.0642,0.0696,0.227,0.117,0.557,115.001,4.31305,4,9 +As Everything Unfolds,Take Me There,41.0,0.466,0.938,1.0,-5.176,0,0.0703,0.0023,1.69e-06,0.232,0.287,85.539,221855.0,4,8 +Angelo King,Killem,35.0,0.751,0.88,5.0,-3.079,0,0.109,0.0599,,0.327,0.928,100.047,148013.0,4,9 +Cheap Trick,I Want You to Want Me,71.0,0.806,0.462,2.0,-12.778,1,0.0298,0.78,0.0134,0.15,0.736,92.726,191227.0,4,10 +StarBoi3,Dick (feat. Doja Cat),85.0,0.647,0.608,9.0,-6.831,1,0.42,0.13,,0.0584,0.474,125.994,175238.0,4,9 +The Kooks,Naive,74.0,0.391,0.808,8.0,-6.209,0,0.0892,0.0759,,0.149,0.737,100.304,203507.0,4,6 +Nelly Furtado,Promiscuous,82.0,0.808,0.97,10.0,-6.098,0,0.0506,0.0569,6.13e-05,0.154,0.868,114.328,242293.0,4,9 +You Me At Six,Our House (The Mess We Made),56.0,0.633,0.766,,-6.696,1,0.0445,0.00791,0.00292,0.253,0.394,133.017,220528.0,4,1 +George Harrison,All Things Must Pass - 2020 Mix,60.0,0.46,0.586,9.0,-6.32,1,0.0281,0.446,1.74e-05,0.0831,0.489,122.014,3.78266667,4,0 +Bottle It Up (feat. Greta Stanley),"Riley Pearce, Greta Stanley",37.0,0.827,0.519,4.0,-9.547,1,0.0337,0.768,0.00328,0.11,0.812,119.003,3.09395,4,0 +Berried Alive,Figsaw,37.0,0.279,0.969,1.0,-4.005,1,0.334,0.000418,0.659,0.389,0.34,159.794,172500.0,4,8 +Young M.A,Off the Yak,61.0,0.833,0.766,7.0,-4.309,1,0.406,0.0796,3.82e-06,0.158,0.63,144.916,211834.0,4,5 +Patrick Sweany,Them Shoes,53.0,0.403,0.394,,-8.368,1,0.0257,0.426,0.0133,0.135,0.471,81.675,348707.0,4,2 +◊û◊ô◊†◊ï◊° ◊ê◊§◊°,◊¢◊ì◊ô◊£ ◊ú◊ê ◊ú◊î◊ô◊§◊í◊©,19.0,0.47,0.654,,-5.282,1,0.0283,0.0172,0.388,0.198,0.33,87.997,143589.0,4,6 +"Frédéric Chopin, Julian Lloyd Webber, James Judd, Royal Philharmonic Orchestra","Nocturne No. 2 in E-Flat Major, Op. 9 No. 2",,0.153,0.0432,9.0,-26.292,1,0.0475,0.989,0.891,0.103,0.0544,88.852,4.55,4,7 +New Young Pony Club,Ice Cream,19.0,0.831,0.444,9.0,-5.787,0,0.0433,0.000351,0.000216,0.0724,0.924,121.994,192120.0,4,6 +Between Oceans,FADE,37.0,0.392,0.951,6.0,-5.992,1,0.116,6.47e-05,,0.247,0.438,160.005,201453.0,4,10 +"Justin Bieber, Daniel Caesar, Giveon",Peaches (feat. Daniel Caesar & Giveon),95.0,0.677,0.696,,-6.181,1,0.119,0.321,,0.42,0.464,90.03,3.301366667,4,9 +Swearin',Grow into a Ghost,25.0,0.326,0.897,1.0,-6.622,0,0.0793,0.0093,0.288,0.115,0.401,164.741,191493.0,4,1 +Ethan Tasch,Face Again,42.0,0.548,0.543,11.0,-7.309,1,0.0315,0.234,7.64e-06,0.107,0.584,80.979,134780.0,4,6 +Masters Of Reality,Rabbit One,46.0,0.606,0.457,11.0,-16.129,1,0.0358,0.0987,0.856,0.146,0.213,81.941,213333.0,4,10 +Bowling Green John Cephas,Guitar & Harmonica Rag,38.0,0.724,0.314,11.0,-10.887,0,0.0718,0.813,0.937,0.146,0.877,114.668,191667.0,4,2 +"A.R. Rahman, Shashaa Tirupati",Sunn Bhavara,31.0,0.545,0.356,4.0,-15.239,1,0.0937,0.829,0.00053,0.297,0.427,144.235,4.388883333,4,0 +Duran Duran,INVISIBLE,47.0,0.645,0.867,7.0,-2.326,1,0.182,0.119,1.98e-05,0.413,0.337,113.988,191459.0,4,9 +Foo Fighters,Walk,69.0,0.234,0.865,9.0,-5.131,1,0.0516,3.62e-05,0.000532,0.289,0.194,137.107,255960.0,4,10 +The Weeknd,Save Your Tears (with Ariana Grande) (Remix),94.0,0.65,0.825,,-4.645,1,0.0325,0.0215,2.44e-05,0.0936,0.593,118.091,191014.0,4,9 +Oceans,We Are N√∏t Okay,47.0,0.248,0.924,4.0,-5.561,0,0.192,2e-05,0.00993,0.0964,0.268,124.875,259003.0,4,8 +Killing Joke,Eighties,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,6 +Bleeding Through,Love Lost In a Hail of Gun Fire,34.0,0.261,0.916,11.0,-6.726,0,0.147,0.00063,0.000339,0.104,0.295,146.328,297173.0,4,8 +Juhn,Fragancia (with Jay Wheeler),68.0,0.83,0.77,5.0,-3.364,0,0.1,0.444,7.24e-05,0.23,0.739,82.001,237627.0,4,9 +C. Ramchandra,Qismat Ki Hawa Kabhi Naram,27.0,0.438,0.72,2.0,-8.68,1,0.0614,0.579,,0.301,0.94,102.259,3.87355,4,3 +Just Geo,Gorillas In The Bits,10.0,0.836,0.823,11.0,-3.513,0,0.0583,0.00343,0.472,0.0665,0.896,139.968,260650.0,4,5 +Georgia Drumbeat,Dom Flemons,,0.473,0.441,11.0,-12.933,0,0.18,0.429,0.899,0.102,0.204,155.739,2.840933333,4,0 +Robert Finley,Make Me Feel Alright,,0.53,0.751,11.0,-5.279,0,0.0291,0.144,0.0017,0.0874,0.905,124.204,223707.0,4,2 +"Mohammed Rafi, Asha Bhosle","Uden Jab Jab Zulfen Teri, Pt. 2",23.0,0.521,0.714,6.0,-7.658,1,0.103,0.479,0.000641,0.225,0.96,134.991,4.9321,4,3 +Ruben Haag,Bonez,36.0,0.512,0.151,8.0,-17.262,1,0.0437,0.808,0.0489,0.137,0.805,168.77,2.433333333,1,7 +Sunn 0))),Frost (C),31.0,0.0755,0.0167,5.0,-11.802,1,0.0477,0.162,0.671,0.118,0.0334,75.151,656934.0,3,8 +Wand,Scarecrow,37.0,0.631,0.883,9.0,-6.683,1,0.0567,0.242,0.454,0.11,0.38,108.005,317507.0,4,1 +"Peter, Paul and Mary","Don't Think Twice, It's All Right",56.0,0.437,0.104,3.0,-22.533,1,0.0307,0.893,0.00124,0.11,0.544,101.718,3.27445,4,0 +Arctic Monkeys,I Bet You Look Good On The Dancefloor,72.0,0.535,0.948,6.0,-4.19,0,0.0356,0.00225,,0.376,0.778,103.183,173680.0,4,1 +Lynyrd Skynyrd,Cry For The Bad Man,44.0,0.62,0.688,7.0,-9.09,1,0.0539,0.044,0.0097,0.112,0.832,122.986,289133.0,4,10 +Catsystem Corp.,VERNE ‚Üπ Flights Ãô,24.0,0.582,0.867,6.0,-10.729,0,0.0311,0.0584,0.779,0.209,0.873,157.953,103497.0,4,6 +Hadag Nahash,◊î◊û◊õ◊ï◊†◊î ◊©◊ú ◊î◊í◊®◊ï◊ë,22.0,0.829,0.693,5.0,-6.682,0,0.0768,0.0584,0.0211,0.0643,0.854,98.007,233227.0,4,5 +La Dispute,Andria,47.0,0.407,0.858,9.0,-3.973,0,0.11,0.0476,,0.206,0.293,141.882,260960.0,4,10 +Elephant Gym,Êò•Èõ®,41.0,0.406,0.811,2.0,-7.019,1,0.0877,0.00598,0.612,0.0603,0.497,162.749,266753.0,4,10 +newfamiliar,Here For You,36.0,0.724,0.447,6.0,-9.72,0,0.0508,0.697,1.43e-06,0.0971,0.417,123.01,219429.0,4,9 +Nathan Goshen,◊î◊õ◊ú ◊§◊î ◊ô◊í◊û◊®,43.0,0.634,0.665,5.0,-5.224,0,0.0862,0.442,,0.139,0.414,104.928,191286.0,4,9 +Bananagun,Do Yeah,25.0,0.491,0.817,,-9.656,1,0.0644,0.129,0.0479,0.275,0.895,156.248,177893.0,3,6 +Eyal Golan,◊ô◊ù ◊©◊ú ◊ì◊û◊¢◊ï◊™,35.0,0.298,0.546,4.0,-5.283,0,0.033,0.121,,0.122,0.235,183.307,293506.0,3,9 +Saweetie,Fast (Motion),72.0,0.882,0.839,4.0,-3.193,1,0.082,0.156,,0.132,0.71,117.032,170653.0,4,9 +Amir Dadon,◊ú◊ô◊ú◊ï◊™ ◊©◊ú ◊ô◊®◊ó ◊û◊ú◊ê,32.0,0.507,0.336,6.0,-9.976,0,0.0311,0.811,0.000116,0.0791,0.129,123.985,212000.0,4,9 +Spank Rock,Bump - Switch Remix,16.0,0.777,0.693,1.0,-10.473,1,0.439,0.246,0.0139,0.249,0.485,126.005,447000.0,4,1 +My Vitriol,Always: Your Way,35.0,0.278,0.975,4.0,-3.406,1,0.0745,1.04e-05,0.000181,0.0613,0.505,172.335,229120.0,4,10 +Tommy Castro,Soul Shake,25.0,0.536,0.954,,-2.616,1,0.0765,0.0302,0.000342,0.0764,0.808,155.837,239667.0,4,2 +Gang Of Four,At Home He's a Tourist,38.0,0.65,0.518,,-9.069,1,0.301,0.00721,0.13,0.0969,0.603,138.822,210867.0,4,1 +Nathaniel Rateliff & The Night Sweats,S.O.B.,66.0,0.699,0.579,1.0,-6.504,1,0.0416,0.267,0.00602,0.452,0.128,109.948,247613.0,4,6 +Talking Heads,Take Me to the River,3.0,0.66,0.485,2.0,-8.101,1,0.0258,0.244,0.0102,0.0585,0.828,99.828,302520.0,4,1 +"Kelsea Ballerini, LANY",I Quit Drinking,79.0,0.607,0.418,1.0,-6.997,1,0.0363,0.394,,0.182,0.386,95.002,2.85333333,4,9 +Sublime With Rome,Take It or Leave It,56.0,0.677,0.716,9.0,-6.312,1,0.272,0.0367,,0.148,0.828,164.022,232813.0,4,10 +beabadoobee,How Was Your Day?,49.0,0.353,0.392,2.0,-13.039,1,0.0339,0.931,0.0439,0.337,0.168,84.586,260025.0,4,6 +S1mba,Rover (feat. Piso 21),43.0,0.78,0.601,11.0,-7.858,0,0.119,0.478,,0.278,0.765,108.039,211250.0,4,9 +Big Head Todd and The Monsters,Long Coal Train,37.0,0.58,0.843,4.0,-5.575,0,0.094,0.00321,0.112,0.222,0.666,138.034,231761.0,4,2 +Willie Mabon,I Don't Know,33.0,0.727,0.0991,8.0,-22.487,1,0.252,0.895,5.81e-06,0.0989,0.663,109.727,190665.0,4,2 +"Clarence ""Gatemouth"" Brown",Long Way Home,44.0,0.728,0.054,11.0,-22.557,0,0.038,0.91,0.048,0.12,0.425,78.033,338333.0,4,2 +Mattiel,Those Words,19.0,0.398,0.862,10.0,-5.456,1,0.0468,0.0353,0.000192,0.333,0.845,172.555,223259.0,4,1 +KidEyes,Come Down,36.0,0.604,0.932,6.0,-3.955,0,0.058,0.0169,,0.154,0.307,90.017,188340.0,4,10 +Big Mama Thornton,Ball N' Chain,37.0,0.292,0.372,10.0,-13.595,1,0.0404,0.355,0.000448,0.286,0.384,75.98,271200.0,3,2 +Young Stoner Life,Solid (feat. Drake),86.0,0.887,0.485,11.0,-9.358,0,0.2,0.0392,,0.141,0.328,125.987,215693.0,4,9 +Carmen,Bulerias,23.0,0.468,0.86,8.0,-7.361,1,0.135,0.000706,0.00205,0.323,0.665,137.211,323493.0,4,10 +Better Oblivion Community Center,Dylan Thomas,58.0,0.592,0.805,2.0,-7.995,1,0.0371,0.000128,0.000211,0.0916,0.505,116.072,216787.0,4,1 +Greta Van Fleet,Edge Of Darkness,58.0,0.456,0.943,9.0,-3.819,1,0.0553,0.00753,0.143,0.078,0.666,148.017,268400.0,4,10 +FEVER 333,VANDALS,33.0,0.499,0.642,1.0,-5.425,1,0.0631,0.0164,0.925,0.254,0.107,161.945,177655.0,4,10 +Luca George,Lonely Tonight,39.0,0.882,0.553,,-5.319,1,0.075,0.149,,0.292,0.632,110.971,190558.0,4,9 +Brian Brohn,Costa Brava,46.0,0.377,0.133,,-15.975,0,0.0424,0.987,0.933,0.109,0.123,144.425,3.09265,4,7 +Creedence Clearwater Revival,Bad Moon Rising,,0.641,0.774,2.0,-5.916,1,0.0278,0.0543,1.05e-05,0.0473,0.942,89.787,2.36,4,10 +Pearl Jam,The End,52.0,0.587,0.252,6.0,-10.071,1,0.0358,0.842,,0.0946,0.332,117.296,177400.0,4,10 +Tai Verdes,Stuck in the Middle,69.0,0.872,0.501,9.0,-8.909,1,0.0468,0.371,,0.0939,0.848,119.964,196000.0,4,9 +HousePlants,What's With All The Pine?,30.0,0.73,0.585,1.0,-11.02,1,0.0418,0.187,0.0139,0.0962,0.783,110.031,233958.0,4,9 +Tracy Chapman,Crossroads,55.0,0.787,0.255,,-14.733,1,0.0399,0.777,0.00959,0.101,0.6,105.97,251493.0,4,2 +King Gizzard & The Lizard Wizard,O.N.E.,53.0,0.547,0.647,11.0,-8.53,0,0.0728,0.00431,0.66,0.1,0.404,166.214,220217.0,4,10 +Ofenbach,Wasted Love (feat. Lagique),87.0,0.734,0.855,6.0,-4.578,0,0.135,0.0821,4.73e-06,0.0901,0.54,121.955,139563.0,4,9 +New Moon Jelly Roll Freedom Rockers,Blues For Yesterday,32.0,0.502,0.472,2.0,-13.662,1,0.161,0.59,0.00267,0.087,0.754,104.404,272373.0,4,2 +Arik Einstein,◊°◊ï◊° ◊¢◊•,35.0,0.547,0.445,4.0,-11.068,0,0.0292,0.83,3.1e-06,0.546,0.351,74.215,263173.0,3,10 +Unified Highway,Headline,44.0,0.73,0.631,7.0,-6.808,0,0.107,0.00576,,0.259,0.652,94.976,203905.0,4,10 +P√ÜRISH,Journey of the Prairie King,50.0,0.325,0.865,8.0,-4.592,1,0.0507,0.000111,0.725,0.196,0.254,177.887,208974.0,4,1 +Les Big Byrd,Sn√∂-Golem,24.0,0.618,0.895,7.0,-6.222,1,0.0442,0.0107,0.882,0.0909,0.688,133.016,256000.0,4,10 +Olivia Rodrigo,deja vu,95.0,0.439,0.61,9.0,-7.236,1,0.116,0.593,1.07e-05,0.341,0.172,181.088,215508.0,4,9 +Eyd√≠s Evensen,Wandering II,49.0,0.0951,0.155,7.0,-20.447,0,0.0342,0.865,0.776,0.0922,0.138,163.072,159747.0,3,1 +Pist-on,Grey Flap,27.0,0.349,0.672,6.0,-8.193,0,0.0366,0.00184,3.71e-05,0.245,0.236,77.375,237893.0,4,10 +MOD SUN,Karma,60.0,0.461,0.825,8.0,-3.583,1,0.115,0.0246,,0.224,0.412,198.045,159394.0,4,9 +Hero The Band,Trouble In My Mind,37.0,0.514,0.948,,-3.888,1,0.0599,7.36e-05,1.24e-05,0.113,0.343,160.009,233827.0,4,10 +The Futureheads,Hounds of Love,56.0,0.36,0.895,9.0,-3.795,1,0.117,0.0329,1.18e-06,0.06,0.424,168.214,182680.0,4,10 +The Anix,My Eyes,47.0,0.4,0.906,,-4.761,1,0.058,5.12e-05,0.657,0.278,0.227,100.052,315150.0,4,1 +Daryl Hall & John Oates,You Make My Dreams (Come True),78.0,0.751,0.501,5.0,-12.151,1,0.0551,0.234,0.112,0.0467,0.902,167.057,190627.0,4,10 +The Specials,A Message to You Rudy - 2002 Remaster,64.0,0.906,0.45,,-8.003,1,0.0627,0.149,0.000232,0.168,0.969,103.476,172600.0,4,10 +Blindside,Silence,39.0,0.414,0.484,6.0,-13.059,1,0.0464,0.982,0.617,0.116,0.305,113.26,337067.0,1,10 +Noah Cunane,BOY WITH A BROKEN HEART,49.0,0.616,0.753,7.0,-5.912,1,0.0485,0.106,,0.267,0.553,85.002,178932.0,4,5 +Meena,Just As I Am,29.0,0.559,0.542,8.0,-6.523,1,0.0362,0.404,1.06e-05,0.208,0.359,129.241,383947.0,3,2 +EKKSTACY,Uncomparable,56.0,0.865,0.226,3.0,-14.259,0,0.0925,0.749,0.000917,0.0656,0.675,113.979,105487.0,4,5 +Dullah Beatz,Final Stage,12.0,0.655,0.723,7.0,-5.017,1,0.0457,5.77e-05,0.913,0.125,0.591,139.933,411895.0,4,5 +Bush,The Chemicals Between Us - Remastered,50.0,0.51,0.957,7.0,-3.968,1,0.149,0.00268,0.0697,0.267,0.389,97.642,217493.0,4,10 +Carakukly,◊§◊®◊§◊®◊ô◊ù,43.0,0.737,0.678,6.0,-6.309,1,0.0436,0.0774,0.000413,0.152,0.38,108.981,292294.0,4,9 +Rick Ross,B.M.F. (Blowin' Money Fast),,0.72,0.863,2.0,-4.226,1,0.0562,0.0174,,0.178,0.363,139.98,250307.0,4,5 +Smilez and Southstar,Tell Me,49.0,0.693,0.88,11.0,-3.228,0,0.0661,0.0901,,0.211,0.397,88.088,278800.0,4,5 +TOOL,Opiate,53.0,0.29,0.728,8.0,-9.929,1,0.115,0.000495,0.402,0.128,0.0487,162.744,510587.0,4,8 +Arlo Parks,Redondo Beach - Reprise by La Blogoth√®que,46.0,0.499,0.0705,,-15.036,1,0.0387,0.934,,0.0992,0.268,106.566,252040.0,4,6 +CABAL,Innocent Blood (feat. Jason Evans),34.0,0.547,0.955,,-6.288,1,0.122,7.57e-06,0.949,0.395,0.303,119.998,230625.0,4,8 +◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊°◊ù ◊î◊®◊ì◊û◊î,46.0,0.704,0.667,5.0,-5.299,1,0.19,0.262,8.42e-06,0.106,0.592,148.205,217708.0,4,9 +Hanan Ben Ari,◊ï◊ô◊ß◊ô◊§◊ì◊ô◊î,45.0,0.62,0.597,,-5.835,1,0.0402,0.372,,0.114,0.43,123.955,213307.0,4,9 +Alcest,Protection,45.0,0.156,0.901,6.0,-8.03,1,0.0562,1.99e-05,0.806,0.035,0.171,145.627,349969.0,3,8 +Skyzoo,Bed-Stuy is Burning,50.0,0.654,0.949,1.0,-3.489,1,0.326,0.423,3.23e-05,0.0947,0.649,92.878,307596.0,4,5 +Amber Mark,My People,38.0,0.69,0.47,1.0,-8.293,1,0.0392,0.662,0.000232,0.0905,0.628,147.942,231997.0,4,5 +Diskopunk,Fire,46.0,0.735,0.798,9.0,-3.829,0,0.0578,0.00697,0.00968,0.194,0.501,115.98,197750.0,4,10 +Alice Phoebe Lou,Lovesick,46.0,0.558,0.508,8.0,-8.398,1,0.0308,0.498,0.000467,0.154,0.512,155.782,253983.0,4,1 +Grand Magus,Brother of the Storm,38.0,0.448,0.78,5.0,-7.635,1,0.0606,0.000558,0.000724,0.152,0.611,136.732,195840.0,4,8 +St. Louis Jimmy Oden,Goin' Down Slow,33.0,0.679,0.228,10.0,-14.992,1,0.0421,0.993,0.0363,0.164,0.491,82.516,191582.0,4,2 +City Girls,Twerkulator,,0.895,0.469,1.0,-5.882,1,0.0661,0.0012,4.56e-05,0.192,0.076,126.917,138542.0,4,5 +Uzi Navon & Acquaintances,◊†◊°◊ô◊õ◊î,37.0,0.469,0.361,2.0,-7.381,1,0.0769,0.516,2.73e-06,0.128,0.384,174.742,221420.0,3,6 +–ò—é–ª—å—Å–∫–∏–µ –î–Ω–∏,–ù–µ –¥–ª—è –º–µ–Ω—è,42.0,0.406,0.833,4.0,-8.578,0,0.0513,0.00227,0.857,0.154,0.263,159.944,248392.0,4,6 +"Christone ""Kingfish"" Ingram",Before I'm Old,41.0,0.534,0.649,2.0,-5.526,1,0.041,0.0438,0.00474,0.0946,0.528,159.88,255118.0,4,2 +Aya Zahavi Feiglin,◊û◊í◊ô◊¢ ◊ú◊ô ◊ò◊ï◊ë,26.0,0.509,0.141,1.0,-10.331,0,0.0393,0.98,5.8e-05,0.0825,0.341,142.93,252200.0,4,9 +Big Head Todd and The Monsters,Long Coal Train,37.0,0.58,0.843,4.0,-5.575,0,0.094,0.00321,0.112,0.222,0.666,138.034,231761.0,4,10 +The Texas Gentlemen,Habbie Doobie,41.0,0.51,0.723,2.0,-6.72,1,0.0331,0.0367,7.88e-05,0.161,0.499,89.964,376619.0,4,2 +Of Mice & Men,The Calm,39.0,0.497,0.159,9.0,-18.554,0,0.0414,0.00204,0.871,0.113,0.036,110.079,110480.0,4,10 +Verzache,The Loser,73.0,0.748,0.297,1.0,-10.613,1,0.132,0.485,0.27,0.138,0.114,123.983,131587.0,4,9 +TOTO,99,53.0,0.482,0.471,10.0,-13.873,0,0.0334,0.181,0.00167,0.112,0.342,88.557,316053.0,4,10 +Shadow and Light,Pathjhad,,0.471,0.389,4.0,-10.263,0,0.028,0.772,0.151,0.0853,0.136,149.97,4.24,3,0 +INXS,Heaven Sent,39.0,0.346,0.911,7.0,-5.348,1,0.0432,4.09e-06,0.902,0.28,0.396,137.934,196253.0,4,10 +My Kid Brother,Good News,38.0,0.711,0.689,1.0,-2.919,0,0.0524,0.114,,0.0696,0.443,115.01,190320.0,4,10 +Peled,◊ß◊®◊ô◊ñ,23.0,0.734,0.729,1.0,-6.381,0,0.283,0.147,,0.0672,0.805,76.03,118439.0,4,5 +Korpiklaani,Lempo,50.0,0.385,0.927,9.0,-4.57,1,0.0535,1.67e-05,0.0004,0.377,0.487,180.08,335347.0,4,8 +Shai Tsabari,◊ì◊¢,32.0,0.436,0.304,5.0,-9.016,0,0.0318,0.364,6.8e-05,0.101,0.283,114.008,220400.0,4,9 +Weakened Friends,Peel,32.0,0.546,0.853,4.0,-5.361,0,0.064,0.000198,1.05e-05,0.069,0.771,128.056,147293.0,4,10 +I Will Be Your Shield,Billy Bragg,44.0,0.362,0.142,7.0,-14.888,1,0.0378,0.891,0.00021,0.0983,0.19,79.722,3.528216667,4,0 +Moskva-Kassiopeya,Decay,23.0,0.167,0.499,9.0,-8.553,0,0.0392,0.27,0.92,0.108,0.0394,111.945,428803.0,4,6 +Joanne Shaw Taylor,The Best Thing,41.0,0.374,0.849,5.0,-6.812,0,0.0437,0.0231,0.267,0.335,0.644,177.768,292354.0,4,2 +"Jordan Davis, Luke Bryan",Buy Dirt,75.0,0.586,0.559,4.0,-6.725,1,0.05,0.639,,0.0872,0.437,177.945,2.791333333,4,4 +Van Halen,Panama - 2015 Remaster,74.0,0.526,0.978,8.0,-5.436,1,0.108,0.00122,4.75e-05,0.0744,0.451,141.167,210227.0,4,10 +Jade Bird,Does Anybody Know,55.0,0.778,0.145,10.0,-11.95,0,0.0503,0.892,4.4e-06,0.126,0.24,109.071,207936.0,4,9 +Diamond Qing,Bluff,55.0,0.789,0.757,6.0,-7.714,0,0.442,0.445,,0.19,0.848,139.613,69857.0,4,5 +Buckcherry,Sorry,57.0,0.54,0.773,2.0,-3.627,1,0.0288,0.0315,,0.176,0.381,130.952,228387.0,4,10 +Aerosmith,Shut Up And Dance,41.0,0.5,0.981,7.0,-3.463,1,0.0808,0.000791,0.000105,0.468,0.501,129.904,295493.0,4,10 +Nathan James,Contain Myself,48.0,0.519,0.695,7.0,-7.582,1,0.14,0.00075,,0.0678,0.329,160.152,170501.0,4,10 +Britney Spears,Oops!...I Did It Again,78.0,0.751,0.834,1.0,-5.444,0,0.0437,0.3,1.77e-05,0.355,0.894,95.053,3.519333333,4,9 +Shamir,Ocean Eyes,37.0,0.346,0.594,7.0,-7.44,1,0.0662,0.228,0.00275,0.0964,0.362,176.051,203728.0,4,1 +Wildstreet,Set It Off,43.0,0.518,0.94,10.0,-3.199,0,0.0616,0.00881,,0.26,0.514,85.018,202640.0,4,8 +Backstreet Boys,Back to Your Heart,45.0,0.649,0.429,2.0,-7.43,1,0.0239,0.231,,0.164,0.243,92.011,4.358883333,4,9 +Ed Sheeran,Afterglow,85.0,0.641,0.324,11.0,-5.851,1,0.0299,0.698,,0.328,0.273,110.184,185487.0,4,9 +Sundara Karma,Indigo Puff,55.0,0.585,0.556,2.0,-5.075,1,0.0274,0.000686,0.000132,0.151,0.414,142.144,231722.0,4,10 +Static-X,Love Dump,46.0,0.575,0.942,,-7.493,0,0.0571,0.000231,0.672,0.0696,0.401,130.056,259800.0,4,8 +"Waylon Jennings, Willie Nelson",Good Hearted Woman,53.0,0.41,0.568,2.0,-11.673,1,0.0346,0.387,0.102,0.389,0.644,103.026,2.978883333,4,4 +Dudu Faruk,◊ì◊ï◊ì ◊î◊û◊ú◊ö (◊¢◊®◊ß ◊¢◊®◊ß ◊¢◊®◊ß),32.0,0.742,0.403,9.0,-12.167,1,0.257,0.0103,0.0108,0.136,0.485,177.072,187636.0,4,9 +Bernard Allison,Chills & Thrills,30.0,0.581,0.752,2.0,-9.183,1,0.065,0.081,0.304,0.93,0.627,111.91,410520.0,4,2 +Bharath Kashyap,A Mother's Lullaby - Live,18.0,0.529,0.0609,7.0,-23.48,1,0.156,0.937,0.629,0.102,0.13,99.469,300132.0,4,6 +"Ankit Tiwari, Leena Bose","Tum Se Hi (From ""Sadak 2"")",60.0,0.555,0.588,10.0,-8.555,0,0.0384,0.443,4.4e-06,0.129,0.41,91.972,4.716666667,4,3 +Hadag Nahash,◊ú◊ñ◊ï◊ñ,38.0,0.824,0.929,4.0,-2.343,0,0.0707,0.116,0.000375,0.404,0.854,104.048,244493.0,4,5 +Helmet,Just Another Victim,37.0,0.459,0.835,6.0,-7.653,0,0.149,0.000538,0.000709,0.0779,0.224,121.026,262160.0,4,10 +Oliver Malcolm,Runaway,18.0,0.691,0.753,11.0,-6.098,0,0.0634,0.000266,0.31,0.107,0.886,157.903,125689.0,4,9 +Dudu Aharon,◊õ◊û◊î ◊ê◊™ ◊ô◊§◊î,14.0,0.622,0.946,9.0,-2.989,0,0.0407,0.0511,2.78e-05,0.32,0.961,123.996,218320.0,4,9 +Kyuss,Demon Cleaner,47.0,0.516,0.824,10.0,-10.027,0,0.0363,0.0695,0.753,0.236,0.882,102.044,311519.0,4,8 +Kat Von D,Exorcism,42.0,0.464,0.943,4.0,-4.777,0,0.0338,0.00247,0.452,0.191,0.36,145.004,219056.0,4,1 +Greta Van Fleet,Talk On The Street,56.0,0.526,0.927,8.0,-3.616,1,0.0578,0.265,0.000394,0.095,0.559,133.997,248560.0,4,10 +Olivia Rodrigo,deja vu,78.0,0.439,0.61,9.0,-7.236,1,0.116,0.593,1.07e-05,0.341,0.172,181.088,3.5918,4,9 +Taking Back Sunday,Bullet With Butterfly Wings,43.0,0.32,0.869,1.0,-7.341,1,0.0665,0.000113,0.195,0.0961,0.457,121.949,272093.0,4,10 +Hand Habits,4th of july,32.0,0.598,0.295,10.0,-10.894,1,0.0251,0.448,9.67e-05,0.112,0.3,100.905,176268.0,4,6 +Johnny Cash,Guess Things Happen That Way,45.0,0.565,0.505,10.0,-8.708,1,0.0505,0.896,0.000871,0.206,0.878,148.943,110675.0,4,10 +Alfie Templeman,Things I Thought Were Mine,60.0,0.888,0.54,1.0,-6.071,0,0.134,0.348,0.309,0.0821,0.806,99.992,193165.0,4,9 +KALEO,No Good,65.0,0.378,0.925,9.0,-3.781,1,0.185,0.0234,0.00062,0.18,0.584,108.525,234240.0,4,10 +Holborns,Fridays,45.0,0.402,0.198,1.0,-15.9,1,0.036,0.916,0.767,0.101,0.144,134.079,3.0878,3,7 +XXXTENTACION,Jocelyn Flores,86.0,0.872,0.391,,-9.144,0,0.242,0.469,4.13e-06,0.297,0.437,134.021,119133.0,4,5 +X Ambassadors,Renegades,77.0,0.526,0.862,2.0,-6.003,1,0.0905,0.0144,0.0597,0.229,0.528,90.052,195200.0,4,10 +Julien Baker,Favor,50.0,0.487,0.582,5.0,-8.938,1,0.0268,0.715,0.301,0.0971,0.271,104.003,278213.0,4,1 +Donbor,Against the Law,42.0,0.641,0.679,8.0,-6.358,0,0.03,0.00152,0.00586,0.0775,0.232,110.015,296727.0,4,6 +Beck,Devils Haircut,51.0,0.686,0.729,7.0,-4.848,1,0.0298,0.175,0.000833,0.137,0.79,123.546,192933.0,4,6 +Caesars,Jerk It Out,64.0,0.58,0.981,8.0,-2.603,0,0.06,0.0171,1.07e-05,0.386,0.861,134.007,195667.0,4,10 +Mystikal,Bouncin' Back (Bumpin' Me Against the Wall) (feat. Pharrell Williams) - Extended Version,46.0,0.883,0.896,,-3.695,1,0.208,0.268,1.04e-06,0.0564,0.748,93.928,259547.0,4,5 +Sega Bodega,Make U Stay,50.0,0.702,0.722,4.0,-7.971,0,0.0417,0.0909,0.025,0.134,0.315,145.959,200500.0,4,6 +Carcass,Black Star,44.0,0.348,0.923,4.0,-3.543,1,0.0623,3.26e-05,0.0862,0.183,0.391,106.152,208600.0,4,8 +Arno Berg,früh am morgen,47.0,0.705,0.0613,9.0,-17.998,1,0.0728,0.994,0.802,0.0948,0.165,61.45,3.7336,4,7 +Bullet For My Valentine,Over It,57.0,0.374,0.971,11.0,-4.284,0,0.0697,7.69e-05,,0.322,0.701,97.625,227864.0,4,10 +Port Noir,Old Fashioned,34.0,0.47,0.907,9.0,-4.486,0,0.0484,0.000616,4.42e-05,0.0908,0.544,81.993,264493.0,4,10 +Eminem,My Name Is,73.0,0.869,0.68,1.0,-6.233,1,0.318,0.0416,1.12e-06,0.0914,0.815,85.519,268400.0,4,5 +Steve Winwood,Back In The High Life Again,61.0,0.603,0.503,2.0,-14.862,1,0.0379,0.29,0.00128,0.135,0.647,168.512,335840.0,4,10 +Too Slim and the Taildraggers,Platinum Junkie,26.0,0.684,0.801,8.0,-6.975,1,0.0428,0.642,,0.375,0.807,111.078,269669.0,4,2 +BOYFRN,Last Night,26.0,0.602,0.631,2.0,-7.236,1,0.0443,0.335,0.000408,0.369,0.0752,123.018,188781.0,4,1 +Grateful Dead,"Bertha (Live at the Capitol Theatre, Port Chester, NY 2/21/1971) - 2020 Remaster",25.0,0.593,0.723,7.0,-11.71,1,0.0302,0.0323,4.23e-05,0.141,0.879,91.596,371944.0,4,10 +U2,Love Is Bigger Than Anything In Its Way,51.0,0.366,0.617,4.0,-9.011,1,0.0317,0.055,0.000226,0.0759,0.127,177.908,240600.0,4,10 +Cortes,Loose Ends,40.0,0.653,0.576,,-6.825,1,0.0281,0.000384,0.572,0.0894,0.646,100.002,160551.0,4,10 +Ocean Colour Scene,The Day We Caught The Train,58.0,0.516,0.651,2.0,-7.76,1,0.0386,0.0537,,0.256,0.483,88.628,186067.0,4,6 +Death From Above 1979,Modern Guy,51.0,0.425,0.951,10.0,-7.324,0,0.088,2.44e-05,0.00526,0.413,0.394,105.106,209902.0,3,10 +California Wives,Blood Red Youth,43.0,0.519,0.771,7.0,-4.874,1,0.0344,0.00048,0.359,0.079,0.597,150.938,258120.0,4,10 +Bahari,Wild Ones,42.0,0.686,0.286,11.0,-10.216,0,0.0261,0.791,1.18e-05,0.104,0.229,96.994,184253.0,4,9 +Rezz,Sacrificial (feat. PVRIS),66.0,0.552,0.564,7.0,-5.941,1,0.0415,0.0686,0.0131,0.34,0.321,164.952,182000.0,4,10 +Indian Summer,Woolworm,35.0,0.286,0.245,7.0,-11.113,1,0.0311,0.0932,0.688,0.166,0.223,83.81,445293.0,4,10 +chemical club,double down,31.0,0.7,0.542,9.0,-4.986,1,0.0294,0.0283,0.0977,0.246,0.945,93.981,129139.0,4,9 +Kadialy Kouyate,Mansaya,29.0,0.601,0.305,5.0,-11.208,1,0.0486,0.922,0.874,0.0899,0.443,120.021,4.1157,4,7 +Forbidden,Step by Step,27.0,0.278,0.993,11.0,-4.054,0,0.289,0.000878,0.000308,0.172,0.116,95.655,292200.0,4,8 +Flotsam & Jetsam,No Place for Disgrace,37.0,0.204,0.912,11.0,-11.849,0,0.0588,1.31e-05,0.117,0.293,0.198,89.338,373013.0,4,8 +Balto,Lost on the Young,34.0,0.267,0.738,9.0,-5.541,1,0.0464,0.0419,1.35e-06,0.0812,0.488,161.09,193067.0,4,2 +Tom Speight,Dakota,48.0,0.621,0.296,3.0,-9.801,1,0.0291,0.805,6.75e-05,0.103,0.257,121.918,4.90831667,4,0 +Electra,Radio On,5.0,0.215,0.932,,-5.555,0,0.107,0.000112,0.278,0.0893,0.449,182.337,203720.0,4,6 +OneRepublic,Wherever I Go,62.0,0.552,0.689,10.0,-6.444,0,0.0425,0.0915,,0.27,0.349,99.961,169773.0,4,10 +NEEDTOBREATHE,Into The Mystery,,0.405,0.633,5.0,-7.646,1,0.0285,0.00188,0.00864,0.236,0.273,169.989,234678.0,4,1 +Maharajan,„Ǫ„ɺ„É©‚ò܄Ɇ„É≥§™ÈÉé,37.0,0.724,0.892,7.0,-3.785,1,0.0476,0.00624,6.42e-05,0.0706,0.964,128.076,243623.0,4,9 +Bob Marley & The Wailers,Redemption Song,71.0,0.671,0.256,7.0,-10.743,1,0.0387,0.608,,0.0737,0.694,115.871,233560.0,4,5 +Kill the Kong,CTRL,,0.474,0.984,6.0,-3.169,1,0.113,0.000301,,0.106,0.372,95.025,211579.0,4,8 +Forgetting The Memories,The Solstice Rebirth,37.0,0.49,0.977,9.0,-4.501,0,0.167,6.38e-06,0.417,0.174,0.203,110.027,228981.0,4,8 +Pulp,Babies,60.0,0.302,0.854,2.0,-6.619,1,0.0757,0.102,1.45e-06,0.0835,0.589,156.278,244827.0,4,6 +Naushad,A Happy Conclusion - Instrumental,2.0,0.403,0.395,2.0,-13.661,1,0.049,0.616,0.796,0.513,0.637,139.247,1.741116667,4,3 +Sempra,B Mine?,19.0,0.754,0.92,3.0,-4.484,0,0.05,0.183,0.689,0.187,0.966,147.998,266133.0,4,6 +P√©pe,Bridging Mechanics,39.0,0.469,0.669,2.0,-9.473,1,0.0494,0.0385,0.529,0.0981,0.245,132.005,358282.0,4,1 +Maroon 5,She Will Be Loved - Radio Mix,,0.699,0.71,,-5.525,0,0.0295,0.0588,,0.134,0.557,102.06,257827.0,4,9 +Dinosaur Jr.,Just Like Heaven,51.0,0.227,0.962,7.0,-4.963,1,0.0991,0.103,0.0289,0.24,0.518,161.112,173560.0,4,10 +Guerilla Poubelle,La chute,17.0,0.635,0.567,11.0,-6.131,1,0.0353,0.00814,,0.081,0.865,165.184,167017.0,4,10 +"Massimo Faraò, Carmelo Leotta, Bobo Facchinetti",Just Friends,36.0,0.606,0.259,1.0,-15.484,1,0.0591,0.832,0.857,0.124,0.457,116.28,5.336216667,4,7 +Bella Poarch,Build a Bitch,90.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,2.04621667,4,9 +Westside Gunn,TV Boy,51.0,0.598,0.791,4.0,-8.524,0,0.315,0.867,,0.127,0.508,78.666,146752.0,4,5 +Sir Simon,A Little Less Bored,38.0,0.614,0.806,5.0,-9.142,1,0.0679,0.267,0.0796,0.109,0.746,164.074,193000.0,4,6 +Eleine,Ava of Death,34.0,0.586,0.917,11.0,-6.264,1,0.0649,9.01e-05,0.00474,0.18,0.51,121.079,246880.0,4,8 +Grant Green,Blues For Willarene,30.0,0.631,0.48,5.0,-12.429,0,0.037,0.873,0.459,0.122,0.868,96.439,427000.0,4,2 +HVDES,Fallout,42.0,0.525,0.801,2.0,-5.294,0,0.0516,0.0155,0.0645,0.132,0.111,183.961,292174.0,4,10 +Caleborate,Contact,55.0,0.771,0.459,11.0,-13.681,1,0.234,0.396,,0.105,0.621,90.068,269419.0,4,5 +CJ Fly,Medicine,36.0,0.833,0.651,9.0,-4.399,1,0.12,0.379,0.000646,0.112,0.352,136.984,145467.0,4,5 +Alok,Love Again (feat. Alida),79.0,0.636,0.822,,-4.321,0,0.0507,0.0534,1.99e-05,0.121,0.338,127.225,147402.0,4,9 +Arcade Fire,Everything Now,64.0,0.548,0.865,,-5.325,1,0.0302,0.00171,0.000449,0.457,0.61,116.046,303013.0,4,1 +"Jatin-Lalit, Remo Fernandes, Jaspinder Narula",Pyaar To Hona Hi Tha,36.0,0.608,0.749,9.0,-5.763,1,0.0548,0.425,2.65e-05,0.0969,0.537,117.081,3.125333333,4,3 +Griff,Love Is A Compass - Disney supporting Make-A-Wish,61.0,0.603,0.439,9.0,-6.408,1,0.0322,0.644,,0.0912,0.415,113.765,181469.0,4,9 +S. D. Burman,Allah Megh De Paani De Re,23.0,0.5,0.322,6.0,-11.539,0,0.0309,0.979,0.0785,0.11,0.535,93.446,1.02955,4,3 +Fantastic Negrito,The Duffler - Acoustic,22.0,0.559,0.46,7.0,-9.585,0,0.048,0.856,0.0214,0.119,0.435,127.489,216252.0,3,1 +Vibe Street,Send Me on My Way,57.0,0.813,0.706,,-9.482,1,0.0642,0.0696,0.227,0.117,0.557,115.001,258783.0,4,9 +Thirty Seconds To Mars,A Modern Myth,39.0,0.539,0.332,10.0,-8.049,0,0.0284,0.342,0.00223,0.177,0.0342,119.866,178972.0,4,10 +Biffy Clyro,Wolves of Winter,49.0,0.546,0.857,5.0,-4.748,1,0.0445,0.00031,0.00111,0.384,0.373,110.293,248517.0,3,10 +Slowdive,Star Roving,52.0,0.326,0.932,9.0,-4.909,1,0.0506,0.0733,0.725,0.293,0.397,143.927,338869.0,4,6 +Amaranthe,Drop Dead Cynical,63.0,0.286,0.914,7.0,-3.929,1,0.0905,4.94e-05,0.000255,0.0838,0.485,140.042,197853.0,4,8 +Foster The People,Lamb's Wool (with Poolside),57.0,0.603,0.686,11.0,-6.754,1,0.0267,0.17,0.00299,0.17,0.9,89.34,294200.0,4,6 +Candle,Buck Meek,42.0,0.645,0.355,4.0,-8.699,1,0.0287,0.665,0.0241,0.088,0.383,80.407,3.728566667,4,0 +Duran Duran,(Reach Up For The) Sunrise,41.0,0.62,0.826,7.0,-3.985,0,0.0381,6.78e-05,0.00755,0.114,0.535,126.996,205467.0,4,10 +Ehud Banai,◊ê◊ë◊ü ◊°◊§◊ô◊®,29.0,0.601,0.576,2.0,-6.389,1,0.0273,0.635,0.00123,0.0903,0.562,94.025,282920.0,4,10 +"jetsonmade, Jack Harlow",I WANNA SEE SOME ASS (feat. jetsonmade),75.0,0.899,0.691,,-7.554,1,0.0497,0.18,0.000451,0.135,0.865,107.951,2.088366667,4,9 +EKKSTACY,i want to be by your side (feat. herhexx),54.0,0.75,0.593,9.0,-12.074,1,0.0331,0.0792,0.785,0.283,0.846,119.985,157523.0,4,1 +ZZ Top,Gimme All Your Lovin',70.0,0.63,0.788,5.0,-6.7,1,0.0298,0.00322,0.0237,0.0883,0.63,120.059,241080.0,4,10 +Suicide,Ghost Rider - 1998 Remastered Version,3.0,0.273,0.485,1.0,-12.133,1,0.0755,0.0803,0.707,0.29,0.44,191.577,150880.0,4,10 +Thirty Seconds To Mars,The Story,44.0,0.358,0.671,1.0,-7.294,1,0.0331,0.178,0.0122,0.368,0.409,176.726,235000.0,4,10 +Hadag Nahash,◊ï◊ï◊ú◊ß◊ê◊ù ◊ò◊ï ◊ê◊ô◊ñ◊®◊ê◊ú,24.0,0.826,0.833,,-5.334,1,0.044,0.0268,1.99e-06,0.119,0.618,128.008,148081.0,4,5 +Idan Raichel,◊ú◊û◊î ◊ñ◊î ◊û◊í◊ô◊¢ ◊ú◊†◊ï,37.0,0.552,0.816,1.0,-5.968,0,0.0254,0.129,,0.056,0.677,85.976,206413.0,4,10 +Rainbow,I Surrender,58.0,0.49,0.86,7.0,-5.284,0,0.0573,0.132,,0.215,0.795,132.673,241893.0,4,8 +Manic Street Preachers,Motorcycle Emptiness,60.0,0.522,0.801,4.0,-3.641,1,0.0301,8.2e-06,0.0685,0.174,0.197,112.445,305707.0,4,1 +Moshe Peretz,◊ê◊ú◊ô◊ô◊ö,26.0,0.541,0.944,5.0,-3.578,0,0.0436,0.184,,0.0759,0.829,165.015,229147.0,4,9 +Conspirators,The Base Level,23.0,0.541,0.668,11.0,-8.449,0,0.0434,3.57e-05,,0.485,0.679,130.952,161750.0,4,10 +"Kumar Sanu, Anu Malik",Ye Kaali Kaali Aankhen,47.0,0.836,0.701,,-10.905,1,0.082,0.109,2.69e-05,0.103,0.821,121.836,7.804883333,4,3 +The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,1 +Powerwolf,Kiss of the Cobra King (New Version 2019),43.0,0.289,0.922,1.0,-4.919,0,0.0619,0.000488,2.76e-06,0.105,0.232,75.02,229170.0,4,8 +Crooked Teeth,Light Me Up,37.0,0.539,0.915,,-3.484,1,0.262,0.102,2.68e-05,0.0993,0.689,142.04,180254.0,4,10 +Faith Hill,This Kiss,64.0,0.398,0.804,11.0,-5.559,1,0.0451,0.175,,0.181,0.709,186.752,3.23845,4,4 +The Detroit Cobras,Cha-Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,2 +Small Brown Bike,See You In Hell,15.0,0.374,0.963,7.0,-4.991,0,0.0637,1.44e-05,0.675,0.357,0.382,84.458,195947.0,4,10 +Broken Bells,Holding on for Life,55.0,0.342,0.587,11.0,-7.273,0,0.0537,0.00648,0.0995,0.207,0.484,168.847,236867.0,4,6 +Oscar Peterson Trio,C Jam Blues,50.0,0.47,0.308,5.0,-18.663,1,0.0369,0.82,0.039,0.115,0.857,115.459,203467.0,4,2 +Deaf Havana,Trigger,42.0,0.487,0.885,11.0,-3.989,0,0.0563,0.00487,,0.166,0.454,143.093,180111.0,4,10 +Kodak Black,Z Look Jamaican,67.0,0.953,0.466,1.0,-6.297,1,0.0572,0.0381,,0.0916,0.584,123.044,156113.0,4,5 +Eliad,◊ê◊ó◊®◊ï◊ü ◊î◊ô◊û◊ô◊ù,28.0,0.65,0.612,5.0,-9.145,0,0.104,0.026,,0.176,0.657,170.003,185647.0,4,9 +easy life,skeletons,58.0,0.779,0.733,9.0,-8.137,0,0.0734,0.0177,0.0011,0.591,0.515,115.009,178714.0,4,6 +Status Quo,Whatever You Want,65.0,0.56,0.705,2.0,-6.761,1,0.0498,0.772,0.00259,0.264,0.501,122.456,243547.0,4,2 +Them Crooked Vultures,No One Loves Me & Neither Do I,54.0,0.231,0.904,2.0,-5.506,1,0.0895,0.0304,2.74e-06,0.15,0.598,176.073,310377.0,4,10 +DTSQ,Air My Skin,26.0,0.277,0.762,9.0,-5.959,1,0.0407,0.233,0.754,0.376,0.559,89.845,319431.0,4,10 +anees,slip,55.0,0.728,0.362,11.0,-9.055,1,0.409,0.329,,0.174,0.702,84.599,183125.0,4,9 +Sarah Hennies,Growing Block,6.0,0.31,0.23,7.0,-28.322,0,0.203,0.799,0.109,0.349,0.115,77.047,430577.0,5,6 +The Vaughan Brothers,Good Texan,40.0,0.789,0.526,9.0,-12.742,1,0.052,0.0551,0.00286,0.283,0.764,142.727,261920.0,4,2 +Berry Sakharof,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),44.0,0.474,0.885,2.0,-7.999,1,0.0769,0.0174,0.00178,0.128,0.438,160.06,253840.0,4,10 +David Holmes,Elsewhere Anchises,35.0,0.252,0.184,,-19.926,1,0.0342,0.716,0.48,0.0822,0.104,74.526,290769.0,3,1 +Pearl Jam,Sirens,63.0,0.523,0.847,3.0,-5.888,1,0.028,0.00309,1.21e-05,0.146,0.475,155.032,340320.0,4,10 +Oxymorrons,Justice,40.0,0.406,0.961,2.0,-3.382,0,0.157,0.000177,0.00183,0.325,0.508,186.025,181935.0,4,10 +Britney Spears,If I'm Dancing,38.0,0.807,0.859,8.0,-5.526,1,0.0633,0.0593,0.00127,0.0277,0.707,124.011,3.407333333,4,9 +Adeline,9,40.0,0.592,0.583,,-7.397,1,0.111,0.189,0.00103,0.132,0.475,148.401,271054.0,4,1 +Greta Van Fleet,Black Smoke Rising,66.0,0.558,0.902,7.0,-4.018,1,0.0464,0.197,0.000148,0.0852,0.572,100.027,259893.0,4,10 +HYUKOH,Help (Sunset Rollercoaster Remake),42.0,0.802,0.865,6.0,-7.231,0,0.0342,0.275,0.604,0.123,0.942,131.99,252281.0,4,10 +Kataklysm,Underneath the Scars,46.0,0.446,0.972,7.0,-5.689,1,0.1,1.26e-06,0.368,0.356,0.199,108.027,226840.0,4,8 +Juice WRLD,Life's A Mess II (with Clever & Post Malone),76.0,0.53,0.37,6.0,-9.989,1,0.0279,0.806,,0.112,0.701,140.061,206734.0,4,5 +Rhys,Over You,50.0,0.752,0.602,2.0,-6.98,1,0.0371,0.349,1.3e-06,0.0792,0.743,100.016,167213.0,4,10 +Flyying Colours,Long Holiday,20.0,0.469,0.867,7.0,-5.311,1,0.0322,2.49e-06,0.919,0.451,0.211,125.436,186253.0,4,10 +Simon & Garfunkel,Scarborough Fair / Canticle,,0.336,0.248,2.0,-15.626,1,0.0324,0.648,,0.113,0.297,128.548,3.17245,3,0 +Yuval Dayan,◊ì◊û◊¢◊ï◊™ ◊©◊ß◊ï◊§◊ï◊™,31.0,0.513,0.775,9.0,-7.744,0,0.189,0.38,0.000441,0.0901,0.496,85.057,212847.0,1,9 +Cult Of Luna,What I Leave Behind,38.0,0.404,0.961,6.0,-6.939,1,0.0601,6.75e-06,0.814,0.358,0.119,113.035,357547.0,4,8 +Josh Gray,Imagine,46.0,0.639,0.245,6.0,-9.8,0,0.0377,0.873,1.68e-05,0.107,0.164,80.118,193562.0,3,9 +Rev. Gary Davis,Samson And Delilah,38.0,0.712,0.237,7.0,-13.898,1,0.0567,0.878,0.000601,0.101,0.751,114.302,243600.0,4,2 +2WEI,Boom Boom,59.0,0.485,0.737,2.0,-7.572,1,0.0943,0.00731,0.00313,0.0757,0.143,155.718,172987.0,4,2 +Stitched Up Heart,My Demon,45.0,0.473,0.927,6.0,-2.348,0,0.187,0.00415,9.82e-06,0.384,0.352,156.936,189773.0,4,8 +Norman Greenbaum,Spirit In The Sky,75.0,0.609,0.617,9.0,-7.091,1,0.0307,0.0994,0.00404,0.118,0.543,128.903,242893.0,4,2 +THE NUGGETS,KACHIKOMI,16.0,0.409,0.831,5.0,-4.626,1,0.1,1.02e-05,0.766,0.0692,0.271,113.083,123745.0,4,10 +Liam Gallagher,"Wonderwall - Live from Spotify Sessions, Metropolis Studios, London",56.0,0.499,0.548,2.0,-6.858,1,0.0296,0.118,,0.125,0.281,87.854,198293.0,4,10 +King Gizzard & The Lizard Wizard,Sense,46.0,0.535,0.605,5.0,-9.144,0,0.287,0.51,0.286,0.188,0.662,202.06,210653.0,4,6 +Jade Bird,Open up the Heavens,52.0,0.603,0.797,,-4.914,1,0.029,0.0333,2.05e-05,0.129,0.801,132.104,161120.0,4,1 +Champion Jack Dupree,Evil Woman,36.0,0.544,0.271,,-17.69,1,0.0672,0.767,6.1e-06,0.0728,0.68,113.784,261093.0,4,2 +Counting Crows,Bobby and the Rat-Kings,,0.47,0.881,5.0,-4.529,1,0.133,0.319,,0.0856,0.422,141.837,324867.0,4,10 +Soen,Martyrs,48.0,0.585,0.871,9.0,-7.041,0,0.0529,0.00231,0.019,0.0291,0.235,110.023,368188.0,4,8 +Volbeat,Sad Man's Tongue,56.0,0.427,0.959,7.0,-4.375,1,0.0435,3.56e-05,0.000951,0.171,0.564,109.95,185827.0,4,8 +Opeth,Burden,49.0,0.313,0.631,2.0,-7.734,0,0.0395,0.0525,0.0833,0.184,0.184,119.972,461053.0,4,8 +Omer Adam,◊¢◊ú ◊û◊î ◊ë◊†◊ï◊™ ◊ó◊ï◊©◊ë◊ï◊™ ◊ë◊ú◊ô◊ú◊î,56.0,0.668,0.478,2.0,-9.753,1,0.0682,0.6,,0.0723,0.475,79.971,194000.0,4,9 +BIA,WHOLE LOTTA MONEY,79.0,0.897,0.371,1.0,-5.019,1,0.368,0.0904,,0.325,0.441,81.008,156005.0,4,5 +Versiple,Creulty,26.0,0.448,0.81,6.0,-5.689,0,0.245,0.000245,0.892,0.781,0.748,110.595,229302.0,4,6 +The Groans,Colors,24.0,0.529,0.835,4.0,-6.128,1,0.0358,0.00225,0.00545,0.151,0.694,134.791,249339.0,4,10 +Backstreet Boys,Everyone,43.0,0.685,0.963,10.0,-2.675,1,0.0336,0.0254,6.65e-06,0.33,0.916,110.025,3.492883333,4,9 +scott is okay,Patience,35.0,0.877,0.486,7.0,-7.901,1,0.102,0.713,,0.113,0.545,130.073,140801.0,4,6 +John Anderson,Swingin',45.0,0.666,0.64,4.0,-13.945,1,0.0387,0.548,,0.177,0.954,107.751,3.058883333,4,4 +Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,6 +Jacques Burtin,Le Visage,23.0,0.441,0.0341,9.0,-26.466,0,0.0625,0.929,0.899,0.1,0.0666,97.45,2.843333333,3,7 +Big Daddy Kane,Raw (Edit) - 45 Version,35.0,0.947,0.672,4.0,-13.819,0,0.349,0.0662,,0.0547,0.741,109.55,248267.0,4,5 +Slaves,Cheer Up London,56.0,0.627,0.861,1.0,-1.856,1,0.0509,0.000564,,0.0312,0.623,122.133,153267.0,4,10 +◊®◊ï◊¢◊ô ◊ì◊ï◊®◊ï◊ü,◊ê◊ù ◊ú◊ê ◊ê◊†◊ô ◊ú◊ô ◊ê◊™,16.0,0.586,0.554,9.0,-7.706,1,0.0432,0.141,,0.344,0.425,136.09,185750.0,4,6 +Elvin T,Get Close - Edit,,0.705,0.862,,-5.962,0,0.0921,0.0884,0.918,0.26,0.424,125.303,237342.0,4,6 +Run‚ÄìD.M.C.,It's Like That,63.0,0.852,0.874,7.0,-11.208,1,0.0427,0.0168,0.45,0.133,0.666,129.029,250627.0,4,5 +Led Zeppelin,Heartbreaker - 1990 Remaster,64.0,0.403,0.709,9.0,-9.366,1,0.0885,0.0746,0.494,0.132,0.654,97.161,254133.0,4,10 +FLO,D's,66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,5 +Metallica,Hardwired,62.0,0.128,0.991,11.0,-3.289,1,0.0582,1.11e-05,0.00362,0.219,0.53,186.124,189347.0,4,8 +MC Lyte,Ruffneck,46.0,0.709,0.902,1.0,-3.392,0,0.188,0.0364,,0.0219,0.878,204.317,237267.0,4,5 +Trey Anastasio,Sand - Live,26.0,0.508,0.862,7.0,-7.315,1,0.0949,0.0118,0.309,0.741,0.519,106.632,617858.0,4,10 +Strange Bones,England Screams,43.0,0.461,0.872,,-5.858,1,0.0567,0.000315,0.00267,0.136,0.493,111.088,189480.0,3,10 +"Midival Punditz, Papon",Purvayi (feat Papon),37.0,0.384,0.696,5.0,-6.768,1,0.0335,0.00385,0.0156,0.163,0.0779,172.059,5.169116667,4,0 +George Strait,"Love Without End, Amen",58.0,0.645,0.442,9.0,-12.997,1,0.0256,0.397,,0.121,0.554,88.491,3.116666667,4,4 +Simple Creatures,Strange Love,54.0,0.59,0.6,6.0,-7.251,1,0.0307,0.00943,,0.123,0.389,91.964,151632.0,4,10 +Social State,Aerial,30.0,0.59,0.853,8.0,-7.546,0,0.044,0.0581,0.803,0.334,0.188,160.003,254453.0,4,1 +Bass Drum of Death,Just Business,37.0,0.531,0.976,7.0,-7.339,1,0.0448,0.000175,7.39e-05,0.392,0.527,115.029,244800.0,4,10 +Stealers Wheel,Stuck In The Middle With You,69.0,0.795,0.564,7.0,-10.482,1,0.0392,0.0934,0.000531,0.0631,0.961,124.166,3.39821667,4,0 +Merle Haggard,My Favorite Memory,49.0,0.452,0.158,2.0,-14.317,1,0.0358,0.874,0.000527,0.0846,0.134,129.822,3.092883333,3,4 +The Yawpers,Forgiveness Through Pain,36.0,0.374,0.951,10.0,-4.4,0,0.113,0.0189,0.0112,0.0933,0.48,132.835,180587.0,4,2 +Rory Gallagher,Hell Cat,29.0,0.372,0.968,2.0,-8.058,1,0.0966,0.0176,0.0407,0.841,0.521,130.934,290671.0,4,2 +Goodbye June,Darlin',54.0,0.245,0.323,3.0,-9.289,1,0.0302,0.178,0.000206,0.115,0.0388,80.12,300030.0,4,10 +Dierks Bentley,What Was I Thinkin',68.0,0.551,0.825,5.0,-6.24,0,0.044,0.152,6.2e-06,0.0999,0.933,164.857,4.347116667,4,4 +Black Joe Lewis & The Honeybears,Five Dollars,45.0,0.511,0.868,7.0,-5.749,1,0.0362,0.288,0.000172,0.344,0.868,106.841,188000.0,4,10 +VANITASÂëΩÊ≠ª,You are godlike,30.0,0.662,0.792,8.0,-7.664,1,0.0805,0.249,0.741,0.149,0.398,130.049,267692.0,4,6 +Treasure Fingers,Cross The Dancefloor,24.0,0.811,0.662,6.0,-7.197,0,0.143,0.0695,,0.235,0.97,125.002,293631.0,4,6 +Mubarak Begum,Ham Haal-E-Dil Sunaenge,5.0,0.368,0.471,2.0,-10.843,1,0.059,0.992,0.831,0.133,0.579,66.252,3.431616667,4,3 +Temple Of The Dog,Say Hello 2 Heaven - 25th Anniversary Mix,50.0,0.304,0.769,,-6.672,1,0.0334,0.0576,9.14e-06,0.373,0.285,148.736,384467.0,3,10 +Bag Raiders,Shooting Stars,70.0,0.636,0.72,11.0,-6.195,1,0.0432,0.0893,0.0178,0.0868,0.425,124.944,235813.0,4,1 +Twenty One Pilots,Level of Concern,75.0,0.754,0.583,4.0,-7.34,0,0.0432,0.32,0.00015,0.144,0.77,122.012,220051.0,4,9 +Berry Sakharof,◊ê◊™ ◊ó◊ô◊®◊ï◊™◊ô,28.0,0.64,0.637,6.0,-8.546,0,0.0449,0.106,4.27e-06,0.16,0.428,125.029,209700.0,4,10 +Anders Mogensen,Sideways,42.0,0.405,0.128,,-13.329,0,0.0344,0.837,0.656,0.233,0.0951,80.291,4.858333333,3,7 +Sonny Boy Williamson II,Help Me,55.0,0.745,0.436,5.0,-9.617,0,0.043,0.597,0.0213,0.61,0.771,114.216,188200.0,4,2 +Preston Shannon,The Streets Will Love You To Death,9.0,0.72,0.48,7.0,-13.25,0,0.0298,0.151,2.37e-06,0.0391,0.963,92.018,235000.0,4,2 +The Steel Woods,All of These Years,50.0,0.556,0.649,9.0,-5.314,0,0.0286,0.00766,0.0071,0.0989,0.512,92.062,251498.0,4,10 +Telepathy,The Void in Aimless Flight,25.0,0.145,0.65,2.0,-7.853,1,0.0373,1.55e-05,0.484,0.0739,0.174,91.648,404987.0,4,8 +Just Geo,Winner Stays On.,9.0,0.861,0.551,1.0,-7.78,1,0.11,0.000442,0.833,0.0816,0.921,139.963,288862.0,4,5 +Bon Jovi,Lay Your Hands On Me,51.0,0.332,0.967,2.0,-3.859,1,0.0679,0.177,,0.308,0.389,100.497,229293.0,4,10 +WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,1 +Silverchair,Cemetery - Acoustic,28.0,0.462,0.408,4.0,-9.036,0,0.0337,0.105,1.79e-05,0.106,0.112,108.745,246893.0,4,10 +Pop Smoke,Shake The Room (feat. Quavo),72.0,0.733,0.684,2.0,-4.748,1,0.177,0.142,,0.179,0.437,142.04,165640.0,4,5 +Lunaire,Close - Cello Version,40.0,0.246,0.0924,,-21.197,1,0.0325,0.944,0.915,0.0555,0.0384,75.372,3.489833333,1,7 +Saint Jude,Soul On Fire,36.0,0.46,0.858,5.0,-4.495,1,0.0392,0.000233,6.72e-05,0.0741,0.502,131.54,224773.0,4,2 +Miss May I,Forgive And Forget,50.0,0.51,0.987,1.0,-2.375,0,0.139,0.000172,,0.27,0.147,114.999,212693.0,4,8 +Backstreet Boys,Shape of My Heart,71.0,0.575,0.786,9.0,-4.353,1,0.0296,0.252,,0.159,0.518,96.102,3.834883333,4,9 +Susan Shelby,Go Back To Sleep,37.0,0.278,0.0659,,-20.254,1,0.038,0.93,0.964,0.108,0.26,47.387,1.901766667,4,7 +TITUS BANK,I Do Yeah,28.0,0.739,0.384,,-8.704,1,0.0377,0.233,0.000118,0.159,0.711,74.997,186287.0,3,9 +Whitehorse,My Babe,40.0,0.621,0.79,4.0,-4.464,1,0.0884,0.115,1.32e-05,0.321,0.947,172.102,138312.0,4,10 +Royal Blood,Where Are You Now?,49.0,0.474,0.794,11.0,-6.352,0,0.0546,5.32e-05,0.00072,0.559,0.338,140.086,166800.0,4,10 +Video Age,Aerostar,41.0,0.813,0.649,10.0,-7.615,1,0.0818,0.108,0.0767,0.357,0.972,142.738,260070.0,4,6 +Yossi Babliki,◊ô◊© ◊ú◊ö ◊û◊ß◊ï◊ù,8.0,0.636,0.254,1.0,-13.669,0,0.0311,0.635,0.00365,0.129,0.392,80.487,260800.0,3,6 +Phani Narayana,Kondalalo Nelakonna,15.0,0.669,0.31,5.0,-11.795,0,0.0339,0.918,0.827,0.122,0.279,143.904,442854.0,4,6 +Moshe Peretz,◊î◊õ◊ú ◊ò◊ï◊ë,45.0,0.711,0.434,5.0,-8.146,0,0.0304,0.251,,0.24,0.515,119.881,241500.0,4,9 +Depeche Mode,Personal Jesus - Single Version,69.0,0.673,0.899,11.0,-3.528,1,0.0434,0.0911,0.0172,0.0481,0.793,129.885,224933.0,4,10 +Jasiah,In N Out (feat. TheHxliday & Rico Nasty),55.0,0.779,0.56,11.0,-8.245,1,0.1,0.0526,,0.428,0.554,101.465,131084.0,4,5 +Erkin Koray,Z√ºleyha,24.0,0.585,0.903,,-6.311,1,0.0445,0.094,0.0116,0.366,0.431,95.003,314583.0,4,10 +USS (Ubiquitous Synergy Seeker),Feel Alive,42.0,0.558,0.658,11.0,-7.661,1,0.0535,0.0298,,0.135,0.519,122.031,226669.0,4,10 +X,Los Angeles,48.0,0.614,0.755,2.0,-5.829,1,0.0276,0.0162,1.9e-06,0.0831,0.645,92.622,144787.0,4,10 +Campfire,Kevin Morby,43.0,0.493,0.338,9.0,-10.068,1,0.18,0.425,0.000275,0.0823,0.332,72.619,5.31755,4,0 +Body Count,Body Count,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,8 +Wanda Jackson,Honey Bop,28.0,0.628,0.786,,-6.965,1,0.0442,0.58,0.000958,0.289,0.924,82.056,135360.0,4,10 +Lucy Dacus,Thumbs,52.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,265440.0,4,1 +Sixx:A.M.,Prayers For The Damned,48.0,0.395,0.98,11.0,-3.573,0,0.117,0.000349,0.00361,0.151,0.255,159.974,279227.0,4,10 +Blindside,Pitiful,50.0,0.54,0.959,8.0,-3.775,1,0.0452,0.000817,,0.376,0.499,131.83,192213.0,4,8 +Blackstreet,No Diggity,76.0,0.867,0.646,1.0,-4.674,0,0.288,0.303,,0.279,0.67,88.634,304600.0,4,5 +Hyro The Hero,Legendary (feat. Brandon Saller of Atreyu),47.0,0.458,0.937,,-6.622,1,0.272,0.00111,,0.394,0.366,160.231,238800.0,4,10 +Rush,The Spirit Of Radio,65.0,0.365,0.924,4.0,-7.066,1,0.0488,0.0144,0.000254,0.423,0.632,135.811,296467.0,4,10 +Kendrick Lamar,DNA.,78.0,0.638,0.523,1.0,-6.664,1,0.357,0.00454,,0.0842,0.422,139.913,185947.0,4,5 +HAIM,Gasoline,62.0,0.658,0.717,1.0,-4.257,0,0.0633,0.0846,0.0022,0.12,0.595,133.074,193373.0,4,6 +NiNE8,FVR105 - p-rallel Remix,44.0,0.82,0.62,5.0,-9.755,0,0.364,0.0384,1.31e-05,0.114,0.898,120.009,193000.0,4,1 +Dudu Aharon,◊ó◊ï◊©◊ë ◊¢◊ú◊ô◊î,19.0,0.754,0.555,1.0,-6.185,0,0.0426,0.388,,0.0747,0.66,89.983,195361.0,4,9 +A Winged Victory for the Sullen,So That The City Can Begin To Exist,40.0,0.152,0.0625,5.0,-23.396,1,0.0358,0.619,0.904,0.0802,0.0355,85.971,286962.0,3,6 +Roxy Music,Virginia Plain,52.0,0.588,0.708,6.0,-7.823,1,0.0351,0.445,3.94e-05,0.293,0.579,131.197,178376.0,4,1 +Irish Women In Harmony,Dreams,48.0,0.558,0.475,4.0,-8.623,1,0.0282,0.516,5.69e-06,0.107,0.344,116.924,4.15016667,4,0 +Mz Boom Bap,The Lineage,36.0,0.839,0.749,11.0,-10.259,0,0.17,0.522,0.00166,0.502,0.475,90.05,157373.0,4,5 +Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,10 +Wildways,Event Horizon (–ë–ª–∏–∂–µ –∫ —Ç–µ–±–µ),43.0,0.466,0.983,3.0,-4.572,0,0.124,0.000907,,0.127,0.252,101.544,231724.0,4,8 +Feuerschwanz,I See Fire,42.0,0.424,0.892,6.0,-5.65,0,0.0546,0.00895,,0.344,0.444,75.996,295406.0,4,8 +miida and The Department,Magic hour,38.0,0.73,0.803,10.0,-7.56,1,0.0416,0.0059,0.000276,0.131,0.773,111.954,237321.0,4,9 +Netta,Ricki Lake,37.0,0.821,0.857,2.0,-3.501,1,0.124,0.0799,0.322,0.168,0.335,100.015,130229.0,4,9 +Cherym,Kisses On My Cards,25.0,0.459,0.953,4.0,-5.578,1,0.0724,0.000121,0.0933,0.135,0.512,142.003,189248.0,4,1 +Tom Morello,Marching on Ferguson,22.0,0.529,0.905,8.0,-4.432,0,0.0457,0.00398,0.000414,0.322,0.321,76.058,175306.0,4,10 +Bruce Brubaker,Opening - Laurel Halo Version,33.0,0.0731,0.251,,-16.576,0,0.0372,0.906,0.844,0.123,0.0366,79.841,354227.0,4,1 +Christine Ott,Time to Die,26.0,0.178,0.352,10.0,-15.445,0,0.0399,0.824,0.93,0.107,0.0446,126.397,501941.0,4,6 +Cruachan,The Hawthorn,40.0,0.253,0.847,2.0,-5.84,0,0.0439,0.00195,0.144,0.442,0.423,121.341,299553.0,4,8 +LARRY PINK THE HUMAN,WASTED DAYS (INBETWEENS),36.0,0.613,0.654,7.0,-7.683,1,0.032,0.00732,0.0576,0.0679,0.313,112.985,300483.0,4,6 +Manal,Avellaneda Blues,30.0,0.559,0.598,2.0,-6.826,0,0.028,0.355,7.73e-05,0.109,0.228,101.482,333680.0,3,2 +The Cadillac Three,Labels,47.0,0.588,0.775,,-5.664,1,0.0585,0.0747,0.000227,0.36,0.797,173.968,184619.0,4,10 +Gucci Mane,Back On,54.0,0.833,0.673,1.0,-6.981,0,0.315,0.329,,0.136,0.753,148.019,149080.0,4,5 +Elles Bailey,What's the Matter with You,40.0,0.44,0.466,11.0,-8.741,0,0.0379,0.553,0.000441,0.158,0.332,169.769,232724.0,3,2 +Teddy Wilson,Fools Rush In,48.0,0.633,0.12,5.0,-20.066,0,0.0428,0.971,0.871,0.121,0.456,115.51,2.484533333,3,7 +Richard Hell,Blank Generation,51.0,0.44,0.904,11.0,-4.409,0,0.177,0.275,7.45e-06,0.106,0.546,138.104,167840.0,4,1 +"Lata Mangeshkar, Manna Dey",Aaja Sanam Madhur Chandni Men,33.0,0.451,0.441,3.0,-11.323,0,0.0373,0.95,0.043,0.104,0.811,80.229,4.429066667,4,3 +Ty,Ha Ha,62.0,0.946,0.723,9.0,-3.692,1,0.114,0.0778,,0.0608,0.349,102.956,160877.0,4,5 +Lil Durk,Finesse Out The Gang Way (feat. Lil Baby),74.0,0.738,0.885,1.0,-4.159,0,0.126,0.213,,0.098,0.49,100.508,186283.0,3,5 +AJR,Bang!,65.0,0.74,0.517,1.0,-6.233,0,0.0506,0.0183,,0.0558,0.698,139.917,170858.0,4,10 +Lamb of God,Hyperthermic / Accelerate,48.0,0.267,0.996,2.0,-3.385,1,0.0819,1.24e-05,0.386,0.0503,0.0648,104.916,244965.0,3,8 +Mama Od√©,Wadada Lasts,31.0,0.695,0.62,4.0,-11.45,0,0.343,0.55,0.00179,0.498,0.826,90.441,210757.0,4,1 +Covet,shibuya (feat. San Holo),49.0,0.445,0.765,4.0,-4.186,1,0.0317,0.454,0.184,0.186,0.332,126.018,345520.0,3,10 +La Femme,Cool Colorado,54.0,0.505,0.762,9.0,-7.15,1,0.0454,0.0415,6.12e-05,0.117,0.477,81.454,232480.0,4,1 +Jimmy Eat World,Your House,44.0,0.547,0.769,2.0,-7.953,1,0.0297,0.014,6.3e-06,0.123,0.407,93.154,286147.0,4,10 +ERRA,Shadow Autonomous,52.0,0.42,0.967,1.0,-3.963,0,0.101,1.68e-05,0.000809,0.2,0.452,149.973,317309.0,3,8 +Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,10 +Duran Duran,INVISIBLE,43.0,0.645,0.867,7.0,-2.326,1,0.182,0.119,1.98e-05,0.413,0.337,113.988,191459.0,4,10 +Jamey Johnson,High Cost Of Living,62.0,0.628,0.601,,-7.036,1,0.0368,0.0114,2.63e-05,0.32,0.396,86.006,345120.0,4,10 +Warfect,Left to Rot,17.0,0.445,0.859,2.0,-11.34,1,0.0481,0.00111,0.135,0.182,0.617,168.044,367957.0,4,8 +S. D. Burman,Saphal Hogi Teri Aradhana,18.0,0.466,0.155,5.0,-17.188,1,0.0601,0.991,0.932,0.0921,0.47,110.762,5.754,4,3 +Us in Motion,Death Poems,35.0,0.419,0.819,4.0,-6.62,0,0.0819,0.000639,0.000769,0.158,0.186,135.115,237782.0,4,8 +U2,I Will Follow,58.0,0.36,0.909,8.0,-6.827,1,0.0663,0.000347,3.28e-05,0.282,0.647,155.293,217387.0,4,1 +The Desperate Kingdom of Love,"Max Jury, Fenne Lily",36.0,0.375,0.407,,-9.446,1,0.0299,0.0377,0.16,0.111,0.124,151.213,2.87615,3,0 +Marilyn Manson,Sweet Dreams (Are Made Of This),68.0,0.392,0.642,8.0,-5.267,1,0.0326,0.0048,0.486,0.296,0.129,92.698,293293.0,4,10 +The Beatles,A Hard Day's Night - Remastered,,0.59,0.805,,-6.481,1,0.0371,0.137,,0.0996,0.797,138.514,2.57,4,10 +Lenny Kravitz,Ride - Edit,49.0,0.513,0.807,1.0,-5.498,1,0.0308,0.0549,2.27e-05,0.0948,0.765,173.367,220311.0,4,10 +LUWTEN,Control,38.0,0.689,0.393,1.0,-12.088,1,0.0453,0.828,0.186,0.167,0.523,91.017,230987.0,4,6 +Weezer,The End of the Game,57.0,0.576,0.864,8.0,-4.028,1,0.0411,0.00121,2.92e-06,0.108,0.669,119.068,181707.0,4,10 +Ride,Drive Blind - 2001 Remaster,22.0,0.289,0.932,9.0,-4.792,1,0.0574,2.31e-05,0.584,0.088,0.512,101.731,285773.0,4,10 +Soledad Brothers,Shakey Puddin',20.0,0.299,0.936,2.0,-5.416,1,0.246,0.21,0.634,0.251,0.384,199.101,205267.0,4,2 +Bad/Love,Follow the Leader,40.0,0.452,0.862,10.0,-4.293,0,0.0616,0.000153,,0.178,0.164,83.093,211696.0,4,8 +Underoath,On My Teeth,48.0,0.414,0.944,1.0,-4.215,1,0.0739,4.61e-05,0.000498,0.201,0.131,165.047,190840.0,4,8 +Morgan Wallen,Chasin' You,76.0,0.631,0.591,7.0,-5.785,1,0.0277,0.657,,0.11,0.489,97.074,3.424216667,4,4 +Mukesh,Koi Jab Tumhara Hriday Tod De,23.0,0.586,0.103,5.0,-18.551,1,0.042,0.994,0.000302,0.16,0.302,114.512,3.55,3,3 +Led Zeppelin,Kashmir - 1990 Remaster,70.0,0.48,0.536,2.0,-11.166,1,0.0427,0.488,4.22e-05,0.155,0.581,80.617,508200.0,3,10 +Motorama,Corona,38.0,0.34,0.81,,-6.379,1,0.0358,0.00293,0.833,0.165,0.651,191.835,205009.0,4,6 +Sonny Terry,Sonny's Whoopin' The Doop,15.0,0.636,0.701,11.0,-12.801,0,0.0577,0.0274,0.46,0.299,0.859,96.449,286693.0,4,2 +The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,4.92333333,4,10 +Eminem,'Till I Collapse,84.0,0.548,0.847,1.0,-3.237,1,0.186,0.0622,,0.0816,0.1,171.447,297787.0,4,5 +"bbno$, Rich Brian",edamame (feat. Rich Brian),74.0,0.815,0.848,4.0,-4.704,0,0.115,0.023,0.000162,0.0265,0.684,106.032,2.22845,4,9 +◊†◊ê◊ì◊î,◊ó◊ï◊®◊£,14.0,0.626,0.562,7.0,-10.812,0,0.333,0.614,2.96e-06,0.316,0.618,78.21,239392.0,4,6 +Josh Teskey,Thinking 'Bout Myself,51.0,0.644,0.53,4.0,-8.296,0,0.0884,0.787,0.0303,0.259,0.678,99.733,221214.0,4,10 +New Madrid,Are You the Wind,27.0,0.374,0.701,,-6.683,1,0.0657,0.0261,0.000426,0.139,0.253,157.528,351093.0,4,10 +Young Stoner Life,Real (feat. Unfoonk),68.0,0.613,0.64,10.0,-7.346,1,0.177,0.00906,,0.11,0.496,160.105,193360.0,4,5 +Roy Buchanan,John's Blues,31.0,0.576,0.327,7.0,-15.424,1,0.0461,0.255,0.77,0.409,0.543,83.367,306000.0,3,2 +Monophonics,Suffocating,40.0,0.545,0.783,6.0,-6.265,0,0.0567,0.0261,2.46e-05,0.143,0.402,82.437,254053.0,4,9 +The 69 Eyes,Lost Boys,51.0,0.504,0.878,9.0,-5.558,1,0.0373,0.00373,0.34,0.0991,0.512,156.083,203187.0,4,8 +Super Besse,Zabiraiu,28.0,0.58,0.877,4.0,-7.782,0,0.0519,0.00165,0.773,0.111,0.902,140.003,261707.0,4,6 +Marina Maximilian,I Trust This Man,29.0,0.5,0.499,7.0,-8.069,0,0.0485,0.285,,0.105,0.292,126.059,239830.0,3,9 +Adir Getz,◊©◊ï◊ë ◊ó◊ï◊ñ◊®◊™,43.0,0.573,0.463,10.0,-7.025,0,0.0657,0.56,,0.0979,0.469,139.882,218786.0,4,9 +Rob Zombie,Crow Killer Blues,58.0,0.2,0.869,9.0,-7.049,0,0.0886,0.00322,0.174,0.134,0.179,86.479,300013.0,4,8 +Bobby Sessions,All We Got,42.0,0.739,0.668,7.0,-7.253,1,0.318,0.0539,,0.0981,0.56,80.025,228505.0,4,5 +Clara Cava,Precipicio,48.0,0.652,0.652,6.0,-9.351,1,0.0531,0.124,,0.0882,0.632,130.045,299192.0,4,6 +Parkway Drive,Sleepwalker,50.0,0.314,0.962,10.0,-4.81,0,0.191,0.000174,4.68e-05,0.093,0.298,144.125,241033.0,4,8 +Jason Aldean,Burnin' It Down,64.0,0.681,0.795,6.0,-6.652,1,0.049,0.305,9.41e-06,0.109,0.64,135.939,3.652666667,4,4 +Avi Biter,◊†◊©◊®◊§◊™◊ô,16.0,0.657,0.677,9.0,-12.043,1,0.0382,0.131,0.000298,0.127,0.735,105.143,241200.0,4,9 +Shazuno,Conexiones Worldwide,32.0,0.543,0.458,1.0,-9.312,1,0.182,0.798,1.06e-06,0.114,0.264,81.511,169756.0,1,5 +Tesla,Love Song,53.0,0.355,0.379,7.0,-8.172,1,0.0361,0.396,0.0393,0.15,0.329,164.989,321267.0,4,10 +Stealth,Howlin',33.0,0.467,0.648,,-5.393,1,0.0336,0.519,,0.186,0.503,79.779,176026.0,4,2 +Mississippi Big Beat,Hurricane,12.0,0.676,0.662,7.0,-4.061,1,0.0324,0.0148,0.00682,0.104,0.154,104.001,255840.0,4,2 +BUT Î≤ó,The Piper,7.0,0.343,0.862,8.0,-5.083,1,0.0572,0.00307,0.000305,0.109,0.189,125.069,282998.0,4,10 +Beatrich,Same Song,40.0,0.63,0.678,11.0,-6.412,1,0.0526,0.052,0.00015,0.265,0.533,109.966,159412.0,4,9 +Omri,come around,46.0,0.687,0.541,9.0,-4.18,0,0.236,0.091,,0.313,0.376,130.181,219789.0,4,10 +Dudu Aharon,◊ë◊ï◊ê◊ô ◊î◊ú◊ô◊ú◊î,19.0,0.641,0.862,5.0,-4.653,0,0.0429,0.0228,,0.11,0.38,132.023,238360.0,4,9 +Tinsley Ellis,Kiss Of Death,45.0,0.725,0.315,4.0,-8.48,0,0.0369,0.72,0.00259,0.0869,0.298,126.39,425787.0,3,2 +Shubh Saran,Haze,31.0,0.407,0.311,9.0,-14.493,1,0.0347,0.277,0.577,0.335,0.312,172.017,364115.0,4,6 +Bon Iver,Holocene,69.0,0.374,0.304,1.0,-14.52,1,0.0302,0.943,0.298,0.126,0.147,147.969,336613.0,4,6 +Shinedown,Asking for It,60.0,0.449,0.971,10.0,-3.66,1,0.0476,0.00273,,0.141,0.414,144.031,210707.0,4,10 +Spoonie Gee,Love Rap,29.0,0.838,0.893,1.0,-10.005,1,0.123,0.0496,,0.105,0.962,106.843,342093.0,4,5 +Daichi Yamamoto,maybe,36.0,0.611,0.638,,-6.669,0,0.18,0.434,,0.129,0.617,83.4,194643.0,4,9 +Cameo,Word Up,65.0,0.878,0.84,6.0,-13.105,0,0.064,0.0421,0.0035,0.053,0.882,116.222,260000.0,4,9 +Countee Cullen,Heritage,5.0,0.565,0.248,10.0,-17.369,0,0.862,0.977,0.584,0.306,0.61,80.755,222760.0,4,5 +Ludacris,Saturday (Oooh! Ooooh!),49.0,0.588,0.809,11.0,-6.327,0,0.412,0.0235,,0.324,0.696,103.0,230533.0,4,5 +DEVO,Uncontrollable Urge,55.0,0.571,0.858,2.0,-7.066,1,0.0326,0.0551,0.665,0.0943,0.716,92.523,191267.0,3,10 +Bewitcher,Mystifier (White Night City),29.0,0.205,0.979,,-5.119,1,0.155,0.000137,0.000206,0.363,0.414,86.507,253853.0,4,8 +morgxn,LOSING MYSELF,46.0,0.696,0.79,8.0,-4.633,0,0.0438,0.00279,6.18e-05,0.172,0.555,115.015,176413.0,4,10 +Linsey Alexander,Call My Wife,33.0,0.667,0.757,5.0,-5.88,1,0.0465,0.174,0.0393,0.0831,0.528,114.78,287640.0,4,2 +Rockwell,Somebody's Watching Me - Single Version,67.0,0.773,0.505,1.0,-10.357,0,0.0329,0.103,0.000138,0.0729,0.891,124.131,238773.0,4,10 +Deftones,Ohms,57.0,0.112,0.978,4.0,-2.64,1,0.117,0.000108,0.0241,0.117,0.371,173.097,250222.0,3,6 +Bella Poarch,Build a Bitch,84.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,122773.0,4,9 +Keith Urban,Somebody Like You,66.0,0.624,0.84,4.0,-5.768,1,0.0337,0.108,0.000546,0.144,0.656,111.02,5.384,4,4 +Def Leppard,Love Bites - Remastered 2017,,0.591,0.738,,-6.99,0,0.033,0.0687,0.00142,0.0831,0.42,129.793,5.78266667,4,10 +Michael Burks,Empty Promises,47.0,0.371,0.601,2.0,-3.113,0,0.0337,0.277,0.0178,0.0893,0.402,137.643,375560.0,4,2 +SKYND,Tyler Hadley,50.0,0.653,0.819,6.0,-5.726,1,0.0408,0.00076,0.00164,0.111,0.409,119.962,291503.0,4,8 +The Black Crowes,Good Friday,36.0,0.37,0.403,7.0,-14.227,1,0.0302,0.111,0.00539,0.0727,0.2,112.795,342787.0,4,10 +Small Faces,Itchycoo Park,55.0,0.613,0.555,9.0,-9.801,1,0.072,0.58,1.64e-06,0.119,0.556,127.267,166680.0,4,6 +L.A.X,Sempe,64.0,0.699,0.703,9.0,-7.651,0,0.273,0.517,0.0216,0.112,0.478,195.864,171429.0,4,9 +Witchcraft,An Alternative to Freedom,44.0,0.328,0.738,11.0,-6.356,1,0.0343,9.02e-05,0.0193,0.283,0.264,132.121,317600.0,4,10 +Ralph Heidel,Haut,34.0,0.653,0.504,11.0,-12.924,1,0.0348,0.608,0.895,0.074,0.402,115.007,252733.0,4,6 +Puddle Of Mudd,Control - Acoustic Version,51.0,0.514,0.784,6.0,-6.217,1,0.0413,0.413,,0.164,0.567,150.326,247920.0,4,10 +Maren Morris,I Could Use a Love Song,67.0,0.638,0.634,6.0,-6.474,1,0.0468,0.214,,0.0866,0.473,92.097,3.2737,4,4 +Asha Bhosle,Jawani Janeman,28.0,0.752,0.472,7.0,-7.757,1,0.0945,0.624,1.27e-05,0.349,0.557,130.983,5.599316667,4,3 +Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,6 +Bullet For My Valentine,Radioactive,60.0,0.527,0.695,9.0,-4.99,1,0.0346,0.0331,3.78e-05,0.31,0.271,142.922,193080.0,4,10 +"Kenny Chesney, Uncle Kracker",When the Sun Goes Down,67.0,0.798,0.741,9.0,-6.802,1,0.0284,0.0432,3e-06,0.252,0.708,104.945,4.842666667,4,4 +Prestige,You Weep,30.0,0.476,0.971,11.0,-6.648,0,0.177,0.0001,4.91e-06,0.622,0.217,92.431,233908.0,4,8 +VEXED,Fake,9.0,0.413,0.994,5.0,-3.621,1,0.171,0.00116,3.36e-06,0.286,0.0424,124.993,215253.0,4,8 +The Doors,"Hello, I Love You",62.0,0.597,0.554,11.0,-14.144,0,0.0425,0.029,,0.0766,0.963,117.835,133200.0,4,10 +N.W.A.,Express Yourself - Remix,59.0,0.852,0.803,6.0,-6.929,0,0.264,0.00204,,0.121,0.752,96.2,261400.0,4,5 +Jon Bon Jovi,Blood Money,45.0,0.562,0.235,8.0,-13.89,1,0.0265,0.568,,0.085,0.398,76.991,154933.0,4,10 +"Pritam, Arijit Singh",Channa Mereya,64.0,0.476,0.788,9.0,-4.821,0,0.0446,0.237,2.49e-05,0.106,0.746,90.066,4.822216667,4,3 +Max Ellion,Sleeping In Seattle,44.0,0.0828,0.0598,9.0,-20.795,1,0.041,0.982,0.774,0.0973,0.038,65.84,2.921,3,7 +Thunder,Love Walked In,49.0,0.443,0.841,2.0,-9.72,0,0.0433,0.212,5.61e-06,0.134,0.281,155.827,385400.0,4,10 +The Felice Brothers,Plunder,36.0,0.383,0.828,,-6.322,1,0.0359,0.033,3.05e-05,0.35,0.845,135.067,221907.0,4,2 +Mot√∂rhead,Ace of Spades,74.0,0.329,0.974,3.0,-8.77,0,0.135,0.000852,0.000118,0.0904,0.234,140.862,166920.0,4,8 +The Lazy Eyes,Where's My Brain??? - Edit,33.0,0.551,0.831,9.0,-5.922,1,0.141,0.064,0.0798,0.323,0.619,176.091,184428.0,4,1 +L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,10 +"Apoorva Krishna, Varijashree Venugopal",Merging Parallels,16.0,0.507,0.609,4.0,-7.99,0,0.124,0.698,1.43e-05,0.107,0.497,78.857,3.2,5,0 +Alberta Adams,Messin' Around With The Blues,11.0,0.581,0.354,5.0,-8.996,0,0.0505,0.738,0.0109,0.136,0.167,82.861,387867.0,3,2 +Erroll Garner,Lovely to Look At - Remastered 2020,,0.488,0.43,5.0,-11.371,0,0.0352,0.822,0.836,0.184,0.587,106.711,2.612233333,4,7 +ev.exi,You Can't Run,34.0,0.788,0.487,4.0,-8.637,0,0.177,0.0259,0.00062,0.0568,0.602,104.939,201143.0,4,6 +Ryan Kinder,Keep Up,51.0,0.294,0.695,1.0,-5.876,1,0.0543,0.0028,6.46e-06,0.26,0.363,83.37,212972.0,4,10 +Last Train,Golden Songs,46.0,0.621,0.359,7.0,-9.991,1,0.0253,0.0921,0.717,0.113,0.228,100.002,218000.0,4,10 +Sarcastic Sounds,change ur mind,45.0,0.627,0.575,4.0,-7.38,1,0.232,0.78,,0.336,0.494,78.546,183451.0,4,9 +"Christone ""Kingfish"" Ingram",Love Ain't My Favorite Word,35.0,0.352,0.534,1.0,-5.904,1,0.0365,0.221,0.0447,0.116,0.379,82.371,325638.0,3,2 +Steven Wilson,Pariah,49.0,0.497,0.213,6.0,-13.199,0,0.0317,0.102,0.112,0.21,0.0412,135.03,286225.0,4,10 +Tim Atlas,Wallflower,49.0,0.837,0.661,2.0,-7.052,1,0.0402,0.446,0.014,0.227,0.891,105.002,177498.0,4,6 +Primal Scream,Rocks,60.0,0.619,0.855,7.0,-4.164,1,0.0376,0.000247,0.00292,0.0318,0.935,127.671,216160.0,4,6 +girlfriends,Eyes Wide Shut,49.0,0.492,0.75,8.0,-5.014,1,0.0526,0.000307,3.42e-05,0.0996,0.25,172.116,181241.0,4,10 +Oleander,Fight,41.0,0.46,0.978,1.0,-5.25,0,0.0982,0.000289,6.62e-06,0.329,0.302,92.51,212950.0,4,10 +The Smiths,How Soon Is Now? - 2008 Remaster,53.0,0.55,0.941,1.0,-5.721,0,0.0413,0.000872,0.0854,0.101,0.746,95.409,406987.0,4,1 +Grandaddy,A.M. 180,51.0,0.296,0.432,5.0,-8.677,1,0.0316,0.00059,0.899,0.237,0.216,88.13,200667.0,4,1 +Hanan Ben Ari,◊ê◊ú◊ï◊£ ◊î◊¢◊ï◊ú◊ù,54.0,0.583,0.433,10.0,-8.309,0,0.0501,0.746,,0.133,0.22,127.513,215625.0,4,9 +"Kumar Sanu, Alka Yagnik",Chura Ke Dil Mera,50.0,0.613,0.696,8.0,-9.486,0,0.0504,0.136,0.00222,0.053,0.874,122.056,7.910883333,4,3 +Fabian Brinkmann,Am Rheinufer,43.0,0.62,0.0931,4.0,-17.075,1,0.146,0.994,0.921,0.111,0.293,73.495,2.547033333,4,7 +Busty and the Bass,Go So Far,38.0,0.699,0.566,1.0,-6.347,1,0.205,0.258,3.56e-06,0.222,0.557,84.989,242748.0,4,5 +Daklon,◊°◊ï◊ì ◊î◊û◊ñ◊ú◊ï◊™,26.0,0.5,0.802,,-10.233,1,0.0351,0.407,9.79e-05,0.165,0.744,97.752,301373.0,4,9 +Led Zeppelin,Travelling Riverside Blues (BBC Session) - Remastered,49.0,0.467,0.835,7.0,-7.084,1,0.0642,0.0745,0.000184,0.26,0.639,91.603,311640.0,4,10 +Skee-Lo,I Wish,63.0,0.715,0.738,7.0,-10.139,1,0.157,0.00826,,0.26,0.573,97.877,252307.0,4,5 +Cohen@Mushon,◊û◊ô ◊©◊¶◊ï◊¢◊ß,15.0,0.758,0.715,7.0,-4.682,0,0.0864,0.074,,0.144,0.599,104.95,183719.0,4,5 +Free,I'm A Mover,,0.631,0.773,,-9.543,1,0.128,0.364,0.0696,0.152,0.877,134.438,219667.0,4,2 +Digital Underground,The Humpty Dance,65.0,0.813,0.693,10.0,-8.0,0,0.266,0.0341,,0.121,0.618,103.508,391693.0,4,5 +Twista,Hope,42.0,0.876,0.679,8.0,-6.455,0,0.115,0.175,,0.116,0.116,106.97,273053.0,4,9 +PVRIS,Use Me (feat. 070 Shake),56.0,0.315,0.618,10.0,-6.71,0,0.053,0.0353,0.0118,0.113,0.226,79.175,203027.0,4,1 +Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,10 +Jimmy Rogers,Walking By Myself,47.0,0.621,0.519,11.0,-13.328,0,0.102,0.837,0.00246,0.162,0.775,117.005,167267.0,4,2 +Samantha Fish,Bulletproof - Tangle Eye Mix,41.0,0.67,0.554,7.0,-9.047,1,0.0344,0.0156,0.557,0.208,0.482,110.025,319253.0,4,2 +RVNT,Hollow,32.0,0.432,0.989,10.0,-3.356,0,0.173,0.000168,0.0359,0.319,0.104,120.015,228000.0,4,8 +Mohammed Aziz,Aaj Kal Yaad Kuch Aur Rehta Nahin,36.0,0.486,0.582,2.0,-9.304,1,0.0453,0.913,0.000149,0.0711,0.664,123.222,6.471333333,1,3 +As I Lay Dying,The Sound Of Truth,56.0,0.368,0.981,2.0,-4.084,0,0.12,2.02e-05,0.00549,0.129,0.277,165.018,260787.0,4,8 +The Cure,10:15 Saturday Night,49.0,0.651,0.409,9.0,-10.864,0,0.0879,0.00428,0.0277,0.176,0.363,173.76,222093.0,4,6 +Wake Up Hate,The Panic,45.0,0.431,0.969,11.0,-4.193,0,0.0728,0.000182,0.00751,0.21,0.526,175.043,234358.0,4,8 +Field Notes on an Endless Day,Graeme James,30.0,0.566,0.245,3.0,-14.907,1,0.0407,0.911,3.47e-05,0.107,0.492,75.062,3.633283333,4,0 +Ray LaMontagne,Such A Simple Thing,67.0,0.522,0.256,10.0,-11.216,1,0.0258,0.86,0.000806,0.142,0.13,76.349,296387.0,4,9 +MEDUZA,Paradise - Guitar Acoustic,56.0,0.644,0.514,9.0,-5.08,0,0.0315,0.343,2.56e-06,0.144,0.589,123.709,185019.0,4,9 +The Silhouettes Project,What U Need,37.0,0.596,0.487,6.0,-13.433,1,0.0765,0.376,0.00928,0.0931,0.125,108.925,216867.0,4,5 +Dudu Tassa,◊ê◊ô◊ñ◊î ◊ô◊ï◊ù,40.0,0.631,0.525,10.0,-4.999,1,0.0281,0.477,,0.101,0.157,113.314,196667.0,4,10 +God Street Wine,Nightingale,5.0,0.732,0.71,10.0,-10.429,1,0.0473,0.121,0.00572,0.457,0.825,123.098,352839.0,4,10 +Leikeli47,Tic Boom,39.0,0.419,0.761,8.0,-4.284,0,0.314,0.0125,1.19e-05,0.109,0.942,203.558,174360.0,3,5 +Glass Animals,Life Itself,65.0,0.699,0.67,1.0,-6.219,1,0.0347,0.0147,0.22,0.356,0.556,111.988,281407.0,4,1 +Working Man,Maya De Vitry,37.0,0.641,0.18,2.0,-14.498,1,0.0446,0.923,0.000466,0.0739,0.764,93.232,3.375116667,4,0 +Waterparks,Violet!,41.0,0.613,0.809,4.0,-4.972,1,0.0616,0.0109,,0.103,0.671,119.062,167274.0,4,10 +The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,1 +Chris Stapleton,Starting Over,73.0,0.638,0.538,10.0,-8.445,1,0.0315,0.452,0.000415,0.0695,0.318,89.124,240413.0,4,10 +The Soft Moon,Wasting,46.0,0.43,0.892,,-5.706,1,0.037,0.00374,0.183,0.601,0.288,94.994,350169.0,4,6 +Young Guns,Bulletproof,44.0,0.478,0.915,5.0,-4.176,0,0.103,2.77e-05,0.000299,0.0882,0.817,166.05,184813.0,4,10 +T. Rex,20th Century Boy - 2012 Remaster,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,1 +Alambre Gonzalez,Martes 13,14.0,0.619,0.624,9.0,-7.887,1,0.028,0.0113,0.0228,0.098,0.891,95.853,193080.0,4,2 +Aretha Franklin,Respect,73.0,0.805,0.558,,-5.226,1,0.041,0.164,2.2e-05,0.0546,0.965,114.95,147600.0,4,5 +MEDUZA,Piece Of Your Heart,81.0,0.677,0.744,10.0,-6.806,0,0.0295,0.0404,0.00016,0.074,0.631,124.08,152913.0,4,9 +Hermano,The Bottle,42.0,0.381,0.539,7.0,-6.761,1,0.0375,2.5e-05,0.723,0.125,0.499,127.424,282160.0,4,10 +Stevie Nicks,Edge of Seventeen - 2016 Remaster,62.0,0.591,0.804,,-7.299,1,0.0454,0.327,5.98e-06,0.0818,0.658,111.457,5.49021667,4,10 +Mac Miller,The Spins,80.0,0.794,0.766,9.0,-3.894,0,0.0377,0.0135,,0.0785,0.55,127.007,195873.0,4,9 +Dead Nature,Hurricane,46.0,0.435,0.788,7.0,-9.185,1,0.0384,6.05e-05,0.00611,0.19,0.736,165.047,193566.0,4,6 +Mars Red Sky,Strong Reflection,49.0,0.416,0.466,9.0,-8.718,1,0.0363,0.00406,0.0511,0.12,0.357,119.085,329627.0,4,10 +Adekunle Gold,It Is What It Is,58.0,0.767,0.706,4.0,-7.437,0,0.262,0.193,6.9e-05,0.0956,0.529,97.205,174588.0,4,9 +Die Krupps,Vision 2020 Vision,33.0,0.584,0.913,1.0,-3.83,1,0.041,0.0663,0.0918,0.144,0.613,100.019,263889.0,4,8 +Sarit Avitan,◊û◊ô◊©◊î◊ô ◊ê◊ó◊®◊™,35.0,0.761,0.546,9.0,-6.571,0,0.143,0.368,,0.0731,0.625,132.324,180315.0,4,9 +Bo Diddley,Bo Diddley,54.0,0.809,0.701,,-12.484,1,0.0574,0.176,,0.184,0.563,105.696,149013.0,4,2 +Greeley Estates,Let The Evil Go East,41.0,0.364,0.964,,-3.151,0,0.0595,0.000363,0.298,0.183,0.0585,97.46,200680.0,4,10 +Folk9,Circles,29.0,0.686,0.598,3.0,-10.062,0,0.0266,0.118,0.129,0.0705,0.869,110.961,222703.0,4,6 +Circe,Going Down,30.0,0.561,0.604,,-6.821,1,0.0598,0.441,1.55e-05,0.177,0.769,174.074,151978.0,4,10 +Devine Defilement,Crucificial Lobotomy,16.0,0.382,0.881,11.0,-13.122,0,0.081,1.28e-05,0.0123,0.827,0.0864,134.946,266000.0,4,8 +Franz Ferdinand,The Dark Of The Matin√©e,59.0,0.452,0.805,6.0,-4.368,0,0.0299,0.00551,3.18e-06,0.221,0.708,114.431,246120.0,4,10 +Lil Peep,driveway,64.0,0.392,0.499,11.0,-6.997,1,0.0425,0.0166,,0.234,0.232,135.551,159080.0,4,5 +Warish,Woven,35.0,0.346,0.948,2.0,-6.858,1,0.0687,0.00172,0.85,0.0675,0.282,96.15,204438.0,4,10 +Collective Soul,Shine,69.0,0.54,0.423,6.0,-8.799,1,0.0283,0.294,0.0884,0.152,0.353,150.135,306040.0,4,10 +Samiam,Factory,23.0,0.391,0.902,9.0,-5.361,1,0.0569,4.99e-05,0.000378,0.0884,0.611,174.967,210667.0,4,10 +LCD Soundsystem,Drunk Girls - Holy Ghost! Remix,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,1 +Ghost Funk Orchestra,Seven Eight,36.0,0.31,0.79,5.0,-7.745,1,0.0391,0.583,0.505,0.0833,0.889,198.698,192520.0,1,10 +LL Cool J,I Can't Live Without My Radio,42.0,0.764,0.508,10.0,-13.165,0,0.515,0.000347,0.00996,0.0917,0.862,179.257,327400.0,4,5 +Theraphosa,The Morning Star,16.0,0.548,0.83,6.0,-5.424,1,0.0292,0.011,0.000105,0.575,0.276,99.996,231467.0,4,8 +Old Man's Child,Seeds Of The Ancient Gods,26.0,0.117,0.976,9.0,-6.008,1,0.124,7.76e-06,0.787,0.0839,0.118,80.044,397707.0,1,8 +As I Lay Dying,My Own Grave,62.0,0.477,0.994,5.0,-4.953,0,0.241,0.000115,0.0129,0.0534,0.0397,125.058,253318.0,4,8 +Nils Frahm,No Step on Wing,50.0,0.181,0.161,11.0,-27.538,1,0.0348,0.931,0.947,0.134,0.24,93.444,286986.0,4,1 +Ocean Colour Scene,The Riverboat Song,55.0,0.484,0.862,11.0,-6.39,0,0.0278,0.0061,2.74e-05,0.547,0.565,106.922,294800.0,3,1 +Moshe Peretz,◊†◊©◊ë◊¢ ◊ú◊ö,24.0,0.473,0.856,,-4.349,0,0.0321,0.124,,0.121,0.567,160.004,212147.0,4,9 +Gracia Montes,Maruja Lim√≥n,26.0,0.618,0.475,2.0,-11.244,1,0.105,0.881,0.00172,0.481,0.918,94.485,152346.0,4,9 +White Reaper,Might Be Right,53.0,0.595,0.861,1.0,-3.907,0,0.0327,0.00222,0.18,0.227,0.892,131.995,237013.0,4,10 +Passenger,Hell Or High Water,42.0,0.338,0.721,4.0,-5.735,0,0.0587,0.00182,2.03e-05,0.349,0.381,80.774,220468.0,4,9 +Arcade Fire,Everything Now,64.0,0.548,0.865,,-5.325,1,0.0302,0.00171,0.000449,0.457,0.61,116.046,303013.0,4,6 +Esprit D'Air,Leviathan,40.0,0.386,0.94,1.0,-1.971,0,0.041,6.31e-05,0.0267,0.197,0.204,174.032,256552.0,4,8 +"Gerald Finzi, Academy of St. Martin in the Fields, Sir Neville Marriner","Romance for String Orchestra, Op.11",19.0,0.0892,0.0759,8.0,-22.61,1,0.0416,0.95,0.847,0.0994,0.0718,80.12,7.357333333,4,7 +"Amitabh Bachchan, Mukesh",Main Pal Do Pal Ka Shair Hoon (with Dialogues),19.0,0.563,0.383,5.0,-8.81,1,0.0652,0.845,,0.44,0.456,128.617,4.118666667,4,3 +Roni Dot,Modern Love,2.0,0.338,0.197,5.0,-16.06,1,0.0355,0.664,0.000308,0.133,0.21,135.799,195000.0,1,9 +Miri Mesika,◊ò◊ô◊§◊î ◊ò◊ô◊§◊î,23.0,0.593,0.357,7.0,-7.701,1,0.0271,0.624,,0.117,0.262,131.884,235947.0,4,9 +Leslie West,Dreams of Milk & Honey,23.0,0.512,0.687,9.0,-11.717,1,0.0409,0.0431,0.0107,0.12,0.681,101.352,213733.0,4,10 +Zao,"Lies Of Serpents, A River Of Tears",39.0,0.309,0.758,,-7.7,1,0.0655,6.25e-05,0.579,0.173,0.152,145.439,159360.0,4,8 +Back On Earth,Save Me,8.0,0.402,0.956,1.0,-3.795,0,0.0487,4.11e-05,6.54e-06,0.13,0.231,135.021,206667.0,4,10 +Iration,Right Here Right Now (feat. Eric Rachmany and Stick Figure),40.0,0.643,0.664,5.0,-6.177,0,0.0519,0.158,0.00267,0.219,0.705,141.898,318338.0,4,10 +Bishop Briggs,River,75.0,0.733,0.477,2.0,-6.737,0,0.0687,0.302,2.97e-06,0.0579,0.545,62.507,216133.0,4,10 +I,Warriors,71.0,0.365,0.851,4.0,-6.238,0,0.0645,0.0964,0.003,0.237,0.309,78.086,171040.0,4,8 +Seratones,Over You,37.0,0.73,0.679,7.0,-3.994,1,0.0273,0.00209,0.000256,0.114,0.796,111.959,161676.0,4,2 +Los Espiritus,Todo Bien,41.0,0.578,0.799,,-10.465,1,0.0268,0.108,0.0844,0.33,0.669,95.503,272781.0,4,10 +The Doors,People Are Strange,70.0,0.699,0.467,4.0,-8.578,0,0.0375,0.685,,0.315,0.764,119.287,130173.0,4,10 +No Sinner,Leadfoot,35.0,0.345,0.852,11.0,-4.245,1,0.0499,0.00016,0.0165,0.157,0.396,137.089,245213.0,4,10 +The Rolling Stones,Brown Sugar - 2005 Digital Remaster,47.0,0.654,0.873,,-6.01,1,0.0329,0.219,2.85e-05,0.0838,0.967,128.899,229627.0,4,10 +Free Party,Middle School,47.0,0.82,0.432,1.0,-10.289,1,0.311,0.352,8.06e-06,0.104,0.59,71.853,148499.0,4,5 +Baby Queen,Want Me,49.0,0.568,0.904,6.0,-4.772,0,0.226,0.00167,2.55e-06,0.11,0.487,169.935,258320.0,4,6 +Adekunle Gold,Pretty Girl,54.0,0.8,0.751,10.0,-3.604,0,0.0781,0.00969,0.000782,0.0381,0.646,93.999,186783.0,4,9 +Machine Head,Is There Anybody out There?,63.0,0.408,0.953,7.0,-3.883,1,0.226,0.00532,,0.338,0.291,177.94,272666.0,4,10 +N.E.R.D,Rockstar,48.0,0.662,0.934,4.0,-4.545,0,0.141,0.0767,,0.332,0.61,92.08,259493.0,4,10 +Billy Idol,White Wedding,70.0,0.673,0.814,9.0,-5.411,1,0.0367,0.0133,0.00293,0.343,0.728,147.193,252200.0,4,10 +Love and Chains,"Vivian Leva, Riley Calcagno",46.0,0.55,0.239,3.0,-14.178,1,0.0355,0.948,0.0201,0.113,0.184,75.086,3.629116667,4,0 +The Human League,Don't You Want Me,24.0,0.665,0.636,9.0,-8.319,0,0.0371,0.0901,,0.675,0.338,117.91,3.98445,4,9 +REO Speedwagon,Keep on Loving You,72.0,0.306,0.722,,-5.963,1,0.034,0.0519,,0.117,0.41,174.732,200293.0,4,10 +"Seamus Blake, Chris Cheek",Count Your Blessings,41.0,0.446,0.242,8.0,-14.152,1,0.0368,0.87,0.497,0.105,0.171,126.681,8.201333333,4,7 +Bloc Party,Helicopter,59.0,0.47,0.954,11.0,-3.631,0,0.134,0.000159,0.0043,0.405,0.412,170.1,220173.0,4,1 +Juice WRLD,Wishing Well,85.0,0.65,0.613,9.0,-6.13,0,0.128,0.00336,,0.267,0.0804,149.972,194621.0,4,9 +Jimmy Eat World,Get Right,43.0,0.453,0.892,2.0,-5.033,0,0.0381,5.61e-06,0.00132,0.35,0.586,86.01,169573.0,4,10 +Albert Hammond Jr,Set to Attack,55.0,0.765,0.806,,-4.464,0,0.0276,0.0453,0.0129,0.0914,0.964,116.017,208213.0,4,6 +Flipp Dinero,The Get Back,57.0,0.968,0.518,10.0,-6.674,0,0.424,0.000927,,0.0653,0.397,119.948,187148.0,4,5 +Ravid Plotnik,◊ê◊û◊ï◊†◊î ◊¢◊ô◊ï◊ï◊®◊™,37.0,0.789,0.719,8.0,-9.045,0,0.154,0.273,0.000528,0.732,0.173,102.96,285413.0,4,5 +Siouxsie and the Banshees,Spellbound,58.0,0.415,0.853,7.0,-11.098,1,0.038,0.0107,0.000499,0.536,0.302,148.494,197013.0,4,1 +Man Parrish,Hip Hop Be Bop (Original Version),36.0,0.822,0.702,1.0,-13.507,1,0.0898,0.015,0.555,0.115,0.792,115.777,336173.0,4,5 +Jessie Ware,Please - Single Edit,63.0,0.665,0.69,7.0,-7.275,1,0.0369,0.0325,0.0147,0.116,0.454,120.032,219933.0,4,9 +Mitski,Nobody,80.0,0.398,0.716,,-5.254,1,0.0392,0.0764,,0.0848,0.494,117.295,3.223816667,4,9 +Pinkish Black,Concept Unification,30.0,0.101,0.328,2.0,-8.677,1,0.0362,0.0909,0.835,0.0706,0.0345,79.452,313987.0,3,8 +Nirvana,School,59.0,0.21,0.943,4.0,-7.656,1,0.0785,1.15e-05,0.493,0.0739,0.13,164.844,162116.0,4,10 +George Jones,Her Name Is...,43.0,0.565,0.336,7.0,-16.387,1,0.0319,0.307,,0.0949,0.796,82.294,2.313333333,4,4 +Nick Cave & The Bad Seeds,Deanna,41.0,0.415,0.94,,-4.874,1,0.0889,0.0049,,0.144,0.439,134.392,225627.0,4,6 +Bonfire,American Nights - Almost Unplugged,30.0,0.643,0.81,8.0,-4.786,1,0.0246,0.000626,0.000464,0.0621,0.541,103.988,231360.0,4,8 +Children Of Bodom,Are You Dead Yet,60.0,0.461,0.961,8.0,-3.011,1,0.0479,6.39e-06,0.14,0.308,0.416,96.009,234880.0,4,8 +Merle Haggard,The Fightin' Side Of Me,45.0,0.754,0.497,4.0,-11.14,1,0.039,0.368,,0.193,0.789,95.502,2.82245,4,4 +Bon Jovi,You Give Love A Bad Name,80.0,0.541,0.96,,-2.947,0,0.0505,0.0663,2.25e-06,0.344,0.812,122.803,222707.0,4,10 +Mac Leaphart,That Train,34.0,0.472,0.965,7.0,-5.358,1,0.0409,0.044,3.02e-05,0.476,0.793,162.027,342606.0,4,1 +Laura Marling,Soothing,44.0,0.677,0.298,2.0,-11.676,0,0.0501,0.419,0.0802,0.108,0.552,143.219,256907.0,4,6 +Nathaniel Rateliff & The Night Sweats,You Worry Me,64.0,0.666,0.646,2.0,-7.722,1,0.0268,0.124,0.286,0.095,0.664,100.05,214160.0,4,10 +In This Moment,The In-Between,60.0,0.469,0.951,10.0,-4.222,1,0.111,0.0119,,0.0976,0.283,149.976,254811.0,4,10 +The Strokes,The Adults Are Talking,80.0,0.593,0.749,5.0,-5.67,1,0.0475,0.0113,0.106,0.314,0.649,164.959,309053.0,4,6 +Asha Bhosle,Kisi Ka Dil Lena Ho,,0.678,0.256,10.0,-16.793,0,0.14,0.989,0.872,0.237,0.881,127.556,3.468883333,4,3 +DMVU,Rhinestones,22.0,0.654,0.648,6.0,-8.086,0,0.405,0.105,,0.162,0.459,80.013,246062.0,4,6 +Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,6 +Lil Eazzyy,MVP,54.0,0.81,0.794,5.0,-5.061,1,0.3,0.572,,0.126,0.829,141.008,190402.0,4,5 +Lake Street Dive,You Go Down Smooth,57.0,0.314,0.787,4.0,-4.838,1,0.0771,0.0712,2.25e-05,0.16,0.294,189.901,209400.0,4,9 +WILLOW,t r a n s p a r e n t s o u l feat. Travis Barker,76.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,168030.0,4,1 +Charly Black,Diggy Dee - Remix,43.0,0.762,0.945,11.0,-0.965,1,0.0904,0.0503,,0.232,0.77,104.929,196973.0,4,9 +Shinedown,How Did You Love - Acoustic,53.0,0.52,0.457,2.0,-7.877,0,0.0364,0.137,,0.102,0.61,185.945,185955.0,4,10 +Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,9 +Phil Collins,In the Air Tonight - Live from the Serious Tour 1990; 2019 Remaster,44.0,0.523,0.716,,-7.113,1,0.0431,0.134,0.000243,0.988,0.222,98.619,6.55245,4,9 +Jimi Hendrix,Hey Joe,70.0,0.346,0.768,9.0,-5.695,1,0.0377,0.00603,0.38,0.0244,0.532,169.492,3.50266667,4,10 +Hozier,Say My Name - Recorded at Spotify Studios NYC,55.0,0.607,0.462,,-8.383,1,0.0551,0.52,1.83e-05,0.229,0.376,117.41,4.45688333,4,0 +Odetta,God's Gonna Cut You Down,28.0,0.717,0.143,1.0,-11.386,1,0.315,0.941,1.24e-05,0.0929,0.487,110.86,111493.0,5,2 +Thunder,Last One Out Turn Off the Lights,37.0,0.338,0.932,,-4.408,1,0.0548,1.44e-05,0.0229,0.274,0.729,180.115,254909.0,4,8 +Skinny Atlas,you never meant it,46.0,0.792,0.551,7.0,-5.769,1,0.037,0.307,,0.101,0.45,103.967,117692.0,4,5 +Attendant,Seen The Light,33.0,0.47,0.954,11.0,-4.856,1,0.0638,6.85e-06,6.36e-05,0.232,0.349,130.012,222160.0,4,10 +Deceptic,Dissonance,29.0,0.534,0.976,4.0,-6.742,1,0.156,0.000582,5.29e-06,0.0615,0.131,120.008,222989.0,4,8 +The Everly Brothers,Bye Bye Love,60.0,0.547,0.523,9.0,-9.176,1,0.0572,0.724,,0.103,0.89,169.598,2.38178333,4,10 +Des Rocs,Let Me Live / Let Me Die,64.0,0.51,0.759,9.0,-4.854,1,0.101,0.034,,0.077,0.237,91.123,207142.0,4,10 +The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,295400.0,4,10 +Pet Shop Boys,West End Girls - 2001 Remaster,70.0,0.651,0.949,4.0,-6.566,0,0.0403,0.00737,0.125,0.286,0.61,113.257,285733.0,4,10 +Duke Ellington,Take The Coltrane,46.0,0.433,0.631,5.0,-9.381,1,0.0458,0.199,,0.271,0.654,129.493,282600.0,4,2 +Clawfinger,The Truth,34.0,0.668,0.976,2.0,-2.713,1,0.0883,0.0535,0.147,0.0782,0.765,95.886,252667.0,4,8 +Itay Levi,◊ó◊û◊© ◊û◊ô◊ú◊ô◊ù,24.0,0.645,0.754,2.0,-3.706,0,0.146,0.294,,0.698,0.823,180.057,203008.0,4,9 +Da Brat,Da B Side (feat. The Notorious B.I.G.),56.0,0.849,0.61,8.0,-10.822,1,0.154,0.0204,4.76e-06,0.0454,0.566,99.01,223693.0,4,5 +L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,1 +DOPE LEMON,Marinade,66.0,0.677,0.74,2.0,-6.528,1,0.0243,0.242,0.0146,0.105,0.679,110.193,237961.0,4,10 +The Body,A Lament,32.0,0.231,0.289,,-11.092,1,0.0424,0.0418,0.787,0.254,0.105,77.59,354040.0,4,8 +Four Year Strong,Go Down in History,48.0,0.505,0.985,5.0,-4.401,1,0.119,6.04e-05,1.02e-05,0.351,0.243,119.993,219763.0,4,10 +Aerosmith,Crazy,74.0,0.37,0.866,6.0,-3.879,0,0.0384,0.0868,,0.137,0.427,162.086,316693.0,3,10 +Yehudit Ravitz,◊õ◊û◊ï ◊ê◊ú ◊û◊ô◊ù,19.0,0.41,0.212,2.0,-16.436,1,0.0328,0.708,2.06e-05,0.0837,0.279,130.936,281080.0,4,10 +Big Brutus,Louise,44.0,0.467,0.324,1.0,-11.487,1,0.0309,0.761,5.73e-06,0.122,0.445,100.89,4.08111667,4,0 +Mohammed Rafi,Taiyabali Pyar Ka Dushman - Amar Akbar Anthony / Soundtrack Version,22.0,0.412,0.883,9.0,-7.931,1,0.213,0.677,,0.859,0.572,105.83,4.683116667,4,3 +Kaiser Chiefs,Never Miss A Beat,48.0,0.506,0.907,,-4.011,1,0.0391,1.93e-05,0.336,0.573,0.547,156.05,188853.0,4,10 +Drugstore,El President,41.0,0.391,0.63,8.0,-5.685,1,0.0308,0.00326,1.59e-05,0.0991,0.242,147.587,171400.0,4,6 +Compulsive Gamblers,Rock & Roll Nurse,18.0,0.443,0.868,6.0,-6.741,0,0.0453,0.135,0.612,0.111,0.544,106.113,250147.0,4,2 +Shalom Hanoch,◊ñ◊î ◊®◊ß ◊í◊¢◊í◊ï◊¢,18.0,0.521,0.209,,-10.921,0,0.0417,0.882,0.0011,0.7,0.154,119.674,256267.0,4,10 +Deftones,Be Quiet and Drive (Far Away),65.0,0.206,0.965,1.0,-5.116,1,0.079,9.91e-06,0.827,0.367,0.168,92.615,299867.0,4,6 +Scarecrow Blues Hip Hop,Left Behind,36.0,0.798,0.693,11.0,-7.454,0,0.289,0.565,2.33e-05,0.104,0.771,100.99,216333.0,4,2 +Ozzy Osbourne,Shot in the Dark,62.0,0.581,0.791,6.0,-7.262,1,0.0324,0.00835,6.02e-05,0.142,0.619,123.887,256293.0,3,10 +Tony Spinner,Freedom,27.0,0.373,0.8,11.0,-6.892,1,0.0698,0.00162,0.00659,0.353,0.89,106.205,230307.0,4,2 +Billie Joe Armstrong,I Think We're Alone Now,52.0,0.594,0.636,9.0,-6.306,1,0.0323,0.0363,,0.0908,0.676,131.982,134672.0,4,10 +Sonavision Deluxe,Mage,36.0,0.394,0.659,3.0,-10.734,0,0.0456,0.572,0.863,0.124,0.292,82.953,185060.0,4,6 +Death Valley Girls,Street Justice,25.0,0.324,0.948,9.0,-4.609,1,0.0522,8.85e-06,0.561,0.165,0.342,90.542,160587.0,4,6 +SE SO NEON,The Wave ÌååÎèÑ,44.0,0.519,0.839,9.0,-2.531,0,0.184,0.0177,0.315,0.0718,0.543,89.825,282454.0,4,10 +Electroforez,–ö–æ–º–µ–Ω–¥–∞–Ω—Ç—Å–∫–∏–π —á–∞—Å,32.0,0.545,0.795,11.0,-7.746,0,0.0312,0.0107,0.023,0.222,0.233,91.039,152369.0,4,6 +Sam Hunt,Breaking Up Was Easy In The 90's,74.0,0.562,0.649,9.0,-5.4,1,0.0494,0.231,,0.341,0.376,145.913,3.598883333,4,4 +Attack Attack!,Brachyura Bombshell,56.0,0.478,0.971,1.0,-4.845,1,0.0853,0.000987,0.0192,0.0809,0.38,122.397,224104.0,4,10 +Opeth,Windowpane,56.0,0.328,0.553,6.0,-6.252,1,0.0267,0.156,0.412,0.0985,0.322,159.959,464280.0,4,8 +Florida Georgia Line,Meant To Be - Acoustic,46.0,0.683,0.457,10.0,-6.243,1,0.0385,0.83,,0.133,0.643,154.12,164467.0,4,9 +Marduk,Panzer Division Marduk,33.0,0.192,0.978,3.0,-6.359,1,0.095,6.03e-06,0.692,0.367,0.0388,94.885,159533.0,4,8 +Ron Gallo,YOU ARE ENOUGH - Caroline Rose Remix,37.0,0.63,0.842,,-5.379,1,0.0317,0.0327,0.649,0.152,0.115,100.014,223150.0,4,1 +Electric Zoo,My Love,15.0,0.54,0.806,,-5.9,0,0.0482,0.348,0.025,0.0879,0.927,148.731,245513.0,4,6 +The Walkie Talkies,Plastic Peacock,2.0,0.469,0.898,1.0,-7.88,1,0.0303,0.179,0.144,0.116,0.934,157.947,213307.0,4,6 +Volbeat,Still Counting,71.0,0.309,0.919,2.0,-3.131,1,0.0609,0.00039,0.000225,0.423,0.322,103.891,261813.0,4,8 +Zach Hood,13 Missed Calls,61.0,0.639,0.724,7.0,-6.346,1,0.0664,0.452,,0.159,0.522,129.712,209538.0,3,9 +Fana Hues,Icarus,49.0,0.553,0.653,5.0,-4.668,1,0.0392,0.296,0.007,0.0596,0.538,166.355,150183.0,3,6 +Francine,Goodbye Forever,47.0,0.439,0.972,9.0,-4.622,0,0.104,0.00015,0.00581,0.139,0.696,176.098,234293.0,4,10 +$uicideboy$,"...And To Those I Love, Thanks For Sticking Around",79.0,0.792,0.511,2.0,-6.876,1,0.0409,0.124,9.04e-05,0.14,0.111,113.983,168490.0,4,5 +Shift K3Y,Love Line (with Tinashe),66.0,0.726,0.897,,-3.534,1,0.0353,0.0257,0.0187,0.126,0.715,120.494,165095.0,4,9 +Bright Eyes,Persona Non Grata,49.0,0.489,0.597,2.0,-7.296,1,0.0386,0.0553,0.00133,0.112,0.438,140.764,212413.0,3,6 +Municipal Waste,The Art of Partying,45.0,0.326,0.998,,-3.095,1,0.0993,0.00205,5.14e-05,0.364,0.471,101.862,123987.0,3,8 +Bryan Adams,Hearts On Fire,30.0,0.563,0.743,11.0,-12.166,1,0.0408,0.0321,,0.148,0.741,115.422,3.50933333,4,10 +Babygirl,Million Dollar Bed,47.0,0.478,0.534,9.0,-8.478,1,0.0387,0.795,0.0179,0.109,0.552,100.027,203907.0,4,6 +Soundgarden,Black Hole Sun,76.0,0.35,0.828,6.0,-5.373,1,0.041,0.000217,0.000161,0.0774,0.147,105.435,318587.0,4,1 +JayWood,What You Do To Me,35.0,0.495,0.868,7.0,-5.122,1,0.0621,0.124,0.815,0.0916,0.668,81.024,254024.0,4,1 +Shovels & Rope,In My Room,45.0,0.484,0.832,11.0,-7.348,0,0.0414,0.14,1.1e-06,0.166,0.34,130.038,165213.0,4,6 +Oliver Tree,Let Me Down (feat. blink-182),58.0,0.519,0.862,7.0,-2.609,1,0.0424,0.0156,2.37e-06,0.164,0.396,159.938,159329.0,4,10 +Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,10 +The Birthday Party,Mr Clarinet,34.0,0.472,0.647,5.0,-12.903,1,0.035,0.0104,3e-06,0.47,0.84,151.569,223973.0,4,10 +OK Go,Here It Goes Again,66.0,0.537,0.882,,-2.306,1,0.0403,0.000342,9.06e-05,0.12,0.81,145.729,179813.0,4,10 +Prince,Purple Rain,75.0,0.367,0.452,10.0,-10.422,1,0.0307,0.0353,0.00228,0.689,0.189,113.066,520787.0,4,10 +Crowder,Run Devil Run,46.0,0.429,0.953,2.0,-3.26,1,0.179,0.0361,,0.56,0.766,174.646,206387.0,4,10 +44phantom,freak,4.0,0.638,0.622,10.0,-5.927,1,0.0389,0.00993,,0.147,0.753,80.016,145627.0,4,5 +Kat Cunning,King of Shadow,51.0,0.591,0.547,2.0,-8.596,0,0.0284,0.126,,0.174,0.253,116.017,196008.0,4,10 +The Bride & The Bachelor,Magnolian,42.0,0.471,0.365,,-11.809,1,0.0311,0.778,0.294,0.108,0.103,88.011,4.173333333,4,0 +We Are PIGS,The Red,42.0,0.435,0.77,8.0,-6.126,0,0.0561,0.00459,0.0479,0.519,0.372,144.323,230499.0,4,10 +TENDOUJI,CRAZY (feat. ROY),41.0,0.542,0.82,3.0,-5.452,1,0.0659,0.000288,0.00157,0.453,0.789,153.09,157326.0,4,10 +Diamond Head,It's Electric,41.0,0.335,0.953,5.0,-3.997,0,0.166,0.000184,0.0345,0.347,0.584,171.106,198480.0,4,8 +Linkin Park,One Step Closer,76.0,0.492,0.969,9.0,-4.419,1,0.0491,0.0014,1.32e-06,0.0787,0.538,95.136,157333.0,4,8 +Yuval Banay,◊ê◊†◊ô ◊û◊§◊ó◊ì,9.0,0.67,0.817,2.0,-6.545,1,0.0751,0.0296,0.0453,0.172,0.378,97.997,277092.0,4,6 +Kilo Kish,NICE OUT,56.0,0.684,0.914,11.0,-3.596,0,0.0333,0.00229,0.288,0.299,0.181,108.984,246733.0,4,6 +Bob Dylan,Like a Rolling Stone,74.0,0.482,0.721,,-6.839,1,0.0321,0.731,,0.189,0.557,95.263,369600.0,4,10 +Blood Cultures,Glass,34.0,0.483,0.619,2.0,-7.571,1,0.031,0.0946,0.892,0.0878,0.0682,102.962,175066.0,4,6 +Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,10 +Ava Max,Kings & Queens,84.0,0.637,0.69,1.0,-4.057,0,0.0405,0.00786,,0.124,0.457,129.857,162399.0,4,9 +My Favourite Nemesis,Decadence,,0.541,0.958,4.0,-4.669,0,0.148,0.000545,6.75e-05,0.246,0.249,95.015,239766.0,4,10 +Majestic,Rasputin,88.0,0.758,0.913,6.0,-2.926,0,0.113,0.00364,6.92e-05,0.193,0.658,128.04,186210.0,4,9 +Thelonious Monk,Blue Monk,46.0,0.444,0.339,3.0,-16.936,1,0.0418,0.66,0.103,0.163,0.656,142.112,456360.0,4,2 +Def Leppard,Hysteria - Remastered 2017,57.0,0.659,0.846,7.0,-5.508,1,0.0274,0.0318,0.0144,0.203,0.659,107.01,354636.0,4,10 +TOOL,√Ünema,62.0,0.335,0.849,,-6.927,1,0.321,0.00193,0.254,0.0928,0.256,181.716,399267.0,3,8 +Young Rising Sons,Skeletons,32.0,0.591,0.758,8.0,-2.522,1,0.0317,0.0254,0.0494,0.371,0.543,97.03,197938.0,4,6 +"Manas Jha, Yamini Santhanam, Mithun Radhakrishna",Zindagi,7.0,0.675,0.598,5.0,-9.007,0,0.0298,0.501,0.0261,0.0984,0.28,119.996,3.333333333,3,0 +The Rolling Stones,Ventilator Blues,44.0,0.618,0.678,,-5.199,1,0.0316,0.6,0.723,0.501,0.79,133.453,204573.0,4,10 +Miri Mesika,◊ó◊ô◊ô◊ê◊™◊ô,21.0,0.565,0.632,6.0,-5.208,0,0.0473,0.703,1.26e-05,0.125,0.484,149.953,196620.0,4,9 +HERD,Loser,9.0,0.615,0.449,7.0,-5.151,1,0.0282,0.131,,0.0859,0.493,82.548,251533.0,4,10 +PJ Harvey,Down By The Water,58.0,0.623,0.622,2.0,-12.255,1,0.0412,0.00168,0.181,0.343,0.319,125.166,194507.0,4,10 +Noah Cyrus,re: Stacks - Spotify Singles,59.0,0.561,0.299,9.0,-11.392,1,0.0315,0.837,0.000143,0.357,0.107,123.92,5.156,4,0 +Hey! Douglas,Lokomotif,32.0,0.603,0.541,2.0,-10.853,0,0.067,0.124,0.926,0.0709,0.384,179.963,346750.0,4,10 +Robert Randolph & The Family Band,Find a Way,38.0,0.442,0.78,5.0,-5.576,1,0.0479,0.007,,0.167,0.666,154.001,236787.0,4,10 +Julia Michaels,Issues,72.0,0.67,0.415,8.0,-6.855,1,0.0786,0.39,,0.0617,0.445,114.212,176320.0,4,9 +Fall Out Boy,The Last Of The Real Ones,61.0,0.579,0.872,8.0,-5.294,1,0.0443,0.00594,,0.192,0.557,115.043,230400.0,4,10 +24-7 Spyz,Got It Goin' On,32.0,0.577,0.914,5.0,-8.905,1,0.0649,0.0323,,0.104,0.654,96.339,297467.0,4,10 +R. D. Burman,"Mehbooba Mehbooba - From “Sholay Songs And Dialogues, Vol. 2” Soundtrack",36.0,0.528,0.477,3.0,-10.454,1,0.0358,0.978,0.557,0.112,0.422,111.511,3.904,4,3 +Abimaro,Folding,52.0,0.462,0.203,10.0,-16.313,1,0.0355,0.975,0.113,0.102,0.437,153.716,227651.0,4,9 +Mere Notilde,Sweet Baby!,36.0,0.736,0.736,5.0,-9.041,0,0.15,0.000124,0.305,0.557,0.76,115.996,153074.0,4,6 +Janiva Magness,Mountain,29.0,0.596,0.366,10.0,-8.57,1,0.0324,0.776,9.01e-05,0.106,0.264,116.028,240613.0,3,2 +John Lennon,Jealous Guy - Remastered 2010,66.0,0.489,0.389,4.0,-11.653,0,0.0284,0.877,0.32,0.105,0.254,131.366,257787.0,4,10 +Michael Schenker Group,Drilled to Kill,39.0,0.522,0.967,2.0,-5.218,1,0.142,0.000313,0.00438,0.0633,0.284,130.019,271800.0,4,8 +KTZ Players,Stillness,54.0,0.533,0.0492,9.0,-19.517,1,0.0319,0.912,0.862,0.119,0.166,96.842,2.78785,4,7 +Marvin Gaye,Inner City Blues (Make Me Wanna Holler),62.0,0.63,0.455,1.0,-13.667,1,0.0322,0.792,0.132,0.133,0.645,94.08,327707.0,4,5 +George Michael,Faith - Remastered,74.0,0.887,0.48,11.0,-11.994,1,0.117,0.0094,3.58e-05,0.0662,0.607,95.846,193200.0,4,10 +Belle Mt.,Famous Son,36.0,0.72,0.742,,-5.889,1,0.0559,0.0324,,0.306,0.718,118.063,180561.0,4,1 +Shirokishi,See You Again,19.0,0.767,0.667,9.0,-12.455,0,0.195,0.00647,0.907,0.622,0.872,134.913,200897.0,4,6 +Jessy Martens and Band,Tricky Thing,35.0,0.645,0.455,1.0,-8.484,0,0.0322,0.49,7.54e-06,0.165,0.339,149.971,271733.0,5,2 +Bring Me The Horizon,Obey (with YUNGBLUD),65.0,0.462,0.99,1.0,-3.175,0,0.211,0.000103,,0.374,0.204,137.061,220539.0,4,10 +Paul McCartney,The Kiss Of Venus (Dominic Fike),67.0,0.715,0.374,8.0,-6.665,1,0.0399,0.627,,0.11,0.633,89.982,143531.0,4,6 +Reines Girls,◊î◊ô◊ú◊ï◊ö ◊ê◊ô◊ò◊ô,18.0,0.485,0.884,4.0,-3.412,1,0.038,0.0664,0.000515,0.215,0.446,138.096,256120.0,4,6 +Nova Twins,Undertaker - FEVER 333 Remix,47.0,0.602,0.891,10.0,-3.722,0,0.102,0.00802,0.000103,0.64,0.688,137.15,135160.0,4,10 +Arik Einstein,◊õ◊û◊î ◊ò◊ï◊ë ◊©◊ë◊ê◊™ ◊î◊ë◊ô◊™◊î - ◊ô◊°◊û◊ô◊ü - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,38.0,0.514,0.421,6.0,-11.206,0,0.0268,0.803,,0.154,0.63,76.996,263211.0,4,10 +SOJA,So Much Trouble In The World,41.0,0.86,0.277,5.0,-10.328,0,0.0377,0.636,,0.18,0.768,118.918,214792.0,4,10 +Lester Davenport,Slow Down Baby,30.0,0.45,0.347,,-16.269,1,0.0349,0.177,0.0551,0.102,0.394,157.47,358200.0,3,2 +The Struts,Could Have Been Me,67.0,0.541,0.907,4.0,-4.512,1,0.0642,0.0158,0.000185,0.34,0.434,80.029,187653.0,4,10 +Men Without Hats,The Safety Dance,62.0,0.525,0.882,5.0,-4.479,1,0.0467,0.0252,,0.101,0.623,101.674,164867.0,4,10 +Disturbed,Hold on to Memories,54.0,0.547,0.637,10.0,-5.433,1,0.025,0.00828,,0.0702,0.469,149.979,303613.0,3,10 +Vanbur,In Cold Light,50.0,0.18,0.244,6.0,-17.797,0,0.0371,0.88,0.918,0.0978,0.0586,73.16,232040.0,5,1 +Wither,Feel Your Weight,21.0,0.287,0.95,11.0,-5.716,1,0.148,2.65e-05,0.000278,0.0372,0.208,110.977,138840.0,4,8 +Boston,Peace of Mind,69.0,0.421,0.677,4.0,-6.183,1,0.0343,0.000989,9.65e-05,0.211,0.683,127.67,303587.0,4,10 +Rejjie Snow,Mirrors,49.0,0.755,0.722,1.0,-6.231,0,0.23,0.339,2.53e-05,0.148,0.537,87.275,222787.0,4,5 +Moneybagg Yo,Certified Neptunes (with Pharrell),63.0,0.842,0.59,4.0,-5.196,0,0.347,0.0677,,0.0591,0.667,156.005,154259.0,4,5 +Smith & Myers,BAD AT LOVE,49.0,0.843,0.223,,-8.869,0,0.0466,0.563,,0.084,0.446,89.069,207036.0,4,10 +Briston Maroney,The Garden,43.0,0.572,0.626,9.0,-9.453,1,0.0558,0.00481,0.000469,0.113,0.17,97.026,190253.0,4,10 +Change Comes Slow,Humming House,34.0,0.325,0.297,8.0,-7.669,1,0.0329,0.897,0.000224,0.109,0.193,178.944,3.316433333,3,0 +Rona Kenan,4AM,24.0,0.631,0.589,7.0,-9.099,1,0.0334,0.0414,0.000285,0.107,0.77,98.061,190264.0,4,6 +Ida Maria,Dirty Money,38.0,0.554,0.92,11.0,-4.599,1,0.0448,0.00152,1.08e-05,0.474,0.697,98.033,177285.0,4,10 +SHIGOLA,◊ê◊ï◊®◊í◊†◊ï,27.0,0.608,0.354,2.0,-13.115,1,0.33,0.338,,0.351,0.22,94.9,135248.0,4,5 +The Black Keys,Crawling Kingsnake - Edit,56.0,0.395,0.824,5.0,-5.659,0,0.0317,0.0516,0.395,0.206,0.514,83.422,232049.0,4,2 +Still Woozy,Rocky,69.0,0.734,0.518,11.0,-9.514,0,0.0813,0.556,0.00282,0.111,0.555,101.083,166000.0,4,6 +While She Sleeps,SYSTEMATIC,61.0,0.528,0.961,10.0,-4.621,0,0.107,0.000149,0.000146,0.102,0.441,130.038,176695.0,4,10 +Thirty Seconds To Mars,Attack,59.0,0.333,0.877,5.0,-1.894,0,0.0603,0.00332,0.00101,0.769,0.285,175.095,188187.0,4,10 +Mission Of Burma,That's When I Reach For My Revolver,50.0,0.3,0.915,4.0,-5.691,1,0.049,0.00194,0.000332,0.147,0.51,147.116,233573.0,4,6 +AC/DC,Back In Black,84.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,255493.0,4,8 +Louis Armstrong,Yellow Dog Blues,23.0,0.564,0.192,8.0,-12.945,1,0.0486,0.874,0.000451,0.311,0.539,87.399,255933.0,4,2 +Give a Little Love (feat. Sufjan Stevens),"Mina Tindle, Sufjan Stevens",36.0,0.563,0.265,3.0,-10.563,1,0.0321,0.972,0.0164,0.12,0.26,132.207,3.630283333,4,0 +MC5,Kick out the Jams,39.0,0.329,0.806,1.0,-11.925,1,0.0596,0.0565,0.21,0.355,0.619,142.625,181760.0,4,1 +Melanie,Birthday Of The Sun - Live at Woodstock,22.0,0.549,0.133,9.0,-16.793,1,0.0785,0.814,1.62e-05,0.694,0.198,76.632,222107.0,4,10 +Westlife,Total Eclipse of the Heart,3.0,0.449,0.686,5.0,-4.939,1,0.0313,0.511,,0.131,0.365,131.192,4.660666667,4,9 +Manna Dey,Ae Mere Zohra Jabeen,29.0,0.441,0.463,6.0,-11.476,0,0.074,0.984,0.14,0.0993,0.515,79.579,3.922216667,3,3 +Bruce Springsteen,Human Touch,60.0,0.651,0.516,,-13.628,1,0.0277,0.00244,5.93e-05,0.0973,0.453,115.154,6.48,4,0 +Westlife,Imaginary Diva,,0.748,0.595,1.0,-6.187,1,0.058,0.00305,1.23e-05,0.0336,0.63,99.944,3.61955,4,9 +Mel McDaniel,Baby's Got Her Blue Jeans On,59.0,0.871,0.714,10.0,-6.413,1,0.0307,0.237,1.94e-06,0.072,0.962,106.797,2.994216667,4,4 +Rising Insane,Meant to Live,41.0,0.453,0.978,4.0,-5.468,0,0.0752,2.69e-05,0.000109,0.0698,0.308,141.979,233239.0,4,8 +Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,10 +Oshik Levi,◊ô◊ï◊†◊™◊ü ◊°◊¢ ◊î◊ë◊ô◊™◊î,33.0,0.342,0.755,7.0,-6.104,0,0.0839,0.604,,0.474,0.358,186.964,215720.0,4,10 +Every Time I Die,The New Black,48.0,0.312,0.994,4.0,-4.38,0,0.0932,0.00966,,0.126,0.409,150.387,172653.0,4,8 +Maher Cissoko,Suutoo Yé Diyaa,32.0,0.454,0.142,6.0,-24.853,0,0.0576,0.967,0.902,0.0881,0.749,156.214,3.85045,3,7 +The Avalanches,Frontier Psychiatrist,36.0,0.712,0.908,6.0,-7.414,1,0.221,0.128,0.000167,0.383,0.408,98.946,288027.0,4,1 +Scarface,Smile,63.0,0.7,0.402,5.0,-9.93,0,0.278,0.0498,1.04e-06,0.16,0.499,77.871,300600.0,4,5 +Planet of Zeus,Leftovers,38.0,0.452,0.915,11.0,-3.836,1,0.0355,9.51e-06,0.000188,0.0709,0.522,104.995,230653.0,3,8 +Pop Evil,Waking Lions,61.0,0.507,0.973,6.0,-2.905,1,0.176,2.1e-05,0.0329,0.346,0.706,143.075,231963.0,4,10 +JP Saxe,"Hey Stupid, I Love You - Spanglish Version",43.0,0.819,0.566,10.0,-6.598,0,0.304,0.0611,,0.107,0.82,91.986,190400.0,4,9 +The Flaming Lips,The Yeah Yeah Yeah Song,39.0,0.636,0.887,4.0,-4.354,1,0.0475,0.00257,5.18e-05,0.293,0.35,107.984,232520.0,4,1 +Eyes Set To Kill,Find Our Way,45.0,0.578,0.826,5.0,-7.537,1,0.0405,2.16e-05,0.676,0.188,0.376,110.049,209498.0,4,10 +Madi Diaz,"New Person, Old Place",51.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,246227.0,4,6 +Sex Pistols,Anarchy in the U.K.,61.0,0.359,0.949,,-7.649,1,0.101,0.0556,0.000396,0.236,0.212,134.118,212480.0,4,10 +Neon95,Rainbow Badge,35.0,0.481,0.97,,-6.463,1,0.304,0.00822,0.932,0.716,0.648,148.059,208840.0,4,6 +J-Hoon,Reality (feat. YEHAIYAHAN),35.0,0.593,0.873,2.0,-7.459,1,0.127,0.0693,,0.0954,0.719,94.853,146443.0,4,5 +Yes,Then - 2013 Remaster,42.0,0.37,0.476,3.0,-12.73,0,0.0535,0.101,0.00252,0.0779,0.294,119.337,344400.0,5,10 +Electric Six,Gay Bar,55.0,0.399,0.975,7.0,-5.237,1,0.0991,0.000114,0.000624,0.152,0.319,171.971,140907.0,4,1 +Beastie Boys,"Hold It Now, Hit It",48.0,0.791,0.738,6.0,-8.768,0,0.355,0.0123,,0.351,0.891,95.3,206213.0,4,5 +T. Rex,Solid Gold Easy Action,35.0,0.449,0.749,9.0,-8.585,0,0.0775,0.01,,0.391,0.448,106.861,140067.0,4,10 +The Replacements,I Will Dare,47.0,0.456,0.857,7.0,-5.854,1,0.0833,0.00157,0.0344,0.333,0.559,167.709,197427.0,4,1 +Sia,Elastic Heart,71.0,0.421,0.791,9.0,-4.998,1,0.0496,0.0117,1.48e-05,0.146,0.499,130.075,257200.0,4,9 +Anthrax,Got The Time,58.0,0.371,0.973,10.0,-5.303,0,0.135,0.000641,0.00163,0.0423,0.444,127.721,164333.0,4,8 +Yehudit Ravitz,◊í◊¢◊í◊ï◊¢,23.0,0.502,0.959,6.0,-4.549,0,0.0843,0.0445,0.631,0.344,0.67,112.463,281240.0,4,10 +In Flames,Through Oblivion,41.0,0.52,0.653,1.0,-5.77,1,0.0623,0.00742,0.00415,0.162,0.601,169.948,217267.0,4,8 +Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,10 +IDLES,Great,40.0,0.4,0.986,1.0,-3.248,1,0.145,6.17e-05,1.5e-06,0.105,0.238,108.352,164133.0,4,10 +AC/DC,Live Wire,56.0,0.586,0.84,7.0,-5.341,1,0.0487,0.0122,0.0116,0.0842,0.0784,132.36,348600.0,4,10 +Attawalpa,Done Hanging On - Joel Wolf Alice Remix,25.0,0.529,0.726,5.0,-4.603,1,0.0908,0.0426,0.886,0.0649,0.36,130.034,285074.0,4,6 +Royal Blood,Little Monster,60.0,0.454,0.882,5.0,-4.251,1,0.06,0.00122,0.00156,0.138,0.497,95.999,212310.0,4,10 +Merle Haggard,Fightin Side Of Me,53.0,0.75,0.451,4.0,-13.355,1,0.048,0.512,,0.272,0.743,95.483,2.911116667,4,4 +The Automatic,Monster,26.0,0.602,0.846,4.0,-7.781,0,0.0401,0.0103,,0.252,0.644,141.393,222548.0,4,9 +The Silhouettes Project,Free Your Mind,43.0,0.7,0.449,11.0,-8.428,1,0.0922,0.761,5.79e-05,0.111,0.556,88.737,249373.0,4,5 +Eagles,Heartache Tonight - 2013 Remaster,61.0,0.81,0.511,,-6.454,1,0.0409,0.0778,0.000226,0.0714,0.858,113.153,265678.0,4,2 +Eliad,◊©◊û◊ô◊ô◊ù,38.0,0.746,0.634,7.0,-6.617,0,0.0363,0.0851,2.49e-05,0.12,0.757,92.008,207578.0,4,9 +Jools,How Can Some Experience What Pride Is Without Liberation for All?,40.0,0.477,0.941,8.0,-4.152,1,0.0623,0.00287,0.00108,0.123,0.466,74.959,212743.0,4,6 +Kavinsky,Nightcall,59.0,0.509,0.856,9.0,-5.091,0,0.0553,0.00895,0.0108,0.424,0.427,91.02,257320.0,4,6 +Isabel Pantoja,Capote de Grana y Oro,27.0,0.359,0.643,3.0,-4.59,0,0.0517,0.831,,0.222,0.485,98.497,262720.0,4,9 +Miri Mesika,◊û◊§◊ó◊ì ◊¢◊ú◊ô◊ô◊ö,39.0,0.75,0.775,5.0,-4.267,0,0.0582,0.0993,,0.568,0.526,112.961,204920.0,4,9 +Adia Victoria,Dope Queen Blues,33.0,0.572,0.704,8.0,-7.891,1,0.0979,0.601,0.565,0.0891,0.604,80.482,186067.0,4,1 +T-Pain,Up Down (Do This All Day) (feat. B.o.B),73.0,0.777,0.497,5.0,-6.846,0,0.056,0.256,,0.295,0.465,96.994,231093.0,4,9 +Eliad,◊û◊ß◊ï◊ù ◊ê◊ó◊®,27.0,0.733,0.726,,-6.207,1,0.039,0.0862,,0.149,0.793,145.984,233836.0,4,9 +AnTgry,DAILY ILLEGAL ANIME CONSUMPTION PT.1,39.0,0.814,0.575,5.0,-7.234,1,0.268,0.173,0.53,0.105,0.778,118.041,142373.0,4,6 +All About Eve,Flowers In Our Hair,32.0,0.491,0.797,6.0,-10.239,0,0.0383,0.0125,2.49e-05,0.111,0.61,152.268,265573.0,4,10 +Billy Lee Riley,Red Hot,34.0,0.39,0.939,,-2.278,1,0.121,0.677,,0.0767,0.766,174.914,152712.0,4,10 +"Anhad + Tanner, Isheeta Chakrvarty",Naina (feat. Isheeta Chakrvarty),21.0,0.566,0.48,2.0,-12.349,0,0.0331,0.554,0.687,0.0729,0.0736,140.009,5.516916667,4,0 +Muse,Hysteria,70.0,0.412,0.92,9.0,-4.852,0,0.0575,0.000456,0.0026,0.11,0.455,93.162,227440.0,4,10 +Electric Six,Gay Bar,55.0,0.399,0.975,7.0,-5.237,1,0.0991,0.000114,0.000624,0.152,0.319,171.971,140907.0,4,6 +The HU,Sad But True,56.0,0.39,0.893,1.0,-5.153,1,0.0862,0.0028,0.0256,0.191,0.219,178.08,332852.0,4,8 +WSTR,Crisis,44.0,0.48,0.93,9.0,-4.501,1,0.112,0.0011,0.000502,0.239,0.543,143.011,196960.0,4,10 +Casey Veggies,Paper Cuts (feat. Wiz Khalifa),50.0,0.88,0.448,9.0,-9.483,0,0.37,0.0711,,0.096,0.667,150.03,183200.0,4,5 +Pretty Lights,Hot Like Sauce,49.0,0.707,0.615,2.0,-5.75,1,0.0324,0.00134,0.0406,0.561,0.113,89.994,421332.0,4,10 +kryptogram,Olvidar,42.0,0.793,0.789,6.0,-6.695,0,0.103,0.00969,0.211,0.141,0.807,129.979,348000.0,4,6 +Loop,Vapour (Remastered),4.0,0.201,0.989,2.0,-5.715,1,0.132,4.91e-06,0.846,0.0697,0.382,128.774,368373.0,4,10 +Iamdoechii,Yucky Blucky Fruitcake,77.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,275520.0,4,5 +ORI,Doomed,28.0,0.327,0.214,10.0,-13.048,0,0.0786,0.913,0.00198,0.067,0.27,171.683,156735.0,4,6 +Cape Coral,Better Ways,32.0,0.615,0.812,6.0,-8.568,0,0.225,0.0137,0.019,0.105,0.767,59.516,230165.0,4,6 +Pretty Maids,Sickening,34.0,0.441,0.936,4.0,-6.823,1,0.0839,8.98e-06,0.00486,0.0791,0.4,75.988,225987.0,4,8 +Eddie Boyd,Empty Arms,29.0,0.705,0.447,7.0,-11.327,1,0.0501,0.934,0.172,0.102,0.547,140.446,170107.0,4,2 +Kossisko,World of Trouble,45.0,0.87,0.731,1.0,-3.28,1,0.213,0.211,0.000176,0.11,0.566,99.987,184003.0,4,5 +Yngwie Malmsteen,Wolves At The Door,50.0,0.455,0.912,1.0,-9.305,1,0.12,0.0257,0.605,0.43,0.241,139.937,354653.0,4,8 +Har Mar Superstar,"Lady, You Shot Me",42.0,0.397,0.81,4.0,-5.495,1,0.0433,0.0147,0.025,0.168,0.459,110.876,181029.0,4,9 +The Naked And Famous,Blinding Lights,51.0,0.48,0.706,,-5.967,1,0.0637,0.0292,0.000113,0.179,0.276,174.808,187333.0,4,6 +Rod Wave,Tombstone,75.0,0.55,0.637,8.0,-5.212,1,0.163,0.597,,0.129,0.535,84.448,160078.0,4,5 +Vivian Leva,Will You,32.0,0.419,0.41,1.0,-8.898,1,0.0334,0.873,0.029,0.136,0.205,79.291,198027.0,4,1 +Sturgill Simpson,Brace for Impact (Live a Little),52.0,0.616,0.706,,-6.846,1,0.0233,0.00969,0.313,0.111,0.655,89.998,349267.0,4,2 +Arik Einstein,◊ê◊ì◊ï◊ü ◊©◊ï◊ß◊ï,42.0,0.765,0.533,2.0,-13.167,1,0.029,0.496,6.67e-05,0.114,0.756,104.873,211000.0,4,10 +Westy,Only the Rated,21.0,0.841,0.31,,-10.792,1,0.0655,0.00423,0.256,0.0858,0.203,140.009,166766.0,4,5 +The Fray,Over My Head (Cable Car),70.0,0.592,0.729,8.0,-4.156,1,0.0448,0.022,,0.0653,0.709,116.03,236267.0,4,10 +Nick Mulvey,Fever To The Form,65.0,0.358,0.546,,-8.927,0,0.0296,0.795,0.0586,0.111,0.264,106.489,252960.0,3,9 +Tame Impala,Is It True,71.0,0.731,0.664,,-5.474,1,0.0302,0.00307,0.35,0.133,0.661,118.018,239267.0,4,6 +Stereophonics,Dakota,69.0,0.506,0.93,4.0,-3.499,1,0.0675,0.129,0.00682,0.0931,0.305,146.994,297427.0,4,10 +Motionless In White,Brand New Numb,63.0,0.566,0.886,,-3.63,1,0.0902,0.000348,,0.494,0.619,130.066,222461.0,4,8 +Reece Young,All In My Head,37.0,0.578,0.794,9.0,-7.881,1,0.0288,0.128,0.000257,0.34,0.351,143.996,205000.0,4,10 +The Preatures,Is This How You Feel?,47.0,0.548,0.784,9.0,-6.969,1,0.106,0.000245,0.0983,0.0576,0.578,184.914,215187.0,4,6 +Testament,Night of the Witch,49.0,0.437,0.995,11.0,-4.997,1,0.142,7.83e-06,0.165,0.316,0.038,118.049,392067.0,4,8 +The Vaccines,Your Love Is My Favourite Band - Acoustic Version,37.0,0.693,0.38,,-8.496,1,0.0337,0.706,,0.0777,0.377,127.545,188653.0,4,10 +Jeremy Zucker,this is how you fall in love,,0.441,0.202,7.0,-12.499,1,0.0381,0.732,2.6e-05,0.126,0.269,77.971,174587.0,4,9 +The Black Keys,Lo/Hi,66.0,0.606,0.679,2.0,-7.445,1,0.0321,0.0151,0.000433,0.0962,0.707,122.016,177768.0,4,2 +Tunng,Scared to Death,17.0,0.617,0.383,7.0,-10.679,1,0.0417,0.521,0.000443,0.0708,0.174,130.013,293553.0,4,6 +Geeta Dutt,Ek Do Teen Char Aur Panch,2.0,0.671,0.454,9.0,-6.306,1,0.257,0.916,0.0331,0.167,0.817,173.672,3.402883333,4,3 +Mansij,Sonder,16.0,0.346,0.241,6.0,-15.556,0,0.0304,0.264,0.837,0.0814,0.0391,99.949,196800.0,4,6 +Stereo Honey,What Makes a Man,42.0,0.489,0.757,8.0,-6.781,0,0.0341,0.188,0.129,0.19,0.123,132.002,213606.0,4,6 +Whethan,All In My Head (feat. grandson),49.0,0.747,0.932,9.0,-4.671,0,0.157,0.0225,0.0122,0.176,0.937,147.04,148112.0,4,10 +alt-J,Tessellate,58.0,0.68,0.611,2.0,-6.47,1,0.0439,0.374,0.0436,0.119,0.423,116.952,182667.0,4,6 +Slayer,Bitter Peace,45.0,0.243,0.981,6.0,-4.092,0,0.114,3.42e-05,0.0186,0.146,0.272,100.189,271933.0,4,8 +Andi,Life's Not Like The Movies,59.0,0.697,0.494,7.0,-5.206,1,0.0317,0.274,5.14e-06,0.0936,0.357,90.842,161071.0,4,9 +Touch√© Amor√©,Reminders,40.0,0.352,0.927,8.0,-8.144,1,0.11,6.9e-05,4.48e-05,0.0409,0.355,98.336,183338.0,4,6 +Lynyrd Skynyrd,Free Bird,13.0,0.279,0.852,7.0,-7.838,1,0.0511,0.0119,0.076,0.0624,0.438,117.418,9.31555,4,10 +Make Them Suffer,Uncharted,42.0,0.493,0.907,,-4.058,1,0.0716,0.000133,0.00438,0.131,0.258,120.047,292501.0,4,8 +Black Eyed Peas,Joints & Jam,43.0,0.942,0.737,10.0,-7.21,0,0.0971,0.0166,1.43e-05,0.0443,0.689,106.923,215467.0,4,5 +DJ Khaled,"BODY IN MOTION (feat. Bryson Tiller, Lil Baby & Roddy Ricch)",76.0,0.669,0.687,6.0,-5.782,0,0.12,0.009,,0.508,0.335,91.969,306194.0,4,5 +London Grammar,Californian Soil,58.0,0.572,0.583,2.0,-7.407,1,0.0412,0.153,0.000109,0.0977,0.181,84.017,221388.0,4,9 +Hadag Nahash,◊û◊¶◊ë◊ô◊¢◊ô◊ù ◊ë◊®◊í◊ú◊ô◊ô◊ù,23.0,0.783,0.828,7.0,-5.369,1,0.0703,0.047,,0.0317,0.802,112.075,156982.0,4,5 +"Alan Jackson, Jimmy Buffett",It's Five O'Clock Somewhere,67.0,0.713,0.772,2.0,-6.69,1,0.0372,0.208,,0.211,0.88,125.202,3.83555,4,4 +Gaspard Aug√©,Force majeure,58.0,0.578,0.696,1.0,-6.866,1,0.0307,4.85e-05,0.874,0.142,0.219,119.999,206118.0,4,6 +Toumani Diabaté,Elyne Road,36.0,0.532,0.145,4.0,-18.508,1,0.0357,0.875,0.838,0.225,0.383,128.316,8.787116667,3,7 +Koko Taylor,I'm A Woman,1.0,0.517,0.381,7.0,-13.961,1,0.0671,0.717,0.00316,0.161,0.558,178.044,405987.0,3,2 +Drake,Lemon Pepper Freestyle (feat. Rick Ross),81.0,0.77,0.637,1.0,-5.53,1,0.345,0.103,,0.171,0.431,94.966,383037.0,4,5 +Alice Cooper,No More Mr. Nice Guy,61.0,0.498,0.515,11.0,-11.985,0,0.0395,0.0936,,0.1,0.616,127.761,187893.0,4,10 +Lewis Del Mar,Stealing (Nightly),42.0,0.707,0.897,5.0,-6.16,1,0.0574,0.107,0.000965,0.215,0.507,122.999,229280.0,4,6 +Rise Against,"Broken Dreams, Inc.",56.0,0.324,0.976,1.0,-5.231,1,0.12,0.000113,,0.293,0.463,166.939,231938.0,4,6 +Yellow Days,The Curse (feat. Mac Demarco),53.0,0.605,0.49,,-7.148,1,0.0465,0.128,0.000119,0.38,0.355,140.172,305512.0,4,6 +Steve Howell,Kansas City Blues,42.0,0.584,0.276,11.0,-12.256,0,0.0481,0.913,0.000562,0.113,0.398,79.576,187544.0,4,2 +The Heavy Eyes,God Damn Wolf Man,38.0,0.383,0.892,9.0,-5.613,0,0.0758,0.000643,0.767,0.409,0.75,82.979,169781.0,4,2 +Chris Isaak,Wicked Game,66.0,0.661,0.3,9.0,-18.055,1,0.0294,0.688,0.0118,0.0839,0.359,112.327,289067.0,4,10 +Joey Alexander,Draw Me Nearer,41.0,0.698,0.214,7.0,-15.785,1,0.0378,0.803,0.893,0.112,0.172,121.769,4.70645,4,7 +Sum 41,Underclass Hero,57.0,0.347,0.988,9.0,-2.979,1,0.127,0.000708,,0.101,0.765,191.933,194133.0,4,10 +Fresh,My Redemption Arc,21.0,0.564,0.722,5.0,-5.92,1,0.0291,0.153,6.46e-05,0.108,0.379,135.034,174040.0,4,10 +grandson,In Over My Head,60.0,0.582,0.817,,-6.475,1,0.0399,0.0017,0.0158,0.575,0.622,155.124,198366.0,4,10 +Richie Kotzen,Go Faster,38.0,0.504,0.939,,-1.786,0,0.0554,0.133,0.00758,0.626,0.741,118.09,175773.0,4,10 +Cheap Trick,Light Up The Fire,37.0,0.541,0.976,9.0,-2.85,1,0.0401,0.00188,0.00119,0.134,0.503,123.983,173708.0,4,10 +Juls,Soweto Blues,57.0,0.863,0.449,11.0,-12.521,0,0.0622,0.00167,0.0235,0.0585,0.399,112.043,298998.0,4,9 +Angel Snow,Something‚Äôs Got a Hold on Me,34.0,0.74,0.333,4.0,-11.64,0,0.0274,0.00253,0.0507,0.282,0.266,110.046,188157.0,4,10 +Machine Head,Message in a Bottle,50.0,0.324,0.683,1.0,-9.914,0,0.0724,0.0174,0.00727,0.206,0.497,132.284,211973.0,4,8 +Press Club,Late Teens,27.0,0.428,0.938,4.0,-5.434,0,0.148,0.0144,,0.372,0.18,105.691,205266.0,4,10 +The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,1 +In This Moment,The Fighter,51.0,0.435,0.743,9.0,-5.804,0,0.0792,0.107,5.76e-06,0.115,0.28,141.877,292507.0,4,10 +Johnny Goth,These Days R Mine,50.0,0.591,0.59,2.0,-8.274,1,0.0328,0.0152,0.609,0.282,0.129,114.994,208696.0,4,10 +Magnolia Blues Rock,T√©mpano de hielo,13.0,0.728,0.652,9.0,-5.158,0,0.0264,0.518,,0.0699,0.627,96.518,193507.0,4,2 +"Gabriel Fauré, Christian-Pierre La Marca, Alexis Kossenko, Les Ambassadeurs, Elizabeth Geiger","Requiem en ré mineur, Op. 48: ""Pie Jesu""",31.0,0.243,0.149,10.0,-17.712,1,0.0408,0.983,0.938,0.109,0.0338,91.044,3.656883333,4,7 +Godsmack,1000hp,52.0,0.52,0.948,6.0,-3.951,0,0.0515,4.36e-05,1.41e-05,0.0525,0.471,92.091,226540.0,4,10 +Mohammed Rafi,O Meri Mehbooba Mehbooba Mehbooba,42.0,0.533,0.671,2.0,-9.165,1,0.0481,0.709,,0.15,0.714,98.368,6.451116667,4,3 +Pi Ja Ma,Bisou,38.0,0.854,0.688,2.0,-7.354,1,0.0404,0.0182,0.578,0.104,0.729,122.987,229693.0,4,6 +Filter,Where Do We Go From Here,45.0,0.501,0.785,7.0,-6.205,1,0.0329,0.000273,0.0128,0.36,0.21,94.109,334933.0,4,8 +From Sorrow To Serenity,Tell All,36.0,0.311,0.879,,-5.078,1,0.0697,2.26e-05,0.0765,0.392,0.354,179.049,197680.0,4,8 +Flownn,Heartbreak Summer,30.0,0.779,0.435,1.0,-7.473,1,0.0449,0.813,7.53e-06,0.0787,0.588,91.002,152693.0,4,9 +Kalan.FrFr,No Love ft. Mozzy & Cypress Moreno,45.0,0.659,0.639,6.0,-8.138,1,0.388,0.416,,0.116,0.688,99.517,206602.0,4,5 +Tsjuder,Kill for Satan,33.0,0.175,0.979,2.0,-5.339,1,0.0985,1.8e-05,0.873,0.324,0.076,101.456,294893.0,3,8 +Westlife,Amazing,,0.617,0.705,9.0,-4.407,1,0.0272,0.109,,0.24,0.669,97.023,2.813333333,4,9 +Softspoken,Sleight of Hand,36.0,0.51,0.939,1.0,-4.534,0,0.0515,0.00306,,0.457,0.355,106.988,226500.0,4,8 +"Scott Hamilton, Dena DeRose, Ignasi González, Jo Krause",The Shadow of Your Smile,51.0,0.487,0.135,2.0,-11.211,0,0.0434,0.915,0.00353,0.686,0.24,105.854,6.47245,5,7 +Erol Alkan,Automatic - Palms Trax Remix,36.0,0.744,0.872,10.0,-6.994,0,0.0416,0.00279,0.589,0.0623,0.601,129.996,334020.0,4,6 +Emily Nenni,Long Game,39.0,0.618,0.502,4.0,-10.131,1,0.0282,0.202,0.0027,0.0858,0.695,146.22,180017.0,4,1 +Doli & Penn,◊ê◊™ ◊ô◊ï◊ì◊¢◊™ ◊ê◊û◊ê,28.0,0.575,0.507,4.0,-8.391,0,0.0406,0.273,,0.119,0.271,128.079,213750.0,4,9 +Isabella Celander,Use Somebody - Acoustic Version,60.0,0.57,0.271,,-11.334,1,0.0304,0.82,3.27e-06,0.108,0.273,125.862,186661.0,4,9 +–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–†–µ–∫–∞,30.0,0.46,0.852,4.0,-5.11,1,0.0846,0.206,0.0692,0.485,0.642,150.116,132957.0,4,6 +Arion,I Love to Be Your Enemy,44.0,0.415,0.969,1.0,-4.916,1,0.149,0.000117,4.69e-05,0.156,0.0955,169.961,282013.0,4,8 +Jake Owen,Made For You,73.0,0.581,0.441,1.0,-6.829,1,0.0268,0.77,2.75e-05,0.111,0.337,82.125,3.973333333,4,4 +Crossfaith,FREEDOM,39.0,0.473,0.953,7.0,-4.549,1,0.107,3.97e-05,0.00227,0.0465,0.322,138.022,201160.0,4,8 +Years & Years,Starstruck - Vegyn Remix,59.0,0.664,0.503,11.0,-7.85,0,0.159,0.377,,0.387,0.404,113.97,228773.0,4,6 +Robin McAuley,Wanna Take a Ride,30.0,0.599,0.675,7.0,-6.649,1,0.0313,0.013,0.000118,0.098,0.366,119.966,228859.0,4,10 +Jub√´l,Dumb,60.0,0.728,0.636,5.0,-5.824,1,0.0366,0.194,2.57e-05,0.515,0.433,124.023,192848.0,4,9 +Nyck Caution,Product Of My Environment (feat. Kota the Friend & Erick the Architect),57.0,0.76,0.796,11.0,-4.036,0,0.327,0.384,,0.0789,0.891,95.166,187267.0,4,5 +Guns N' Roses,Patience,66.0,0.457,0.266,6.0,-14.465,1,0.0313,0.711,0.000261,0.124,0.372,120.459,5.90666667,4,10 +SPORTSGIRL,Tennis,27.0,0.415,0.766,1.0,-9.739,1,0.142,7.62e-05,0.872,0.376,0.271,159.923,306000.0,4,6 +The Amazons,Mother,44.0,0.429,0.873,5.0,-6.121,1,0.0539,0.00362,0.299,0.111,0.439,79.529,305345.0,4,10 +T.I.,Let's Get Away,45.0,0.567,0.826,10.0,-4.678,0,0.443,0.342,,0.135,0.726,84.814,278720.0,4,5 +Jenny Hval,Lions (feat. Vivian Wang),39.0,0.657,0.971,1.0,-9.54,1,0.0863,0.364,0.391,0.544,0.422,98.983,237993.0,4,6 +Alcest,La nuit marche avec moi,34.0,0.467,0.814,8.0,-4.917,0,0.0338,0.0362,0.17,0.147,0.321,126.014,298080.0,4,10 +Fredo,Ready (feat. Summer Walker),67.0,0.721,0.675,,-5.438,0,0.207,0.131,,0.134,0.383,96.822,262093.0,4,5 +Karolina,Lion,19.0,0.71,0.583,9.0,-7.309,1,0.321,0.154,5.02e-05,0.723,0.476,79.938,256707.0,4,5 +Gifted Gambler,How About You,29.0,0.475,0.728,1.0,-10.709,1,0.054,0.00144,0.272,0.117,0.709,160.014,237617.0,4,10 +INXS,Elegantly Wasted,46.0,0.736,0.778,5.0,-3.98,1,0.044,0.00125,0.0143,0.0796,0.787,110.014,272507.0,4,10 +"The Weeknd, Ariana Grande",Save Your Tears (with Ariana Grande) (Remix),94.0,0.65,0.825,,-4.645,1,0.0325,0.0215,2.44e-05,0.0936,0.593,118.091,3.18356667,4,9 +Nine Inch Nails,Only,47.0,0.7,0.807,9.0,-5.711,0,0.029,0.000576,0.00488,0.0996,0.963,112.15,263093.0,4,10 +DJ Tunez,Cool Me Down (feat. Wizkid),57.0,0.783,0.809,5.0,-5.689,0,0.0668,0.0813,0.00358,0.109,0.904,101.043,208758.0,4,9 +Kungs,Never Going Home,20.0,0.836,0.846,,-4.673,1,0.0392,0.0907,0.047,0.057,0.942,122.042,169945.0,4,9 +Levels,Chauvinist,35.0,0.458,0.951,7.0,-3.873,1,0.0677,0.000105,2.89e-05,0.0477,0.282,140.028,193557.0,4,8 +The Receiving End Of Sirens,Planning a Prison Break,41.0,0.493,0.914,8.0,-5.894,1,0.0557,0.000136,1.05e-06,0.964,0.74,91.045,318120.0,4,10 +"Asha Bhosle, Mubarak Begum",Jab Ishq Kahin Ho Jata Hai,2.0,0.332,0.653,1.0,-9.367,0,0.0788,0.843,0.00413,0.573,0.549,97.079,8.555333333,4,3 +Pooh Shiesty,"Switch it Up (feat. G Herbo, No More Heroes)",,0.443,0.731,,-4.997,1,0.255,0.289,,0.207,0.956,147.818,168649.0,4,5 +"Kavita Krishnamurthy, Mohammad Salamat, Dominique",Hum Dil De Chuke Sanam,43.0,0.625,0.459,8.0,-10.762,1,0.028,0.241,0.000657,0.134,0.424,111.079,6.77355,4,3 +Kianja,Place for Me,39.0,0.719,0.292,8.0,-8.47,0,0.0364,0.774,,0.327,0.452,85.986,208736.0,4,9 +Young Boiz,◊ô◊ê◊†◊í ◊ë◊ï◊ô◊ñ 3,29.0,0.742,0.536,11.0,-6.961,0,0.316,0.257,1.13e-05,0.098,0.705,154.889,123625.0,4,5 +Johnny Laws,Driving Wheel,30.0,0.423,0.328,5.0,-10.182,1,0.0362,0.734,0.0016,0.158,0.469,73.603,233333.0,4,2 +Mumford & Sons,Hot Gates,43.0,0.49,0.392,,-11.264,1,0.0324,0.328,0.27,0.0773,0.0501,135.773,289547.0,4,10 +"Wolfgang Amadeus Mozart, Isabelle Faust, Giovanni Antonini, Il Giardino Armonico","Concerto for Violin and Orchestra No. 4, in D Major, K. 218: II. Andante cantabile",22.0,0.208,0.0302,9.0,-26.742,1,0.0407,0.983,0.253,0.117,0.063,105.975,6.46045,4,7 +Sonia Leigh,Jack Is Back,33.0,0.677,0.766,10.0,-7.98,0,0.0419,0.00625,0.000123,0.141,0.589,131.999,161869.0,4,10 +Friendly Fires,Paris (Aeroplane Remix),52.0,0.705,0.718,1.0,-6.625,0,0.0463,0.0094,0.0757,0.0695,0.454,112.001,465333.0,4,6 +Southern Avenue,She Gets Me High,31.0,0.524,0.752,2.0,-2.879,1,0.0401,0.1,8.39e-06,0.103,0.448,77.002,238799.0,4,2 +BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,1 +Jimmy Harvey,Boy in My Mind,27.0,0.677,0.582,2.0,-8.943,1,0.0269,0.155,0.0489,0.157,0.169,107.001,192900.0,4,9 +Future Islands,Seasons (Waiting On You),65.0,0.498,0.721,10.0,-5.232,1,0.0282,0.136,0.699,0.0933,0.589,140.022,226440.0,4,1 +"Lata Mangeshkar, S. D. Burman",Aaj Phir Jeene Ki Tamanna Hai,39.0,0.432,0.497,9.0,-10.732,0,0.0345,0.983,0.907,0.101,0.783,97.491,3.971116667,4,3 +Berry Sakharof,◊®◊ï◊ó ◊ó◊ì◊©◊î,18.0,0.626,0.821,,-5.281,0,0.0418,0.0026,0.0426,0.121,0.25,104.004,297040.0,4,10 +Atar Mayner,◊ú◊™◊™ ◊ú◊ö,33.0,0.587,0.624,6.0,-5.6,1,0.0344,0.197,4.23e-06,0.266,0.175,99.964,236627.0,4,9 +Matoma,Keep It Simple (feat. Wilder Woods) - Acoustic,48.0,0.751,0.22,9.0,-10.926,1,0.0395,0.736,,0.0965,0.325,113.92,156316.0,4,9 +Seether,Fake It,75.0,0.611,0.95,8.0,-3.509,1,0.0518,0.00141,1.59e-06,0.0543,0.607,132.078,193893.0,4,10 +Placebo,Nancy Boy,53.0,0.391,0.958,10.0,-5.494,1,0.0832,0.000181,0.000899,0.122,0.326,89.88,210933.0,4,1 +Jamie McDell,God is a Woman (615 Sessions),44.0,0.5,0.199,8.0,-10.65,1,0.034,0.855,,0.113,0.419,143.432,3.12548333,4,0 +Highly Suspect,Canals,55.0,0.37,0.924,7.0,-2.283,1,0.0846,0.0077,,0.183,0.282,159.723,273899.0,4,10 +The Backyardigans,Castaways,73.0,0.756,0.211,5.0,-17.646,1,0.409,0.784,8.65e-06,0.11,0.307,81.253,87707.0,4,9 +Zella Day,Crazy Train,41.0,0.743,0.58,9.0,-8.787,1,0.0367,0.024,0.00377,0.0911,0.774,129.984,252347.0,4,6 +Joy Again,Looking Out for You,80.0,0.682,0.9,9.0,-5.028,1,0.0873,0.0891,0.063,0.0685,0.937,100.721,179499.0,4,9 +Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,10 +Kayzo,Wait,34.0,0.508,0.929,8.0,-3.018,1,0.142,0.00099,0.313,0.0876,0.227,149.844,251200.0,4,10 +Huron John,Garbage,38.0,0.795,0.644,11.0,-7.521,0,0.0319,0.28,0.735,0.201,0.804,119.01,197145.0,4,6 +The Jam,The Eton Rifles - Single Edit,37.0,0.424,0.873,9.0,-6.13,0,0.0434,0.00451,0.0202,0.109,0.82,157.403,208041.0,4,6 +N√ºrnberg,Zorki,34.0,0.497,0.879,10.0,-3.676,0,0.0453,8.92e-05,0.76,0.124,0.827,79.996,195106.0,4,6 +Keith Whitley,Don't Close Your Eyes,53.0,0.618,0.271,7.0,-13.695,1,0.026,0.723,0.000558,0.129,0.264,78.334,4.192666667,4,4 +Aguaturbia,Crimson & Clover,34.0,0.272,0.832,,-6.896,0,0.0632,0.0026,0.147,0.0547,0.625,85.399,635272.0,4,2 +Deaf Rat,Within the Dead Souls,28.0,0.527,0.971,5.0,-4.153,0,0.0486,2.74e-05,3.66e-05,0.0866,0.325,123.993,246587.0,4,10 +Nervosa,Perpetual Chaos,30.0,0.494,0.878,7.0,-8.676,1,0.0429,8.76e-06,0.00914,0.112,0.256,119.995,219243.0,4,8 +Zen Guerrilla,Moonage Daydream,34.0,0.159,0.978,1.0,-3.937,1,0.09,0.00267,0.527,0.118,0.294,158.146,301973.0,4,10 +In Flames,Metaphor,46.0,0.441,0.831,5.0,-7.611,0,0.0288,0.000928,0.0582,0.123,0.585,179.994,219400.0,4,8 +Chuck Berry,No Particular Place To Go,62.0,0.596,0.791,7.0,-8.88,1,0.0446,0.425,0.000295,0.0886,0.98,129.237,2.71666667,4,10 +Allen/Olzon,Never Die,35.0,0.45,0.941,7.0,-5.657,0,0.062,0.000458,0.000111,0.0679,0.154,90.03,347347.0,4,8 +Migos,Straightenin,79.0,0.847,0.629,9.0,-5.81,1,0.102,0.0318,,0.152,0.109,135.976,255532.0,4,5 +Kacey Musgraves,Butterflies,68.0,0.689,0.614,4.0,-6.137,0,0.0306,0.252,1.95e-05,0.178,0.411,141.97,3.650883333,4,4 +The Fabulous Thunderbirds,Scratch My Back,53.0,0.775,0.499,4.0,-7.181,1,0.0415,0.496,0.0219,0.114,0.862,121.056,232707.0,4,2 +The National,Bloodbuzz Ohio,56.0,0.402,0.835,9.0,-6.367,1,0.043,0.0558,0.18,0.103,0.69,157.066,275933.0,4,1 +Sebastian Plano,Soul I (Avow),47.0,0.351,0.129,8.0,-18.496,0,0.0318,0.819,0.904,0.115,0.0379,107.649,191222.0,4,1 +Can I Believe You,Fleet Foxes,63.0,0.514,0.755,11.0,-8.455,1,0.03,0.354,0.0664,0.144,0.599,77.415,4.069783333,4,0 +◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊°◊ù ◊î◊®◊ì◊û◊î,46.0,0.704,0.667,5.0,-5.299,1,0.19,0.262,8.42e-06,0.106,0.592,148.205,217708.0,4,5 +Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,6 +Frank Stokes,Downtown Blues,33.0,0.539,0.264,11.0,-14.354,1,0.0383,0.969,0.000681,0.361,0.677,162.935,197427.0,4,2 +almost monday,broken people,58.0,0.758,0.723,9.0,-3.618,0,0.0764,0.0723,0.000656,0.0747,0.589,116.016,202662.0,4,10 +Quinn Sullivan,How Many Tears,34.0,0.657,0.679,7.0,-6.862,1,0.0311,0.0409,,0.237,0.468,126.95,212010.0,4,2 +The Exorcist GBG,Venus,37.0,0.297,0.585,4.0,-10.446,1,0.0432,0.0113,0.927,0.11,0.102,105.415,174804.0,4,10 +Veruca Salt,Volcano Girls,56.0,0.543,0.961,4.0,-2.749,1,0.0373,0.000789,1.29e-06,0.431,0.567,131.463,198933.0,4,10 +TOBi,Made Me Everything Pt. 2 (feat. Maxo Kream),49.0,0.703,0.695,5.0,-6.59,0,0.279,0.0509,,0.0786,0.716,74.88,208552.0,4,5 +Blackberry Smoke,Flesh and Bone,18.0,0.419,0.812,5.0,-7.759,1,0.0411,0.000996,0.641,0.972,0.557,110.481,377487.0,4,10 +Butcher Babies,Yorktown,48.0,0.579,0.89,11.0,-5.993,1,0.0572,7.17e-05,0.267,0.144,0.469,128.017,246450.0,4,10 +"Sukhwinder Singh, Alka Yagnik",Ramta Jogi,53.0,0.798,0.636,6.0,-10.52,1,0.0431,0.327,,0.128,0.799,139.98,6.283333333,4,3 +Riton,Friday (feat. Mufasa & Hypeman) - Dopamine Re-Edit,94.0,0.824,0.862,2.0,-3.424,1,0.126,0.0076,0.000132,0.303,0.801,122.98,169153.0,4,9 +Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,10 +The Kooks,Killing Me,34.0,0.477,0.699,1.0,-7.038,1,0.0431,0.182,,0.0905,0.629,163.233,205027.0,4,10 +Katie Buchanan,"All of It, Again",27.0,0.548,0.716,1.0,-5.86,1,0.0445,0.471,2.39e-06,0.264,0.559,119.997,243649.0,3,2 +ALLBLACK,10 Toes,64.0,0.825,0.512,9.0,-7.679,1,0.139,0.0204,,0.312,0.537,101.986,228000.0,4,5 +AZ,How Ya Livin' featuring Nas,51.0,0.831,0.508,9.0,-7.511,0,0.309,0.0634,,0.0731,0.728,87.054,270733.0,4,5 +Atar Mayner,◊ú◊™◊™ ◊ú◊ö,33.0,0.587,0.624,6.0,-5.6,1,0.0344,0.197,4.23e-06,0.266,0.175,99.964,236627.0,4,5 +L a z u l i _ y e l l o w,A Soaring Bird (Title Screen),35.0,0.225,0.447,2.0,-17.151,1,0.0622,0.661,0.868,0.369,0.346,73.628,153867.0,4,6 +Walter Trout,All Out Of Tears,31.0,0.263,0.534,5.0,-6.338,0,0.0345,0.174,0.0929,0.15,0.52,178.576,391307.0,3,2 +Dudu Tassa,◊ô◊© ◊ë◊ô◊†◊ô◊†◊ï ◊ë◊ô◊™,32.0,0.39,0.803,9.0,-5.86,0,0.053,0.237,,0.254,0.392,172.132,211920.0,4,10 +Curtis Salgado,Always Say I Love You (At The End Of Your Goodbyes),31.0,0.633,0.505,7.0,-6.748,1,0.0801,0.745,0.00514,0.108,0.275,132.133,243025.0,4,2 +Mel√©,Groove La Afrika,40.0,0.873,0.886,7.0,-4.53,1,0.357,0.0241,0.864,0.0347,0.274,127.061,169134.0,4,1 +Tamuz,◊õ◊õ◊î ◊ê◊™ ◊®◊¶◊ô◊™ ◊ê◊ï◊™◊ô,32.0,0.528,0.598,5.0,-9.096,1,0.0464,0.000911,0.0625,0.542,0.676,159.361,328800.0,4,10 +Wizardthrone,Forbidden Equations Deep Within the Epimethean Wasteland,21.0,0.213,0.979,,-6.501,1,0.156,2.55e-06,0.548,0.338,0.145,94.963,297453.0,4,8 +Bombay Bandook,Azad,31.0,0.495,0.542,4.0,-9.693,0,0.038,0.761,0.012,0.0872,0.362,140.858,4.680833333,3,0 +Kanye West,Stronger,81.0,0.617,0.717,10.0,-7.858,0,0.153,0.00564,,0.408,0.49,103.992,311867.0,4,5 +Guitar Slim,The Things That I Used To Do,45.0,0.48,0.303,5.0,-13.675,1,0.0384,0.812,,0.0889,0.643,98.282,180453.0,3,2 +Johnny Adams,Walking On A Tightrope,20.0,0.621,0.274,7.0,-15.154,1,0.0631,0.695,0.000627,0.0972,0.495,139.807,346600.0,4,2 +Ivy Sole,KISMET,42.0,0.651,0.536,2.0,-9.922,1,0.331,0.245,1.12e-05,0.0939,0.589,79.982,216595.0,4,5 +Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,10 +Justin Bieber,Intentions,13.0,0.813,0.554,9.0,-6.631,1,0.0544,0.315,,0.105,0.86,148.011,212869.0,4,9 +Awon,Everybody's Somebody,38.0,0.428,0.839,11.0,-11.159,1,0.442,0.74,,0.131,0.636,86.609,174731.0,4,5 +Cryptodira,Dante's Inspiration,26.0,0.47,0.966,6.0,-5.666,0,0.0948,6.44e-05,0.0264,0.0793,0.372,165.075,213689.0,3,8 +Voivod,Astronomy Domine,35.0,0.342,0.888,2.0,-11.883,1,0.0463,0.000175,0.46,0.139,0.195,126.69,330400.0,4,8 +Baby Queen,These Drugs,42.0,0.555,0.606,11.0,-5.806,1,0.0294,0.00882,5.59e-06,0.118,0.147,93.016,242045.0,4,9 +Tupperwave,Midnight Lovers,19.0,0.856,0.721,1.0,-9.686,1,0.0495,0.0845,0.378,0.3,0.943,100.036,172904.0,4,6 +Embrace,All You Good Good People,48.0,0.232,0.719,11.0,-6.255,1,0.0428,0.000118,0.000226,0.119,0.323,165.906,366267.0,4,6 +Taj Mahal,Queen Bee,52.0,0.635,0.454,,-9.457,0,0.0393,0.417,4.02e-05,0.0816,0.531,79.097,280080.0,4,2 +Whyel,Bricks To The Butterfly,39.0,0.359,0.782,5.0,-3.218,1,0.0382,0.00283,0.0533,0.103,0.174,164.97,262909.0,4,10 +Silverchair,Tomorrow,64.0,0.292,0.714,2.0,-4.919,1,0.0316,0.000658,0.000109,0.102,0.462,151.412,266280.0,3,10 +The Groundhogs,Garden - 2003 Remastered Version,34.0,0.417,0.556,7.0,-11.311,1,0.0312,0.0504,0.0175,0.197,0.481,110.622,324493.0,4,10 +"Svante Söderqvist, Adam Forkelid, Calle Rasmusson",I Loves You Porgy,51.0,0.401,0.187,5.0,-16.796,1,0.0351,0.945,0.94,0.311,0.156,112.55,5.119116667,4,7 +Aron Burton,Little Red Rooster,32.0,0.395,0.458,,-12.527,1,0.0462,0.419,0.000132,0.594,0.474,168.933,378493.0,3,2 +Sam Hunt,Take Your Time,67.0,0.558,0.719,11.0,-5.603,1,0.0419,0.101,,0.212,0.483,158.031,4.061783333,4,4 +August Burns Red,Internal Cannon,,0.291,0.987,2.0,-3.601,1,0.17,4.72e-05,0.0254,0.372,0.215,113.56,227923.0,4,8 +Guns N' Roses,Welcome To The Jungle,,0.456,0.978,10.0,-4.869,0,0.112,0.0301,0.499,0.313,0.327,123.411,4.53111667,4,10 +FEVER 333,Trigger,35.0,0.63,0.986,1.0,-4.125,1,0.434,0.00708,1.72e-05,0.887,0.376,112.066,164751.0,4,10 +American Authors,Go Big Or Go Home,60.0,0.665,0.875,1.0,-4.272,1,0.0426,0.00939,,0.0897,0.66,122.008,169027.0,4,10 +Shalom Hanoch,◊™◊û◊ô◊ì ◊ñ◊î ◊¢◊õ◊©◊ô◊ï,18.0,0.58,0.556,9.0,-7.231,0,0.025,0.441,0.013,0.164,0.227,91.998,241810.0,4,10 +Pimm's Trio,Blue Jeans,49.0,0.415,0.0648,10.0,-21.435,0,0.0339,0.98,0.931,0.121,0.0761,100.738,2.845716667,4,7 +Jared James Nichols,Keep Your Light on Mama,23.0,0.422,0.918,2.0,-4.122,1,0.0518,0.00109,0.00156,0.293,0.232,74.91,174892.0,4,2 +Hiss Golden Messenger,I‚Äôm a Raven (Shake Children),28.0,0.502,0.504,1.0,-7.497,1,0.0275,0.102,,0.282,0.866,170.438,170773.0,4,2 +Tesher,Jalebi Baby,78.0,0.68,0.895,2.0,-7.144,1,0.0378,0.0156,0.000374,0.145,0.824,93.037,3.15625,4,9 +Santana,Smooth (feat. Rob Thomas),69.0,0.609,0.923,9.0,-3.908,1,0.0338,0.16,4.73e-06,0.295,0.961,115.996,294987.0,4,9 +Woman (feat. Lady Lamb),"The Ballroom Thieves, Lady Lamb",44.0,0.402,0.443,9.0,-7.389,1,0.0269,0.409,0.051,0.116,0.163,82.944,3.76515,3,0 +Tom Petty and the Heartbreakers,Mary Jane's Last Dance,73.0,0.464,0.655,7.0,-9.058,0,0.0608,0.0272,1.34e-06,0.328,0.531,169.515,273600.0,4,10 +Ishay Levi,◊ú◊ô◊°◊î ◊ú◊ô◊°◊î,26.0,0.678,0.573,,-9.115,0,0.0288,0.348,,0.111,0.757,100.497,242800.0,4,9 +Harmonize,Jeshi,37.0,0.777,0.793,7.0,-6.183,0,0.148,0.539,7.57e-06,0.172,0.899,96.92,197938.0,4,9 +Krosis,Duplicity,36.0,0.553,0.924,11.0,-6.142,0,0.0649,0.000501,0.85,0.177,0.119,105.061,310857.0,4,8 +Raagleela,Jaanu Na,12.0,0.344,0.861,11.0,-6.586,0,0.0874,0.246,0.000209,0.0917,0.0559,150.026,4.61315,4,0 +Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,10 +NOVACUB,Change Your Mind,37.0,0.372,0.94,4.0,-3.586,0,0.14,0.00178,9.87e-05,0.154,0.49,163.099,201543.0,4,10 +Sanjeev T,Electric Pranaam,17.0,0.472,0.445,2.0,-8.208,1,0.039,0.929,0.893,0.093,0.0822,130.45,316006.0,4,6 +Yuval Dayan,◊ú◊ô◊ë◊ô ◊¢◊®,37.0,0.594,0.817,11.0,-5.202,0,0.0543,0.056,,0.158,0.461,112.068,215933.0,4,9 +Emmet Cohen,Dardanella,2.0,0.405,0.354,7.0,-14.391,1,0.0354,0.828,0.816,0.104,0.256,142.061,5.4116,4,7 +Sipper,Cure,22.0,0.615,0.527,3.0,-8.182,1,0.0308,0.16,0.921,0.142,0.503,144.937,159125.0,4,6 +Bob Luman,Lonely Women Make Good Lovers,41.0,0.652,0.484,8.0,-10.389,1,0.0309,0.712,0.124,0.272,0.636,121.604,3.232666667,4,4 +Tobe Nwigwe,FYE FYE,51.0,0.81,0.75,7.0,-8.225,1,0.363,0.0298,,0.103,0.348,130.096,232615.0,4,5 +F√∂llakzoid,Rivers,33.0,0.531,0.656,9.0,-10.551,0,0.0317,0.718,0.47,0.0814,0.613,112.962,451326.0,4,10 +◊ê◊ï◊©◊® ◊ë◊ô◊ò◊ï◊ü,◊©◊ú◊ï◊ù ◊ê◊ï ◊û◊ú◊ó◊û◊î,41.0,0.66,0.429,4.0,-8.237,0,0.046,0.496,,0.0622,0.354,130.155,190154.0,4,9 +Dennis Lloyd,Nevermind,40.0,0.601,0.69,5.0,-8.339,0,0.201,0.162,1.29e-05,0.409,0.0795,99.984,156600.0,4,9 +L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,10 +The Steel Woods,Out of the Blue,37.0,0.559,0.486,7.0,-5.866,1,0.0367,0.0258,8.76e-05,0.261,0.367,137.928,264566.0,3,10 +The Kills,I Put A Spell On You - Remastered 2020,33.0,0.729,0.617,3.0,-9.044,0,0.0483,0.125,0.00138,0.115,0.693,108.387,136760.0,1,10 +Sixx:A.M.,Life Is Beautiful 2017,49.0,0.377,0.45,5.0,-10.028,1,0.0446,0.00839,0.000221,0.0905,0.107,157.719,270002.0,4,10 +Amon Amarth,Aerials,48.0,0.48,0.929,,-5.594,1,0.0561,0.000673,0.000412,0.0715,0.351,163.01,219853.0,4,8 +DYSTINCT,Habiba (feat. Tawsen),61.0,0.76,0.534,4.0,-5.032,0,0.0539,0.459,,0.524,0.544,100.021,194400.0,4,9 +Bruce Springsteen,Glory Days,70.0,0.574,0.96,9.0,-4.906,1,0.032,0.0457,,0.121,0.978,117.486,4.24555,4,10 +Zehava Ben,◊ô◊ú◊ì ◊©◊ú◊ô,41.0,0.582,0.365,2.0,-8.033,0,0.0417,0.639,,0.103,0.304,143.472,192000.0,4,9 +Death Angel,A Room With A View,38.0,0.309,0.499,7.0,-10.478,1,0.0303,0.0603,0.00699,0.148,0.212,168.926,281573.0,4,8 +Toots & The Maytals,Pressure Drop,49.0,0.653,0.459,8.0,-12.18,1,0.0369,0.603,,0.0536,0.986,146.296,176693.0,4,10 +Dylan Cartlidge,Anything Could Happen,51.0,0.682,0.655,11.0,-5.074,1,0.0539,0.0126,,0.0514,0.45,107.064,175038.0,4,9 +Julia Stone,Fire In Me,46.0,0.622,0.516,9.0,-6.904,0,0.0317,0.017,0.0266,0.175,0.443,114.06,154665.0,4,6 +Sam Sparro,Black & Gold,56.0,0.383,0.703,4.0,-5.65,0,0.0763,0.00116,2.39e-05,0.112,0.42,135.968,212360.0,1,1 +Syd,Missing Out,54.0,0.705,0.528,11.0,-5.582,1,0.0416,0.00761,0.00412,0.129,0.272,119.816,239744.0,4,9 +Nick Leng,Lonely Shade of Blue,51.0,0.672,0.129,4.0,-12.984,1,0.0336,0.888,6.03e-05,0.0891,0.17,114.935,262600.0,4,6 +Kim Lenz & Her Jaguars,Devil On My Shoulder,29.0,0.612,0.913,11.0,-4.636,0,0.0723,0.327,,0.187,0.856,93.929,157427.0,4,10 +Thieves Like Us,Drugs in My Body - Designer Drugs Remix,19.0,0.751,0.624,7.0,-3.366,1,0.0519,0.000117,0.0566,0.305,0.71,125.854,279360.0,4,6 +Primus,Jerry Was A Race Car Driver,63.0,0.508,0.887,1.0,-12.377,0,0.0661,0.0099,0.392,0.345,0.724,122.655,190840.0,4,10 +Carly Pearce,Next Girl,72.0,0.583,0.867,11.0,-4.17,1,0.0637,0.143,,0.0863,0.962,160.096,2.744633333,4,4 +Theory of a Deadman,Hallelujah,60.0,0.285,0.297,9.0,-9.259,0,0.0339,0.743,,0.138,0.156,103.653,283529.0,3,10 +FM Skyline,mirror gallery (Windows 96 Remix),38.0,0.564,0.708,10.0,-10.496,1,0.059,0.0486,0.895,0.367,0.398,80.04,163019.0,4,6 +Townes Van Zandt,Waitin' Around To Die,52.0,0.551,0.233,6.0,-18.251,0,0.0312,0.71,0.000949,0.11,0.659,89.574,165187.0,4,1 +Danheim,Ymir,52.0,0.506,0.251,10.0,-20.968,0,0.0429,0.706,0.272,0.166,0.0752,109.967,257580.0,4,8 +Lovehatehero,Goodbye My Love,44.0,0.451,0.99,2.0,-3.059,0,0.0874,1.36e-05,0.432,0.546,0.191,110.067,213413.0,4,10 +Dylan Cartlidge,Anything Could Happen,51.0,0.682,0.655,11.0,-5.074,1,0.0539,0.0126,,0.0514,0.45,107.064,175038.0,4,6 +Artillery,In Thrash We Trust,33.0,0.505,0.971,2.0,-5.516,1,0.0636,1.23e-06,0.539,0.0636,0.209,102.015,249347.0,4,8 +The Rolling Stones,Wild Horses,71.0,0.432,0.389,7.0,-6.517,1,0.0255,0.687,0.0107,0.0788,0.158,139.506,341773.0,4,10 +sendflowrs,stormcloak,24.0,0.725,0.576,2.0,-2.236,1,0.0431,0.638,,0.39,0.419,130.072,134797.0,4,10 +The Cult,Sun King,43.0,0.479,0.888,7.0,-9.278,1,0.0621,0.00181,0.00431,0.14,0.303,129.091,369200.0,4,10 +Arik Einstein,◊¢◊ô◊™◊ï◊†◊ê◊ô ◊ß◊ò◊ü,22.0,0.601,0.475,7.0,-16.199,1,0.0409,0.49,7.39e-05,0.0918,0.383,148.965,294133.0,4,10 +The Trashmen,Surfin' Bird,52.0,0.587,0.968,11.0,-9.393,1,0.0527,0.000869,0.000606,0.329,0.845,99.231,143293.0,4,6 +Supertramp,Breakfast In America - Remastered,71.0,0.532,0.663,,-5.886,0,0.0292,0.425,1.07e-06,0.0734,0.756,75.14,159347.0,4,10 +Airways,Reckless Tongue,52.0,0.532,0.892,11.0,-4.698,0,0.0711,0.00261,0.000564,0.228,0.808,85.99,178795.0,4,10 +ShaqIsDope,Cali Love,46.0,0.807,0.719,1.0,-6.84,1,0.099,0.576,1.06e-06,0.118,0.665,109.99,192000.0,4,5 +One Morning Left,Downfall,,0.402,0.927,3.0,-5.416,0,0.0936,6.37e-05,0.000219,0.107,0.375,200.042,219895.0,4,10 +BarbWalters,Oh!,10.0,0.755,0.945,6.0,-4.422,1,0.181,0.000179,0.942,0.26,0.78,125.018,207360.0,4,6 +Shalom Hanoch,◊û◊ó◊õ◊ô◊ù ◊ú◊û◊©◊ô◊ó,38.0,0.596,0.873,7.0,-7.263,1,0.157,0.0656,3.73e-05,0.0892,0.801,95.32,343920.0,4,10 +Babyshambles,Killamangiro,42.0,0.21,0.898,7.0,-4.238,1,0.109,0.0354,0.00224,0.222,0.421,217.416,193027.0,4,1 +Kahlil Blu,"FREESMOKE, Pt. 2",26.0,0.815,0.705,5.0,-7.913,0,0.289,0.569,,0.347,0.964,144.064,136787.0,4,5 +BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,1 +Jagwar Twin,Down to You,48.0,0.755,0.699,11.0,-5.929,1,0.065,0.00864,0.000139,0.0803,0.611,99.937,232074.0,4,1 +Noa Kirel,◊ê◊ù ◊ê◊™◊î ◊í◊ë◊®,48.0,0.767,0.71,8.0,-5.154,0,0.0694,0.218,9.54e-05,0.193,0.691,140.066,195429.0,4,9 +The Smashing Pumpkins,Rocket - Remastered,44.0,0.202,0.665,,-9.097,1,0.0342,2.8e-06,0.928,0.0723,0.36,88.925,246413.0,4,6 +Robben Ford & The Blue Line,Chevrolet,25.0,0.491,0.891,,-7.509,1,0.0409,0.00656,0.15,0.0324,0.744,91.774,257960.0,4,2 +Audioslave,Show Me How to Live,71.0,0.433,0.854,9.0,-3.868,1,0.0483,0.000336,0.000177,0.162,0.368,89.4,277840.0,4,10 +St. Paul & The Broken Bones,All I Ever Wonder,45.0,0.563,0.603,7.0,-8.06,0,0.0299,0.0208,4.38e-05,0.169,0.365,94.582,209440.0,4,9 +Sofia Kourtesis,By Your Side,58.0,0.887,0.823,5.0,-7.57,0,0.0462,0.0237,0.731,0.593,0.641,121.993,367363.0,4,1 +The Lachy Doley Group,Get It While You Can (feat. Zkye Blue),28.0,0.502,0.383,,-7.441,1,0.0334,0.573,4.95e-05,0.472,0.254,104.78,269050.0,3,2 +Lyres,Trying Just to Please You,1.0,0.543,0.938,9.0,-5.821,1,0.0842,0.00103,2.7e-06,0.0903,0.703,110.079,275960.0,4,2 +neko,Wish,54.0,0.271,0.31,,-7.967,1,0.0309,0.725,1.99e-06,0.119,0.16,169.614,214733.0,3,9 +Country Westerns,Undeletable,24.0,0.621,0.557,5.0,-11.106,1,0.0379,0.105,9.93e-06,0.274,0.959,139.963,219587.0,4,10 +Mc Zaac,Desce Pro Play (PA PA PA),71.0,0.935,0.71,11.0,-5.085,0,0.158,0.0769,1.92e-06,0.173,0.635,100.009,168507.0,4,9 +Jesse Redwing,Rubberband,28.0,0.619,0.847,11.0,-7.957,0,0.0776,0.00137,0.00464,0.234,0.638,124.965,218017.0,4,2 +Ginger Root,Two Step,29.0,0.625,0.838,7.0,-5.827,0,0.0335,0.624,0.278,0.117,0.263,115.952,174875.0,4,6 +Courtney Pine,How Many More,42.0,0.403,0.307,5.0,-13.426,1,0.0357,0.799,0.124,0.143,0.371,119.845,6.4575,4,7 +DJ Khaled,THANKFUL (feat. Lil Wayne & Jeremih),70.0,0.352,0.758,9.0,-2.491,0,0.0434,0.536,,0.161,0.653,84.281,338637.0,4,5 +Red Hot Chili Peppers,Look Around,59.0,0.56,0.953,7.0,-2.372,0,0.0851,0.005,1.6e-05,0.226,0.519,111.911,208000.0,4,10 +Manna Dey,Kya Hawa Chali Baba Ritu Badli,1.0,0.558,0.447,8.0,-14.651,0,0.496,0.982,0.302,0.214,0.897,87.093,3.424,3,3 +Kodak Black,Rip Stick (feat. Pooh Shiesty & Sykobob),66.0,0.834,0.759,8.0,-6.191,1,0.157,0.178,,0.0971,0.559,112.025,197143.0,4,5 +Jet,Cold Hard Bitch,62.0,0.458,0.895,2.0,-3.972,1,0.0681,0.000219,0.000394,0.106,0.357,130.327,243200.0,4,10 +"Elton John, Kiki Dee","Don't Go Breaking My Heart - Live at Live Aid, Wembley Stadium, 13th July 1985",29.0,0.483,0.995,5.0,-5.176,1,0.0426,0.0235,0.000175,0.954,0.446,139.123,4.186083333,4,9 +Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,10 +Budman.,Starbucks,38.0,0.533,0.653,4.0,-7.558,0,0.162,0.0463,9.32e-05,0.327,0.39,65.872,245447.0,4,9 +TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,10 +Jeff Beck,Freeway Jam,41.0,0.409,0.849,7.0,-7.711,1,0.0531,0.102,0.889,0.141,0.904,137.018,298667.0,4,2 +Kaiser Chiefs,Ruby,62.0,0.443,0.934,5.0,-3.398,0,0.0501,0.00604,6.66e-06,0.0779,0.401,93.43,202800.0,4,1 +Hadag Nahash,◊®◊¶◊ô◊™◊ô ◊©◊™◊ì◊¢,22.0,0.515,0.827,8.0,-3.878,1,0.0888,0.0315,0.000252,0.0936,0.44,92.336,346920.0,4,5 +Oasis,Morning Glory,52.0,0.327,0.982,,-3.038,1,0.0937,0.0665,4.79e-05,0.491,0.1,136.96,303320.0,4,10 +Little Richard,"Good Golly, Miss Molly",48.0,0.57,0.863,7.0,-10.82,1,0.0526,0.581,0.00412,0.313,0.909,163.837,2.144,4,10 +Billie Eilish,Your Power,93.0,0.634,0.285,9.0,-14.007,0,0.0807,0.937,0.000359,0.232,0.203,129.65,245897.0,4,9 +Shawn Mullins,Lullaby,52.0,0.626,0.731,7.0,-8.0,1,0.0455,0.0211,0.00231,0.249,0.545,79.971,329867.0,4,10 +The Yardbirds,Shapes Of Things,44.0,0.432,0.823,,-9.216,1,0.116,0.249,0.00572,0.0953,0.381,132.21,145960.0,4,10 +Psychedelic Porn Crumpets,Hymn for a Droid,49.0,0.396,0.905,5.0,-4.612,0,0.0604,2.92e-05,0.365,0.318,0.254,140.052,207453.0,4,6 +j ember,Sleep Well,37.0,0.586,0.718,7.0,-7.834,1,0.0281,0.128,0.0273,0.197,0.763,90.972,248675.0,4,6 +Coldplay,The Scientist,83.0,0.557,0.442,5.0,-7.224,1,0.0243,0.731,1.46e-05,0.11,0.213,146.277,309600.0,4,10 +"Mindy Smith, Matthew Perryman Jones",Who Saved Who,36.0,0.628,0.432,,-10.047,1,0.0303,0.126,8.47e-06,0.0592,0.171,119.953,4.09735,4,0 +Kenny Loggins,This Is It,60.0,0.641,0.497,7.0,-12.228,0,0.029,0.254,2.15e-06,0.158,0.743,102.274,236733.0,4,10 +Mdou Moctar,Afrique Victime - Edit,36.0,0.288,0.887,5.0,-6.447,1,0.0985,0.0299,0.0656,0.873,0.688,108.083,246632.0,4,10 +Incubus,Anna Molly,59.0,0.451,0.973,8.0,-2.611,1,0.0514,0.00428,7.36e-06,0.0924,0.628,151.885,225880.0,4,10 +Slipknot,Wait and Bleed,70.0,0.382,0.996,7.0,-4.119,1,0.104,0.00208,,0.417,0.327,93.345,147840.0,4,8 +Doc Watson,Deep River Blues,52.0,0.516,0.157,5.0,-19.213,1,0.0354,0.876,1.42e-05,0.142,0.783,93.719,192000.0,4,2 +Smackbound,Drive It Like You Stole It,41.0,0.564,0.949,2.0,-5.184,1,0.0506,0.000543,0.000174,0.17,0.258,105.017,216213.0,4,8 +"Asha Bhosle, Shailendra Singh","Jaane Do Naa - From ""Saagar""",39.0,0.566,0.447,3.0,-11.403,1,0.0349,0.769,6.19e-05,0.208,0.553,108.268,5.055783333,4,3 +Sarah Johnsone,Tonight,26.0,0.555,0.185,,-10.879,1,0.0333,0.932,0.000554,0.106,0.19,116.347,209000.0,4,6 +"merci, mercy",Fucked Myself Up,48.0,0.754,0.732,6.0,-5.42,1,0.0392,0.00475,6.42e-05,0.102,0.866,147.969,211893.0,4,6 +–£–≤—É–ª–∞,–ü—É–ª—å—Å,42.0,0.314,0.724,9.0,-3.169,0,0.0334,0.0225,0.87,0.108,0.449,149.681,171038.0,4,6 +King Gizzard & The Lizard Wizard,Honey,52.0,0.575,0.558,11.0,-10.254,1,0.0321,0.0518,0.276,0.118,0.826,155.894,273854.0,1,1 +Tomer Yeshayahu,◊§◊ó◊ï◊™ ◊¢◊¶◊ï◊ë ◊ë◊©◊û◊©,31.0,0.216,0.385,10.0,-10.383,0,0.0316,0.214,,0.164,0.562,186.91,269625.0,3,9 +No Love For The Middle Child,February,46.0,0.559,0.848,5.0,-4.957,0,0.0388,0.0174,3.86e-06,0.399,0.349,97.948,159167.0,4,10 +Crook Brown,Inspired By True Events,39.0,0.435,0.783,10.0,-5.517,0,0.301,0.00951,6.33e-05,0.0999,0.316,166.054,163077.0,4,5 +Hank Mobley,Dig Dis - Remastered 1999/Rudy Van Gelder Edition,49.0,0.599,0.444,5.0,-8.648,0,0.044,0.82,0.000474,0.122,0.508,142.81,369387.0,4,2 +The Bravery,An Honest Mistake,57.0,0.46,0.889,2.0,-4.281,0,0.0294,3.21e-06,0.645,0.121,0.639,140.038,219707.0,4,10 +VOLA,Head Mounted Sideways,47.0,0.49,0.872,7.0,-7.247,1,0.0424,0.000247,0.0859,0.0622,0.173,126.725,334400.0,4,8 +EL VY,"Return to the Moon (Political Song for Didi Bloome to Sing, with Crescendo)",45.0,0.698,0.901,2.0,-6.664,1,0.0392,0.00954,0.415,0.11,0.834,124.973,253053.0,4,6 +Erica Banks,Toot That (feat. Beatking),61.0,0.95,0.592,6.0,-4.758,0,0.231,0.00266,,0.116,0.858,142.005,157397.0,4,5 +Estelle,American Boy,79.0,0.727,0.729,,-2.99,1,0.326,0.171,,0.07,0.512,117.932,284733.0,4,5 +Mohammed Rafi,"Main Bambai Ka Babu, Pt. 1",3.0,0.488,0.813,1.0,-5.946,1,0.0809,0.446,9.2e-05,0.289,0.903,104.087,4.238216667,4,3 +"Muhafiz, Sarthak Kalyani, Siddharth Chopra",Jaana Kaha Hai,26.0,0.454,0.381,,-13.133,0,0.0499,0.302,7.96e-05,0.289,0.315,75.058,4.533333333,4,0 +Matty,Mickeymouse,31.0,0.433,0.343,6.0,-10.915,1,0.0261,0.643,0.609,0.11,0.106,74.474,272025.0,4,6 +Paradise Lost,Say Just Words,45.0,0.508,0.924,8.0,-5.016,1,0.0427,0.00165,0.0153,0.264,0.18,135.129,242733.0,4,8 +Bruce Springsteen,Dancing In the Dark,77.0,0.527,0.942,1.0,-5.64,0,0.0366,0.0115,,0.188,0.495,148.723,4.02178333,4,10 +The Tammys,Egyptian Shumba,34.0,0.338,0.794,,-7.015,0,0.0432,0.0181,0.482,0.192,0.879,168.48,137145.0,4,6 +Holy Wars,TV DINNER,35.0,0.452,0.885,4.0,-3.409,1,0.0653,0.00301,2.97e-05,0.42,0.464,80.036,155360.0,4,10 +Nicholas,Day One,50.0,0.762,0.748,2.0,-4.95,0,0.0507,0.323,1.88e-06,0.294,0.275,90.024,160000.0,4,5 +A Perfect Circle,3 Libras,63.0,0.518,0.744,9.0,-8.248,1,0.0374,0.00383,0.007,0.078,0.211,144.019,219640.0,3,10 +Desaster,Endless Awakening,23.0,0.258,0.892,7.0,-7.835,1,0.244,5.62e-05,0.753,0.117,0.0711,108.028,426500.0,4,8 +Kendrick Lamar,Money Trees,71.0,0.716,0.531,7.0,-7.355,1,0.122,0.0703,,0.224,0.344,71.994,386907.0,4,9 +The Hives,Hate To Say I Told You So,68.0,0.459,0.931,5.0,-5.024,1,0.0612,0.00126,0.00881,0.412,0.419,135.826,200693.0,4,6 +Casper The Ghost,Know You Too Well,,0.644,0.652,4.0,-8.265,1,0.0355,0.0945,,0.603,0.64,135.037,210160.0,4,10 +Eddy Raven,I Got Mexico,44.0,0.82,0.529,6.0,-10.08,0,0.0385,0.366,,0.09,0.853,112.114,2.441116667,4,4 +Red Fang,Arrows,46.0,0.187,0.913,7.0,-8.185,1,0.0558,0.224,0.843,0.102,0.344,156.715,232980.0,4,8 +Tim McGraw,Live Like You Were Dying,67.0,0.416,0.546,7.0,-7.728,1,0.0297,0.492,,0.0845,0.418,159.929,5.00555,4,4 +Hadag Nahash,◊û◊î ◊†◊¢◊©◊î?,31.0,0.493,0.527,8.0,-10.798,1,0.153,0.258,7.01e-05,0.577,0.188,80.024,665080.0,4,5 +Idan Amedi,◊û◊§◊î ◊ú◊©◊ù,39.0,0.501,0.82,4.0,-4.545,0,0.0764,0.078,,0.25,0.703,92.089,241472.0,4,9 +Keith Whitley,I'm No Stranger to the Rain,46.0,0.671,0.44,4.0,-11.15,1,0.0235,0.401,0.131,0.111,0.489,88.115,3.601116667,4,4 +Hanan Ben Ari,◊û◊û◊ö ◊¢◊ì ◊ê◊ú◊ô◊ô,42.0,0.691,0.381,,-7.103,0,0.0341,0.573,,0.21,0.479,78.02,186500.0,4,9 +Ed Sheeran,Hearts Don't Break Around Here,67.0,0.604,0.366,7.0,-7.881,1,0.0267,0.719,,0.162,0.181,105.177,4.14021667,3,0 +chloe moriondo,Dreams,57.0,0.812,0.472,,-9.649,1,0.0388,0.468,3.75e-05,0.103,0.603,119.97,215844.0,4,6 +Lauran Hibberd,Sweat Patch,32.0,0.745,0.471,4.0,-6.455,1,0.0399,0.0848,0.000158,0.153,0.846,85.507,195864.0,4,1 +The Doors,Riders on the Storm,73.0,0.55,0.722,11.0,-11.729,0,0.0283,0.25,0.0129,0.11,0.716,103.886,7.24533333,4,10 +Adelitas Way,Notorious,60.0,0.53,0.967,,-2.108,1,0.0657,0.000507,0.205,0.0786,0.642,99.962,170177.0,4,10 +Cast,Alright,48.0,0.398,0.866,1.0,-7.862,1,0.0438,0.0171,4.33e-06,0.0517,0.715,140.086,217293.0,4,6 +Jillian Rossi,Fever Dream,65.0,0.561,0.519,2.0,-8.467,1,0.0395,0.223,,0.156,0.2,119.882,171000.0,4,9 +Sacred Reich,The American Way,42.0,0.53,0.99,,-4.676,1,0.084,0.000968,0.0259,0.0626,0.582,148.524,221640.0,4,8 +Testament,Return to Serenity,53.0,0.294,0.613,1.0,-10.527,1,0.0384,0.235,0.000494,0.139,0.228,112.385,390800.0,3,8 +The M√∂nic,Just Mad,29.0,0.324,0.798,2.0,-8.417,1,0.031,0.0518,5.82e-06,0.256,0.534,168.132,172217.0,4,1 +The Amboy Dukes,Baby Please Don't Go,35.0,0.404,0.612,,-11.239,1,0.0449,0.00733,0.19,0.641,0.663,93.851,338720.0,4,2 +Marika Hackman,Realiti,32.0,0.401,0.295,5.0,-10.624,0,0.0305,0.873,0.00096,0.0978,0.166,99.622,186827.0,4,1 +Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,250000.0,4,10 +Brandon Jack & The Artifacts,four days,29.0,0.516,0.948,2.0,-3.994,1,0.0644,0.0279,0.0564,0.15,0.957,170.087,130329.0,4,10 +Eyal Golan,◊ò◊ô◊®◊ï◊£ ◊û◊™◊ï◊ß,33.0,0.758,0.636,2.0,-7.044,0,0.0839,0.576,,0.096,0.631,91.942,226957.0,4,9 +Horace Silver,Doodlin',37.0,0.662,0.491,6.0,-7.505,1,0.0637,0.759,0.091,0.101,0.627,122.324,405653.0,4,2 +Metal Church,Dead on the Vine,37.0,0.515,0.984,9.0,-3.175,0,0.161,1.84e-06,0.0118,0.103,0.246,133.625,237838.0,4,8 +Conway Twitty,I Can't Believe She Gives It All To Me - Single Version,37.0,0.471,0.195,2.0,-16.353,1,0.0277,0.56,0.000106,0.102,0.47,91.817,2.38955,4,4 +Concrete Castles,Half Awake,43.0,0.553,0.707,1.0,-6.087,0,0.0374,0.0242,,0.0735,0.325,140.098,222969.0,4,10 +Santana,Blues Magic,9.0,0.395,0.607,9.0,-9.105,0,0.0412,0.591,0.00351,0.222,0.331,83.6,265560.0,4,2 +NA CHUI,TILL THE END,42.0,0.622,0.768,5.0,-8.479,0,0.0439,0.000287,0.287,0.164,0.039,120.007,314000.0,4,8 +Freddie Gibbs,Gang Signs (feat. ScHoolboy Q),70.0,0.626,0.615,1.0,-6.142,1,0.346,0.265,,0.0812,0.611,52.145,166841.0,3,5 +Wild Wax Combo,Lip Lickin' Lou,33.0,0.501,0.926,4.0,-2.276,1,0.0696,0.605,0.000107,0.226,0.909,186.18,125840.0,4,10 +Sam Fischer,What Other People Say - Stripped Version,53.0,0.692,0.335,7.0,-8.179,1,0.0356,0.304,,0.342,0.25,126.912,208674.0,4,9 +Sarah Proctor,Lost,28.0,0.543,0.458,6.0,-6.641,0,0.0306,0.306,,0.105,0.241,126.804,214942.0,4,9 +ED.,Saude,16.0,0.745,0.851,6.0,-7.578,0,0.108,0.0267,1.98e-05,0.0866,0.463,118.986,217600.0,4,6 +Death From Above 1979,Romantic Rights,40.0,0.513,0.956,5.0,-5.407,0,0.159,0.00381,,0.391,0.458,150.181,195147.0,4,10 +Wanda Jackson,Let's Have A Party,52.0,0.522,0.901,4.0,-8.559,1,0.0479,0.535,9.3e-06,0.176,0.916,166.885,131200.0,4,10 +THE SCOTTS,THE SCOTTS,82.0,0.716,0.537,,-7.648,0,0.0514,0.233,,0.157,0.28,129.979,165978.0,4,5 +Cold Years,Night Like This,34.0,0.523,0.931,2.0,-3.855,1,0.0389,0.000681,,0.121,0.722,150.103,200002.0,4,10 +Pip Millett,Running (feat. Ghetts),54.0,0.718,0.67,1.0,-8.721,1,0.0494,0.535,0.264,0.675,0.509,139.938,242973.0,4,1 +The Bronx,Superbloom,44.0,0.468,0.971,4.0,-5.928,0,0.0762,5.71e-06,0.353,0.303,0.415,108.102,174428.0,4,6 +At the Purchaser's Option,Rhiannon Giddens,,0.886,0.26,1.0,-11.676,1,0.0574,0.793,0.000429,0.0901,0.516,138.052,4.276,4,0 +Three Days Grace,Animal I Have Become,66.0,0.553,0.853,8.0,-3.668,1,0.0339,0.000684,,0.126,0.506,122.023,231400.0,4,8 +serpentwithfeet,Heart Storm (with NAO),43.0,0.394,0.348,6.0,-11.233,1,0.0291,0.591,7.45e-05,0.16,0.15,81.008,193533.0,4,1 +gnash,forgive,47.0,0.663,0.387,2.0,-10.385,1,0.0629,0.482,1.7e-06,0.137,0.286,78.033,162747.0,4,9 +The Kid LAROI,WITHOUT YOU (with Miley Cyrus),86.0,0.655,0.469,,-6.257,1,0.0292,0.173,,0.0956,0.467,92.56,161385.0,4,5 +Noel Gallagher's High Flying Birds,It‚Äôs A Beautiful World - Radio Edit,20.0,0.493,0.948,5.0,-3.904,1,0.0518,0.123,0.646,0.261,0.545,133.047,226551.0,4,10 +Smith/Kotzen,Solar Fire,40.0,0.469,0.917,11.0,-4.5,1,0.1,0.000291,0.00416,0.153,0.539,123.97,269327.0,4,2 +DIIV,Taker,38.0,0.378,0.611,9.0,-6.396,1,0.0335,0.000928,0.863,0.11,0.159,139.9,268800.0,4,6 +Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,10 +The Five Hundred,The Rising Tide,29.0,0.467,0.993,4.0,-1.876,0,0.128,2.34e-06,0.000177,0.289,0.179,120.002,240250.0,4,8 +"Avanti Patel, Anshuman Sharma",Saiyaan Bina (feat. Anshuman Sharma),26.0,0.423,0.556,1.0,-8.29,0,0.0356,0.858,0.0451,0.105,0.201,143.977,4.472216667,4,0 +Eyal Golan,◊ô◊û◊ô◊ù ◊ô◊í◊ô◊ì◊ï,38.0,0.67,0.49,5.0,-4.718,0,0.0279,0.21,,0.347,0.248,120.079,236200.0,4,9 +The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,1 +PHOEBE ‚àÜX‚àÜ,Young Blood,33.0,0.736,0.442,5.0,-10.69,0,0.0353,0.444,0.146,0.146,0.321,114.022,230133.0,4,9 +Alanis Morissette,You Oughta Know - 2015 Remaster,68.0,0.665,0.834,4.0,-7.737,1,0.0576,0.21,,0.452,0.411,105.292,249493.0,4,10 +M√∂tley Cr√ºe,Home Sweet Home,69.0,0.403,0.777,5.0,-6.416,1,0.0354,0.0999,3.28e-06,0.124,0.149,76.329,240933.0,4,8 +That's Matt,This is Future Funk,30.0,0.71,0.68,1.0,-6.702,1,0.477,0.058,0.000706,0.282,0.64,114.968,213424.0,4,6 +Earth Caller,I Will Return,25.0,0.339,0.971,10.0,-8.067,0,0.123,0.000395,0.739,0.205,0.108,194.764,170769.0,4,8 +Between The Buried And Me,Mordecai,39.0,0.199,0.913,4.0,-5.772,1,0.0915,0.00023,0.153,0.232,0.266,148.641,347760.0,3,8 +"Lata Mangeshkar, Pankaj Udhas",Maahiya Teri Kasam,17.0,0.31,0.609,2.0,-9.241,1,0.0396,0.777,0.0221,0.459,0.495,78.874,8.238883333,4,3 +Art Pepper,Four Brothers,,0.503,0.521,8.0,-12.477,1,0.206,0.676,2.82e-06,0.186,0.811,79.046,3.016933333,3,7 +Brad Paisley,Then,63.0,0.493,0.643,,-5.19,1,0.0299,0.512,2.43e-05,0.209,0.3,144.704,5.360666667,4,4 +Cheap Trick,Surrender,70.0,0.524,0.955,,-7.081,1,0.0411,0.00717,8.77e-06,0.659,0.869,133.849,253733.0,4,10 +The Post War,Bend,36.0,0.384,0.907,8.0,-4.132,1,0.0845,0.00212,2.76e-05,0.103,0.318,111.31,282873.0,4,10 +Eyal Golan,◊õ◊©◊î◊ú◊ë ◊ë◊ï◊õ◊î,40.0,0.422,0.553,11.0,-6.724,0,0.0302,0.587,1.28e-05,0.896,0.248,134.022,385307.0,4,9 +my bloody valentine,in another way,45.0,0.416,0.821,1.0,-14.309,1,0.101,0.00395,0.947,0.455,0.168,118.303,330907.0,4,10 +Parquet Courts,Master Of My Craft,29.0,0.166,0.861,2.0,-6.761,1,0.0651,0.0267,0.842,0.605,0.523,187.544,190347.0,4,6 +All Them Witches,Elk.Blood.Heart,45.0,0.425,0.437,2.0,-8.133,0,0.0354,0.0732,0.00242,0.32,0.137,131.795,352074.0,3,8 +Gaye Adegbalola,She Just Wants To Dance,38.0,0.68,0.604,4.0,-9.241,1,0.115,0.386,,0.43,0.79,125.529,292000.0,4,2 +Willie Kent,Blue Guitar,30.0,0.425,0.203,9.0,-15.87,1,0.0407,0.673,0.849,0.317,0.457,179.267,330533.0,3,2 +Hundredth,Youth,43.0,0.442,0.978,8.0,-4.568,0,0.0846,2.93e-05,0.465,0.0763,0.356,89.986,210480.0,4,10 +Fragile Animals,Landing,26.0,0.522,0.874,4.0,-6.037,0,0.0312,0.000638,0.583,0.327,0.361,119.997,232333.0,4,10 +Thrice,Black Honey,60.0,0.442,0.892,9.0,-6.431,0,0.086,0.00267,7.92e-06,0.0758,0.237,151.914,239451.0,4,10 +Tokky Horror,Simulate Me,16.0,0.361,0.578,10.0,-17.363,0,0.0449,0.00175,0.854,0.115,0.668,180.028,209831.0,4,10 +"Richard Strauss, Artemis Quartet",String Sextet from Capriccio,26.0,0.0998,0.0534,5.0,-26.14,1,0.0468,0.954,0.853,0.247,0.039,82.047,9.619333333,3,7 +Ishmon Bracey,Brown Mama Blues,24.0,0.561,0.241,9.0,-15.723,1,0.0417,0.894,7.25e-05,0.104,0.674,113.32,187627.0,4,2 +Corrosion Of Conformity,Vote with a Bullet,49.0,0.493,0.938,11.0,-6.526,1,0.105,4.7e-05,0.0339,0.0851,0.567,136.521,205507.0,4,8 +PONY,Cry,21.0,0.724,0.728,4.0,-7.369,1,0.0295,0.0474,0.00687,0.0888,0.961,113.022,195138.0,4,10 +Mason Hill,Find My Way,32.0,0.419,0.775,1.0,-5.834,0,0.0399,4.74e-05,0.0268,0.168,0.503,176.005,244493.0,4,10 +Scotty McCreery,You Time,62.0,0.55,0.767,9.0,-6.281,1,0.0248,0.00141,3.07e-06,0.143,0.601,104.016,3.20045,3,4 +Cohen,Parash Boded,28.0,0.517,0.556,,-9.833,0,0.0709,0.454,,0.207,0.466,78.89,186901.0,4,5 +W.E.T.,Big Boys Don't Cry,38.0,0.568,0.928,5.0,-8.907,0,0.0705,0.00135,0.000801,0.387,0.499,115.032,184554.0,4,10 +Tom Walker,Just You and I,68.0,0.567,0.696,9.0,-5.416,1,0.301,0.456,,0.113,0.544,92.061,174983.0,4,9 +Britney Spears,My Baby,37.0,0.601,0.154,2.0,-15.975,1,0.0299,0.84,0.00102,0.101,0.159,99.973,3.312216667,4,9 +No Love For The Middle Child,Wake Up,33.0,0.651,0.684,9.0,-7.434,1,0.0509,0.0336,,0.169,0.493,119.99,160000.0,4,9 +Eyal Golan,◊î◊§◊ï◊ö ◊û◊î◊ô◊ß◊ï◊ù,34.0,0.754,0.723,1.0,-6.47,0,0.037,0.264,,0.22,0.695,102.99,211456.0,4,9 +Recoil,The Killing Ground,10.0,0.504,0.5,2.0,-11.329,1,0.0377,0.117,0.548,0.137,0.0753,92.042,595680.0,4,2 +Robert Finley,Sharecropper‚Äôs Son,43.0,0.535,0.665,9.0,-6.716,1,0.0424,0.343,0.00426,0.171,0.645,126.624,186960.0,4,2 +Creedence Clearwater Revival,Bad Moon Rising - Live At The Woodstock Music & Art Fair / 1969,39.0,0.318,0.866,2.0,-6.787,1,0.0441,0.0124,0.000852,0.686,0.916,192.538,133253.0,4,10 +Imagine Dragons,I Bet My Life,3.0,0.576,0.506,1.0,-9.114,1,0.28,0.0898,0.000222,0.155,0.576,116.951,190280.0,4,10 +Mystery Jets,Bubblegum,51.0,0.258,0.723,3.0,-6.049,1,0.058,0.0232,0.0453,0.485,0.344,81.132,264947.0,4,6 +Volbeat,Guitar Gangsters & Cadillac Blood,56.0,0.302,0.974,,-2.834,0,0.147,0.000275,0.000511,0.0838,0.332,76.867,188853.0,4,8 +Airbourne,Runnin' Wild,65.0,0.503,0.96,10.0,-2.672,1,0.0626,9.25e-05,0.578,0.274,0.489,162.022,218040.0,4,10 +Siriusmo,Nights Off,41.0,0.695,0.928,5.0,-5.33,0,0.0288,0.0591,0.732,0.115,0.639,120.998,247827.0,4,6 +Rainbow,Can't Happen Here,38.0,0.483,0.89,,-6.736,1,0.048,0.0517,0.000421,0.658,0.666,155.663,4.95445,4,10 +Yellow Ostrich,Julia,34.0,0.634,0.614,11.0,-11.002,0,0.0381,0.404,0.00864,0.12,0.421,146.108,208707.0,4,1 +Avalanche Effect,The Veil,38.0,0.426,0.932,1.0,-9.138,1,0.0591,0.000138,0.00331,0.059,0.602,170.048,267000.0,4,10 +salem ilese,(L)only Child,60.0,0.645,0.611,8.0,-5.925,0,0.137,0.29,2.05e-05,0.237,0.645,157.475,144468.0,3,9 +OCTAVIO the Dweeb,Someday I'll Be Happy,57.0,0.586,0.873,2.0,-2.442,1,0.119,0.0652,,0.143,0.458,145.992,165680.0,4,9 +Sarit Hadad,◊©◊™◊ô ◊ì◊ß◊ï◊™,25.0,0.5,0.58,5.0,-6.583,0,0.0342,0.553,,0.325,0.533,77.146,241558.0,4,9 +Positively 13 O'Clock,Psychotic Reaction,27.0,0.234,0.832,10.0,-6.622,1,0.0476,0.00275,0.166,0.321,0.831,159.043,121720.0,4,6 +Blaze Bayley,War Within Me,32.0,0.473,0.957,4.0,-4.336,0,0.0567,0.000526,0.0163,0.153,0.41,99.991,251576.0,4,8 +Rob Zombie,Dragula,74.0,0.591,0.963,,-6.489,0,0.0531,8.74e-05,0.000107,0.0781,0.609,125.03,222827.0,4,8 +Dead Pony,Sharp Tongues,37.0,0.508,0.89,1.0,-6.592,1,0.0687,3.43e-05,0.00133,0.319,0.661,160.084,163875.0,4,10 +Bombay Acoustic People,Black Hole Sun,13.0,0.585,0.183,5.0,-14.122,1,0.112,0.814,0.9,0.0935,0.213,167.168,275551.0,5,6 +Jack Harlow,Luv Is Dro (feat. Static Major & Bryson Tiller),62.0,0.727,0.513,6.0,-8.823,0,0.0524,0.0335,,0.302,0.568,76.211,177190.0,4,5 +Yehudit Ravitz,◊ë◊ê◊î ◊û◊ê◊î◊ë◊î,28.0,0.544,0.848,,-7.3,1,0.0682,0.0277,0.0028,0.113,0.562,136.182,271000.0,4,10 +Jack White,Love Interruption,52.0,0.582,0.365,9.0,-11.04,1,0.0388,0.648,1.03e-06,0.147,0.312,93.856,157973.0,4,10 +The Rolling Stones,I Got The Blues - 2009 Mix,47.0,0.442,0.382,7.0,-5.295,1,0.0317,0.467,0.0216,0.121,0.199,119.947,233693.0,3,10 +Device Operator,Balance,28.0,0.419,0.931,10.0,-6.326,0,0.123,0.077,0.235,0.304,0.198,100.016,185400.0,4,6 +Ratatat,Wildcat,55.0,0.703,0.718,1.0,-7.522,1,0.0671,0.0479,0.426,0.0415,0.785,115.993,260173.0,4,6 +Michael Kiwanuka,Cold Little Heart - Radio Edit,71.0,0.629,0.58,7.0,-6.208,0,0.0278,0.357,0.000353,0.436,0.655,110.264,210300.0,4,9 +Ozzy Osbourne,Dreamer,65.0,0.493,0.636,1.0,-7.408,1,0.0256,0.0629,2.49e-06,0.0921,0.279,79.419,284907.0,4,10 +Rival Sons,Shooting Stars,49.0,0.634,0.491,9.0,-3.967,1,0.0252,0.659,,0.369,0.245,91.932,263089.0,4,10 +Celtic Frost,Into the Crypts of Rays,40.0,0.146,0.962,11.0,-7.394,0,0.0763,1.84e-06,0.876,0.59,0.26,169.561,219173.0,4,8 +Foo Fighters,Saint Cecilia,57.0,0.235,0.869,4.0,-4.284,1,0.0609,0.000457,0.000987,0.459,0.513,146.654,221667.0,4,10 +The Rolling Stones,Casino Boogie,42.0,0.53,0.691,2.0,-5.409,1,0.0307,0.374,0.111,0.29,0.581,117.046,214467.0,4,2 +Waynewood,Picasso On The Concrete,33.0,0.492,0.729,4.0,-10.208,0,0.119,0.0693,0.000249,0.709,0.353,125.371,190080.0,4,8 +Akolo,Come on Jump Right In,25.0,0.636,0.941,,-6.399,1,0.0556,0.272,0.296,0.295,0.613,129.934,210462.0,4,2 +Willie Nelson,Bloody Mary Morning,44.0,0.601,0.766,7.0,-13.262,1,0.0466,0.586,0.000903,0.347,0.856,130.14,2.81555,4,4 +Everlast,The Culling,38.0,0.681,0.849,1.0,-5.952,1,0.382,0.0305,,0.301,0.541,79.004,194160.0,4,10 +Omer Moskovich,◊¢◊¶◊ï◊™,27.0,0.733,0.498,6.0,-9.266,0,0.0567,0.0368,0.0286,0.499,0.332,113.92,336614.0,4,10 +"Internet Money, Gunna, Don Toliver, Lil Uzi Vert","His & Hers (feat. Don Toliver, Lil Uzi Vert & Gunna)",84.0,0.792,0.707,7.0,-5.218,0,0.0623,0.116,,0.12,0.408,134.997,3.734033333,4,9 +The Killers,All These Things That I've Done,,0.546,0.754,6.0,-5.04,1,0.0415,0.00154,1.57e-05,0.136,0.187,118.266,303213.0,4,6 +Will Mays,"Yours, Truly",42.0,0.314,0.186,3.0,-16.676,1,0.0358,0.982,0.987,0.208,0.167,110.765,4.7658,4,7 +Dudu Aharon,◊ú◊¢◊ï◊£ ◊ê◊ô◊™◊ö,20.0,0.65,0.775,1.0,-4.295,1,0.0244,0.0958,,0.118,0.695,95.021,209107.0,4,9 +Bachelor,Sick of Spiraling,36.0,0.655,0.649,7.0,-7.805,1,0.0285,0.34,0.0721,0.143,0.718,137.937,267922.0,4,1 +Morbid Angel,Summoning Redemption,42.0,0.442,0.949,4.0,-8.588,0,0.0673,6.89e-05,0.103,0.862,0.0485,90.109,436693.0,4,8 +Second Coming,Vintage Eyes,33.0,0.593,0.747,11.0,-5.81,0,0.0275,0.011,,0.108,0.555,112.29,254627.0,4,10 +Pale Waves,She's My Religion,52.0,0.522,0.726,4.0,-4.115,1,0.0383,0.348,5.47e-06,0.148,0.331,161.867,189587.0,4,9 +Eddie Rabbitt,I Love a Rainy Night,62.0,0.685,0.718,,-7.724,1,0.0521,0.122,,0.0556,0.958,131.463,3.18445,4,4 +YONAKA,Seize the Power,63.0,0.633,0.788,5.0,-4.075,0,0.127,0.0111,1.6e-06,0.0582,0.412,134.13,161617.0,4,10 +JEONG SEWOON,In the Dark,42.0,0.789,0.611,1.0,-5.638,0,0.0396,0.106,,0.128,0.787,108.024,209867.0,4,10 +Lunatic Soul,The Passage,33.0,0.586,0.726,9.0,-11.142,1,0.0423,0.354,0.662,0.134,0.598,147.979,537777.0,3,8 +"Wolfgang Amadeus Mozart, Petersen Quartet","String Quartet No. 14 in G Major, K. 387 ""Spring"": IV. Molto allegro",21.0,0.41,0.0964,7.0,-20.089,1,0.0405,0.923,0.0887,0.33,0.371,149.492,4.286666667,4,7 +Siena Root,Final Stand,27.0,0.442,0.748,2.0,-10.139,1,0.0626,0.0429,0.00468,0.0967,0.229,135.422,369221.0,4,8 +Danzig,Mother,70.0,0.365,0.763,11.0,-9.45,0,0.0591,0.00726,0.000457,0.0865,0.342,148.366,204867.0,4,8 +U2,Where The Streets Have No Name - Remastered,67.0,0.49,0.724,2.0,-9.581,1,0.0366,0.00976,0.0046,0.159,0.292,125.812,337506.0,4,10 +Michl,Deserve You,47.0,0.582,0.415,1.0,-9.094,1,0.0325,0.636,4.75e-05,0.131,0.331,86.835,151724.0,4,6 +Midnight Train,David Rawlings,31.0,0.564,0.359,9.0,-11.059,1,0.0274,0.76,0.00274,0.0821,0.28,131.037,3.307333333,4,0 +Grandaddy,A.M. 180,51.0,0.296,0.432,5.0,-8.677,1,0.0316,0.00059,0.899,0.237,0.216,88.13,200667.0,4,6 +Ayreon,Comatose,42.0,0.326,0.442,9.0,-14.63,1,0.0815,0.245,0.539,0.111,0.209,98.975,266653.0,5,8 +Gleemer,Gauze,48.0,0.567,0.539,10.0,-8.745,1,0.0333,0.00458,0.406,0.109,0.372,81.989,297501.0,4,6 +Brainstorm,Escape the Silence,42.0,0.466,0.991,9.0,-2.0,1,0.0566,4.61e-06,0.00221,0.0755,0.421,156.024,263462.0,4,8 +LEX,Loyalty,39.0,0.713,0.683,5.0,-6.565,0,0.431,0.0188,,0.105,0.665,144.074,141560.0,4,9 +Jade Bird,Different Kinds of Light,27.0,0.378,0.317,,-12.699,1,0.0311,0.621,0.0024,0.386,0.154,113.105,185533.0,4,9 +ELIO,When U Saw Love (ft. Babygirl),43.0,0.617,0.71,,-10.114,1,0.0326,0.185,0.378,0.117,0.692,97.019,206857.0,4,1 +CABAL,Bitter Friend (feat. Matt Heafy),34.0,0.391,0.984,2.0,-5.468,1,0.116,0.000151,,0.123,0.384,159.954,171427.0,4,8 +Rebelution,Satisfied,61.0,0.758,0.697,1.0,-6.839,1,0.0664,0.0184,1.57e-06,0.068,0.776,146.91,196550.0,4,10 +WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,10 +Piers Faccini,Hope Dreams,35.0,0.322,0.21,7.0,-14.092,0,0.0299,0.803,0.0909,0.148,0.1,126.611,282533.0,4,1 +The National,Never Tear Us Apart,51.0,0.676,0.631,,-6.675,1,0.0332,0.0244,0.00201,0.0785,0.798,98.011,198653.0,3,6 +James Kokomo Arnold,Back Door Blues,32.0,0.797,0.208,1.0,-11.383,1,0.0672,0.985,0.232,0.0434,0.596,86.605,204320.0,4,2 +The Presolar Sands,Voodoo Ritual,24.0,0.144,0.772,9.0,-4.893,1,0.0421,3.53e-06,0.374,0.553,0.527,139.952,356493.0,4,10 +Saindhavi,Narayana Ninna Namada,15.0,0.49,0.63,6.0,-9.583,1,0.0404,0.755,0.00103,0.109,0.386,160.025,6.865116667,5,0 +LAP√™CHE,Finally Trying,35.0,0.4,0.984,2.0,-4.771,1,0.0973,8.8e-06,0.897,0.118,0.455,148.96,183042.0,4,10 +spookyghostboy,flashlight,42.0,0.56,0.493,5.0,-9.111,1,0.0297,0.674,0.306,0.19,0.423,158.056,185560.0,4,6 +Fleetwood Mac,Big Love,52.0,0.639,0.757,10.0,-12.351,0,0.0496,0.00559,0.0509,0.134,0.643,125.209,3.64733333,4,10 +Wire,Outdoor Miner - 2006 Remastered Version,46.0,0.568,0.636,4.0,-8.862,1,0.0297,0.431,3.02e-06,0.492,0.71,124.37,104507.0,4,1 +Digitalism,Idealistic,40.0,0.604,0.808,,-6.135,0,0.0438,0.0126,0.0813,0.484,0.369,128.958,250693.0,4,6 +Static-X,Bring You Down (Project Regeneration),49.0,0.64,0.947,10.0,-7.267,0,0.0951,0.000699,0.327,0.375,0.204,126.989,215280.0,4,8 +Sylvester Weaver,Guitar Rag,36.0,0.467,0.122,2.0,-22.241,1,0.0366,0.954,0.902,0.132,0.411,111.256,178333.0,4,2 +Sarit Hadad,◊ñ◊î ◊©◊©◊ï◊û◊® ◊¢◊ú◊ô◊ô,20.0,0.348,0.625,1.0,-6.068,1,0.0317,0.471,,0.138,0.186,171.758,218093.0,4,9 +The White Stripes,Blue Orchid,65.0,0.481,0.645,10.0,-8.535,0,0.318,0.0863,6.2e-06,0.332,0.612,151.307,157560.0,4,10 +MO3,Mob (feat. Foogiano),42.0,0.893,0.606,11.0,-4.797,0,0.379,0.0374,,0.0886,0.56,145.142,145657.0,4,5 +Jackson Dean,Don‚Äôt Come Lookin‚Äô,,0.529,0.858,9.0,-6.015,1,0.0536,0.0115,2.91e-05,0.345,0.676,156.129,187957.0,4,10 +Cisco Adler,Sunday Vibe,58.0,0.747,0.662,7.0,-7.008,1,0.198,0.583,,0.136,0.532,155.78,186760.0,4,10 +Barns Courtney,"""99"" - Acoustic",39.0,0.457,0.528,2.0,-6.944,1,0.0315,0.624,,0.273,0.223,90.079,208697.0,4,10 +Live,Lakini's Juice,52.0,0.375,0.68,1.0,-7.015,1,0.0441,4.07e-05,0.0908,0.0851,0.367,91.424,299267.0,4,10 +Nathan Goshen,◊©◊†◊ô ◊ô◊ú◊ì◊ô◊ù ◊ë◊¢◊ï◊ú◊ù,53.0,0.406,0.354,2.0,-9.343,0,0.0355,0.52,1.25e-05,0.116,0.479,119.706,186264.0,4,9 +Duffy Power,I Don't Care,28.0,0.576,0.57,7.0,-7.994,1,0.0671,0.665,0.000663,0.095,0.92,117.843,162360.0,3,2 +Tom Odell,money,59.0,0.807,0.788,9.0,-6.043,0,0.109,0.273,0.00104,0.225,0.602,83.016,176250.0,4,6 +Dudu Aharon,◊î◊©◊ô◊® ◊©◊ú◊ö,18.0,0.559,0.529,11.0,-5.665,0,0.0356,0.455,,0.14,0.231,96.522,243947.0,4,9 +alt-J,Every Other Freckle,55.0,0.527,0.704,9.0,-7.632,1,0.0821,0.626,0.0402,0.117,0.516,143.884,216004.0,4,1 +Warpaint,Lilys - HBO ‚ÄòMade For Love‚Äô Cut,54.0,0.52,0.77,1.0,-8.29,0,0.0305,0.012,0.704,0.102,0.459,88.501,219937.0,4,6 +Exhorder,Hallowed Sound,28.0,0.492,0.985,7.0,-4.858,1,0.0859,1.6e-05,0.00174,0.249,0.342,97.012,307653.0,4,8 +FishXGrits,The Sequel,26.0,0.77,0.506,10.0,-8.854,0,0.12,0.3,4.78e-06,0.125,0.507,124.042,124011.0,4,5 +Country Joe & The Fish,Flying High,36.0,0.591,0.416,7.0,-15.476,1,0.0459,0.43,,0.648,0.803,126.881,161000.0,4,2 +Denny Freeman,Gotta Serve Somebody,33.0,0.714,0.662,4.0,-7.976,0,0.0254,0.0682,0.929,0.331,0.769,103.133,288613.0,4,2 +Sam Cooke,Bring It On Home to Me,68.0,0.523,0.402,,-8.233,1,0.0305,0.778,,0.432,0.675,70.863,162533.0,4,10 +Doja Cat,Freak,75.0,0.688,0.716,7.0,-5.702,1,0.0385,0.0969,,0.0989,0.373,116.912,4.741333333,3,9 +Lamb of God,Laid to Rest,65.0,0.366,0.956,10.0,-3.725,0,0.108,0.000293,0.00447,0.449,0.159,104.016,230127.0,3,10 +John Ozbay,A Paragon,42.0,0.284,0.0791,8.0,-23.738,1,0.0315,0.967,0.904,0.143,0.036,79.932,371625.0,4,1 +Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,10 +Bones Owens,Keep It Close,49.0,0.451,0.817,11.0,-5.124,1,0.038,0.0144,3.49e-06,0.103,0.459,79.974,220791.0,4,10 +David Bowie,Cat People (Putting Out Fire) - 2018 Remaster,50.0,0.502,0.867,10.0,-5.631,1,0.0501,0.063,0.000395,0.0918,0.752,128.295,309960.0,4,10 +P.O.D.,Southtown,,0.197,0.875,5.0,-6.129,1,0.095,0.00267,0.456,0.2,0.258,158.705,248693.0,4,8 +Twenty One Pilots,Choker,79.0,0.7,0.664,7.0,-8.211,1,0.0394,0.306,1.89e-05,0.249,0.585,142.009,223066.0,4,10 +Sigur R√≥s,Flugufrelsarinn,40.0,0.187,0.6,11.0,-7.013,0,0.0348,0.0291,0.512,0.195,0.0792,124.77,467933.0,4,10 +Captain Beefheart & His Magic Band,Zig Zag Wanderer,46.0,0.428,0.843,9.0,-7.655,1,0.0747,0.058,0.0334,0.115,0.885,143.758,158800.0,4,1 +"Ali Farka Touré, Toumani Diabaté",Warbé,38.0,0.594,0.221,4.0,-19.161,1,0.0478,0.937,0.914,0.353,0.372,148.34,4.854883333,4,7 +Eric Clapton,"Layla - Acoustic; Live at MTV Unplugged, Bray Film Studios, Windsor, England, UK, 1/16/1992; 1999 Remaster",57.0,0.51,0.389,2.0,-14.317,0,0.0384,0.286,0.000398,0.644,0.621,94.04,260440.0,4,10 +Yung Heazy,Someday,26.0,0.518,0.568,9.0,-10.301,1,0.0575,0.00405,,0.212,0.405,159.832,230665.0,4,6 +James Bay,Stealing Cars,40.0,0.457,0.236,3.0,-10.948,0,0.0294,0.844,3.05e-06,0.0962,0.357,87.623,223320.0,4,9 +If Ever (with Jack Johnson & Ben Harper),"Paula Fuga, Jack Johnson, Ben Harper",46.0,0.8,0.484,1.0,-7.583,1,0.036,0.679,2.49e-05,0.115,0.619,104.978,3.584883333,4,0 +Every Time I Die,Map Change,50.0,0.232,0.966,9.0,-4.045,0,0.119,3.54e-05,0.0267,0.504,0.234,102.448,296934.0,4,8 +Welles,Lovesong - Recorded at Spotify Studios NYC,33.0,0.373,0.812,9.0,-5.719,0,0.0469,0.000286,2.96e-05,0.249,0.399,146.302,251804.0,4,10 +Sway,Little Derek,28.0,0.515,0.729,1.0,-5.44,0,0.313,0.332,,0.0822,0.675,89.949,316310.0,4,5 +Catching Flies,GLY,51.0,0.669,0.563,5.0,-10.437,0,0.0357,0.25,0.917,0.142,0.394,119.974,220623.0,4,1 +Von Pariahs,I Want Her,11.0,0.383,0.875,9.0,-4.421,1,0.0638,0.0025,2.14e-06,0.0995,0.615,178.037,227693.0,4,10 +Eels,Novocaine For The Soul,56.0,0.409,0.717,6.0,-7.75,1,0.0395,0.000578,0.0632,0.0827,0.311,169.212,188693.0,4,1 +Janiva Magness,Whoop And Holler,12.0,0.636,0.918,9.0,-6.294,1,0.0559,0.531,9.85e-06,0.328,0.46,96.991,156773.0,4,2 +Whitney,Strange Overtones,52.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,206995.0,4,1 +Waxahatchee,Fruits of My Labor,54.0,0.465,0.427,,-9.882,1,0.0276,0.793,0.00144,0.0909,0.214,146.09,305041.0,3,1 +Coi Leray,No More Parties,75.0,0.827,0.394,11.0,-10.073,1,0.559,0.253,,0.12,0.715,157.0,192880.0,4,5 +All Time Low,Once In A Lifetime,68.0,0.492,0.911,1.0,-3.891,0,0.113,0.015,,0.345,0.429,168.024,189543.0,4,10 +Accept,Koolaid,53.0,0.548,0.904,11.0,-5.197,1,0.03,0.000429,0.0842,0.37,0.342,129.016,299720.0,4,8 +Fruition,Fire,43.0,0.472,0.813,9.0,-5.919,0,0.0399,0.12,0.000109,0.382,0.684,134.922,216085.0,4,2 +Hatena,INTEREST,33.0,0.65,0.628,11.0,-7.749,1,0.347,0.00242,0.112,0.102,0.767,122.39,154715.0,4,6 +Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,1 +Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,6 +Steely Dan,Any Major Dude Will Tell You,57.0,0.684,0.416,2.0,-15.367,1,0.0447,0.647,,0.0822,0.549,80.204,187267.0,4,10 +Call Me Karizma,Float,56.0,0.822,0.522,4.0,-8.744,0,0.0965,0.491,,0.101,0.0672,111.098,169093.0,4,1 +Lifehouse,Broken,59.0,0.534,0.708,11.0,-5.732,1,0.0402,0.089,,0.192,0.488,130.639,286480.0,4,10 +Bette Smith,Dance Monkey,37.0,0.635,0.615,6.0,-5.826,0,0.0332,0.576,0.00167,0.224,0.429,97.978,213980.0,4,2 +INXS,Never Tear Us Apart,68.0,0.664,0.613,,-7.56,1,0.0273,0.00309,0.000128,0.175,0.193,96.6,184587.0,3,10 +Charlie Hunter,Two For Bleu,36.0,0.603,0.57,2.0,-12.545,1,0.0512,0.265,0.827,0.0813,0.483,116.322,339333.0,4,10 +Savages,Husbands,34.0,0.294,0.86,6.0,-4.657,0,0.0392,3.22e-05,0.00252,0.06,0.146,176.858,170133.0,4,6 +Derya Yƒ±ldƒ±rƒ±m & Grup ≈ûim≈üek,Dom Dom Kur≈üunu,28.0,0.552,0.8,2.0,-4.941,0,0.0309,0.35,,0.361,0.93,190.096,293347.0,4,10 +Little Boots,Meddle,26.0,0.641,0.88,2.0,-3.094,1,0.156,0.0219,3.97e-05,0.0802,0.636,168.99,195947.0,4,1 +The Raconteurs,Blank Generation - Studio Version - Recorded at Electric Lady Studios,50.0,0.391,0.791,11.0,-5.964,0,0.0552,0.0232,0.295,0.124,0.582,131.09,233597.0,4,10 +Sebastian Bach,By Your Side,42.0,0.477,0.605,1.0,-7.417,0,0.0319,0.0512,,0.0563,0.0779,143.099,327533.0,4,10 +Shadows Fall,Thoughts Without Words,38.0,0.42,0.959,1.0,-4.058,1,0.155,0.00209,0.000686,0.203,0.322,89.583,271547.0,4,8 +Maybird,Gonna Lose Your Mind,30.0,0.58,0.709,9.0,-6.312,1,0.0302,1.82e-05,0.78,0.178,0.728,120.002,216392.0,4,6 +Daughter,Youth,69.0,0.396,0.535,,-11.09,1,0.0411,0.889,0.00678,0.116,0.435,146.416,253013.0,4,6 +Testament,Electric Crown,50.0,0.357,0.905,1.0,-7.787,1,0.0523,0.00395,0.000417,0.375,0.546,81.294,330227.0,4,8 +Latter Days (feat. Anaïs Mitchell),"Big Red Machine, Anaïs Mitchell",54.0,0.706,0.329,,-10.07,1,0.0286,0.734,0.0115,0.102,0.232,130.03,3.64045,4,0 +Todd La Torre,Vanguards of the Dawn Wall,26.0,0.416,0.968,1.0,-6.483,1,0.118,2.68e-05,0.0118,0.402,0.434,180.084,219200.0,4,8 +morgxn,PUMP THE BREAK,50.0,0.797,0.542,1.0,-5.131,1,0.0345,0.039,,0.314,0.394,102.045,192773.0,4,10 +Paris Youth Foundation,The Back Seat,37.0,0.489,0.919,6.0,-4.934,0,0.0543,0.000372,5.15e-06,0.0653,0.415,176.942,252035.0,3,6 +JayWood,What You Do To Me,35.0,0.495,0.868,7.0,-5.122,1,0.0621,0.124,0.815,0.0916,0.668,81.024,254024.0,4,9 +The Disaster Area,Bruised & Broken,43.0,0.418,0.939,7.0,-7.128,1,0.0966,0.000129,1.2e-06,0.143,0.306,160.141,196597.0,4,8 +Patrick Belaga,The Tunnel Is A Tower,21.0,0.338,0.199,3.0,-22.094,0,0.037,0.714,0.903,0.1,0.0863,83.871,208386.0,3,6 +Mail the Horse,Magnolia,36.0,0.647,0.507,,-9.186,1,0.0292,0.112,0.0117,0.103,0.711,94.633,280917.0,4,2 +Steve Hill,Slowly Slipping Away,35.0,0.384,0.444,7.0,-9.02,1,0.0345,0.311,0.000449,0.127,0.663,177.42,206493.0,4,2 +Wind Rose,Drunken Dwarves,44.0,0.444,0.958,,-4.65,1,0.0509,1.68e-05,0.271,0.358,0.677,160.017,272767.0,4,8 +Knesiyat Hasechel,Hainu Ossim Ahava (We Would Do Love),33.0,0.407,0.63,,-5.678,1,0.0302,0.00198,,0.294,0.37,90.613,191360.0,4,10 +C. James,Streetlights,40.0,0.611,0.265,11.0,-10.801,1,0.0349,0.733,0.0207,0.107,0.447,137.996,168719.0,4,9 +Soulive,"Born Under A Bad Sign ft Warren Haynes, Nigel Hall & DJ Logic",15.0,0.298,0.736,6.0,-7.76,0,0.0485,0.0213,2.14e-05,0.971,0.622,114.193,420000.0,4,10 +Aviv Geffen,◊¢◊ï◊†◊ï◊™,41.0,0.318,0.848,10.0,-8.355,1,0.0325,0.00162,1.39e-06,0.124,0.888,193.39,235000.0,4,10 +Daniella Tourgeman,◊©◊ï◊ù ◊ì◊ë◊® ◊ú◊ê ◊¢◊ï◊ñ◊®,12.0,0.387,0.417,,-8.408,1,0.0286,0.571,0.000781,0.0771,0.316,140.636,202977.0,3,10 +Pearl Jam,Even Flow,75.0,0.394,0.944,10.0,-6.506,0,0.0761,0.00178,4.54e-06,0.298,0.265,105.338,292581.0,4,10 +Dominik Buchheim,Morgensonne,46.0,0.56,0.0792,2.0,-18.169,1,0.0609,0.992,0.924,0.141,0.272,125.561,3.05295,4,7 +Tim Garland,The Autumn Gate,45.0,0.261,0.185,9.0,-13.766,1,0.0353,0.867,0.725,0.0984,0.141,116.632,4.351116667,3,7 +The Beach Boys,Surfin' U.S.A. - Remastered 2001,73.0,0.55,0.854,3.0,-5.968,1,0.036,0.661,,0.112,0.965,159.231,2.48955,4,10 +Lielle,◊™◊®◊©◊ï◊ù,24.0,0.768,0.598,6.0,-9.952,1,0.185,0.326,2.9e-05,0.161,0.761,122.019,190940.0,4,5 +If I Told,Courtney Marie Andrews,50.0,0.283,0.221,10.0,-15.344,1,0.0423,0.841,0.000595,0.0975,0.299,80.413,4.966883333,4,0 +MAN WITH A MISSION,Perfect Clarity,49.0,0.448,0.695,,-7.263,1,0.0388,0.00747,,0.121,0.449,136.744,271167.0,4,10 +Arthur Moon,Status Monster,27.0,0.485,0.428,7.0,-9.483,1,0.055,0.214,0.0013,0.294,0.256,161.903,180396.0,3,10 +Coldplay,Princess of China,67.0,0.42,0.69,9.0,-6.221,0,0.0347,0.00385,0.015,0.287,0.237,85.014,239216.0,4,10 +Help Me Down,Wilderado,45.0,0.633,0.304,,-11.947,1,0.031,0.846,0.00403,0.112,0.355,119.837,3.673433333,4,0 +Volumes,Left For Dead,33.0,0.35,0.907,1.0,-4.882,1,0.105,3.08e-05,6.56e-05,0.0999,0.143,193.754,136907.0,4,8 +Dirty Honey,The Wire,46.0,0.389,0.894,8.0,-4.237,1,0.0873,0.000621,0.000223,0.429,0.691,184.101,185120.0,4,10 +Squid,The Cleaner,44.0,0.49,0.778,8.0,-6.575,1,0.083,0.0149,0.00265,0.104,0.552,136.549,453212.0,4,6 +Barnaby Keen,Trust Me,14.0,0.651,0.434,7.0,-9.028,1,0.0249,0.622,0.00203,0.101,0.628,85.972,221515.0,4,10 +Luna Li,Cherry Pit,46.0,0.71,0.649,9.0,-7.058,1,0.0367,0.218,0.000109,0.105,0.772,120.798,253067.0,4,6 +QUE.,OG Bobby Johnson,41.0,0.974,0.972,1.0,-3.879,1,0.212,0.0155,,0.371,0.513,110.97,196757.0,4,5 +Asha Bhosle,Ab Ke Baras Bhejo Bhaiya,4.0,0.349,0.298,1.0,-11.061,1,0.0409,0.974,6.78e-05,0.11,0.547,87.627,3.585783333,3,3 +Parkway Drive,Prey,63.0,0.27,0.964,6.0,-4.545,1,0.0866,3.28e-05,0.0247,0.525,0.325,99.731,255231.0,3,8 +J.D. Short,By The Spoonful,24.0,0.655,0.291,7.0,-10.863,1,0.0777,0.409,5.23e-06,0.103,0.674,114.993,229093.0,4,2 +Late Bloomer,Heaven,24.0,0.178,0.684,,-6.301,1,0.0415,5.82e-05,0.00151,0.172,0.283,201.324,201333.0,4,1 +Caamp,Officer of Love,65.0,0.662,0.574,4.0,-8.696,1,0.0261,0.298,0.00902,0.115,0.948,109.085,239805.0,4,1 +Itay Levi,◊õ◊ú ◊î◊¢◊ô◊® ◊ô◊ï◊ì◊¢◊™,33.0,0.503,0.576,2.0,-5.389,0,0.0359,0.581,,0.0731,0.36,156.204,212814.0,4,9 +Balto,Lost on the Young,34.0,0.267,0.738,9.0,-5.541,1,0.0464,0.0419,1.35e-06,0.0812,0.488,161.09,193067.0,4,10 +No Sinner,Leadfoot,35.0,0.345,0.852,11.0,-4.245,1,0.0499,0.00016,0.0165,0.157,0.396,137.089,245213.0,4,2 +Rival Sons,Do Your Worst,59.0,0.392,0.791,2.0,-2.785,1,0.0509,0.0113,1.43e-06,0.326,0.413,83.868,210493.0,4,10 +Dudu Aharon,◊®◊ß ◊ê◊î◊ë◊î ◊û◊ì◊ë◊®◊™,20.0,0.842,0.529,4.0,-7.275,0,0.0597,0.288,,0.106,0.645,126.034,209521.0,4,9 +The Cult,Sweet Soul Sister,47.0,0.442,0.866,5.0,-9.245,1,0.0614,0.124,0.0103,0.159,0.151,93.012,308267.0,4,10 +Absofacto,Dissolve,72.0,0.688,0.582,6.0,-10.668,0,0.0542,0.23,0.000157,0.0663,0.872,85.486,224661.0,4,10 +Handsome Ghost,Weeds,46.0,0.579,0.325,,-9.835,1,0.0284,0.721,2.24e-06,0.403,0.428,79.985,4.22783333,4,0 +Lowell Fulson,Reconsider Baby,46.0,0.636,0.668,,-6.857,1,0.0568,0.749,0.00121,0.0555,0.666,94.668,189133.0,4,2 +Kenny Wayne Shepherd,I Want You,34.0,0.43,0.814,3.0,-5.079,1,0.0511,0.00956,0.151,0.0962,0.711,130.973,387707.0,4,2 +Michael Bublé,Lost - Live from Madison Square Garden,35.0,0.442,0.342,11.0,-8.65,1,0.0356,0.672,,0.809,0.268,131.289,3.936666667,4,9 +Robert Gordon,Rock Billy Boogie,42.0,0.549,0.832,11.0,-10.938,0,0.0497,0.668,0.335,0.0708,0.792,193.911,153333.0,4,10 +Salt-N-Pepa,Shoop,68.0,0.939,0.675,,-7.232,1,0.211,0.0915,,0.0565,0.795,96.918,248573.0,4,5 +RARIA,Tried To Love You,35.0,0.71,0.483,5.0,-9.783,0,0.127,0.538,,0.0832,0.705,97.065,148074.0,4,9 +Carlos Cipa,"Fantasia on Bach (on Steinway Grand, 1975)",45.0,0.18,0.00554,9.0,-25.285,1,0.0458,0.892,0.82,0.123,0.0323,82.371,175507.0,5,6 +Jack Rabbit Slim,Rock-a-Cha,35.0,0.571,0.858,11.0,-6.882,0,0.0399,0.00541,3.71e-05,0.308,0.566,95.248,121253.0,4,10 +SAINt JHN,Pray 4 Me (feat. Kanye West),43.0,0.543,0.481,1.0,-7.127,0,0.276,0.608,,0.104,0.124,83.03,173453.0,4,5 +Ayron Jones,Supercharged,,0.566,0.963,1.0,-3.835,0,0.05,0.000618,6.77e-05,0.361,0.861,130.059,182065.0,4,8 +Overcoats,New Shoes,48.0,0.577,0.222,7.0,-10.568,1,0.0291,0.962,3.1e-05,0.359,0.166,136.048,198373.0,3,6 +Mercyful Fate,Curse of the Pharaohs,46.0,0.297,0.798,4.0,-9.999,1,0.0782,0.000113,0.0772,0.132,0.544,137.397,237107.0,4,8 +A Tribe Called Quest,Find a Way,63.0,0.773,0.581,8.0,-8.466,1,0.432,0.0352,,0.485,0.711,94.093,203067.0,4,5 +St. Vincent,Los Ageless,58.0,0.527,0.716,5.0,-6.029,0,0.0616,0.0698,8.71e-05,0.0737,0.331,99.426,281347.0,4,6 +Tyler Childers,House Fire (feat. The Travelin' McCourys),51.0,0.451,0.495,5.0,-9.996,1,0.0318,0.472,0.0247,0.255,0.741,121.624,214656.0,4,1 +The Struts,In Love With A Camera,49.0,0.557,0.886,,-3.092,1,0.0378,0.000125,0.000199,0.355,0.638,127.982,202401.0,4,10 +Tal Bachman,She's so High,72.0,0.537,0.84,9.0,-4.626,1,0.0363,0.2,2.15e-06,0.0998,0.211,124.269,224693.0,4,10 +Exanimate,Grey State,19.0,0.474,0.892,7.0,-6.242,1,0.0979,0.000143,1.25e-06,0.167,0.145,119.877,240500.0,4,8 +Metallica,Whiplash - Remastered,56.0,0.384,0.916,4.0,-6.468,0,0.0983,0.000611,0.422,0.14,0.192,158.042,248547.0,4,8 +Rod Stewart,It's All Over Now,27.0,0.345,0.861,7.0,-8.823,1,0.0471,0.425,0.00174,0.133,0.848,176.942,386227.0,4,2 +Victor Solf,Call Your Grandma,42.0,0.872,0.438,1.0,-10.59,1,0.0356,0.515,0.521,0.0722,0.961,116.985,161267.0,4,6 +Taylor Swift,You Need To Calm Down,80.0,0.771,0.671,2.0,-5.617,1,0.0553,0.00929,,0.0637,0.714,85.026,171360.0,4,9 +Rexxie,KPK (Ko Por Ke),57.0,0.818,0.836,8.0,-6.113,0,0.0391,0.0934,0.422,0.088,0.305,123.02,191723.0,4,9 +Noy Fadlon,◊°◊ï◊ï◊ì◊®,35.0,0.6,0.438,7.0,-7.162,1,0.0457,0.746,,0.147,0.22,127.788,199253.0,4,9 +Albert King,Born Under A Bad Sign - Mono Mix,59.0,0.711,0.483,11.0,-11.211,1,0.0298,0.434,0.012,0.0284,0.884,91.652,169998.0,4,2 +Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,1 +Snoop Dogg,Gin N Juice (feat. Dat Nigga Daz),74.0,0.549,0.853,7.0,-4.293,1,0.188,0.0285,0.000296,0.618,0.346,94.695,211493.0,4,5 +David Guetta,Pa' La Cultura,63.0,0.755,0.854,9.0,-4.288,0,0.0517,0.0249,1.58e-05,0.389,0.588,105.038,235603.0,4,9 +Foghat,Gotta Get to Know You,30.0,0.419,0.595,7.0,-14.512,1,0.0607,0.373,0.157,0.058,0.366,89.901,463973.0,4,2 +Latto,Step It Up,59.0,0.961,0.617,11.0,-5.76,1,0.344,0.26,,0.149,0.734,125.009,161280.0,4,5 +MOSES,You Need L,23.0,0.462,0.865,2.0,-3.71,1,0.0351,0.00239,0.000769,0.0951,0.283,99.984,210563.0,4,10 +Editors,Munich,62.0,0.173,0.872,7.0,-4.39,0,0.0533,0.00052,0.0353,0.324,0.39,149.361,226427.0,4,1 +Lush,Nothing Natural,40.0,0.447,0.796,11.0,-12.171,0,0.0333,0.00689,0.807,0.0626,0.913,105.984,354640.0,4,10 +Queen,It's A Hard Life - Remastered 2011,58.0,0.42,0.599,3.0,-6.188,1,0.0291,0.422,,0.159,0.299,82.336,4.11621667,4,10 +Earth Eater,Longclaw,28.0,0.466,0.965,1.0,-3.29,1,0.211,0.00112,0.0565,0.247,0.0591,99.971,320400.0,4,8 +Plustwo,Melody (1983 Club Vinyl Mix),60.0,0.91,0.736,5.0,-3.517,1,0.0495,0.266,0.0811,0.0759,0.938,121.985,236588.0,4,6 +Eden Alene,Feker Libi,46.0,0.737,0.907,8.0,-2.982,1,0.131,0.238,2.64e-05,0.0962,0.563,119.915,183747.0,4,9 +Zohar Argov,◊û◊î ◊ú◊ö ◊ô◊ú◊ì◊î,26.0,0.415,0.749,9.0,-7.589,0,0.0348,0.0196,0.078,0.0931,0.37,98.244,311440.0,3,9 +Megadeth,Dread and the Fugitive Mind,45.0,0.51,0.83,4.0,-4.586,0,0.0863,4.34e-05,0.21,0.0806,0.483,164.175,265133.0,4,8 +Artur Menezes,Fading Away,40.0,0.643,0.913,8.0,-4.538,1,0.0351,0.00651,0.0017,0.0427,0.449,112.988,224427.0,4,10 +Torchia,Sky,28.0,0.468,0.977,9.0,-4.839,0,0.109,2.6e-05,0.824,0.158,0.0898,124.917,287933.0,4,8 +Cee Cee James,So Grateful,35.0,0.434,0.109,1.0,-15.279,1,0.0355,0.983,0.000376,0.114,0.25,93.659,347533.0,4,2 +HAVAMAL,Hel,29.0,0.29,0.955,4.0,-5.943,0,0.322,0.000665,0.00104,0.131,0.112,170.149,351623.0,4,8 +Lamb of God,Ghost Walking,47.0,0.511,0.993,1.0,-3.341,1,0.131,0.000326,8.32e-06,0.288,0.322,129.986,270693.0,5,8 +Biosphere,Angel's Flight,45.0,0.548,0.282,1.0,-16.643,1,0.0362,0.946,0.946,0.112,0.311,141.959,352357.0,1,6 +Vague d' Azur,Farinole,33.0,0.726,0.548,9.0,-10.048,0,0.0366,0.159,0.126,0.612,0.579,113.986,197895.0,4,6 +Asquith,NFT - Bass Mix,19.0,0.45,0.992,10.0,-6.055,0,0.116,0.000253,0.916,0.475,0.848,147.941,294163.0,4,6 +Mor,◊ñ◊ô◊õ◊®◊ï◊ü ◊ô◊©◊ü,37.0,0.585,0.457,7.0,-7.809,0,0.0516,0.345,,0.321,0.132,143.793,232000.0,4,9 +T. Rex,Bang a Gong (Get It On) - 2003 Remaster,63.0,0.729,0.818,2.0,-9.992,1,0.0732,0.157,0.284,0.195,0.906,125.814,4.45,4,10 +Megan Thee Stallion,Thot Shit,88.0,0.95,0.693,9.0,-3.424,1,0.0898,0.0133,,0.173,0.891,130.02,3.07725,4,9 +Dudu Tassa,◊ú◊ï◊ú◊î,42.0,0.503,0.601,11.0,-5.991,0,0.0319,0.53,,0.133,0.302,151.852,198667.0,4,10 +Storm Orchestra,The Shining of My Soul,15.0,0.444,0.741,2.0,-5.391,0,0.0379,0.000883,1.54e-06,0.0895,0.257,95.089,210316.0,4,10 +Sillaba,Na,12.0,0.376,0.0843,1.0,-14.414,1,0.0467,0.989,0.949,0.191,0.172,94.195,3.32035,4,7 +"Claude Debussy, Daniel Hope, Zürcher Kammerorchester","Rêverie, L. 68 (Arr. Badzura)",32.0,0.162,0.0669,5.0,-21.458,1,0.0448,0.943,0.607,0.131,0.04,81.937,6.1469,4,7 +strawbey,how do you feel,36.0,0.282,0.473,6.0,-9.029,0,0.0318,0.284,0.749,0.107,0.046,105.179,297613.0,4,6 +The Raincoats,Lola,50.0,0.523,0.854,9.0,-8.27,1,0.0954,0.478,0.000939,0.271,0.83,146.688,243507.0,4,6 +Pepe Mogt,Endless Staircase,32.0,0.811,0.157,11.0,-16.566,1,0.0428,0.972,0.95,0.108,0.559,116.014,331035.0,4,6 +Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,1 +Eviatar Banai,◊ê◊ï◊™◊ô◊ï◊™ ◊§◊ï◊®◊ó◊ï◊™ ◊ë◊ê◊ï◊ô◊®,34.0,0.537,0.847,11.0,-4.261,0,0.0278,0.488,0.000131,0.12,0.557,90.01,211893.0,4,10 +Adam Douglas,Change My Mind,35.0,0.341,0.473,9.0,-7.097,1,0.0339,0.389,3.83e-05,0.273,0.2,132.764,301304.0,4,2 +Masked Wolf,Astronaut In The Ocean,97.0,0.778,0.695,4.0,-6.865,0,0.0913,0.175,,0.15,0.472,149.996,132780.0,4,9 +Stone Sour,Bother,66.0,0.272,0.281,1.0,-7.634,1,0.0287,0.388,2.29e-05,0.158,0.141,89.914,240400.0,4,8 +Fink,Boneyard - Edit,41.0,0.386,0.475,,-8.254,0,0.0265,0.843,0.000106,0.355,0.391,106.538,200000.0,3,2 +grandson,Oh No!!!,58.0,0.609,0.659,2.0,-7.218,1,0.0442,0.00592,0.000292,0.161,0.522,80.996,215035.0,4,10 +Jason Isbell and the 400 Unit,Dreamsicle,56.0,0.53,0.55,2.0,-6.907,1,0.0249,0.163,2.21e-06,0.252,0.492,97.334,224034.0,4,1 +Sons Of Apollo,Desolate July,26.0,0.472,0.848,6.0,-5.975,0,0.0498,0.000396,0.216,0.146,0.234,134.999,358893.0,4,8 +Silent Theory,The Price,39.0,0.64,0.874,7.0,-4.966,1,0.0367,0.000756,,0.0811,0.426,114.992,216576.0,4,8 +Ava Max,EveryTime I Cry,79.0,0.727,0.832,9.0,-4.327,0,0.0366,0.181,,0.0615,0.213,127.035,2.96426667,4,9 +System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,8 +Taleban Dooda,Chopstix,46.0,0.787,0.674,5.0,-5.971,0,0.283,0.0474,,0.0697,0.765,130.099,114462.0,4,5 +Rick Springfield,Jessie's Girl,65.0,0.717,0.588,2.0,-13.953,1,0.0535,0.331,,0.102,0.852,131.537,3.23778333,4,10 +Bright Eyes,Lua,49.0,0.618,0.155,2.0,-17.031,1,0.0799,0.811,3.3e-05,0.077,0.305,105.325,271600.0,3,6 +Zero 9:36,In My Hands,49.0,0.411,0.889,,-4.224,0,0.155,0.000664,,0.139,0.589,196.163,164191.0,4,10 +The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,6 +Molly Payton,How to Have Fun,38.0,0.64,0.818,11.0,-5.76,0,0.0312,0.00612,0.751,0.0989,0.644,115.996,211360.0,4,6 +Smallpools,the answer,53.0,0.659,0.931,2.0,-4.957,0,0.0326,0.0182,3.63e-05,0.347,0.861,115.965,170667.0,4,10 +Sarit Hadad,◊ë◊ú◊ô ◊©◊ë◊ô◊ß◊©◊™◊ô,26.0,0.701,0.644,9.0,-5.54,0,0.0288,0.606,,0.0864,0.627,107.966,226018.0,4,9 +The Beatles,With A Little Help From My Friends - Remastered 2009,65.0,0.705,0.515,4.0,-9.343,1,0.0337,0.365,,0.389,0.803,112.035,164107.0,4,10 +Van Der Graaf Generator,Cat's Eye/Yellow Fever (Running),32.0,0.312,0.411,2.0,-16.816,0,0.0568,0.281,0.0111,0.066,0.287,93.57,320227.0,4,10 +Sodom,Sodom & Gomorrah,34.0,0.26,0.997,7.0,-5.629,1,0.108,0.000104,0.33,0.338,0.0352,174.952,246227.0,4,8 +Coldplay,Sparks,75.0,0.371,0.268,1.0,-10.506,1,0.0281,0.748,0.0517,0.104,0.165,102.617,227093.0,3,10 +Numl6ck,stuck,51.0,0.681,0.765,5.0,-4.574,1,0.0352,0.06,,0.367,0.185,92.534,126504.0,4,5 +Altin G√ºn,Y√ºce Dag Basinda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,6 +Bush,Swallowed - Remastered,52.0,0.253,0.565,1.0,-6.116,1,0.0368,0.0014,0.000225,0.272,0.127,179.492,291053.0,4,10 +Missy Elliott,Get Ur Freak On,70.0,0.797,0.75,,-9.369,1,0.247,0.533,0.108,0.095,0.74,177.87,211120.0,4,5 +King Quartz,Vcrheadaches - Negative 32 Memphis,21.0,0.482,0.513,5.0,-8.54,0,0.0315,0.00307,0.928,0.106,0.16,146.218,148870.0,4,6 +Pool Toys,Slow Down,10.0,0.332,0.67,6.0,-8.706,0,0.0633,0.244,0.000675,0.393,0.461,89.487,250191.0,4,9 +Tears For Fears,Mad World,65.0,0.647,0.896,4.0,-5.949,1,0.0509,0.0709,0.0505,0.0614,0.953,118.729,215400.0,4,6 +Rodney Atkins,Watching You,68.0,0.625,0.848,2.0,-4.008,1,0.0314,0.105,,0.23,0.716,137.993,3.923783333,4,4 +Mel McDaniel,Louisiana Saturday Night,66.0,0.686,0.622,2.0,-7.31,1,0.0857,0.532,,0.0511,0.982,163.245,2.403116667,4,4 +Jack Harlow,Baxter Avenue,55.0,0.7,0.676,8.0,-8.74,1,0.372,0.15,,0.106,0.684,92.597,207797.0,4,5 +Tim McGraw,Just To See You Smile,66.0,0.492,0.823,6.0,-8.526,1,0.0297,0.127,,0.0523,0.702,94.342,3.586216667,4,4 +Bobby Rush,Chicken Heads,37.0,0.848,0.651,9.0,-8.465,1,0.0657,0.0849,0.00139,0.138,0.844,88.818,154009.0,4,2 +Cap Kendricks,DOOM,48.0,0.725,0.493,9.0,-8.844,0,0.238,0.0591,0.0193,0.152,0.639,84.019,136786.0,4,5 +Daichi Yamamoto,maybe,32.0,0.611,0.638,,-6.669,0,0.18,0.434,,0.129,0.617,83.4,194643.0,4,6 +Bebe Rexha,Break My Heart Myself (feat. Travis Barker),72.0,0.751,0.857,1.0,-4.385,0,0.0752,0.31,,0.0801,0.501,104.984,151999.0,4,9 +Arik Einstein,◊ß◊ó ◊ú◊ö ◊ê◊ô◊©◊î - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,31.0,0.512,0.68,11.0,-11.246,0,0.0519,0.00335,,0.062,0.315,137.099,237653.0,4,10 +Fleetwood Mac,Songbird - 2004 Remaster,61.0,0.58,0.0842,5.0,-15.52,1,0.0302,0.982,0.00126,0.11,0.388,92.123,200813.0,4,10 +Little Simz,Introvert,63.0,0.313,0.87,1.0,-6.613,0,0.114,0.432,0.0191,0.116,0.117,92.685,362653.0,4,9 +Traceless,Ghost,33.0,0.469,0.85,6.0,-3.865,0,0.124,0.0133,5.47e-05,0.148,0.435,146.97,180677.0,4,8 +Hiss Golden Messenger,I Need a Teacher,48.0,0.5,0.764,9.0,-7.569,1,0.0407,0.369,0.00193,0.319,0.683,85.981,197597.0,4,1 +The Blasters,American Music,35.0,0.455,0.918,4.0,-8.666,1,0.0527,0.00706,0.0399,0.278,0.97,192.586,127627.0,4,10 +Superheaven,Next To Nothing,34.0,0.437,0.8,8.0,-5.296,1,0.0327,0.000222,0.0582,0.0814,0.292,164.073,244359.0,4,10 +Mandevilla,A Time For Love,55.0,0.413,0.216,7.0,-18.276,0,0.0323,0.972,0.933,0.366,0.12,121.925,5.13645,4,7 +Michael Burks,What Are You Doin' to Me,23.0,0.513,0.689,,-6.497,1,0.0338,0.0261,0.0205,0.404,0.794,98.4,238013.0,4,2 +KUƒåKA,No Good For Me,38.0,0.779,0.546,6.0,-9.41,0,0.0508,0.00342,0.757,0.0824,0.744,125.016,215117.0,4,1 +James TW,When You Love Someone - Acoustic,63.0,0.712,0.298,7.0,-8.363,1,0.0407,0.779,,0.115,0.568,125.019,3.50178333,4,0 +George Thorogood & The Destroyers,"Ride On Josephine - Live In Boston, Massachusetts / 1982",25.0,0.467,0.965,7.0,-7.451,1,0.105,0.0189,0.198,0.979,0.441,106.17,501010.0,4,2 +Moneybagg Yo,Wockesha,75.0,0.582,0.537,,-9.229,1,0.619,0.129,,0.0749,0.771,82.103,180930.0,4,5 +Jeff Beck,Isolation,49.0,0.326,0.813,2.0,-5.938,1,0.1,0.00923,0.000151,0.127,0.202,136.78,314522.0,4,10 +Slowdive,When The Sun Hits,63.0,0.33,0.532,2.0,-11.764,1,0.0263,0.00101,0.709,0.101,0.218,93.512,285907.0,4,10 +Obituary,Slowly We Rot,44.0,0.275,0.947,,-6.696,1,0.0835,1.08e-05,0.00968,0.124,0.0835,107.1,218427.0,3,8 +Fat Joe,Sunshine (The Light),74.0,0.8,0.832,,-5.497,1,0.266,0.087,,0.322,0.736,106.983,149725.0,4,5 +13th Floor Elevators,Slip Inside This House - Stereo LP Version,43.0,0.555,0.694,9.0,-8.453,0,0.0426,0.101,,0.123,0.602,127.423,482278.0,4,10 +Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,6 +Mukesh,Maine Tere Liye,30.0,0.596,0.66,3.0,-6.083,1,0.0309,0.85,0.000392,0.371,0.894,126.195,3.108216667,4,3 +Lenny Kravitz,Fields Of Joy,45.0,0.534,0.577,11.0,-10.774,0,0.0387,0.0352,0.0103,0.0981,0.218,83.973,237467.0,4,10 +Architects,Broken Cross,48.0,0.434,0.956,8.0,-4.888,1,0.141,3.02e-05,0.000252,0.119,0.174,159.977,232939.0,4,8 +St. Paul & The Broken Bones,Call Me,61.0,0.573,0.786,7.0,-4.354,1,0.0352,0.0634,0.212,0.117,0.612,110.289,171267.0,4,9 +Combichrist,Understand,34.0,0.506,0.88,4.0,-6.156,0,0.0374,2.54e-05,0.00127,0.09,0.034,130.029,334921.0,4,8 +Eryn Martin,Ball - Remix,45.0,0.604,0.481,8.0,-11.443,1,0.051,0.0221,0.00147,0.122,0.158,82.481,220347.0,4,1 +Daklon,◊ê◊ô◊ô◊ú◊™ ◊ó◊ü,30.0,0.476,0.729,7.0,-7.457,0,0.0492,0.431,,0.0775,0.967,165.378,291520.0,4,9 +Chelsea Collins,Hotel Bed (feat. Swae Lee),59.0,0.631,0.742,7.0,-4.784,1,0.0949,0.294,,0.148,0.474,149.909,202114.0,4,9 +Artur Menezes,Fading Away,40.0,0.643,0.913,8.0,-4.538,1,0.0351,0.00651,0.0017,0.0427,0.449,112.988,224427.0,4,2 +The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,6 +Lera Lynn,Shape Shifter,34.0,0.805,0.684,11.0,-8.304,0,0.0295,0.00601,0.0781,0.12,0.962,130.042,231227.0,4,2 +Icon For Hire,Brittle,53.0,0.623,0.881,11.0,-4.633,0,0.0511,0.00247,,0.132,0.238,145.975,208500.0,4,10 +Junior Mesa,All Or Nothin,45.0,0.606,0.63,5.0,-7.867,0,0.0603,0.237,,0.149,0.707,74.982,148083.0,4,9 +Oliver Malcolm,Runaway,,0.691,0.753,11.0,-6.098,0,0.0634,0.000266,0.31,0.107,0.886,157.903,125689.0,4,10 +Dro Kenji,Kill Cupid,62.0,0.77,0.58,4.0,-6.371,1,0.0461,0.0136,,0.111,0.202,115.98,249475.0,4,5 +Carlos Cipa,Surges (variation),47.0,0.41,0.0123,,-29.161,0,0.0419,0.993,0.9,0.0871,0.0355,119.505,320000.0,4,1 +Ulver,Ulvsblakk,36.0,0.589,0.358,9.0,-9.943,0,0.0348,0.752,0.749,0.107,0.1,117.011,416157.0,4,8 +Wind on Tin,Jess Williamson,33.0,0.576,0.451,9.0,-9.024,0,0.0275,0.415,0.139,0.128,0.302,109.98,3.108483333,4,0 +Maximillian,Love Like This,60.0,0.696,0.488,3.0,-8.398,1,0.0489,0.273,,0.594,0.425,140.181,167289.0,4,9 +Black Stone Cherry,Me and Mary Jane,49.0,0.458,0.931,6.0,-3.806,0,0.111,0.0014,0.000105,0.135,0.695,84.954,248147.0,4,10 +lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,6 +The Fall of Troy,Mouths Like Sidewinder Misssles,46.0,0.383,0.883,,-4.854,1,0.0978,0.0057,0.0216,0.21,0.392,123.9,224347.0,4,10 +Caspr,Coke Nose,3.0,0.668,0.645,1.0,-5.986,0,0.0483,0.0131,1.65e-05,0.138,0.424,155.013,164118.0,4,5 +The Sweetgreens,Moon River,59.0,0.601,0.0371,2.0,-25.963,0,0.0399,0.885,0.578,0.0991,0.121,112.603,3.225216667,4,7 +Noa Faran,The Rumour,12.0,0.854,0.628,11.0,-6.359,0,0.13,0.427,,0.15,0.619,99.972,162147.0,4,5 +Jade Like The Stone,Fire In The Blood - Live Masterlink Session,16.0,0.604,0.462,7.0,-9.875,0,0.0394,0.455,0.00109,0.0801,0.565,86.025,257430.0,4,10 +Catatonia,Mulder and Scully,49.0,0.512,0.813,6.0,-5.294,0,0.0428,0.0299,,0.0765,0.597,108.798,251266.0,4,6 +Dashboard Confessional,Vindicated,54.0,0.513,0.811,3.0,-3.391,1,0.0348,0.0272,,0.0855,0.323,86.012,201347.0,4,10 +Fifty Foot Hose,If Not This Time,25.0,0.297,0.617,2.0,-9.132,1,0.0338,0.268,0.00861,0.112,0.345,171.977,218667.0,4,2 +Tai Verdes,DRUGS,67.0,0.868,0.449,8.0,-7.713,1,0.0694,0.107,,0.631,0.746,106.852,159547.0,4,9 +Larry Tee,Licky (Work It Out) - Herv√© Goes Low Remix,18.0,0.943,0.891,7.0,-3.567,1,0.366,0.0477,0.000181,0.0704,0.679,125.959,359987.0,4,1 +The Bright Light Social Hour,Sun King,40.0,0.556,0.683,1.0,-9.149,0,0.0374,0.101,0.0577,0.229,0.694,101.006,190135.0,4,6 +The Sleepy Jackson,Good Dancers,44.0,0.529,0.841,11.0,-4.724,0,0.0301,0.0426,0.0136,0.144,0.725,111.997,252133.0,4,1 +King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,6 +Edwin McCain,T.C.B. or T.Y.A.,34.0,0.74,0.958,10.0,-2.236,1,0.154,0.251,5.84e-06,0.213,0.83,104.069,218507.0,4,10 +BTS,Dynamite,89.0,0.746,0.765,6.0,-4.41,0,0.0993,0.0112,,0.0936,0.737,114.044,199054.0,4,9 +Ustad Raees Khan,Hans Dhuni,25.0,0.508,0.65,9.0,-9.123,1,0.0286,0.404,0.349,0.0664,0.173,99.925,3.987,4,0 +The Used,Cathedral Bell,38.0,0.424,0.57,4.0,-7.031,0,0.159,0.00278,0.709,0.311,0.495,180.043,184707.0,1,10 +Steven Wilson,PERSONAL SHOPPER,46.0,0.594,0.639,7.0,-12.519,1,0.0346,0.0546,0.111,0.112,0.218,124.997,589307.0,4,10 +Hadag Nahash,◊©◊û◊©,43.0,0.551,0.68,11.0,-6.866,0,0.0383,0.441,0.000109,0.409,0.387,79.979,214756.0,4,5 +Brant Bjork,Chocolatize,34.0,0.364,0.911,10.0,-7.905,0,0.0419,0.0385,0.000277,0.204,0.68,102.666,154976.0,4,10 +Bone Crusher,Never Scared (feat. Killer Mike & T.I.) - Club Mix,57.0,0.586,0.927,11.0,-4.077,0,0.194,0.00924,1.85e-06,0.344,0.528,73.023,316133.0,4,5 +Pearl Jam,Amongst The Waves,50.0,0.558,0.747,9.0,-6.07,1,0.0319,0.00371,,0.142,0.558,127.102,238880.0,4,10 +Geva Alon,Hungry,16.0,0.56,0.307,1.0,-10.425,0,0.0322,0.8,3.05e-05,0.128,0.226,125.07,196200.0,4,6 +Greta Van Fleet,Age Of Man,56.0,0.46,0.601,6.0,-5.486,0,0.0304,0.0377,0.715,0.0954,0.247,136.912,366187.0,4,10 +AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,1 +Reminisce,Ogaranya,46.0,0.794,0.742,5.0,-6.497,0,0.103,0.0352,0.00768,0.124,0.657,100.002,192888.0,4,9 +Def Leppard,High 'N' Dry (Saturday Night),45.0,0.525,0.897,2.0,-7.373,1,0.0389,0.0251,0.765,0.131,0.88,121.427,206550.0,4,10 +Lucy Dacus,Forever Half Mast,38.0,0.616,0.461,9.0,-10.313,1,0.0263,0.135,0.00312,0.124,0.333,109.985,242488.0,4,1 +Naia Izumi,Soft Spoken,36.0,0.365,0.309,9.0,-12.458,0,0.0888,0.156,1.87e-06,0.0642,0.531,176.19,264000.0,3,1 +Rami Fortis,◊ê◊™ ◊ú◊ê,19.0,0.569,0.753,7.0,-6.946,1,0.0376,0.00189,,0.619,0.376,94.289,206267.0,4,10 +Nill,Control,47.0,0.561,0.777,11.0,-6.81,0,0.374,0.01,,0.752,0.489,119.952,208109.0,4,1 +Liran Danino,◊¶◊û◊ê◊î ◊ú◊ê◊î◊ë◊î,48.0,0.645,0.494,1.0,-7.887,1,0.0357,0.525,,0.188,0.516,124.98,207536.0,4,9 +Tupperwave,Happy,32.0,0.652,0.651,11.0,-7.578,1,0.0801,0.0593,0.203,0.108,0.416,94.982,176849.0,4,6 +Sodhivine,Sitar Flex,12.0,0.699,0.662,8.0,-6.464,1,0.0364,0.00954,0.814,0.107,0.224,101.997,2.2353,4,0 +Shlomo Artzi,◊¢◊ú◊ê◊©,34.0,0.53,0.45,4.0,-8.875,0,0.0376,0.75,,0.189,0.35,166.493,198133.0,3,10 +tiLLie,loud mouth,38.0,0.585,0.891,9.0,-4.431,1,0.176,0.036,,0.0671,0.727,162.096,206216.0,4,10 +Drenge,We Can Do What We Want,33.0,0.442,0.957,7.0,-5.12,1,0.0584,8.66e-05,0.734,0.108,0.374,95.006,176547.0,4,10 +311,Good Feeling,55.0,0.687,0.898,4.0,-3.926,0,0.0464,0.00127,0.000444,0.0743,0.436,100.014,203913.0,4,10 +Advaita,Spinning,20.0,0.543,0.442,8.0,-12.003,1,0.0259,0.839,0.39,0.148,0.388,110.036,6.656,4,0 +Tame Impala,Breathe Deeper,68.0,0.664,0.848,11.0,-4.51,0,0.0322,0.0245,0.000127,0.172,0.502,104.998,372867.0,4,6 +Dodgy,Staying Out For The Summer,26.0,0.36,0.852,7.0,-7.294,1,0.0576,0.0121,,0.246,0.698,143.689,185267.0,4,6 +Tombs,The Hunger,19.0,0.577,0.919,,-7.437,1,0.0428,0.000162,0.0543,0.161,0.432,125.062,269867.0,4,8 +The Lightning Seeds,Lucky You,50.0,0.572,0.857,4.0,-9.845,0,0.037,0.00341,0.0146,0.155,0.671,133.893,259667.0,4,6 +Carol,Comfort Me,24.0,0.462,0.248,5.0,-13.261,0,0.0306,0.842,2.29e-05,0.0723,0.116,106.439,267065.0,3,6 +"Bickram Ghosh, Kala Ramnath, Barry Phillips",Yatra,21.0,0.613,0.487,2.0,-10.833,1,0.0473,0.788,0.337,0.104,0.477,90.029,6.377783333,4,0 +Omer Adam,◊ë◊°◊ï◊£ ◊î◊õ◊ú ◊ó◊ï◊ú◊£,38.0,0.432,0.347,4.0,-9.219,1,0.0299,0.802,,0.0751,0.463,96.005,211693.0,4,9 +Eden Ben Zaken,Se√±orita,36.0,0.662,0.505,11.0,-10.236,1,0.0547,0.175,,0.0474,0.337,113.011,212711.0,4,9 +System Of A Down,Sugar,70.0,0.451,0.889,1.0,-2.693,1,0.261,0.00167,0.00215,0.258,0.586,131.073,153800.0,4,10 +Nicki Minaj,Seeing Green (with Drake & Lil Wayne),80.0,0.573,0.867,5.0,-2.876,0,0.168,0.0853,,0.38,0.231,74.861,339506.0,4,5 +Atrey,"Dark Prince, Pt. 3",46.0,0.694,0.831,1.0,-7.963,1,0.0448,0.000868,0.395,0.653,0.101,101.989,228028.0,4,6 +Samantha Fish,Dirty,30.0,0.608,0.458,8.0,-9.11,1,0.0456,0.783,0.0485,0.125,0.3,156.088,207307.0,4,2 +Sparrow & Bird,Litania,57.0,0.531,0.0282,8.0,-20.689,1,0.0337,0.596,0.314,0.114,0.157,94.739,3.919583333,4,7 +"Geeta Dutt, Kishore Kumar",De Bhi Chuke Hum Dil Nazrana,2.0,0.644,0.315,,-9.071,1,0.252,0.903,0.00135,0.107,0.917,129.623,3.316216667,4,3 +Jean Loup,Torino,22.0,0.556,0.753,4.0,-7.7,0,0.0464,0.000508,0.0244,0.0926,0.391,134.859,251373.0,4,10 +Beastie Boys,Sure Shot,57.0,0.692,0.799,1.0,-7.924,1,0.164,0.388,,0.301,0.549,97.978,199667.0,4,1 +Itay Levi,◊î◊ï◊ú◊õ◊™ ◊ô◊ó◊§◊î,41.0,0.712,0.537,1.0,-7.144,1,0.0562,0.429,,0.107,0.556,112.041,192313.0,4,9 +Eden Hason,◊©◊ï◊©◊†◊ô◊ù ◊¢◊¶◊ï◊ë◊ï◊™ (◊ô◊©◊®◊ê◊ú ◊ë◊ô◊ì◊ï◊®),56.0,0.571,0.442,8.0,-10.914,0,0.0429,0.746,,0.0997,0.308,140.027,209143.0,3,9 +The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,1 +Jay Prince,THE WORD,43.0,0.391,0.612,8.0,-8.569,0,0.134,0.579,1.86e-06,0.103,0.515,80.751,232476.0,4,5 +Coldplay,The Scientist,83.0,0.557,0.442,5.0,-7.224,1,0.0243,0.731,1.46e-05,0.11,0.213,146.277,309600.0,4,9 +Blanco White,We Know Who U R - Recorded at Spotify Studios NYC,,0.351,0.293,5.0,-11.491,0,0.029,0.688,0.0101,0.111,0.211,146.868,3.70471667,4,0 +Beartooth,Hated,62.0,0.458,0.99,8.0,-3.717,1,0.183,0.000285,0.000893,0.454,0.46,166.904,211430.0,4,8 +Widespread Panic,Climb to Safety,47.0,0.484,0.882,2.0,-4.456,1,0.0482,0.14,4.67e-06,0.124,0.777,105.063,281640.0,4,10 +The Paul Butterfield Blues Band,Everything's Gonna Be Alright,23.0,0.592,0.745,,-8.249,1,0.0719,0.662,0.00013,0.245,0.93,138.002,178760.0,4,10 +The Milkshakes,Ida Honey (Tell Me You'll Be Mine),12.0,0.474,0.683,2.0,-7.219,0,0.092,0.528,,0.197,0.834,118.71,135400.0,4,2 +Beck,Where It's At - Album Version W/ Intro,46.0,0.673,0.673,2.0,-7.407,1,0.0582,0.243,0.0191,0.089,0.544,96.959,329800.0,4,10 +Madonna,Like a Virgin - Live,39.0,0.599,0.911,6.0,-5.715,0,0.0367,0.00553,0.00439,0.561,0.382,121.911,4.216216667,4,9 +The Big Moon,Your Light,54.0,0.595,0.714,7.0,-8.9,1,0.0277,0.00378,0.405,0.242,0.399,128.011,307076.0,4,1 +COOL BOY,The Weekend,27.0,0.432,0.588,10.0,-11.736,1,0.0512,0.089,0.00794,0.19,0.378,171.909,199206.0,4,6 +Stealers Wheel,Stuck In The Middle With You,72.0,0.82,0.575,7.0,-9.144,1,0.0408,0.0936,0.000135,0.109,0.964,123.765,208947.0,4,10 +The Runaways,Cherry Bomb,68.0,0.501,0.813,11.0,-8.192,1,0.0639,0.0455,4.75e-05,0.131,0.495,136.59,138707.0,4,10 +Lady A,Do Yo Thang,12.0,0.853,0.721,8.0,-7.227,1,0.26,0.261,,0.0867,0.623,120.059,205600.0,4,2 +Vivi Vulture,Home Workout VHS,32.0,0.685,0.738,,-7.293,0,0.0425,0.0483,0.928,0.0714,0.663,112.481,164000.0,4,6 +"B Praak, Tanishk Bagchi","Baras Baras (From ""Durgamati - The Myth"")",54.0,0.493,0.402,2.0,-6.629,1,0.0309,0.619,,0.0629,0.431,155.57,3.335916667,4,3 +Corvus Corax,Hugin & Munin,42.0,0.43,0.757,2.0,-7.973,0,0.0514,0.303,0.732,0.158,0.288,132.019,311760.0,4,8 +Mason Murphy,Crossroads,18.0,0.698,0.774,7.0,-5.144,1,0.0654,0.0887,0.00297,0.117,0.531,90.033,141333.0,4,2 +Pras,Ghetto Supastar (That is What You Are) (feat. Ol' Dirty Bastard & M√Ωa),68.0,0.818,0.653,1.0,-8.396,1,0.204,0.0335,5.46e-06,0.22,0.533,99.931,261133.0,4,5 +Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,1 +Classic Jack,Tunnel Vision,43.0,0.352,0.936,7.0,-5.135,1,0.177,5.38e-05,0.000242,0.0851,0.473,199.988,169800.0,4,8 +Conor Oberst,Air Mattress,23.0,0.385,0.944,9.0,-3.819,1,0.0946,0.0148,3.75e-05,0.16,0.717,153.68,133947.0,4,10 +MWM,Time To Go,34.0,0.671,0.748,7.0,-9.591,0,0.059,0.00685,0.00367,0.104,0.0794,105.008,288000.0,4,6 +"Jill Andrews, Seth Avett",I'm so in Love with You (feat. Seth Avett),45.0,0.527,0.15,,-10.357,1,0.0302,0.876,,0.125,0.269,93.048,3.7828,4,0 +Uneven Structure,Hero,31.0,0.354,0.906,8.0,-7.683,1,0.0951,0.000358,5.83e-06,0.917,0.303,149.901,282493.0,1,8 +H.E.R.,I Can't Breathe,64.0,0.703,0.705,1.0,-6.676,0,0.34,0.135,1.97e-06,0.0611,0.601,138.227,287322.0,4,5 +Jordan Rakei,Wind Parade,54.0,0.653,0.573,5.0,-10.629,0,0.0352,0.344,0.297,0.0783,0.711,96.01,288640.0,4,1 +Crazy Lixx,Blame It On Love,39.0,0.444,0.981,,-2.277,0,0.0548,0.00143,0.000443,0.345,0.4,124.019,245573.0,4,10 +Coldplay,We Never Change,60.0,0.433,0.288,6.0,-10.801,0,0.0296,0.535,0.000169,0.105,0.131,136.939,249400.0,3,10 +Joy Oladokun,Bigger Man (with Maren Morris),63.0,0.449,0.313,2.0,-10.328,1,0.0272,0.658,,0.116,0.211,157.864,186987.0,3,9 +LaSalle Street Trio,When Sunny Gets Blue,51.0,0.585,0.131,5.0,-21.178,1,0.0341,0.964,0.923,0.113,0.285,76.121,5.294683333,4,7 +Loverground,Be Patient,52.0,0.688,0.462,,-13.723,1,0.032,0.224,0.217,0.0987,0.35,114.036,216794.0,4,6 +Phora,This Weekend (feat. Ty Dolla $ign),57.0,0.646,0.517,3.0,-8.991,1,0.341,0.388,,0.11,0.501,97.818,221575.0,4,5 +Haunted Shores,Harrison Fjord,34.0,0.44,0.984,5.0,-6.091,1,0.112,2.84e-06,0.93,0.156,0.0382,104.979,311986.0,4,8 +Reach NYC,Back From The Dead,40.0,0.544,0.991,8.0,-4.266,1,0.0682,0.000152,1.72e-05,0.182,0.322,97.781,223731.0,4,10 +Lola Scott,The Eviction Song,15.0,0.441,0.651,6.0,-6.938,1,0.0398,0.0845,,0.164,0.383,175.924,179792.0,4,9 +Kati Ran,Blodbylgje,42.0,0.112,0.404,7.0,-13.954,0,0.0414,0.871,0.138,0.345,0.066,74.13,922218.0,4,8 +The Score,Revolution,69.0,0.574,0.833,8.0,-6.239,0,0.0563,0.0611,,0.105,0.574,86.008,231987.0,4,10 +Arch Echo,To the Moon,37.0,0.479,0.979,2.0,-3.362,1,0.102,2.68e-05,0.426,0.318,0.495,108.376,252933.0,4,8 +VTSS,To Whom All Lovers,32.0,0.705,0.804,1.0,-10.024,1,0.0815,0.181,0.262,0.0951,0.319,115.008,378192.0,4,1 +The Last Dinosaur,Wholeness and the Implicate Order,28.0,0.208,0.564,8.0,-14.699,0,0.197,0.102,0.925,0.0871,0.299,96.774,346387.0,4,1 +My Chemical Romance,Welcome to the Black Parade,77.0,0.217,0.905,2.0,-4.103,1,0.0752,0.000289,0.00011,0.222,0.236,96.95,311107.0,4,10 +The Killers,Shot At The Night,64.0,0.51,0.802,5.0,-4.903,1,0.0561,0.0917,0.0136,0.109,0.24,185.927,242507.0,4,10 +Black Paisley,Save the Best,27.0,0.432,0.777,10.0,-6.229,0,0.0354,2.38e-05,,0.319,0.413,145.011,233468.0,4,10 +Xile,So Much for Love,28.0,0.304,0.968,,-1.509,1,0.17,0.000156,0.524,0.156,0.352,159.457,175413.0,4,8 +Hidden In Plain View,Bleed for You,44.0,0.384,0.874,5.0,-2.533,1,0.0378,0.000124,,0.245,0.267,95.055,230920.0,4,10 +Abiotic,Smoldered,20.0,0.261,0.935,1.0,-10.595,1,0.109,2.26e-05,7.11e-05,0.0743,0.221,143.92,312271.0,4,8 +Sanford Clark,The Fool,39.0,0.616,0.539,7.0,-9.339,1,0.0283,0.139,0.196,0.096,0.831,75.486,166000.0,4,10 +Frances Forever,Space Girl,3.0,0.67,0.398,9.0,-9.14,1,0.0306,0.319,0.000113,0.38,0.219,125.983,3.85715,4,9 +Julia Jacklin,"to Perth, before the border closes",52.0,0.589,0.274,2.0,-12.442,1,0.031,0.302,0.000829,0.107,0.23,95.666,176733.0,4,1 +Gaye Su Akyol,Meftunum Sana,42.0,0.463,0.638,7.0,-10.456,1,0.0359,0.114,0.306,0.289,0.144,102.063,256861.0,4,10 +Urban Dance Squad,Good Grief,38.0,0.449,0.936,2.0,-5.554,1,0.185,0.0438,5.11e-06,0.246,0.458,189.771,264307.0,4,10 +Adele,Rolling in the Deep,77.0,0.73,0.769,8.0,-5.114,1,0.0298,0.138,,0.0473,0.507,104.948,228093.0,4,9 +Stone Sour,Wicked Game - Acoustic; Live,67.0,0.561,0.337,8.0,-9.272,1,0.0284,0.644,8.79e-05,0.67,0.273,109.373,267253.0,4,10 +The Cribs,Never Thought I'd Feel Again,32.0,0.374,0.973,7.0,-2.406,1,0.0876,0.00495,0.000215,0.34,0.458,134.159,249392.0,4,6 +Ministry,Lay Lady Lay,45.0,0.409,0.788,7.0,-5.209,0,0.0316,3.21e-06,0.734,0.526,0.324,146.005,344600.0,4,8 +Stereophonics,All In One Night,54.0,0.569,0.668,9.0,-6.109,0,0.0266,0.134,0.00408,0.0855,0.714,83.015,317187.0,4,10 +The Charlie Daniels Band,The Devil Went Down to Georgia,60.0,0.517,0.535,,-12.027,1,0.0494,0.131,,0.085,0.933,135.087,3.58445,4,4 +Kayzo,Tormenta,43.0,0.336,0.947,5.0,-2.247,0,0.0669,0.000731,0.174,0.917,0.205,150.054,199513.0,4,10 +Godsmack,Awake,66.0,0.395,0.756,7.0,-4.12,1,0.0544,1.74e-05,0.00665,0.319,0.475,112.092,304373.0,4,10 +Jesse Cook,Azul,48.0,0.71,0.339,8.0,-15.283,0,0.0389,0.748,0.891,0.143,0.615,141.989,4.307783333,4,7 +Altin G√ºn,Leyla,43.0,0.462,0.753,1.0,-9.086,1,0.0343,0.0136,0.695,0.151,0.858,96.44,197754.0,4,6 +Ms. Lauryn Hill,Doo Wop (That Thing),74.0,0.535,0.505,2.0,-8.926,0,0.245,0.0393,,0.0923,0.495,99.935,320267.0,4,5 +Doyle Bramhall,Life by the Drop,41.0,0.511,0.686,1.0,-5.02,0,0.0278,0.017,0.00265,0.119,0.309,110.509,185693.0,4,2 +Ezhel,Sakatat,60.0,0.857,0.545,4.0,-7.3,0,0.472,0.487,0.0152,0.337,0.57,107.038,156149.0,4,9 +Parkway Drive,Vice Grip,59.0,0.48,0.988,11.0,-3.229,0,0.0838,3.17e-05,0.00432,0.389,0.252,124.041,263587.0,4,8 +JVC Force,Strong Island,34.0,0.766,0.902,6.0,-6.36,1,0.0973,0.754,1.94e-06,0.183,0.958,95.883,359693.0,4,5 +"Vijay Madhur, Sreevani Kakunje",Mohanakalyani Thillana Carnatic fusion,22.0,0.728,0.668,,-11.076,0,0.0491,0.312,,0.0802,0.409,125.005,3.424,4,0 +Shiruetto,Rock Out,27.0,0.542,0.763,1.0,-5.613,1,0.0915,0.0422,0.000754,0.662,0.377,114.902,159651.0,4,6 +The Cardigans,Erase / Rewind,62.0,0.743,0.697,11.0,-6.079,0,0.0276,0.000504,0.0126,0.106,0.585,103.642,218505.0,4,10 +Lizz Wright,Seems I‚Äôm Never Tired Lovin‚Äô You,45.0,0.412,0.341,3.0,-9.178,1,0.0281,0.861,3.31e-06,0.108,0.167,109.978,283893.0,3,2 +toe,tremolo+delay,42.0,0.43,0.888,11.0,-7.5,0,0.0398,0.107,0.918,0.107,0.529,88.834,183293.0,4,10 +"Blood, Sweat & Tears",Spinning Wheel - Live at Woodstock,24.0,0.535,0.426,4.0,-13.536,0,0.0507,0.181,0.0211,0.273,0.631,96.929,296573.0,4,10 +Remi Wolf,Monte Carlo,62.0,0.797,0.625,8.0,-4.893,1,0.0518,0.084,,0.222,0.883,145.008,143793.0,4,6 +Incubus,A Certain Shade of Green,52.0,0.429,0.978,11.0,-4.88,1,0.126,0.000227,6.81e-06,0.0583,0.43,121.651,191360.0,4,8 +Tamikrest,Tisnant an Chatma,42.0,0.329,0.887,6.0,-5.06,0,0.0516,0.331,0.82,0.085,0.565,156.898,290800.0,4,2 +Scarlet Pleasure,What A Life (j'fais ma life) [feat. Suzane],46.0,0.725,0.564,9.0,-5.64,0,0.039,0.499,,0.074,0.548,113.881,185942.0,4,6 +FEET,Petty Thieving,30.0,0.413,0.884,,-3.516,1,0.0459,0.002,0.000736,0.152,0.443,175.148,241533.0,4,6 +LPB Poody,Batman,78.0,0.893,0.565,1.0,-4.74,1,0.268,0.0754,,0.0375,0.808,81.009,156432.0,4,5 +DEVO,Whip It,65.0,0.78,0.869,9.0,-7.255,1,0.0517,0.0744,0.004,0.0621,0.957,157.902,161133.0,4,10 +Savatage,Believe,41.0,0.272,0.508,,-9.564,1,0.0409,0.0355,0.000894,0.0855,0.118,62.473,342427.0,4,8 +Revolting Cocks,Attack Ships on Fire,34.0,0.649,0.929,3.0,-13.082,1,0.0439,0.0302,0.77,0.339,0.517,131.711,294384.0,4,8 +Gatlin,Whenever He Asks,36.0,0.535,0.606,9.0,-8.637,0,0.0713,0.357,0.000142,0.194,0.368,176.79,158520.0,3,9 +Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,1 +Lonely The Brave,Black Mire,32.0,0.225,0.816,,-3.495,0,0.0396,5.11e-06,0.584,0.127,0.303,77.289,252253.0,4,10 +Super Furry Animals,Golden Retriever,43.0,0.521,0.782,2.0,-4.942,1,0.0349,0.00424,0.0102,0.106,0.641,126.254,145760.0,4,10 +Hamzaa,Write It Down - Acoustic,38.0,0.384,0.297,10.0,-6.773,0,0.0428,0.834,,0.0876,0.471,82.284,237709.0,4,9 +Ten Thousand Crows,The Moon,34.0,0.382,0.959,2.0,-3.131,1,0.105,2.16e-05,0.0294,0.37,0.0569,170.116,221535.0,4,8 +grandson,In Over My Head,60.0,0.582,0.817,,-6.475,1,0.0399,0.0017,0.0158,0.575,0.622,155.124,198366.0,4,1 +The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,6 +DJ Jazzy Jeff & The Fresh Prince,Boom! Shake the Room,54.0,0.792,0.964,1.0,-5.405,1,0.154,0.0698,,0.302,0.621,99.771,226200.0,4,9 +The Deviants,Charlie,15.0,0.689,0.494,3.0,-17.853,0,0.0631,0.159,0.046,0.0935,0.771,111.334,238320.0,4,2 +Delta 5,Mind Your Own Business,47.0,0.871,0.61,7.0,-7.565,1,0.239,0.0307,0.000203,0.0674,0.788,134.507,193373.0,4,1 +Bad Flamingo,Dead Man's Hand,27.0,0.676,0.604,4.0,-11.483,1,0.186,0.299,0.587,0.13,0.813,151.174,221973.0,4,2 +Dudu Tassa,◊î◊ú◊ô◊ú◊î ◊ú◊ê - ◊¢◊ú◊ô◊™ ◊ú◊ô ◊ë◊ñ◊ô◊õ◊®◊ï◊ü,35.0,0.865,0.614,9.0,-6.194,0,0.0749,0.0138,,0.441,0.869,120.016,230307.0,4,10 +Robert Plant,29 Palms - 2006 Remaster,58.0,0.657,0.658,7.0,-8.187,1,0.0258,0.0882,0.000131,0.136,0.827,116.817,291907.0,4,10 +Polo G,GANG GANG (with Lil Wayne),40.0,0.752,0.563,3.0,-8.066,0,0.209,0.146,,0.103,0.551,145.05,178776.0,4,9 +Dead Sara,Weatherman,42.0,0.381,0.918,,-3.104,1,0.0849,0.00587,0.000103,0.473,0.344,84.802,261267.0,4,10 +YUNGBLUD,parents,77.0,0.618,0.823,7.0,-4.76,1,0.0447,0.0132,,0.288,0.58,82.004,171880.0,4,9 +Metallica,King Nothing,57.0,0.527,0.907,8.0,-5.772,1,0.0377,8.39e-05,0.00755,0.0891,0.364,112.089,329760.0,4,8 +Blahzay Blahzay,Danger - Original Mix,46.0,0.723,0.739,,-7.943,1,0.401,0.403,,0.365,0.805,177.886,225267.0,4,5 +Seether,Bruised And Bloodied,56.0,0.629,0.88,2.0,-4.483,1,0.0371,7.54e-05,0.0332,0.064,0.454,121.008,217773.0,4,10 +John Lennon,Beautiful Boy (Darling Boy) - Remastered 2010,66.0,0.574,0.469,2.0,-11.53,1,0.0403,0.733,1.96e-06,0.856,0.435,111.378,245693.0,4,10 +The Smashing Pumpkins,Drown,62.0,0.432,0.415,2.0,-9.755,1,0.0357,0.00849,0.927,0.107,0.189,144.0,270400.0,4,10 +Barns Courtney,Fire,65.0,0.548,0.64,10.0,-6.285,0,0.0306,0.21,0.000328,0.08,0.392,108.326,197520.0,4,2 +Queens of the Stone Age,Feel Good Hit Of The Summer,49.0,0.432,0.642,1.0,-7.069,0,0.0342,0.177,0.0277,0.0936,0.422,165.534,265347.0,4,8 +Arik Einstein,◊©◊ô◊® ◊©◊ú ◊ê◊ó◊®◊ô ◊û◊ú◊ó◊û◊î - ◊ô◊°◊û◊ô◊ü - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,24.0,0.429,0.4,2.0,-10.999,1,0.0264,0.328,,0.146,0.446,77.107,229376.0,4,10 +Lauren Auder,Unseen,33.0,0.367,0.637,6.0,-6.565,1,0.0299,0.0521,0.0236,0.129,0.156,74.048,229040.0,4,6 +Kate Stephenson,Exless,59.0,0.51,0.245,8.0,-12.5,1,0.0441,0.694,,0.127,0.157,133.878,205774.0,5,9 +Johannes Bornlöf,The Joys And Sorrows Of Life,41.0,0.295,0.201,10.0,-14.954,0,0.0321,0.912,0.932,0.102,0.0373,101.923,2.790316667,4,7 +Alma Zohar,Khulat Einaim,28.0,0.61,0.812,11.0,-5.289,0,0.0391,0.393,7.9e-05,0.344,0.586,94.026,202184.0,4,10 +LILHUDDY,The Eulogy of You and Me,64.0,0.513,0.848,4.0,-4.644,1,0.0676,0.000161,,0.336,0.394,143.968,183362.0,4,10 +YUNGBLUD,"god save me, but don't drown me out",63.0,0.373,0.871,2.0,-3.706,1,0.0622,0.00115,,0.4,0.201,127.413,217510.0,4,10 +A Blaze of Feather,Labyrinth - Acoustic,31.0,0.219,0.386,2.0,-9.066,1,0.0315,0.643,,0.101,0.404,161.661,195000.0,4,1 +Blondie,One Way Or Another - Remastered,66.0,0.45,0.914,2.0,-5.4,1,0.0607,0.0305,1.42e-05,0.152,0.904,162.487,215107.0,4,10 +KALEO,No Good,65.0,0.378,0.925,9.0,-3.781,1,0.185,0.0234,0.00062,0.18,0.584,108.525,234240.0,4,2 +Black Pistol Fire,Pick Your Poison,53.0,0.416,0.79,9.0,-5.345,1,0.0444,0.00714,3.5e-06,0.0682,0.616,154.051,225053.0,4,2 +Sour Widows,Look the Other Way,30.0,0.536,0.477,5.0,-8.999,1,0.0301,0.889,0.00079,0.106,0.316,159.679,304720.0,4,10 +Ramachandra Murthy,Enna Thavam Seithanai - Instrumental,18.0,0.365,0.512,9.0,-11.036,1,0.0546,0.625,0.0977,0.145,0.457,79.284,257561.0,4,6 +Ghost Killer Track,Tonight (feat. D-Block Europe & OBOY),69.0,0.673,0.612,9.0,-7.419,1,0.241,0.232,1.11e-05,0.15,0.306,147.874,215173.0,4,5 +Sanju,Astral,24.0,0.389,0.921,3.0,-6.123,1,0.0871,0.000432,,0.433,0.276,125.055,225000.0,4,8 +Green Day,Welcome to Paradise,68.0,0.37,0.96,3.0,-4.162,0,0.0378,0.000241,0.0116,0.0563,0.717,89.428,224133.0,4,10 +John Leyton,Johnny Remember Me,37.0,0.345,0.727,7.0,-9.711,0,0.0778,0.252,1.7e-06,0.0882,0.509,143.874,160600.0,4,6 +Wyldest,Hollow,1.0,0.638,0.737,2.0,-6.35,1,0.0352,0.195,0.0233,0.122,0.289,119.038,184433.0,4,6 +Son Little,Blue Magic (Waikiki) - Eric Krasno Remix,38.0,0.735,0.684,6.0,-11.039,0,0.078,0.0426,0.000234,0.319,0.83,95.978,222500.0,4,2 +Yuval Dayan,◊ë◊©◊¢◊î ◊ò◊ï◊ë◊î,30.0,0.618,0.447,5.0,-10.98,1,0.0299,0.355,,0.104,0.16,130.862,207160.0,3,9 +Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,1 +Itay Levi,Achrey Hakol Mitga'agea,31.0,0.568,0.558,11.0,-8.342,1,0.22,0.907,,0.217,0.409,156.229,170717.0,4,9 +Grouplove,Deadline,56.0,0.627,0.94,11.0,-5.563,0,0.29,0.148,0.00333,0.623,0.592,158.012,218680.0,4,6 +Black Veil Brides,Fields of Bone,63.0,0.252,0.957,1.0,-2.318,0,0.473,0.00268,0.000451,0.0834,0.192,187.853,199788.0,4,8 +Utsav Lal,Raga Hamsdhwani,,0.251,0.316,,-17.171,1,0.0361,0.843,0.912,0.0678,0.0547,87.966,13.02328333,4,0 +T. Rex,Cosmic Dancer,58.0,0.363,0.803,,-8.089,1,0.06,0.0117,0.00601,0.189,0.718,156.047,266533.0,4,1 +Jesus Jones,Right Here Right Now,56.0,0.657,0.608,2.0,-13.565,1,0.0287,0.0088,3.45e-06,0.103,0.723,106.862,189293.0,4,10 +PJ Harvey,Good Fortune,52.0,0.552,0.669,7.0,-4.462,1,0.0329,0.00697,0.0467,0.0781,0.561,126.092,200200.0,4,1 +James Booker,Junco Partner,37.0,0.487,0.658,2.0,-11.856,1,0.0342,0.703,0.0396,0.0829,0.793,102.435,235280.0,4,2 +Tropidelic,Feels Like Home (with Shwayze),44.0,0.652,0.762,1.0,-6.396,0,0.223,0.214,,0.0981,0.697,190.032,191600.0,4,10 +Young Stoner Life,Slam The Door,65.0,0.915,0.527,10.0,-10.292,0,0.321,0.09,,0.0959,0.764,119.936,188440.0,4,5 +Merle Haggard,"Twinkle, Twinkle Lucky Star",46.0,0.659,0.34,4.0,-14.976,1,0.035,0.841,0.000598,0.222,0.694,81.64,3.393333333,4,4 +Seaweed,Losing Skin,42.0,0.209,0.951,,-6.326,1,0.0609,6.51e-06,0.00619,0.0829,0.471,100.945,163067.0,4,10 +KLON,Santa Barbara,37.0,0.817,0.508,,-9.526,0,0.0333,0.0263,0.0614,0.267,0.62,100.02,226453.0,4,6 +Boaz Sharabi,◊™◊†◊ô ◊ú◊ô ◊ô◊ì,24.0,0.392,0.363,9.0,-14.575,0,0.0349,0.347,,0.0847,0.152,74.593,227733.0,4,9 +Lil Peep,Falling Down - Bonus Track,82.0,0.669,0.574,4.0,-6.442,0,0.0286,0.0175,0.00294,0.146,0.273,120.013,196400.0,4,5 +The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,10 +The Offspring,Days Go By,54.0,0.402,0.976,9.0,-1.823,1,0.0712,0.0029,,0.116,0.318,150.061,241787.0,4,10 +Lagori,Darbari,12.0,0.567,0.706,4.0,-6.778,0,0.0351,0.0325,0.00516,0.112,0.281,93.003,5.14475,4,0 +Nada Surf,Popular,53.0,0.444,0.884,7.0,-6.104,1,0.119,0.00751,8.94e-05,0.116,0.296,94.82,220587.0,4,1 +Nurit Galron,◊î◊ú◊ê ◊†◊ï◊ì◊¢,24.0,0.724,0.61,7.0,-8.744,0,0.0312,0.43,0.00678,0.0802,0.583,120.04,219650.0,4,10 +The Amazons,In My Mind,48.0,0.32,0.892,1.0,-3.628,1,0.0539,0.000137,7.3e-05,0.0899,0.474,77.508,230333.0,4,10 +Cary Morin,Prisoner,37.0,0.54,0.086,2.0,-16.292,1,0.036,0.758,6e-05,0.0953,0.285,89.955,249760.0,4,2 +Damien Rice,9 Crimes,61.0,0.346,0.139,,-15.326,1,0.0321,0.913,7.73e-05,0.0934,0.116,136.168,217947.0,4,6 +Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,2 +Mick Gordon,Rip & Tear,67.0,0.506,0.882,9.0,-8.683,1,0.0737,0.000655,0.795,0.174,0.14,107.994,257735.0,4,8 +KenTheMan,He Be Like,58.0,0.911,0.415,6.0,-10.452,0,0.175,0.029,,0.0958,0.642,125.052,192960.0,4,5 +Silverstein,Infinite,59.0,0.441,0.868,11.0,-5.516,0,0.0714,0.000121,2.72e-06,0.145,0.366,162.0,163720.0,4,10 +Kenny Wayne Shepherd,Blue On Black - Live,32.0,0.339,0.69,7.0,-8.307,1,0.0306,0.00388,0.000987,0.983,0.421,154.623,332653.0,4,2 +Max Cooper,Swarm,36.0,0.594,0.692,9.0,-10.873,0,0.0398,0.378,0.953,0.0872,0.056,102.001,268235.0,3,6 +Tribulation,Leviathans,32.0,0.356,0.937,5.0,-7.185,0,0.0614,0.00221,0.331,0.149,0.212,145.908,294547.0,4,8 +Timo Tolkki‚Äôs Avalon,The Fire and the Sinner,34.0,0.52,0.709,9.0,-6.31,0,0.0467,0.0769,,0.31,0.186,119.79,185884.0,4,8 +DREAMERS,Painkiller,56.0,0.398,0.92,2.0,-3.267,0,0.0491,0.00311,0.000531,0.108,0.226,200.131,202627.0,4,1 +ONE OK ROCK,Renegades,68.0,0.536,0.857,5.0,-4.254,0,0.0614,0.000849,0.000151,0.152,0.332,153.943,244538.0,4,10 +The Day Of The Beast,Disturbing Roars at Twilight,31.0,0.236,0.96,2.0,-5.034,0,0.145,3.43e-06,0.0181,0.23,0.118,107.975,249697.0,4,8 +Evile,Cult,41.0,0.51,0.911,10.0,-5.048,1,0.0361,0.000276,0.072,0.138,0.558,140.053,291960.0,4,8 +Korn,Freak On a Leash,74.0,0.353,0.898,2.0,-5.877,1,0.052,2.23e-05,0.105,0.39,0.525,103.293,255733.0,4,10 +Shemekia Copeland,Money Makes You Ugly,42.0,0.619,0.631,7.0,-4.738,1,0.032,0.066,1.64e-06,0.0957,0.407,116.062,216171.0,4,2 +French The Kid,Old Friends,62.0,0.736,0.52,10.0,-10.486,0,0.262,0.249,0.000932,0.107,0.262,94.286,218944.0,5,5 +Little Sonny,A Woman Named Trouble,10.0,0.62,0.683,7.0,-12.393,1,0.0548,0.139,,0.0492,0.94,156.16,266427.0,4,2 +Turkuaz,Bubba Slide - Live,12.0,0.594,0.791,10.0,-9.452,0,0.0452,0.216,0.0672,0.938,0.433,106.15,621154.0,4,10 +Doohickey Cubicle,Milano Sport,24.0,0.504,0.614,7.0,-9.236,0,0.0494,0.58,0.617,0.112,0.547,168.066,184043.0,4,6 +Lush,Desire Lines,46.0,0.376,0.663,9.0,-5.451,0,0.0325,0.000167,0.00479,0.075,0.0725,121.049,459173.0,4,6 +Keef Hartley Band,Leavin' Trunk,32.0,0.353,0.438,5.0,-14.155,1,0.0358,0.192,0.085,0.108,0.728,82.004,356360.0,4,10 +Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,1 +Dirty Heads,Lay Me Down,64.0,0.668,0.78,7.0,-6.481,1,0.0901,0.0487,,0.107,0.739,170.032,215147.0,4,10 +"Erik Satie, Gautier Capuçon, Jerome Ducros, Adrien Perruchon, Orchestre de chambre de Paris",Satie / Orch. Ducros: Gymnopédie No. 1,1.0,0.0921,0.0183,7.0,-31.858,1,0.0513,0.942,0.94,0.195,0.039,166.979,2.868666667,3,7 +Adele,Send My Love (To Your New Lover),71.0,0.691,0.51,6.0,-9.217,0,0.0878,0.0347,3.32e-06,0.182,0.515,164.055,223079.0,4,9 +Shalom Hanoch,◊ê◊ú ◊™◊ï◊ï◊™◊®,17.0,0.366,0.2,2.0,-15.747,1,0.0386,0.714,5.04e-05,0.121,0.13,123.753,125800.0,5,10 +Walter Trout,Sittin On Top Of The World,33.0,0.167,0.924,,-5.868,1,0.0561,0.011,0.0593,0.863,0.555,163.264,345333.0,3,2 +Seether,Against The Wall - Acoustic Version,56.0,0.58,0.488,1.0,-10.585,1,0.0262,0.255,2.63e-05,0.108,0.13,131.998,206825.0,4,10 +Judas Priest,Beyond the Realms of Death,56.0,0.287,0.716,11.0,-5.653,0,0.0311,0.0381,3.24e-05,0.164,0.544,172.123,409800.0,4,8 +ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,1 +8 Ball Aitken,Ice Cream Man,25.0,0.569,0.761,9.0,-4.78,0,0.0343,0.0315,0.000694,0.0958,0.694,90.024,209601.0,4,2 +Claire George,Northern Lights,27.0,0.723,0.577,8.0,-8.638,1,0.041,0.153,0.0228,0.0944,0.351,107.012,258965.0,4,6 +dodie,I Kissed Someone (It Wasn't You),58.0,0.458,0.179,11.0,-19.057,0,0.0888,0.938,0.175,0.119,0.243,77.737,150937.0,5,6 +Attack Attack!,Brachyura Bombshell,56.0,0.478,0.971,1.0,-4.845,1,0.0853,0.000987,0.0192,0.0809,0.38,122.397,224104.0,4,8 +Forevrboy,Without U,33.0,0.505,0.793,6.0,-5.812,0,0.0333,0.0165,0.699,0.502,0.485,154.92,161109.0,4,10 +Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,9 +Jefferson Airplane,"Somebody to Love - Live at The Woodstock Music & Art Fair, August 17, 1969",39.0,0.364,0.862,6.0,-11.716,1,0.0474,0.028,0.0389,0.657,0.566,145.186,271880.0,4,10 +MC Beezy,Casamigos,44.0,0.731,0.563,5.0,-5.893,1,0.508,0.0419,,0.0938,0.539,209.84,164387.0,4,5 +Ben Wendel,Less,14.0,0.215,0.104,4.0,-14.0,1,0.0333,0.951,0.0121,0.0761,0.0637,78.62,231025.0,4,6 +The Stooges,Gimme Danger - Bowie Mix,44.0,0.455,0.588,3.0,-12.238,0,0.0489,0.00461,0.549,0.131,0.348,131.857,209093.0,4,10 +Sonny Smith,Lost,41.0,0.584,0.81,,-6.308,1,0.0308,0.00899,0.00104,0.0789,0.865,87.094,238627.0,4,6 +Death Cab for Cutie,I Will Follow You into the Dark,64.0,0.581,0.163,5.0,-14.686,1,0.0447,0.923,,0.118,0.475,77.748,189400.0,4,10 +Mickey Darling,Reverse Cowgirl,55.0,0.549,0.693,6.0,-8.926,0,0.128,0.244,,0.111,0.459,168.969,219453.0,4,9 +Tiberius b,Big Deal,43.0,0.696,0.571,1.0,-5.472,1,0.0545,0.0285,,0.0917,0.456,136.036,258337.0,4,6 +Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,6 +Iration,DJs,47.0,0.839,0.706,,-5.293,1,0.0822,0.00534,9.87e-06,0.216,0.613,96.065,204890.0,4,10 +Find Yourself,Lukas Nelson and Promise of the Real,,0.726,0.603,8.0,-5.446,1,0.0307,0.607,0.00267,0.0925,0.909,133.49,6.272216667,4,0 +Hagalaz' Runedance,The Dawning,41.0,0.588,0.47,11.0,-10.688,0,0.0586,9.12e-05,0.911,0.0965,0.411,120.025,293747.0,4,8 +TOTO,I Won't Hold You Back,60.0,0.539,0.306,,-15.067,0,0.0264,0.404,,0.0608,0.0643,102.245,293307.0,4,10 +Digga D,Bluuwuu,59.0,0.919,0.672,2.0,-5.245,1,0.446,0.456,,0.165,0.855,140.139,181759.0,4,5 +No name faces,Dark Secrets,28.0,0.602,0.862,2.0,-5.863,1,0.0332,7.66e-06,0.221,0.141,0.403,99.995,312600.0,4,8 +ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,1 +Deathbeds AU,Enough Isn't Enough,17.0,0.374,0.982,10.0,-3.753,0,0.145,0.00113,6.87e-05,0.311,0.0945,178.013,200254.0,4,8 +Goba,Alfa,26.0,0.394,0.893,4.0,-8.752,1,0.0934,0.0801,0.659,0.371,0.648,194.989,230223.0,3,8 +Rage Against The Machine,Guerrilla Radio,70.0,0.599,0.957,11.0,-5.764,1,0.188,0.0129,7.06e-05,0.155,0.489,103.68,206200.0,4,10 +Metallica,Seek & Destroy,66.0,0.445,0.964,9.0,-5.493,1,0.282,0.037,0.0132,0.0773,0.448,140.817,414720.0,4,8 +The Flaming Lips,She Don't Use Jelly,60.0,0.33,0.556,7.0,-11.494,1,0.0796,0.207,4.39e-05,0.315,0.506,173.828,222279.0,4,6 +The Ataris,The Boys of Summer,67.0,0.251,0.954,6.0,-2.879,1,0.0691,0.000674,0.000132,0.0975,0.264,191.059,258000.0,4,10 +Y&T,I Believe In You,32.0,0.308,0.904,2.0,-3.92,0,0.0584,0.00741,0.00176,0.252,0.308,110.78,433360.0,4,10 +Joe Henderson,Isotope - Rudy Van Gelder Edition / 2004 Digital Remaster,36.0,0.525,0.586,5.0,-9.888,1,0.0441,0.456,,0.226,0.583,96.835,556227.0,4,2 +BABYMETAL,Gimme Chocolate!!,35.0,0.604,0.988,11.0,-1.591,1,0.0698,0.000216,0.000196,0.0684,0.558,110.023,232855.0,4,8 +Hawkwind,Silver Machine - Live at the Roundhouse London; 1996 Remaster,46.0,0.31,0.874,1.0,-11.889,1,0.152,0.000416,0.712,0.0695,0.096,131.717,279973.0,4,6 +Beautify Junkyards,Ritual in Transfigured Time,16.0,0.514,0.497,1.0,-10.227,0,0.0249,0.556,0.658,0.141,0.47,94.993,278000.0,4,6 +Dimman,Obscenity,,0.457,0.956,9.0,-7.421,0,0.121,0.000236,0.000132,0.264,0.0553,112.639,214533.0,3,8 +Etaoin,Bedroom Walls,38.0,0.573,0.292,9.0,-10.508,1,0.0414,0.9,,0.107,0.3,76.344,212387.0,4,9 +Niniola,Look Like Me,41.0,0.829,0.718,1.0,-5.888,1,0.0518,0.00238,0.012,0.0746,0.538,118.048,286236.0,4,9 +Billy Idol,Dancing With Myself,69.0,0.51,0.696,4.0,-10.83,1,0.0802,0.0157,0.000104,0.297,0.905,176.568,359733.0,4,10 +BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,10 +Maggie Lindemann,Loner,55.0,0.69,0.706,8.0,-4.235,0,0.0519,0.322,0.00024,0.132,0.229,159.905,190561.0,4,10 +Efrat Ben Zur,◊í◊ù ◊î◊ô◊ù ◊†◊°◊ï◊í,25.0,0.406,0.492,5.0,-5.273,1,0.031,0.000937,0.0019,0.112,0.2,61.858,200707.0,4,10 +Bring Me The Horizon,True Friends,67.0,0.419,0.938,7.0,-3.12,1,0.0837,0.000683,,0.114,0.333,160.151,232320.0,4,10 +Bush,Glycerine - Acoustic,50.0,0.657,0.281,11.0,-9.231,0,0.0362,0.585,0.00184,0.12,0.265,118.703,212893.0,4,10 +Nothing More,Do You Really Want It,55.0,0.223,0.891,7.0,-4.918,1,0.133,8.6e-05,0.000422,0.107,0.558,170.6,233333.0,4,10 +Matt Maltese,madhouse,48.0,0.644,0.533,10.0,-8.421,1,0.0499,0.599,2.87e-06,0.143,0.653,156.988,211075.0,4,6 +"Asha Bhosle, Kishore Kumar, R. D. Burman",Aap Ke Kamre Mein,17.0,0.369,0.674,10.0,-10.555,0,0.208,0.839,2.7e-06,0.898,0.428,127.462,8.752666667,4,3 +Leonard Peters,Five Years Ago,57.0,0.309,0.104,,-23.378,1,0.0428,0.976,0.918,0.149,0.0779,50.329,2.926783333,4,7 +"Javed Bashir, Junaid Bashir",Piya: Basant Mukhari,16.0,0.44,0.757,9.0,-5.553,1,0.0498,0.755,,0.111,0.528,124.775,5.68835,4,0 +Simon & Garfunkel,The Sounds of Silence,54.0,0.44,0.466,6.0,-9.712,1,0.0284,0.17,1.03e-06,0.118,0.543,107.744,185253.0,4,10 +ABSOLUTE.,Convalesce (feat. REGALJASON),42.0,0.57,0.804,8.0,-6.739,1,0.037,0.00611,0.784,0.114,0.0795,122.991,249148.0,4,6 +Dirtwire,Rain Gonna Fall,32.0,0.518,0.449,7.0,-11.318,1,0.0376,0.118,0.0295,0.216,0.394,119.947,230000.0,4,2 +Thaehan,Farewell,39.0,0.255,0.99,7.0,-5.336,1,0.0594,2.06e-06,0.872,0.289,0.339,199.985,180600.0,4,8 +Intervals,Touch and Go,47.0,0.447,0.876,11.0,-3.895,0,0.0822,0.000105,0.872,0.0421,0.407,94.993,261560.0,4,8 +Pure Reason Revolution,Ghosts & Typhoons,40.0,0.543,0.888,1.0,-8.11,0,0.0664,0.00082,0.00713,0.278,0.336,129.988,525600.0,4,10 +"Jada Facer, Kyson Facer",Sweater Weather (Acoustic),47.0,0.747,0.228,10.0,-10.742,0,0.0343,0.83,,0.0947,0.45,116.072,2.50861667,4,0 +Melanie,Tuning My Guitar - Live at Woodstock,23.0,0.417,0.352,7.0,-17.601,1,0.232,0.832,0.00147,0.502,0.382,95.221,316573.0,3,10 +Misha,2 Cool,37.0,0.782,0.706,7.0,-7.509,0,0.301,0.317,5.96e-06,0.152,0.815,140.015,196083.0,4,1 +Sold Soul,For Whom the Banshee Cries,38.0,0.172,0.964,4.0,-4.962,0,0.202,0.000138,1.51e-05,0.0932,0.0388,139.976,384286.0,4,8 +Loud Luxury,Amnesia (feat. GASHI),66.0,0.745,0.839,11.0,-6.654,0,0.0489,0.0454,3.09e-05,0.0882,0.226,124.021,193548.0,4,10 +The National,I Need My Girl,65.0,0.52,0.436,,-11.508,0,0.0355,0.865,0.0651,0.123,0.114,126.053,245240.0,4,6 +bonsi,Mouth of Shame,32.0,0.468,0.539,4.0,-12.652,0,0.241,0.5,0.00714,0.132,0.0824,115.083,221217.0,4,6 +Gogi 93,Private Cloud,30.0,0.48,0.648,5.0,-8.182,0,0.0381,0.595,0.962,0.679,0.214,175.749,192013.0,4,6 +cleopatrick,GOOD GRIEF,55.0,0.511,0.882,1.0,-5.553,1,0.059,0.00586,0.00483,0.642,0.622,112.115,180093.0,4,10 +BLOXX,Coming Up Short,46.0,0.53,0.721,2.0,-4.599,1,0.0431,0.0047,5.79e-06,0.0568,0.594,150.988,195534.0,4,10 +"Abhijeet Srivastava, Vishal-Shekhar","Chashni (From ""Bharat"")",58.0,0.756,0.52,6.0,-8.642,1,0.0341,0.495,,0.0901,0.684,119.92,4.43325,4,3 +WALK THE MOON,Different Colors,52.0,0.48,0.826,,-4.602,1,0.0397,0.000797,1.01e-06,0.125,0.687,96.0,222053.0,4,10 +The Doors,Light My Fire,72.0,0.413,0.725,3.0,-5.787,0,0.0324,0.369,2.16e-05,0.0905,0.44,124.618,7.16266667,4,10 +Seasick Steve,Love & Peace,36.0,0.495,0.707,10.0,-12.736,0,0.0775,0.346,0.000796,0.193,0.669,107.985,359836.0,4,2 +Biig Piig,Oh No,60.0,0.697,0.41,7.0,-9.149,1,0.144,0.412,0.79,0.111,0.377,166.133,164947.0,4,1 +"Varun Nimbolkar, Saee Tembhekar",The Unposted Letter,20.0,0.53,0.539,1.0,-13.082,1,0.0413,0.462,0.765,0.334,0.321,166.018,4.240966667,4,0 +Major Lazer,Titans (feat. Sia & Labrinth),64.0,0.722,0.858,7.0,-4.892,1,0.0445,0.0999,0.000175,0.144,0.599,93.976,199169.0,4,9 +Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,6 +Bullet For My Valentine,Letting You Go,59.0,0.459,0.903,5.0,-4.649,0,0.0673,0.00877,,0.168,0.364,76.185,223655.0,4,10 +The LaFontaines,Alpha,35.0,0.557,0.92,11.0,-3.386,0,0.0532,0.000251,,0.222,0.666,95.975,225601.0,4,10 +Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,1 +Imagine Dragons,Follow You,87.0,0.542,0.732,9.0,-5.956,1,0.0521,0.00209,7.92e-05,0.496,0.489,124.912,175644.0,4,10 +Fu Manchu,Eatin' Dust,48.0,0.292,0.927,7.0,-5.142,0,0.081,0.000126,0.0417,0.178,0.403,92.236,190800.0,4,10 +Noisettes,Never Forget You,71.0,0.569,0.692,9.0,-4.683,1,0.0323,0.0167,3.78e-05,0.126,0.737,141.632,192213.0,4,9 +"Madhuri Dixit, Salman Khan, Renuka Sahane",Dialogues - Hum Aapke Hain Koun,28.0,0.449,0.314,11.0,-16.697,1,0.0815,0.962,0.344,0.792,0.663,128.427,0.991983333,4,3 +Phoebe Bridgers,Kyoto,71.0,0.599,0.742,11.0,-6.886,1,0.0419,0.0488,0.32,0.0916,0.493,131.014,184524.0,4,6 +The Black Keys,Too Afraid to Love,49.0,0.541,0.72,11.0,-5.021,0,0.0333,0.00516,0.00231,0.0969,0.539,136.809,205038.0,4,10 +Shouse,Love Tonight - Edit,85.0,0.727,0.681,5.0,-7.114,0,0.0265,0.00214,0.000307,0.0861,0.448,123.028,4.03283333,4,9 +Deftones,Ohms,57.0,0.112,0.978,4.0,-2.64,1,0.117,0.000108,0.0241,0.117,0.371,173.097,250222.0,3,1 +The Rolling Stones,As Tears Go By - (Original Single Mono Version),47.0,0.331,0.282,7.0,-10.863,1,0.0292,0.71,0.00262,0.158,0.392,112.168,165213.0,4,10 +MassMatiks,MEAT - Radio Edit,31.0,0.513,0.69,10.0,-7.179,0,0.0687,0.000368,,0.111,0.542,155.866,193485.0,4,10 +The Steel Woods,All of Your Stones,52.0,0.554,0.449,2.0,-7.17,1,0.0336,0.0245,1.65e-06,0.257,0.441,137.946,290556.0,3,10 +Eliza Shaddad,One Last Embrace,25.0,0.495,0.754,2.0,-5.894,0,0.0385,0.00704,0.00248,0.137,0.38,147.957,220312.0,4,1 +Nachtblut,Meine Grausamkeit Kennt Keine Grenzen,21.0,0.574,0.989,2.0,-5.51,1,0.0552,0.000281,0.265,0.143,0.176,130.065,295673.0,4,8 +Boy In Space,Cold - Acoustic,48.0,0.692,0.274,9.0,-11.586,1,0.0338,0.844,,0.0969,0.385,124.832,238080.0,4,9 +Bob Marley & The Wailers,Three Little Birds,79.0,0.814,0.482,9.0,-10.493,1,0.0588,0.0111,1.57e-06,0.0476,0.615,148.404,180267.0,4,10 +Jhana Boy,Better Than Heaven,37.0,0.582,0.643,4.0,-6.512,1,0.0262,0.15,0.000254,0.183,0.322,82.506,198345.0,4,6 +The Revisit Project,Rough and Straight,17.0,0.524,0.666,1.0,-6.301,1,0.0899,0.0242,0.638,0.0889,0.745,94.885,373895.0,4,6 +Inhaler,Cheer Up Baby,58.0,0.462,0.914,8.0,-6.382,1,0.0416,0.00124,0.000125,0.0978,0.326,142.978,233907.0,4,10 +AJ Tracey,Cheerleaders,63.0,0.768,0.746,6.0,-7.223,0,0.232,0.201,1.39e-05,0.19,0.588,142.013,234000.0,4,5 +Deep Blue Something,Breakfast At Tiffany's,72.0,0.622,0.829,2.0,-5.548,1,0.029,0.11,,0.0954,0.539,110.367,257373.0,4,10 +Ido Shoam,Colombiana,36.0,0.82,0.892,8.0,-4.399,1,0.0766,0.0164,6.38e-06,0.493,0.892,128.06,170625.0,4,9 +"Edvard Grieg, Gothenburg Symphony Orchestra, Neeme Järvi","Two Nordic Melodies, Op.63: 2. Cowkeeper's tune and country dance",20.0,0.282,0.049,7.0,-24.094,1,0.042,0.891,0.639,0.288,0.0526,94.76,5.20445,4,7 +Kavinsky,Testarossa (SebastiAn Remix),42.0,0.601,0.807,1.0,-6.487,1,0.0392,0.000209,0.808,0.225,0.412,130.019,298080.0,4,1 +The HU,The Legend of Mother Swan,47.0,0.563,0.66,8.0,-9.3,1,0.0285,0.0237,0.347,0.118,0.375,167.042,325227.0,4,8 +Koko Taylor,Voodoo Woman,39.0,0.661,0.525,5.0,-9.42,0,0.0382,0.369,5.76e-06,0.0943,0.964,91.601,228200.0,4,2 +ShrekDiMC,◊ê◊ú ◊™◊©◊í◊¢ ◊ê◊ï◊™◊ô,26.0,0.744,0.811,5.0,-5.426,0,0.26,0.1,,0.0819,0.6,140.044,358525.0,4,5 +Fr√†n√ßois & The Atlas Mountains,Coucou - Edit,38.0,0.798,0.403,11.0,-12.985,1,0.0445,0.727,0.00751,0.151,0.733,137.99,216187.0,4,6 +XTC,Dear God - Remastered 2001,52.0,0.577,0.464,7.0,-7.943,1,0.024,0.0979,1.3e-06,0.154,0.346,90.557,219507.0,4,1 +The Vines,Ride,44.0,0.593,0.938,9.0,-3.075,1,0.0426,0.00189,0.000158,0.0424,0.657,125.925,156213.0,4,6 +Sixx:A.M.,Maybe It's Time,58.0,0.396,0.781,,-5.148,1,0.0377,0.00158,,0.185,0.201,145.06,254201.0,4,10 +Softcult,Another Bish,39.0,0.556,0.541,4.0,-6.018,1,0.0292,0.00476,0.0171,0.128,0.553,96.531,175421.0,4,10 +Smallgod,Marry Me,49.0,0.672,0.589,10.0,-6.615,0,0.118,0.477,0.00201,0.113,0.446,202.093,173999.0,4,9 +MARINA,Purge The Poison,70.0,0.581,0.822,,-5.082,1,0.0591,0.0519,,0.08,0.544,139.98,196573.0,4,6 +Michl,Holidays,49.0,0.531,0.438,5.0,-8.106,1,0.0344,0.445,0.00332,0.215,0.297,63.981,195199.0,4,1 +salute,Want U There,44.0,0.623,0.965,6.0,-3.157,0,0.376,0.00135,2.44e-06,0.482,0.346,134.066,176506.0,4,6 +Lovebites,DYSTOPIA SYMPHONY,30.0,0.277,0.956,7.0,-5.633,0,0.12,2.57e-06,0.0476,0.256,0.135,167.907,402027.0,4,10 +James Arthur,Rewrite The Stars (with James Arthur & Anne-Marie),74.0,0.67,0.743,10.0,-4.993,1,0.0393,0.237,,0.465,0.571,125.944,218293.0,4,9 +Guitarra Azul,Solamente Uno,43.0,0.773,0.388,10.0,-9.239,0,0.0399,0.499,0.811,0.336,0.615,105.915,3.860666667,4,7 +Nick Jonas,This Is Heaven,72.0,0.646,0.785,2.0,-4.801,0,0.0545,0.0377,,0.0897,0.52,100.911,214624.0,4,9 +"Oliver Davis, Kerenza Peacock, Huw Watkins, Paul Bateman",Dance: II. Second Movement,28.0,0.176,0.143,6.0,-21.009,0,0.0412,0.967,0.323,0.133,0.0888,85.368,3.146216667,4,7 +Green Day,Basket Case,80.0,0.442,0.943,3.0,-3.205,1,0.0602,0.00293,8.71e-06,0.091,0.781,85.064,181533.0,4,10 +Wishbone Ash,Drive,33.0,0.596,0.796,4.0,-6.5,1,0.0264,0.0205,0.00312,0.129,0.696,110.019,295213.0,4,10 +Calvin Harris,Sweet Nothing (feat. Florence Welch),72.0,0.573,0.929,8.0,-3.942,0,0.109,0.197,0.000112,0.0567,0.582,127.934,212560.0,4,9 +Watain,Black Flames March,33.0,0.263,0.892,4.0,-7.704,1,0.0597,1.52e-05,0.783,0.129,0.141,113.98,380773.0,4,8 +Rosie Tucker,Barbara Ann,35.0,0.631,0.813,10.0,-5.324,1,0.0351,0.00213,0.000109,0.103,0.389,117.992,195733.0,4,6 +Half Time Feel,Red Sails in the Sunset,51.0,0.538,0.0727,5.0,-21.014,1,0.0444,0.964,0.855,0.119,0.285,112.619,4.45075,4,7 +Robert Johnson,When You Got a Good Friend,39.0,0.785,0.147,6.0,-11.382,1,0.125,0.938,0.00159,0.0864,0.261,100.824,158800.0,4,2 +T≈çth,Daffadowndilly,32.0,0.596,0.318,,-10.394,1,0.0288,0.636,2.35e-05,0.0837,0.271,119.974,203043.0,3,6 +24kGoldn,Mood (feat. iann dior),91.0,0.701,0.716,7.0,-3.671,0,0.0361,0.174,,0.324,0.732,91.007,140533.0,4,9 +Backstreet Boys,I Still...,51.0,0.541,0.758,5.0,-3.626,1,0.0275,0.00126,,0.0763,0.181,102.984,3.812,4,9 +Rites of Spring,For Want of,42.0,0.229,0.942,2.0,-5.754,1,0.0424,0.00333,0.868,0.0812,0.305,106.466,190893.0,4,10 +Nana Adjoa,No Room,49.0,0.561,0.439,9.0,-12.044,1,0.0369,0.458,0.0503,0.105,0.307,145.425,209839.0,3,1 +Gojira,Flying whales,54.0,0.267,0.924,7.0,-3.755,0,0.0818,0.000237,0.0362,0.19,0.209,95.431,464453.0,4,8 +Marcia Ball,Pots And Pans,15.0,0.471,0.687,7.0,-7.16,0,0.0359,0.136,0.00661,0.194,0.621,93.288,273213.0,4,2 +Devek,◊ë◊©◊ù ◊î◊ì◊û◊ï◊ß◊®◊ò◊ô◊î,6.0,0.597,0.464,10.0,-8.747,1,0.0304,0.428,,0.0909,0.62,132.915,207227.0,4,6 +Motion City Soundtrack,Everything Is Alright,64.0,0.435,0.95,8.0,-3.869,1,0.106,0.000494,,0.317,0.457,160.987,207634.0,4,10 +Berry Sakharof,◊¢◊ô◊® ◊©◊ú ◊ß◊ô◊•,29.0,0.476,0.821,6.0,-7.939,1,0.0561,9.92e-05,0.000804,0.0914,0.293,175.862,325040.0,4,10 +Omar Kent Dykes,Since I Met You Baby,33.0,0.773,0.35,4.0,-8.66,1,0.0298,0.856,0.0238,0.148,0.81,105.025,200520.0,1,2 +Dead Eyes,Break In The Current,,0.608,0.916,9.0,-7.23,0,0.11,0.000135,1.75e-05,0.134,0.287,110.009,210860.0,4,8 +binki,Wiggle,55.0,0.753,0.461,8.0,-8.857,0,0.0585,0.496,0.000372,0.116,0.897,103.919,179908.0,4,6 +Rhiannon Giddens,Calling Me Home (with Francesco Turrisi),36.0,0.32,0.0846,9.0,-9.769,1,0.035,0.852,,0.119,0.122,79.094,229893.0,4,1 +Cream,I Feel Free,58.0,0.375,0.448,9.0,-14.06,1,0.0264,0.106,5.55e-05,0.141,0.564,88.371,2.85845,4,10 +Busta Rhymes,Break Ya Neck,70.0,0.82,0.809,4.0,-6.759,0,0.251,0.443,0.00175,0.0613,0.737,83.011,231240.0,4,5 +Stevie Nicks,Show Them The Way,49.0,0.619,0.808,5.0,-7.776,0,0.0634,0.0301,,0.101,0.324,113.008,391332.0,4,10 +Ricky Montgomery,Mr Loverman,81.0,0.639,0.526,,-6.697,1,0.0256,0.245,2.43e-05,0.25,0.488,130.033,216880.0,3,9 +Eye to Eye,"John Smith, Sarah Jarosz",30.0,0.8,0.382,3.0,-10.219,1,0.0277,0.382,0.00077,0.0855,0.524,111.944,3.8544,4,0 +The Bloody Beetroots,Cornelius,32.0,0.582,0.744,10.0,-5.49,1,0.0437,0.000459,0.051,0.0788,0.248,126.014,253000.0,3,6 +Monster Magnet,Space Lord,53.0,0.636,0.743,10.0,-7.112,1,0.0354,0.000231,0.665,0.123,0.356,95.821,355933.0,4,8 +Charlie Rich,The Most Beautiful Girl,50.0,0.566,0.409,7.0,-10.379,1,0.0265,0.702,3.36e-06,0.101,0.458,103.233,2.71445,4,4 +Curtis Salgado,Hail Mighty Caesar,21.0,0.715,0.735,5.0,-4.693,1,0.0436,0.384,,0.115,0.842,122.299,256523.0,4,2 +Dot,do you,48.0,0.826,0.317,11.0,-11.078,0,0.27,0.138,0.304,0.382,0.293,116.017,148416.0,3,6 +Liquid Tension Experiment,The Passage of Time,46.0,0.199,0.967,11.0,-6.727,0,0.0682,0.000153,0.657,0.192,0.352,95.032,453387.0,4,8 +Caravan,In The Land Of Grey & Pink,42.0,0.658,0.3,2.0,-15.568,1,0.0726,0.341,0.0014,0.193,0.594,84.78,298840.0,4,10 +Jefferson Starship,It's About Time,26.0,0.407,0.911,11.0,-3.355,1,0.0378,0.00287,,0.482,0.497,147.089,252587.0,4,10 +311,Down,60.0,0.441,0.922,6.0,-6.644,0,0.0655,0.000179,1.97e-06,0.381,0.565,175.411,172160.0,4,10 +Popa Chubby,Stoop Down Baby - Live,,0.668,0.852,10.0,-5.962,1,0.0726,0.156,0.0208,0.681,0.538,100.219,336400.0,4,2 +David Bowie,Rebel Rebel - 1999 Remaster,35.0,0.676,0.92,9.0,-7.96,1,0.0435,0.00101,8.65e-06,0.248,0.624,126.341,269360.0,4,10 +The Soul Jacket,Pictures on the Wall,31.0,0.71,0.281,,-9.495,1,0.0325,0.46,4.73e-05,0.0917,0.564,114.888,257453.0,4,2 +Japanese Breakfast,Dreams - Recorded at Spotify Studios NYC,48.0,0.525,0.551,4.0,-9.131,1,0.0341,0.000297,0.0124,0.0789,0.575,128.055,279232.0,4,1 +Lost Frequencies,Black & Blue - Acoustic Version,42.0,0.538,0.299,10.0,-6.78,0,0.0327,0.522,,0.237,0.577,150.473,186034.0,4,9 +Three 6 Mafia,"Stay Fly (feat. Young Buck, Eightball & MJG)",65.0,0.789,0.881,11.0,-5.758,1,0.0331,0.109,,0.355,0.647,133.299,236600.0,4,5 +Promoting Sounds,Shoot,10.0,0.804,0.473,2.0,-12.99,1,0.0976,0.051,2.06e-06,0.116,0.774,112.699,173254.0,5,5 +Saigon Would Be Seoul,History of Us - Lost fx Rework,26.0,0.266,0.375,8.0,-14.899,0,0.037,0.927,0.976,0.373,0.177,85.265,228917.0,4,6 +Bhupinder Singh,Idhar Ka Maal Udhar - Deewaar / Soundtrack Version,13.0,0.549,0.875,7.0,-3.84,1,0.119,0.725,,0.15,0.806,104.733,3.380883333,4,3 +Cage The Elephant,Cold Cold Cold,70.0,0.549,0.789,5.0,-6.071,1,0.0313,0.0178,6.7e-05,0.059,0.715,136.125,214387.0,4,10 +Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,10 +Marchita,Silvana Estrada,34.0,0.427,0.0767,4.0,-13.472,0,0.0442,0.981,1.73e-06,0.0599,0.352,104.699,3.779116667,4,0 +Moshe Giat,◊§◊¢◊û◊ï◊ü ◊ñ◊î◊ë,16.0,0.677,0.575,10.0,-7.468,0,0.0294,0.437,,0.259,0.874,125.08,317853.0,4,9 +Nessa Barrett,la di die (feat. jxdn),80.0,0.484,0.643,1.0,-4.72,1,0.0416,0.0036,,0.243,0.345,163.97,195191.0,4,1 +NewDad,Slowly,45.0,0.597,0.762,9.0,-8.199,0,0.0321,0.189,0.537,0.0821,0.566,121.993,185813.0,4,1 +Shlomo Artzi,◊õ◊û◊ï ◊ê◊ñ,30.0,0.582,0.504,2.0,-14.409,1,0.0267,0.067,1.37e-05,0.0858,0.625,138.467,301933.0,4,10 +Red Moon Architect,Dethrone the darkness,22.0,0.407,0.638,5.0,-8.441,1,0.033,0.0287,0.865,0.135,0.0945,92.614,269206.0,4,8 +Britney Spears,Out from Under,45.0,0.543,0.46,6.0,-10.463,1,0.0352,0.379,,0.112,0.384,139.918,3.897116667,4,9 +En Minor,On the Floor,34.0,0.246,0.431,2.0,-9.09,1,0.0353,0.00804,0.00881,0.356,0.142,115.256,322125.0,3,8 +Son House,Downhearted Blues,26.0,0.601,0.079,9.0,-16.254,1,0.182,0.868,0.0002,0.114,0.315,64.176,363227.0,4,2 +Ruben,Mama Don't Know,53.0,0.5,0.554,8.0,-8.507,1,0.0389,0.0128,1.68e-06,0.1,0.313,158.194,201486.0,4,9 +J.C. Sat√†n,No Brain No Shame,15.0,0.301,0.78,9.0,-6.771,0,0.0347,0.00141,0.907,0.203,0.301,109.062,209427.0,4,10 +Squidgenini,All Made Up,50.0,0.62,0.58,9.0,-8.969,1,0.337,0.347,0.000181,0.077,0.255,119.896,250519.0,4,6 +DragonForce,Through The Fire And Flames,66.0,0.153,0.953,,-4.74,0,0.122,0.00152,0.0062,0.366,0.14,199.892,439120.0,4,8 +st jimmy,cold & hot,33.0,0.559,0.68,8.0,-7.339,0,0.0368,0.0345,0.000166,0.234,0.266,169.956,103105.0,4,10 +Underoath,A Boy Brushed Red Living In Black And White,62.0,0.419,0.932,1.0,-3.604,0,0.106,0.00171,,0.137,0.445,169.881,268000.0,4,8 +Big Sandy & His Fly-Rite Boys,Jumping From 6 To 6,28.0,0.672,0.755,4.0,-8.281,1,0.0769,0.169,,0.291,0.89,115.313,190000.0,4,10 +ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,10 +"Robert Schumann, Gautier Capuçon, Bernard Haitink, Chamber Orchestra of Europe","Schumann: Cello Concerto in A Minor, Op. 129: II. Langsam (Live)",37.0,0.197,0.0284,5.0,-27.474,1,0.0488,0.98,0.871,0.129,0.0391,82.731,4.084666667,4,7 +KM,Filter (feat. JJJ & Campanella),45.0,0.857,0.802,8.0,-5.275,1,0.257,0.0946,3.42e-05,0.319,0.696,110.058,254182.0,4,9 +Backstreet Boys,Quit Playing Games (With My Heart),56.0,0.8,0.875,11.0,-4.952,0,0.0338,0.0615,2.79e-06,0.13,0.882,100.033,3.892216667,4,9 +The Mamas & The Papas,California Dreamin' - Single Version,77.0,0.552,0.608,1.0,-9.786,0,0.0345,0.352,,0.0533,0.637,112.367,162373.0,4,10 +Asking Alexandria,They Don't Want What We Want (And They Don't Care),60.0,0.557,0.902,2.0,-4.521,0,0.045,0.000282,0.00246,0.101,0.571,160.073,195391.0,4,10 +Omer Adam,◊ê◊ó◊®◊ô ◊õ◊ú ◊î◊©◊†◊ô◊ù,43.0,0.573,0.387,1.0,-6.205,1,0.0408,0.736,,0.117,0.661,133.528,207533.0,4,9 +Ronnie Milsap,(There's) No Gettin' over Me,,0.599,0.47,6.0,-10.477,0,0.0337,0.549,2.47e-05,0.304,0.811,200.631,3.27155,4,4 +blackwave.,Elusive,54.0,0.567,0.675,5.0,-6.699,0,0.219,0.335,,0.247,0.651,167.737,222200.0,4,5 +Ramachandra Murthy,"Govind Bolo, Shri Krishna Govind - Instrumental",23.0,0.247,0.496,,-11.012,1,0.0318,0.767,0.512,0.0881,0.327,82.004,346920.0,4,6 +Marty de Lutece,Tes yeux,28.0,0.673,0.633,8.0,-7.99,1,0.0505,0.378,0.00105,0.104,0.845,147.937,152432.0,4,6 +Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,9 +Snooks Eaglin,Saint James Infirmary,41.0,0.733,0.261,2.0,-14.56,1,0.0496,0.494,0.0412,0.0581,0.622,91.276,143520.0,4,2 +Patsy Cline,Gotta Lot Of Rhythm In My Soul,8.0,0.74,0.554,2.0,-14.131,1,0.031,0.977,0.283,0.623,0.971,109.129,140565.0,4,10 +Tantric,Breakdown,58.0,0.569,0.945,8.0,-5.673,0,0.0503,0.00936,,0.121,0.483,100.04,190667.0,4,10 +Weezer,All My Favorite Songs (feat. AJR),67.0,0.605,0.7,4.0,-6.47,1,0.0277,0.00998,,0.116,0.588,84.962,170720.0,4,10 +"Manhar Udhas, Anuradha Paudwal, Laxmikant–Pyarelal",Tera Naam Liya,41.0,0.538,0.831,5.0,-5.45,0,0.0461,0.823,,0.123,0.818,130.609,5.9121,4,3 +Beach Bunny,Blame Game,56.0,0.364,0.719,7.0,-5.567,1,0.0439,0.0551,3.15e-06,0.0824,0.352,97.5,214924.0,4,6 +From Autumn To Ashes,Short Stories With Tragic Endings,43.0,0.215,0.752,9.0,-6.481,0,0.0441,0.000717,0.009,0.112,0.0585,93.758,565973.0,3,8 +Yellowcard,Only One,4.0,0.477,0.906,1.0,-4.814,0,0.0895,7.89e-05,8.68e-05,0.149,0.301,81.291,257400.0,4,10 +Within Temptation,Stand My Ground,55.0,0.271,0.866,5.0,-4.072,0,0.0578,0.0489,0.000762,0.116,0.127,175.665,267987.0,4,8 +Exodus,Good Day To Die,49.0,0.437,0.94,10.0,-5.467,1,0.0895,0.00616,0.0055,0.0898,0.426,95.171,287667.0,4,8 +Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,1 +Within Temptation,The Reckoning,58.0,0.31,0.825,1.0,-4.53,1,0.0563,0.00356,,0.641,0.475,89.885,251107.0,4,8 +Guvna B,Very Original,6.0,0.831,0.636,3.0,-8.827,0,0.346,0.389,,0.0925,0.749,134.923,188443.0,4,5 +MASI MASI,Crabs,30.0,0.602,0.54,4.0,-9.212,1,0.0448,0.0784,9.8e-06,0.0825,0.59,116.959,255381.0,4,10 +Metallica,Moth Into Flame,56.0,0.163,0.977,4.0,-3.585,0,0.0591,3.64e-05,0.0052,0.0555,0.369,178.44,350644.0,4,8 +VOISART,Like Glass,48.0,0.201,0.0729,7.0,-23.906,1,0.0343,0.96,0.829,0.362,0.0746,71.807,150793.0,5,1 +Charlotte Day Wilson,If I Could,,0.505,0.255,1.0,-9.576,1,0.0663,0.831,2.45e-06,0.24,0.343,109.94,183345.0,4,1 +Kavale,Down,42.0,0.731,0.594,10.0,-5.757,0,0.284,0.418,,0.106,0.753,132.903,232611.0,4,5 +Light Rain Blues,Sam Amidon,,0.566,0.345,11.0,-15.697,1,0.03,0.852,0.554,0.189,0.396,123.84,3.952216667,4,0 +Hauskey,Cream Shirt,,0.686,0.661,10.0,-8.228,1,0.0359,0.0611,0.000113,0.176,0.579,102.001,163042.0,4,6 +"Mahesh Raghvan, Rajani Shridhar",Alai Paayuthe (feat. Rajani Shridhar),31.0,0.381,0.628,,-6.933,1,0.0505,0.18,,0.208,0.516,77.361,4.520966667,4,0 +Sarit Hadad,◊©◊®◊î ◊©◊®◊î,17.0,0.745,0.851,10.0,-4.877,0,0.0366,0.17,,0.0503,0.906,115.009,195156.0,4,9 +Calvin Boze and His All Stars,Safronia B,34.0,0.539,0.483,8.0,-9.085,1,0.0573,0.8,0.0341,0.314,0.864,167.484,144307.0,4,2 +Yuval Banay,◊ê◊†◊ô ◊û◊§◊ó◊ì,9.0,0.67,0.817,2.0,-6.545,1,0.0751,0.0296,0.0453,0.172,0.378,97.997,277092.0,4,10 +The Backseat Lovers,Kilby Girl,74.0,0.329,0.444,1.0,-9.973,1,0.0417,0.0578,0.0352,0.113,0.225,162.279,282206.0,4,10 +Greta Van Fleet,Built By Nations,67.0,0.246,0.945,9.0,-3.809,1,0.111,0.000905,0.606,0.103,0.318,157.408,238985.0,4,10 +Vinod Rathod,Koi Na Koi Chahiye,39.0,0.655,0.729,11.0,-11.116,0,0.0663,0.21,7.36e-06,0.268,0.889,124.381,6.3896,4,3 +Radiohead,Bodysnatchers,60.0,0.342,0.976,2.0,-4.986,1,0.0573,0.00443,0.0175,0.0974,0.733,166.663,242293.0,4,10 +The Pale White,Medicine,42.0,0.361,0.895,10.0,-3.94,0,0.06,0.00035,,0.349,0.459,177.959,247360.0,4,10 +LCD Soundsystem,Drunk Girls,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,1 +John K,cheap sunglasses,55.0,0.801,0.499,8.0,-5.89,1,0.0346,0.239,,0.189,0.674,99.018,199169.0,4,9 +Prides,A Wilder Heart - Acoustic,40.0,0.44,0.339,,-8.191,1,0.0381,0.672,,0.0933,0.353,110.063,241562.0,5,9 +Melody's Echo Chamber,"Breathe in, Breathe Out",37.0,0.636,0.494,2.0,-8.57,1,0.0321,0.0623,0.00221,0.215,0.741,122.036,170880.0,4,6 +Roo Panes,There's A Place,55.0,0.408,0.363,2.0,-13.949,1,0.0284,0.528,0.0538,0.0868,0.212,131.249,6.14156667,4,0 +Gojira,The Chant,63.0,0.494,0.874,8.0,-3.831,1,0.031,1.74e-05,0.0621,0.0873,0.485,124.064,312752.0,4,8 +Sub Urban,PATCHWERK (with Two Feet),68.0,0.822,0.464,8.0,-8.965,1,0.058,0.192,8.39e-06,0.293,0.773,97.506,141591.0,4,10 +Cassandra Jenkins,Michelangelo,42.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,209837.0,4,6 +Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,1 +Charlie Haden,The Good Life,36.0,0.616,0.253,7.0,-19.339,1,0.0662,0.098,4.97e-05,0.252,0.406,110.425,4.706216667,4,7 +POORSTACY,Choose Life,54.0,0.548,0.967,1.0,-2.759,0,0.0898,0.00364,,0.461,0.526,105.949,129340.0,4,10 +A Tribe Called Quest,Can I Kick It?,71.0,0.848,0.666,,-6.547,1,0.274,0.173,0.000699,0.129,0.744,96.662,251573.0,4,5 +All Time Low,Kids In The Dark - Live From Spotify UK,47.0,0.746,0.77,9.0,-5.654,1,0.0393,0.0336,,0.953,0.426,123.833,237750.0,4,10 +JC Brooks & The Uptown Sound,Rouse Yourself,43.0,0.69,0.488,5.0,-8.337,1,0.0263,0.115,9.42e-05,0.104,0.402,97.516,248693.0,4,9 +Damageplan,Pride,45.0,0.367,0.921,6.0,-5.175,1,0.0773,0.000154,0.497,0.0654,0.611,92.08,257267.0,4,8 +Toronzo Cannon,The Chicago Way,35.0,0.557,0.933,4.0,-4.871,0,0.0499,0.223,0.00772,0.107,0.648,110.843,262347.0,4,2 +Toni Barella,Feathertop,45.0,0.547,0.0871,2.0,-15.884,1,0.0511,0.99,0.952,0.111,0.3,97.62,3.0464,4,7 +Yacouba Sissoko,Siya,26.0,0.385,0.274,5.0,-14.492,1,0.0328,0.902,0.56,0.0944,0.462,140.492,5.39945,4,7 +Where Did You Sleep Last Night,Jake Blount,32.0,0.424,0.319,4.0,-9.239,1,0.0251,0.722,0.0333,0.142,0.385,102.337,3.942216667,3,0 +Hella,1-800-GHOST-DANCE,33.0,0.368,0.903,4.0,-4.978,1,0.084,6.69e-05,0.929,0.0646,0.296,118.296,224760.0,4,10 +Blind Lemon Jefferson,Black Snake Moan,28.0,0.581,0.159,11.0,-15.841,1,0.0685,0.989,0.0295,0.129,0.411,73.435,170173.0,4,2 +Lonnie Brooks,A Man's Got To Do What A Man's Got To Do,11.0,0.722,0.55,11.0,-12.496,0,0.0346,0.547,0.0221,0.13,0.828,102.666,243667.0,4,2 +KOU,RIOT,39.0,0.394,0.939,2.0,-1.706,1,0.126,0.000744,0.241,0.356,0.136,179.957,245333.0,4,10 +Rob Zombie,Crow Killer Blues,58.0,0.2,0.869,9.0,-7.049,0,0.0886,0.00322,0.174,0.134,0.179,86.479,300013.0,4,10 +Coldplay,Magic,73.0,0.738,0.482,6.0,-8.917,0,0.0402,0.0266,0.621,0.106,0.352,93.457,285014.0,4,9 +Martin Jensen,2019,69.0,0.876,0.765,9.0,-6.554,0,0.269,0.119,5.2e-06,0.0826,0.729,115.072,131381.0,4,9 +"Shankar Mahadevan, John McLaughlin",Luki - Live,13.0,0.559,0.914,7.0,-8.685,0,0.0415,0.602,0.348,0.686,0.83,130.489,5.638883333,4,0 +Stone Temple Pilots,Between the Lines,35.0,0.46,0.934,,-4.566,1,0.047,2.56e-05,8.94e-06,0.376,0.779,137.022,170627.0,4,10 +Joyce Lawson,Stop Doggin Me Around,9.0,0.559,0.47,6.0,-6.531,1,0.0356,0.564,1.64e-05,0.134,0.486,171.959,275773.0,3,2 +Britney Spears,Clumsy,,0.774,0.473,5.0,-7.07,0,0.132,0.0589,,0.0888,0.362,103.888,3.05645,4,9 +Saucy Santana,Walk,53.0,0.937,0.684,10.0,-5.634,0,0.215,0.00129,4.12e-05,0.0718,0.496,100.029,143977.0,4,5 +Bombay Bicycle Club,"Eat, Sleep, Wake (Nothing But You)",65.0,0.596,0.807,1.0,-7.893,0,0.028,0.000132,0.264,0.312,0.288,117.016,219893.0,4,6 +Inhaler,Who's Your Money On? (Plastic House),53.0,0.318,0.646,5.0,-7.15,0,0.0392,0.00521,0.172,0.0679,0.172,125.986,382800.0,4,6 +Karsh Kale,Shyam,16.0,0.554,0.626,7.0,-7.793,1,0.0324,0.0304,0.00481,0.179,0.0386,111.004,5.914666667,4,0 +"Doja Cat, Ariana Grande",I Don't Do Drugs (feat. Ariana Grande),80.0,0.683,0.615,5.0,-5.737,1,0.0966,0.222,8.25e-06,0.154,0.45,77.014,3.14821667,4,9 +Pet Shop Boys,"Always on My Mind - Live at the O2 Arena, London - 21 December 2009",34.0,0.517,0.993,7.0,-3.894,1,0.0748,0.00132,0.0822,0.989,0.362,126.137,3.72045,4,9 +Vantage,50//50,64.0,0.838,0.699,7.0,-7.216,1,0.0521,0.0608,0.87,0.0926,0.386,124.137,246167.0,4,9 +Liz Phair,Fuck and Run,47.0,0.774,0.64,2.0,-7.949,1,0.0333,0.743,0.0316,0.088,0.947,136.226,187933.0,4,6 +A.R. Rahman,Mylapore Blues,14.0,0.729,0.382,7.0,-15.02,1,0.0361,0.856,0.837,0.179,0.333,131.946,365440.0,3,6 +LANDMVRKS,Overrated,50.0,0.334,0.965,11.0,-3.932,0,0.0988,0.000218,,0.317,0.481,90.521,205333.0,4,10 +Walter Trout and The Free Radicals,Let Me Know,34.0,0.285,0.799,5.0,-6.216,0,0.109,0.0665,0.00186,0.96,0.611,154.487,304093.0,4,2 +Cousin Harley,4 Wheels 9 Lives,34.0,0.341,0.873,9.0,-9.897,0,0.0358,1.82e-06,0.89,0.0762,0.769,119.763,148680.0,4,10 +T.I.,Top Back,59.0,0.597,0.678,2.0,-5.743,1,0.3,0.0103,,0.381,0.659,160.074,282413.0,4,5 +"Grover Washington, Jr.",Just the Two of Us (feat. Bill Withers),80.0,0.802,0.488,1.0,-9.304,1,0.0813,0.572,0.0598,0.0763,0.624,95.77,237106.0,4,9 +"Karthick Iyer, Sadashiva Bhramendrar, Haricharan","Manasa Sancharare (From ""Five Strings And A Few Circuits"")",21.0,0.458,0.517,2.0,-12.141,1,0.0407,0.0284,7.79e-06,0.0415,0.339,149.896,4.46685,4,0 +Boys Noize,Ride Or Die (feat. Chilly Gonzales),49.0,0.44,0.586,,-7.472,0,0.0298,0.157,5.61e-06,0.112,0.0771,140.0,223659.0,4,6 +Eyedress,Jealous,71.0,0.474,0.921,9.0,-10.431,0,0.0457,0.00491,0.859,0.476,0.696,93.007,2.038983333,4,9 +Adi√≥s Amores,Luna Plateada,29.0,0.556,0.764,5.0,-5.525,0,0.0334,0.00519,2.44e-05,0.122,0.664,163.997,157119.0,3,6 +Clifford Brown,Sandu,48.0,0.562,0.447,8.0,-9.363,1,0.0636,0.633,0.125,0.0884,0.471,68.957,297040.0,4,2 +MOD SUN,Betterman,41.0,0.523,0.957,4.0,-3.236,1,0.0633,0.00315,0.0208,0.124,0.448,162.048,179363.0,4,10 +AleXa,Is It On,27.0,0.755,0.779,9.0,-3.913,0,0.149,0.0534,2.54e-05,0.1,0.472,99.962,224853.0,4,9 +Au/Ra,Bite Marks,57.0,0.56,0.273,7.0,-9.118,1,0.147,0.767,,0.169,0.479,156.577,163759.0,3,9 +Zack Villere,BERNADETTE,42.0,0.721,0.298,1.0,-12.047,1,0.0871,0.443,4.62e-05,0.107,0.426,113.154,144629.0,4,6 +Marillion,Estonia,26.0,0.309,0.414,10.0,-10.255,1,0.0297,0.674,5.25e-06,0.117,0.374,151.979,182566.0,4,10 +Guns N' Roses,It's So Easy,59.0,0.374,0.973,8.0,-10.098,1,0.128,0.0134,9.84e-06,0.0947,0.218,150.634,201360.0,4,10 +Curtis J,The Man,42.0,0.876,0.472,1.0,-10.135,1,0.305,0.144,0.000669,0.102,0.59,102.1,162500.0,4,5 +Thrice,Red Sky,45.0,0.536,0.744,2.0,-4.778,1,0.0465,0.00544,0.0277,0.106,0.136,141.45,257760.0,4,10 +Earth Trax,Ambient Dance - Radio Mix,38.0,0.684,0.69,1.0,-9.885,1,0.0412,0.00512,0.936,0.101,0.167,120.033,231821.0,4,1 +Wax Machine,Truth,21.0,0.549,0.693,11.0,-8.79,0,0.0442,0.602,0.372,0.228,0.763,91.599,255840.0,4,10 +Penny and Sparrow,Don't Start Now,49.0,0.381,0.224,,-14.677,0,0.0472,0.922,4.65e-05,0.0842,0.109,123.663,3.78795,4,0 +Eluveitie,The Call of the Mountains,56.0,0.305,0.884,11.0,-4.869,1,0.0514,0.0385,7.96e-05,0.974,0.196,108.355,253896.0,4,8 +Limp Bizkit,Down Another Day,41.0,0.57,0.587,11.0,-6.179,0,0.0293,0.00486,0.012,0.106,0.358,118.155,246240.0,4,10 +Nytt Land,Black Raven,24.0,0.432,0.424,5.0,-8.85,0,0.0366,0.344,0.00233,0.0747,0.0826,153.999,382866.0,4,8 +The Horrors,Still Life,50.0,0.392,0.677,7.0,-6.165,1,0.0281,0.00192,0.00486,0.565,0.517,170.091,321133.0,4,1 +Corey Harris,Keep Your Lamp Trimmed And Burning,36.0,0.646,0.0443,4.0,-20.977,1,0.0415,0.979,0.000179,0.107,0.333,134.257,174533.0,4,2 +Joe Cocker,Dear Landlord,30.0,0.512,0.765,,-9.896,1,0.0432,0.3,0.0296,0.479,0.944,122.603,205133.0,4,2 +Joy Williams,The Trouble with Wanting,61.0,0.396,0.198,2.0,-9.096,1,0.031,0.912,,0.0972,0.19,138.624,3.92645,3,0 +The Band,The Weight - Remastered,73.0,0.63,0.551,9.0,-9.28,1,0.0549,0.373,5.75e-05,0.103,0.518,143.868,274493.0,4,6 +Alvvays,In Undertow,53.0,0.357,0.69,1.0,-2.626,1,0.044,0.000115,0.00167,0.101,0.308,116.91,197187.0,4,6 +Interpol,All The Rage Back Home,51.0,0.287,0.91,7.0,-5.759,1,0.0571,4.12e-05,0.571,0.277,0.367,84.499,262427.0,4,1 +"Britney Spears, T.I.",Tik Tik Boom (feat. T.I.),39.0,0.751,0.767,5.0,-6.477,0,0.0639,0.238,,0.562,0.56,134.851,2.94955,4,9 +Kinkead,L√¢cher prise,33.0,0.864,0.524,11.0,-8.215,1,0.0492,0.0308,6.56e-05,0.271,0.795,125.981,160307.0,4,6 +Sonny Fodera,Closer (feat. Lilly Ahlberg),62.0,0.7,0.782,3.0,-4.631,1,0.0542,0.449,,0.143,0.68,124.969,169901.0,4,9 +Westlife,Change Your Mind,,0.685,0.817,,-3.927,1,0.0271,0.05,,0.383,0.876,127.983,3.712666667,4,9 +Greensky Bluegrass,Time > Breathe Reprise >,57.0,0.405,0.756,6.0,-6.361,0,0.0307,0.142,4.03e-05,0.638,0.606,133.379,338240.0,4,10 +The Score,Never Going Back,61.0,0.546,0.619,6.0,-6.09,0,0.042,0.0122,,0.0585,0.625,159.982,197680.0,4,10 +Fleetwood Mac,Landslide,78.0,0.414,0.161,7.0,-22.32,0,0.0318,0.883,0.000223,0.117,0.423,159.375,199493.0,4,10 +Years & Years,King,70.0,0.56,0.857,4.0,-4.145,0,0.0384,0.0594,,0.381,0.432,119.975,215360.0,4,9 +Crumb,Gone,58.0,0.62,0.502,5.0,-8.613,1,0.029,0.548,0.691,0.135,0.295,112.45,212933.0,4,6 +"A.R. Rahman, Anuradha, Anupama",Dil Se Re,54.0,0.844,0.442,9.0,-16.54,1,0.0691,0.00882,0.000498,0.0879,0.436,105.986,6.761783333,4,3 +Chez Kane,Rocket on the Radio,32.0,0.45,0.898,9.0,-7.959,1,0.0364,6.07e-05,0.0863,0.226,0.702,143.988,330481.0,4,10 +Soen,Monarch,47.0,0.428,0.921,9.0,-4.835,0,0.0756,0.00659,,0.223,0.457,150.017,292036.0,4,8 +Bklava,Close to You,43.0,0.717,0.818,5.0,-4.879,0,0.039,0.0295,0.0209,0.072,0.533,129.957,161365.0,4,9 +chemical club,Arm's Length,43.0,0.619,0.702,1.0,-4.824,0,0.0314,0.0057,0.000573,0.161,0.742,121.026,251250.0,4,6 +CV Vision,Gleiten,17.0,0.628,0.89,10.0,-10.035,0,0.0566,0.482,0.59,0.228,0.809,90.037,897708.0,4,6 +Goat,Goatfuzz,34.0,0.426,0.899,11.0,-2.658,0,0.0301,0.000546,0.721,0.17,0.562,79.07,416760.0,4,10 +Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,10 +The Beach Boys,I Get Around (Mono),66.0,0.39,0.625,9.0,-7.813,0,0.0537,0.36,,0.0663,0.514,144.338,2.23978333,4,10 +Pale Saints,Ordeal,31.0,0.503,0.541,2.0,-15.489,1,0.0335,7.82e-05,0.818,0.262,0.613,121.503,238227.0,3,10 +The Amazons,Doubt It,53.0,0.61,0.884,4.0,-4.612,0,0.0347,0.000264,0.00116,0.0892,0.546,113.968,291360.0,4,10 +Lata Mangeshkar,Har Khushi Ho Wahan,10.0,0.29,0.354,11.0,-12.669,1,0.0366,0.988,9.9e-05,0.203,0.464,148.927,3.483333333,4,3 +Janis Joplin,"Try (Just A Little Bit Harder) - Live at The Woodstock Music & Art Fair, August 17, 1969",31.0,0.449,0.776,9.0,-10.474,1,0.162,0.134,0.00399,0.201,0.586,116.753,313107.0,4,10 +Bktherula,Santanny,6.0,0.92,0.424,9.0,-5.24,1,0.226,0.00418,1.62e-06,0.164,0.116,134.975,123542.0,4,5 +Funeral For A Friend,The Great Wide Open,29.0,0.452,0.876,11.0,-2.512,1,0.0435,0.000523,,0.268,0.445,147.079,212360.0,4,10 +James Blunt,You're Beautiful - Live in Ireland,43.0,0.406,0.429,11.0,-14.225,0,0.0462,0.642,0.000428,0.961,0.471,163.928,3.637783333,4,9 +Nelly,Lil Bit,79.0,0.707,0.689,4.0,-7.097,0,0.0387,0.0255,,0.383,0.41,119.987,195962.0,4,9 +Fall Out Boy,Irresistible,64.0,0.484,0.938,2.0,-3.123,1,0.112,0.0706,,0.236,0.444,165.049,206507.0,4,10 +Geeta Dutt,Dagmag Dagmag Dole Naiyaa,,0.502,0.109,7.0,-17.85,1,0.126,0.983,0.493,0.227,0.77,147.786,3.213333333,4,3 +Buddy Guy,"Damn Right, I've Got the Blues",56.0,0.353,0.921,2.0,-5.64,1,0.0758,0.0488,0.065,0.314,0.526,145.589,271653.0,3,2 +Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,6 +Lior Narkis,◊û◊°◊ô◊ë◊™ ◊®◊ï◊ï◊ß◊ô◊ù,31.0,0.731,0.876,,-4.808,1,0.0713,0.258,,0.707,0.899,130.02,177231.0,4,9 +"Big Red Machine, Taylor Swift",Renegade (feat. Taylor Swift),78.0,0.532,0.708,,-8.121,1,0.0505,0.435,0.0236,0.107,0.586,167.977,4.24111667,4,9 +Yaffa Yarkoni,◊ú◊ú◊õ◊™ ◊¢◊û◊ö,10.0,0.379,0.237,5.0,-9.687,0,0.0353,0.958,4.63e-06,0.106,0.196,77.859,218347.0,4,10 +Westlife,Love Can Build a Bridge,2.0,0.409,0.447,8.0,-6.047,1,0.0283,0.613,,0.167,0.258,129.464,3.921333333,4,9 +Chevelle,Self Destructor,59.0,0.473,0.898,6.0,-3.537,0,0.0363,7.34e-06,0.56,0.311,0.405,104.031,347941.0,4,10 +Stormzy,Vossi Bop,69.0,0.682,0.653,8.0,-6.062,1,0.339,0.13,0.00116,0.129,0.428,188.115,196267.0,4,9 +KIDDO,My 100,38.0,0.598,0.738,11.0,-5.518,0,0.0472,0.255,,0.245,0.374,120.01,155700.0,4,9 +The Rolling Stones,Gimme Shelter,75.0,0.634,0.63,1.0,-8.277,0,0.031,0.447,0.039,0.17,0.489,118.628,270773.0,4,1 +The Physics House Band,Teratology,37.0,0.327,0.881,8.0,-7.981,0,0.047,0.00279,0.788,0.224,0.221,100.922,385360.0,4,10 +Vantage,Dancing All Night,42.0,0.786,0.811,4.0,-4.85,1,0.276,0.0191,0.726,0.363,0.619,120.068,235000.0,4,6 +Valis Ablaze,Elevation (feat. White Dove),30.0,0.193,0.976,1.0,-4.451,1,0.205,6.43e-05,1.61e-06,0.115,0.266,170.06,327999.0,5,8 +Tom Misch,It Runs Through Me,68.0,0.802,0.607,11.0,-11.028,0,0.289,0.205,0.000748,0.246,0.274,96.916,261881.0,4,5 +The Dangerous Summer,Fuck Them All,55.0,0.539,0.887,2.0,-6.935,1,0.037,0.0161,4.18e-06,0.267,0.448,100.017,196800.0,4,10 +42 Dugg,Judge Please,,0.662,0.797,8.0,-5.954,1,0.308,0.0561,,0.0486,0.606,183.909,123961.0,4,5 +Alabama,Tennessee River,47.0,0.392,0.608,2.0,-9.797,1,0.0719,0.289,9.97e-05,0.261,0.565,95.381,3.052,4,4 +Who Boy,Motorboat,30.0,0.695,0.57,5.0,-6.151,1,0.027,0.326,0.00035,0.377,0.548,94.976,205121.0,4,6 +Arik Einstein,◊î◊õ◊†◊ô◊°◊ô◊†◊ô ◊™◊ó◊™ ◊õ◊†◊§◊ö,34.0,0.293,0.273,8.0,-15.639,1,0.0276,0.771,,0.13,0.225,143.245,295000.0,4,10 +Yung Mal,Walkin (feat. Pooh Shiesty),55.0,0.911,0.651,9.0,-6.043,1,0.349,0.00338,,0.112,0.615,135.974,190709.0,4,5 +Temples,Mesmerise,33.0,0.383,0.777,1.0,-5.838,0,0.0344,0.000229,0.000576,0.211,0.517,136.063,222089.0,4,1 +Kenny Loggins,"Footloose - Live at Live Aid, John F. Kennedy Stadium, 13th July 1985",30.0,0.551,0.974,9.0,-4.776,1,0.0614,0.114,7.81e-05,0.969,0.229,87.71,4.239016667,4,9 +Local Natives,Lemon [Feat. Sharon Van Etten],57.0,0.614,0.275,3.0,-8.744,1,0.027,0.904,2.26e-05,0.118,0.303,130.875,197880.0,3,6 +Arik Einstein,◊ê◊ë◊©◊ú◊ï◊ù - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,29.0,0.45,0.34,4.0,-15.18,1,0.0648,0.094,0.0207,0.174,0.268,75.945,249173.0,4,10 +Nine Inch Nails,Head Like A Hole,61.0,0.666,0.798,9.0,-11.26,1,0.0477,0.00848,0.00186,0.585,0.442,115.382,299680.0,4,8 +John Mellencamp,Jack & Diane,75.0,0.811,0.41,9.0,-8.214,1,0.0391,0.0365,6.63e-06,0.0799,0.626,103.965,254493.0,4,10 +Tulip,Sidewinder,,0.111,0.917,9.0,-3.383,0,0.067,4.36e-06,0.758,0.404,0.178,79.997,257125.0,3,8 +Porridge Radio,Good For You,44.0,0.331,0.874,7.0,-7.521,0,0.06,0.317,0.000408,0.342,0.414,169.823,215581.0,4,1 +Kanye West,Drive Slow,59.0,0.593,0.593,11.0,-8.216,1,0.289,0.0306,9.94e-06,0.229,0.488,81.291,272227.0,1,5 +Jagwar Twin,Down to You,48.0,0.755,0.699,11.0,-5.929,1,0.065,0.00864,0.000139,0.0803,0.611,99.937,232074.0,4,10 +The Stranglers,Skin Deep,50.0,0.639,0.812,9.0,-8.785,1,0.0308,0.133,0.712,0.117,0.785,128.718,233187.0,4,10 +Faye Webster,Cheers,56.0,0.613,0.376,6.0,-8.592,0,0.0377,0.0919,0.324,0.149,0.496,170.2,195627.0,4,1 +Arik Einstein,◊õ◊ú ◊ê◊ó◊ì ◊®◊ï◊¶◊î,30.0,0.501,0.559,5.0,-8.039,1,0.0379,0.651,7.27e-06,0.113,0.0863,130.396,193333.0,4,10 +Apocalyptica,En Route To Mayhem,37.0,0.396,0.909,7.0,-6.522,0,0.0568,0.000615,0.873,0.0905,0.211,100.074,328149.0,4,8 +◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊ú◊™◊™ ◊™'◊û◊õ◊î,30.0,0.735,0.855,8.0,-5.141,0,0.303,0.351,,0.189,0.434,137.897,194783.0,4,5 +Nardo Wick,Who Want Smoke?,66.0,0.689,0.62,6.0,-7.684,1,0.295,0.00159,,0.623,0.452,75.488,152794.0,4,5 +Mumford & Sons,Cold Arms,46.0,0.482,0.151,11.0,-12.259,1,0.0377,0.819,2.7e-06,0.124,0.0447,138.757,169907.0,4,10 +Sir Sly,&Run,60.0,0.764,0.661,5.0,-8.276,1,0.0526,0.0203,0.000179,0.179,0.479,92.018,226587.0,4,10 +Martin Garrix,We Are The People (feat. Bono & The Edge) - Official UEFA EURO 2020 Song,77.0,0.66,0.733,,-4.619,1,0.0359,0.248,8.96e-06,0.17,0.304,119.933,217000.0,4,9 +Imagine Dragons,Smoke And Mirrors,48.0,0.601,0.636,7.0,-7.283,1,0.0283,0.0657,0.0218,0.446,0.0812,109.987,260907.0,4,10 +Thyla,Everything,36.0,0.503,0.584,7.0,-10.464,1,0.0611,0.00166,0.00683,0.101,0.321,157.028,265000.0,4,10 +White Lies,Farewell To The Fairground,27.0,0.524,0.654,9.0,-9.047,1,0.037,8.95e-05,0.00569,0.1,0.333,118.014,256720.0,4,6 +Tanya Tucker,Delta Dawn,36.0,0.549,0.424,,-12.892,1,0.0369,0.668,,0.319,0.509,76.783,2.973333333,4,4 +The Pretty Things,Cries from the Midnight Circus,38.0,0.358,0.682,2.0,-9.123,1,0.0627,0.00536,0.0687,0.104,0.697,175.89,388200.0,4,2 +Bob Dylan,Hurricane,70.0,0.509,0.827,,-7.715,1,0.079,0.0409,,0.12,0.743,135.601,8.54555,4,10 +Karnatriix,Delicately Tuned,17.0,0.555,0.22,9.0,-13.717,0,0.0381,0.617,0.0647,0.321,0.238,83.988,429707.0,4,6 +HAIM,The Wire,61.0,0.548,0.632,2.0,-5.569,1,0.145,0.0126,4.95e-06,0.0769,0.535,113.682,245800.0,4,10 +Riff Cohen,TEMPO,33.0,0.676,0.588,2.0,-7.294,1,0.0312,0.361,4.58e-05,0.0977,0.69,150.203,219517.0,4,6 +Million Dead,Smiling at Strangers on Trains,32.0,0.207,0.961,7.0,-5.017,1,0.0801,9.94e-05,0.031,0.331,0.343,175.217,175253.0,4,10 +Glen Glenn,One Cup of Coffee,31.0,0.6,0.644,1.0,-9.968,1,0.0331,0.542,0.000174,0.134,0.951,151.409,123600.0,4,10 +Amy Shark,Love Songs Ain't for Us (feat. Keith Urban),69.0,0.396,0.351,4.0,-7.787,1,0.0655,0.591,,0.158,0.245,182.457,220867.0,3,9 +Michigander,Misery,49.0,0.343,0.732,,-5.189,1,0.044,0.00533,0.00302,0.0685,0.392,180.162,180772.0,4,10 +Young the Giant,Cough Syrup,72.0,0.534,0.721,11.0,-7.307,0,0.0417,0.0343,6.24e-06,0.115,0.225,128.978,249520.0,3,6 +Goodbye,"The Bros. Landreth, Mariel Buckley",25.0,0.629,0.423,5.0,-9.879,1,0.0274,0.624,0.00417,0.0853,0.235,139.907,3.8527,4,0 +Frank Carter & The Rattlesnakes,Devil Inside Me,49.0,0.5,0.842,1.0,-5.337,1,0.103,0.00576,9.01e-05,0.198,0.437,98.618,178312.0,4,10 +Ronnie Baker Brooks,Show Me (feat. Steve Cropper),23.0,0.623,0.87,11.0,-6.211,1,0.055,0.0715,0.00902,0.179,0.853,146.174,239387.0,4,2 +Def Leppard,Pour Some Sugar On Me - Remastered 2017,74.0,0.267,0.953,1.0,-4.899,0,0.096,0.00211,,0.283,0.568,84.989,4.45511667,4,10 +Tommy Flanagan,Naima,44.0,0.437,0.0375,10.0,-28.282,0,0.0403,0.797,0.692,0.114,0.126,117.153,5.037333333,4,7 +Shiv Hari,Obsession - Inst,17.0,0.655,0.952,8.0,-13.031,1,0.188,0.532,0.661,0.418,0.107,99.132,2.290666667,4,3 +whenyoung,Given Up,31.0,0.506,0.832,7.0,-3.913,1,0.0596,0.00154,2.15e-05,0.087,0.32,140.903,195587.0,4,6 +Hollow Coves,Coastline,,0.667,0.494,2.0,-11.286,1,0.0283,0.613,0.00248,0.0589,0.411,100.111,3.8994,4,0 +Supergrass,Alright,72.0,0.467,0.958,4.0,-4.808,0,0.0775,0.000479,0.199,0.299,0.701,145.92,180880.0,4,1 +Scouting For Girls,This Ain't a Love Song,49.0,0.458,0.905,,-4.157,1,0.0451,0.000431,,0.378,0.553,176.667,210680.0,4,10 +Roxanne Shante,Roxanne's Revenge,37.0,0.614,0.924,1.0,-7.08,1,0.343,0.102,,0.0402,0.647,95.786,309488.0,4,5 +Connie Smith,Once a Day,48.0,0.502,0.353,6.0,-9.957,1,0.0317,0.451,,0.0583,0.751,136.746,2.335333333,4,4 +The Ocean,Jurassic | Cretaceous,40.0,0.562,0.782,7.0,-7.815,1,0.0579,0.0166,0.0213,0.0628,0.181,109.99,804933.0,3,8 +Bully,Feel the Same,34.0,0.552,0.898,,-5.593,1,0.0773,0.0736,0.000156,0.407,0.457,177.685,119453.0,4,10 +Kings of Leon,Molly's Chambers,61.0,0.598,0.911,11.0,-3.97,1,0.0515,0.222,3.84e-06,0.216,0.953,146.469,134907.0,4,6 +Ash,Girl From Mars,56.0,0.247,0.764,9.0,-7.718,1,0.0472,0.00542,,0.16,0.503,154.707,210200.0,4,10 +Aiden,Die Romantic,46.0,0.381,0.96,8.0,-3.754,1,0.13,1.37e-05,3.57e-05,0.0647,0.554,119.998,220787.0,4,10 +GB,No Love,37.0,0.77,0.691,3.0,-9.296,0,0.186,0.125,,0.125,0.734,96.921,279144.0,4,5 +The Ogre Packet Slammers,Stay Out of My Swamp,36.0,0.39,0.889,7.0,-11.181,1,0.0754,5.82e-06,0.00173,0.394,0.217,139.955,184286.0,4,8 +David Bowie,Let's Dance - 2002 Remaster,65.0,0.654,0.641,8.0,-9.771,1,0.0482,0.00535,0.00321,0.209,0.794,114.696,247600.0,4,10 +Bush,Mad Love,36.0,0.366,0.726,4.0,-4.479,1,0.0332,0.000988,0.000108,0.097,0.246,137.124,238826.0,4,10 +Son Little,neve give up,50.0,0.573,0.494,7.0,-8.938,0,0.0735,0.48,0.0259,0.121,0.762,149.883,221476.0,4,2 +girl in red,You Stupid Bitch,69.0,0.521,0.833,11.0,-5.661,0,0.053,0.00721,0.00119,0.272,0.764,149.006,195952.0,4,9 +Fr√∂st,Record Still Spinning,24.0,0.607,0.649,,-8.463,1,0.0323,0.0432,0.625,0.117,0.693,150.009,209630.0,4,6 +Matt Maeson,Cringe - Stripped,58.0,0.752,0.276,5.0,-8.901,1,0.0463,0.876,,0.103,0.275,126.135,223467.0,4,9 +Stick Figure,Shine,60.0,0.77,0.672,11.0,-5.998,0,0.0539,0.0125,0.0432,0.115,0.442,169.974,269500.0,4,10 +Jeremy J. Saks,The Theory of Sound,29.0,0.703,0.523,4.0,-18.168,0,0.0838,0.0541,0.829,0.0698,0.916,170.042,158471.0,4,1 +Yehudit Ravitz,◊§◊¢◊ù,12.0,0.658,0.206,7.0,-12.673,1,0.033,0.798,0.000303,0.105,0.237,126.232,223067.0,4,10 +I Hate Myself,Caught in a Flood With the Captain of the Cheerleading Squad,30.0,0.326,0.54,2.0,-8.254,1,0.0391,0.000207,1.51e-06,0.115,0.426,93.443,206640.0,4,10 +The Wombats,Cheetah Tongue,55.0,0.533,0.967,2.0,-3.066,1,0.057,0.0426,0.000432,0.132,0.603,95.008,219482.0,4,1 +The Go-Go's,Club Zero,36.0,0.402,0.821,7.0,-10.185,1,0.0341,2.59e-06,0.32,0.113,0.713,75.512,180069.0,4,10 +Masked Wolf,Astronaut In The Ocean,90.0,0.778,0.695,4.0,-6.865,0,0.0913,0.175,,0.15,0.472,149.996,2.213,4,9 +t√∏m hughes,obvious,30.0,0.626,0.287,5.0,-19.453,0,0.415,0.898,,0.229,0.268,107.815,189239.0,4,6 +Learnin' to Drown,Vincent Neil Emerson,18.0,0.567,0.311,11.0,-10.278,1,0.0409,0.825,0.000161,0.0989,0.317,93.483,4.887333333,4,0 +Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,1 +AC/DC,Realize,65.0,0.455,0.79,7.0,-4.049,1,0.0432,3.78e-06,0.00021,0.0866,0.22,125.964,217467.0,4,10 +Ready For Mars,O.E.,22.0,0.47,0.857,7.0,-8.797,1,0.0966,0.00177,0.0185,0.0581,0.39,180.011,219014.0,4,10 +Sebastian Yatra,Pareja Del A√±o,93.0,0.715,0.622,4.0,-5.102,0,0.046,0.163,,0.0948,0.808,80.015,195053.0,4,9 +Sam Gellaitry,Duo,58.0,0.805,0.7,10.0,-3.064,0,0.155,0.0547,,0.04,0.832,127.034,126701.0,4,6 +Robert Plant,Ship of Fools - 2006 Remaster,46.0,0.61,0.473,7.0,-6.594,1,0.0247,0.163,0.00111,0.0905,0.231,93.138,300587.0,4,10 +Wolf Alice,The Last Man on Earth,60.0,0.253,0.293,7.0,-8.544,1,0.0338,0.308,0.124,0.115,0.117,146.237,261217.0,4,6 +James Brown,Say It Loud - I'm Black And I'm Proud - Pt. 1,44.0,0.85,0.66,3.0,-6.323,1,0.193,0.386,0.00235,0.0449,0.926,115.076,167187.0,4,5 +Hether,Twinkle,45.0,0.663,0.459,8.0,-9.143,1,0.0365,0.0302,0.456,0.109,0.426,140.166,194398.0,4,9 +Phoenix,"Identical - From The Motion Picture ""On The Rocks""",57.0,0.627,0.761,2.0,-8.57,1,0.036,0.000237,0.839,0.135,0.672,128.005,193263.0,4,6 +Jimmy Eat World,The Middle,79.0,0.643,0.849,2.0,-5.428,1,0.0526,0.0371,,0.058,0.903,162.152,165853.0,4,1 +While She Sleeps,NERVOUS,58.0,0.508,0.936,,-4.743,1,0.12,0.01,,0.0964,0.122,123.967,246464.0,4,8 +Lacey Sturm,State of Me,44.0,0.536,0.882,,-4.013,1,0.0418,0.00578,4.74e-05,0.103,0.592,134.001,194775.0,4,10 +Seasick Steve,Well Well Well,46.0,0.667,0.0614,4.0,-23.806,1,0.0465,0.935,0.111,0.1,0.481,79.649,150733.0,4,2 +Twenty One Pilots,Shy Away,83.0,0.588,0.856,9.0,-5.242,0,0.0316,0.000818,0.0739,0.238,0.635,96.966,175044.0,4,9 +Highly Suspect,These Days - Acoustic,45.0,0.482,0.202,6.0,-11.093,1,0.0617,0.827,,0.0889,0.337,177.175,265752.0,4,10 +Holly Herndon,Last Gasp,26.0,0.215,0.49,6.0,-7.581,1,0.0325,0.152,0.00287,0.116,0.109,119.571,309519.0,4,6 +Royal & the Serpent,phuck u,14.0,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,9 +Autumn Skies,On the Wings of an Owl (Hypnosis),18.0,0.233,0.971,,-3.474,0,0.241,0.000579,,0.319,0.2,156.09,254267.0,4,8 +Eliad,◊û◊™◊ï◊ß ◊õ◊©◊û◊®◊ú◊ô - Remix,22.0,0.594,0.843,1.0,-4.259,1,0.0538,0.0211,,0.0742,0.677,189.877,195315.0,4,9 +Marked As An Enemy,Ghosts,31.0,0.242,0.972,9.0,-5.191,0,0.122,3.61e-05,3.05e-05,0.256,0.085,99.94,178901.0,4,10 +W.A.S.P.,Wild Child,60.0,0.372,0.857,5.0,-7.816,0,0.0461,0.0608,9.01e-05,0.187,0.389,146.08,312400.0,4,8 +Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,10 +Shalom Hanoch,◊ë◊í◊ô◊ú◊í◊ï◊ú ◊î◊ñ◊î,29.0,0.715,0.787,9.0,-5.774,1,0.043,0.207,1.41e-06,0.182,0.768,112.129,277520.0,4,10 +Turntboi95,Prague,31.0,0.588,0.856,10.0,-11.107,0,0.287,0.0323,7.21e-06,0.415,0.241,107.005,161495.0,4,6 +Hatena,SEN2333,38.0,0.669,0.801,10.0,-8.442,0,0.287,0.00492,0.857,0.225,0.197,129.967,186462.0,4,6 +Yehudit Ravitz,◊û◊î ◊¢◊ï◊©◊ï◊™ ◊î◊ê◊ô◊ô◊ú◊ï◊™,35.0,0.677,0.302,5.0,-18.8,0,0.0619,0.779,2.96e-06,0.0968,0.638,119.836,149773.0,4,10 +Britney Spears,Do You Wanna Come Over?,,0.751,0.696,4.0,-6.027,1,0.0657,0.00626,0.00258,0.107,0.446,121.0,3.389333333,4,9 +Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,6 +Saba,So and So,52.0,0.93,0.32,5.0,-11.715,0,0.0956,0.0139,0.165,0.148,0.0977,120.064,121280.0,4,5 +pizzagirl,car freshener aftershave,36.0,0.603,0.724,7.0,-6.843,1,0.0265,0.00135,1.02e-05,0.184,0.387,129.984,243868.0,4,9 +IndianRaga,Rangapuravihara 2.0,,0.486,0.673,5.0,-5.051,1,0.036,0.236,,0.126,0.307,99.962,3.3,3,0 +Jazmine Sullivan,Baltimore,50.0,0.748,0.622,11.0,-9.043,0,0.0699,0.0472,0.00254,0.11,0.838,79.949,303227.0,5,5 +Dehd,Flying,44.0,0.397,0.512,8.0,-6.734,1,0.0307,0.241,0.00391,0.1,0.0765,127.401,226679.0,4,1 +Goat Girl,Anxiety Feels,38.0,0.61,0.543,,-8.673,0,0.0419,0.175,0.0198,0.155,0.622,166.045,219640.0,4,6 +The Rolling Stones,Beast Of Burden - Remastered,74.0,0.783,0.878,1.0,-3.864,0,0.0308,0.39,0.000778,0.0426,0.885,100.626,265173.0,4,10 +Idan Amedi,◊î◊™◊ó◊ú◊î ◊ó◊ì◊©◊î,27.0,0.447,0.766,7.0,-5.833,1,0.034,0.638,3.75e-06,0.274,0.636,132.616,235893.0,4,9 +Dean Lewis,Falling Up,,0.654,0.756,2.0,-3.594,1,0.0534,0.648,,0.0995,0.475,103.551,206948.0,4,9 +LEMONPARTY,Animal,13.0,0.237,0.962,2.0,-6.516,0,0.154,0.000774,0.00473,0.335,0.183,155.24,232980.0,4,10 +Blu,Feet On The Ground,41.0,0.693,0.648,4.0,-8.465,0,0.0931,0.00958,3.23e-05,0.846,0.815,88.005,297875.0,4,5 +Dissonants,Comforting Lies // Unpleasant Truths,24.0,0.251,0.977,2.0,-3.68,1,0.101,6.43e-05,,0.0839,0.16,175.232,226286.0,3,8 +Dio,Rainbow In The Dark,64.0,0.508,0.912,9.0,-8.049,0,0.0368,7.06e-05,0.403,0.0492,0.682,117.582,252693.0,4,8 +AC/DC,For Those About to Rock (We Salute You),65.0,0.37,0.919,4.0,-5.721,1,0.102,0.000376,0.419,0.49,0.471,134.021,344240.0,4,10 +The Joy Formidable,Into the Blue - Single Edit,38.0,0.326,0.763,11.0,-5.804,0,0.0577,0.00795,3.31e-05,0.328,0.592,98.692,230000.0,4,10 +The Ruts,Babylon's Burning,41.0,0.334,0.925,9.0,-8.521,0,0.0663,0.0219,,0.186,0.577,168.393,155187.0,4,10 +The Struts,Body Talks,57.0,0.537,0.92,10.0,-3.438,0,0.274,0.00592,,0.34,0.843,185.703,177160.0,4,1 +Galleons,"Hate the Player, Not the Game",38.0,0.483,0.937,4.0,-3.068,0,0.0502,0.000337,2.19e-05,0.0765,0.406,99.983,219291.0,4,8 +TIMELESS,Right Here,21.0,0.535,0.896,4.0,-6.781,0,0.0369,2.64e-05,0.0714,0.104,0.514,125.066,213600.0,4,8 +Sithu Aye,Dark Ages,33.0,0.475,0.818,8.0,-4.533,0,0.0537,0.0004,0.816,0.419,0.311,160.032,403500.0,4,8 +Bastille,Lethargy,47.0,0.661,0.843,8.0,-3.117,0,0.0427,0.0553,,0.394,0.757,128.001,204986.0,4,10 +Eliad,◊ô◊ï◊ù ◊î◊ï◊ú◊ì◊™,41.0,0.782,0.507,1.0,-6.527,1,0.0963,0.489,,0.267,0.536,91.54,195588.0,4,9 +Cage The Elephant,Night Running,59.0,0.601,0.946,4.0,-2.298,0,0.0656,0.0661,1.12e-05,0.388,0.58,141.929,208133.0,4,10 +"Manna Dey, Lata Mangeshkar",Pyar Hua Iqrar Hua,38.0,0.466,0.452,6.0,-9.232,0,0.0321,0.678,1.38e-05,0.0581,0.882,126.696,4.35,4,3 +Big Spring,Cold Foot,28.0,0.252,0.839,8.0,-4.651,1,0.0566,8.96e-06,0.117,0.274,0.384,177.963,207895.0,4,10 +Patrick Belaga,Sigh,19.0,0.187,0.152,10.0,-19.156,0,0.0359,0.992,0.764,0.112,0.157,89.932,126320.0,4,6 +Avalon (with Francesco Turrisi),"Rhiannon Giddens, Francesco Turrisi",39.0,0.569,0.48,7.0,-7.533,1,0.0412,0.781,0.0822,0.1,0.353,123.7,3.913783333,5,0 +LANY,up to me,73.0,0.664,0.721,1.0,-8.712,1,0.0367,0.0563,0.000554,0.0745,0.747,120.99,2.79933333,4,9 +Johnny Winter,"Johnny B. Goode - Live at The Woodstock Music & Art Fair, August 18, 1969",33.0,0.326,0.798,6.0,-8.676,0,0.0555,0.00664,0.00072,0.972,0.777,163.619,336400.0,4,10 +Saweetie,Risky (feat. Drakeo the Ruler),62.0,0.928,0.528,8.0,-8.375,1,0.293,0.019,0.000304,0.115,0.259,100.059,159152.0,4,5 +BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,6 +Foster The People,The Things We Do,48.0,0.735,0.689,3.0,-4.575,0,0.0379,0.0204,0.00344,0.0499,0.624,114.983,252067.0,4,9 +Flo Milli,May I,71.0,0.896,0.78,1.0,-3.547,1,0.202,0.0828,,0.0857,0.85,106.032,163019.0,4,5 +Josh Turner,Would You Go With Me,15.0,0.605,0.864,6.0,-5.365,1,0.0292,0.13,0.000803,0.113,0.736,122.919,228187.0,4,9 +Sabaton,Ghost Division,61.0,0.339,0.945,4.0,-3.016,1,0.059,8.78e-05,1.51e-05,0.2,0.466,176.213,231200.0,4,8 +Britney Spears,Trouble for Me,40.0,0.731,0.674,,-5.599,0,0.0452,0.00613,,0.369,0.305,125.938,3.33245,4,9 +"Antonio Vivaldi, Jean-François Paillard, Frédéric Lodéon, Orchestre de chambre Jean-François Paillard","Vivaldi: Cello Concerto in C Major, RV 400: II. Largo",22.0,0.22,0.0485,,-25.743,1,0.0472,0.977,0.865,0.104,0.0395,97.025,2.853783333,4,7 +Treasure Fingers,Cross The Dancefloor,24.0,0.811,0.662,6.0,-7.197,0,0.143,0.0695,,0.235,0.97,125.002,293631.0,4,1 +ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,6 +Freddie King,Hide Away,38.0,0.626,0.503,9.0,-15.546,1,0.0385,0.306,0.0778,0.128,0.816,131.117,163347.0,4,2 +Atalhos,Mesmo Cora√ß√£o - The Holydrug Couple Remix,34.0,0.427,0.655,2.0,-8.445,1,0.0315,0.228,0.137,0.096,0.293,149.963,275393.0,4,10 +Gwar,If You Want Blood (You Got It),41.0,0.505,0.959,8.0,-3.633,1,0.12,0.00955,1.03e-05,0.118,0.41,148.909,305541.0,4,8 +Aastha Gill,Hermosa (feat. D Soldierz),42.0,0.854,0.64,9.0,-3.684,0,0.0425,0.0384,,0.0848,0.486,98.036,203136.0,4,9 +Hockey Dad,I Missed Out,41.0,0.291,0.963,10.0,-3.881,0,0.0726,0.000146,1.41e-06,0.173,0.306,86.187,213448.0,4,10 +Janis Joplin,Me and Bobby McGee,71.0,0.43,0.463,2.0,-10.96,1,0.0442,0.303,5.84e-05,0.152,0.66,93.405,4.52221667,4,10 +Best Coast,Feeling Ok,45.0,0.438,0.913,9.0,-3.438,1,0.0558,0.000142,0.00393,0.145,0.21,118.963,196160.0,4,10 +The Backyardigans,Into The Thick Of It!,70.0,0.703,0.0828,7.0,-14.178,1,0.139,0.825,1.24e-05,0.13,0.57,125.879,2.64755,4,9 +Songhoy Blues,Sahara,37.0,0.473,0.766,7.0,-7.95,1,0.0448,0.00141,0.0483,0.201,0.759,98.466,183720.0,4,2 +I Wonder Why,"Kacy & Clayton, Marlon Williams",33.0,0.381,0.565,7.0,-8.546,1,0.0314,0.577,1.83e-06,0.127,0.451,78.045,2.097333333,4,0 +Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,1 +The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,10 +The Movement,Set Sail,58.0,0.747,0.657,7.0,-5.993,1,0.0524,0.216,,0.0844,0.726,96.288,216477.0,4,10 +Tammy Wynette,You and Me,36.0,0.458,0.234,8.0,-14.843,1,0.0273,0.584,0.00029,0.182,0.197,77.317,3.34045,3,4 +"Eurythmics, Annie Lennox, Dave Stewart",Sweet Dreams (Are Made Of This) - Live,28.0,0.57,0.703,2.0,-13.831,0,0.0346,0.0202,,0.967,0.746,127.805,3.80555,4,9 +Kota the Friend,Wolves,61.0,0.613,0.686,1.0,-5.75,1,0.107,0.0952,,0.187,0.5,80.014,233531.0,4,5 +Anna Zak,◊®◊ï◊ß 2000,39.0,0.628,0.605,8.0,-9.014,1,0.0344,0.421,4.34e-06,0.103,0.439,119.904,230029.0,4,9 +Derek & The Dominos,Have You Ever Loved A Woman? - 40th Anniversary Version / 2010 Remastered,10.0,0.303,0.648,,-6.795,1,0.0512,0.642,0.053,0.407,0.644,170.379,412960.0,3,2 +Sarit Hadad,Ze Sheshomer Alay - Offer Nissim & Yinon Yahel Remix,24.0,0.592,0.974,10.0,-1.917,0,0.0796,0.0145,0.674,0.354,0.372,127.996,495293.0,4,9 +Hard Working Americans,It Runs Together,30.0,0.61,0.548,9.0,-10.408,0,0.0555,0.775,0.0347,0.425,0.413,103.983,202423.0,4,2 +"Umashankar Kathak, Jayesh Kathak, Nakash Aziz",Naina Morey - Redefined,26.0,0.255,0.537,,-11.189,1,0.0835,0.428,0.000505,0.0608,0.499,75.634,3.38065,4,0 +Barns Courtney,Kicks,61.0,0.64,0.83,10.0,-5.43,0,0.0652,0.129,,0.29,0.62,95.004,195173.0,4,10 +Grateful Dead,Ripple - Live,32.0,0.496,0.338,7.0,-13.274,1,0.0421,0.678,2.95e-05,0.877,0.418,62.408,267187.0,4,10 +Don't Know Why,Ghostly Kisses,30.0,0.258,0.321,10.0,-11.629,0,0.0307,0.612,0.213,0.453,0.0641,70.015,3.1551,3,0 +Talking Heads,Once in a Lifetime - 2005 Remaster,69.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,4.33178333,4,10 +Cerabiel,Quartet For Now,35.0,0.0887,0.192,7.0,-19.066,1,0.0395,0.983,0.904,0.0903,0.0393,86.728,2.020866667,1,7 +Westlife,Why Do I Love You,,0.649,0.699,10.0,-5.902,1,0.0252,0.0823,,0.102,0.733,94.982,3.636,4,9 +Paul Jacobs,Christopher Robbins,38.0,0.532,0.889,9.0,-8.604,1,0.0931,0.319,0.842,0.0398,0.778,180.072,225250.0,3,10 +Nightwish,How's the Heart?,55.0,0.543,0.643,2.0,-8.649,0,0.0278,0.00448,9.51e-06,0.111,0.272,104.006,302179.0,4,8 +Atlas Genius,Elegant Strangers,,0.439,0.863,2.0,-5.242,1,0.0466,0.000964,,0.292,0.498,170.017,232853.0,4,10 +Mastodon,Colony of Birchmen,48.0,0.416,0.927,2.0,-3.257,1,0.0844,3.29e-05,0.00872,0.0782,0.339,125.758,259693.0,4,8 +Devika,Barkha Bahar,,0.507,0.471,9.0,-9.256,0,0.035,0.622,0.00094,0.0723,0.413,159.876,6.324216667,4,0 +Silverstein,Bankrupt,57.0,0.428,0.922,,-4.029,1,0.0891,0.000329,0.00257,0.149,0.296,82.907,200800.0,4,8 +System Of A Down,B.Y.O.B.,75.0,0.538,0.981,1.0,-2.688,0,0.14,0.00662,,0.219,0.711,101.414,255467.0,4,8 +Eric B. & Rakim,Know The Ledge,50.0,0.793,0.907,1.0,-7.461,1,0.182,0.0231,0.00738,0.0798,0.826,115.634,238827.0,4,5 +The Electric Prunes,I Had Too Much to Dream (Last Night),49.0,0.341,0.714,2.0,-7.998,0,0.0404,0.354,,0.31,0.412,147.604,178144.0,4,6 +"Antonín Dvořák, Kian Soltani, Staatskapelle Berlin, Cellists","From the Bohemian Forest, Op. 68, B. 133: V. Silent Woods (Arr. Niefind & Ribke For Solo Cello and Cello Ensemble)",23.0,0.0921,0.04,1.0,-26.075,1,0.0473,0.926,0.84,0.125,0.0389,85.38,5.978216667,4,7 +Russ,UGLY (feat. Lil Baby),69.0,0.713,0.663,1.0,-5.113,1,0.149,0.0641,,0.324,0.787,104.99,194286.0,4,5 +Mos Def,UMI Says,57.0,0.72,0.67,2.0,-10.224,1,0.132,0.305,,0.0928,0.566,121.342,305280.0,4,5 +Moƒüollar,Iklƒ±ƒü D2D Session,23.0,0.645,0.401,7.0,-15.318,1,0.0493,0.0658,0.788,0.0879,0.102,110.263,169747.0,4,10 +XXXTENTACION,Revenge,77.0,0.746,0.251,11.0,-16.169,0,0.259,0.782,0.00203,0.106,0.18,139.999,120027.0,4,5 +Ploho,–•–æ—Ç–µ—Ç—å —Ç–µ–ø–ª–∞,34.0,0.176,0.942,4.0,-4.435,0,0.139,0.567,0.823,0.574,0.273,160.066,264751.0,4,6 +The Doobie Brothers,China Grove,67.0,0.623,0.91,9.0,-8.448,1,0.0384,0.319,0.000448,0.081,0.745,145.624,195307.0,4,10 +Backstreet Boys,She's a Dream,29.0,0.376,0.667,1.0,-7.585,1,0.151,0.171,,0.186,0.394,94.246,3.972883333,4,9 +Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,10 +Tuna,◊ë◊ï◊ü ◊ï◊ï◊ô◊ê◊í',31.0,0.279,0.872,11.0,-6.533,0,0.335,0.122,,0.141,0.406,164.006,346435.0,4,5 +"Bobby ""Blue"" Bland",Farther Up The Road - Single Version,10.0,0.487,0.407,10.0,-11.082,1,0.0399,0.451,,0.245,0.647,104.634,177827.0,4,2 +Howlin' Sun,The Day Took My Sunshine Away,16.0,0.417,0.608,8.0,-6.848,1,0.0339,0.213,0.0372,0.305,0.479,96.842,181286.0,3,2 +Adia Victoria,South Gotta Change,51.0,0.679,0.569,5.0,-8.151,0,0.0334,0.036,,0.118,0.653,90.005,225267.0,4,10 +Lucky Peterson,Joy,11.0,0.718,0.388,5.0,-11.233,0,0.0541,0.814,1.99e-05,0.327,0.906,99.725,229253.0,4,2 +Nico,These Days,63.0,0.401,0.13,5.0,-17.638,1,0.0312,0.989,0.305,0.101,0.213,93.091,210653.0,4,6 +L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,1 +The Strumbellas,Spirits,74.0,0.556,0.658,,-6.075,1,0.0265,0.164,,0.113,0.787,80.529,203653.0,4,9 +Softcult,Another Bish,39.0,0.556,0.541,4.0,-6.018,1,0.0292,0.00476,0.0171,0.128,0.553,96.531,175421.0,4,1 +The Jailbirds,I Will Move On,28.0,0.405,0.735,7.0,-7.571,0,0.0415,0.00089,,0.0691,0.524,94.032,200978.0,3,8 +"Normani, Cardi B",Wild Side (feat. Cardi B),47.0,0.74,0.576,6.0,-6.744,0,0.146,0.0249,,0.104,0.315,110.095,3.49126667,4,9 +Aidan Bissett,Communication,52.0,0.583,0.592,11.0,-7.021,1,0.0248,0.0216,3.52e-06,0.145,0.623,89.962,187263.0,4,9 +Harry Styles,Sweet Creature,55.0,0.427,0.262,7.0,-8.541,1,0.0276,0.746,,0.068,0.228,104.085,3.74778333,4,0 +Big Mama Thornton,Down Home Shake-Down,20.0,0.547,0.686,5.0,-4.395,1,0.0363,0.0529,0.72,0.517,0.82,124.392,217160.0,4,2 +Remi Wolf,Photo ID,71.0,0.822,0.66,1.0,-3.637,1,0.0819,0.111,,0.143,0.802,113.956,265263.0,4,9 +Jason Aldean,Hicktown,59.0,0.697,0.877,6.0,-3.885,1,0.0348,0.00913,6.93e-06,0.0726,0.768,121.534,5.10045,4,4 +Stash Konig,Somebody's Idiot,44.0,0.547,0.767,3.0,-5.786,1,0.0403,0.0086,,0.273,0.595,160.038,174000.0,4,10 +Taylor McCall,The Devil Wants to Dance Again (OurVinyl Sessions),33.0,0.345,0.866,5.0,-8.221,1,0.0547,0.0827,0.0145,0.0786,0.448,152.295,320706.0,4,10 +Architects,Doomsday - Piano Reprise,49.0,0.347,0.127,6.0,-14.761,0,0.053,0.921,0.000117,0.0793,0.354,164.922,245856.0,3,10 +Radioclit,Divine Gosa - Switch Remix,18.0,0.982,0.641,8.0,-4.956,1,0.0553,0.000222,0.291,0.0563,0.866,131.023,355413.0,3,6 +Mogwai,Donuts,32.0,0.248,0.461,6.0,-10.009,0,0.0404,0.0339,0.738,0.114,0.0372,127.615,383920.0,4,6 +Nicki Minaj,LLC,60.0,0.836,0.756,10.0,-5.441,0,0.124,0.0524,0.0291,0.0606,0.803,153.989,221853.0,4,9 +MFnMelo,LL Cool J,43.0,0.728,0.591,11.0,-7.823,1,0.318,0.475,,0.311,0.768,173.794,179586.0,4,5 +Deftones,My Own Summer (Shove It),69.0,0.443,0.781,1.0,-4.277,1,0.0377,1.33e-05,0.205,0.166,0.372,71.841,214760.0,4,8 +The Monkees,Me & Magdalena,47.0,0.738,0.43,7.0,-9.749,1,0.0295,0.377,1.03e-05,0.0945,0.374,114.992,3.56178333,4,0 +Carl Weathersby,Hold On,7.0,0.408,0.63,7.0,-8.86,0,0.0571,0.125,0.143,0.0588,0.509,143.154,264400.0,4,2 +Lata Mangeshkar,Chocolate Lime Juice,34.0,0.701,0.626,4.0,-14.658,1,0.0385,0.478,0.000413,0.258,0.848,126.016,4.458883333,4,3 +Blxckie,Ye x4,51.0,0.833,0.69,11.0,-5.394,0,0.381,0.331,,0.189,0.592,142.141,165452.0,4,5 +Midtown,Become What You Hate,41.0,0.339,0.979,3.0,-1.899,1,0.0607,0.00737,1.27e-06,0.0643,0.581,192.68,169507.0,4,10 +Sorry Ghost,Like a Thief,35.0,0.41,0.988,1.0,-3.097,1,0.138,0.0032,,0.17,0.742,163.998,183355.0,4,10 +Ugly Kid Joe,Cats In The Cradle,66.0,0.511,0.517,8.0,-9.653,1,0.0328,0.13,,0.074,0.433,75.67,241893.0,4,10 +Blxst,Overrated,68.0,0.842,0.545,1.0,-5.993,1,0.172,0.625,0.00164,0.103,0.466,97.897,146939.0,4,5 +Stove God Cooks,Dope,53.0,0.515,0.428,10.0,-11.498,0,0.494,0.154,,0.18,0.137,166.502,165322.0,4,5 +Young the Giant,Something to Believe In,60.0,0.623,0.886,1.0,-3.044,1,0.0404,0.0245,,0.247,0.709,92.021,228467.0,4,10 +Portugal. The Man,Feel It Still,78.0,0.801,0.795,1.0,-5.115,0,0.0504,0.0417,0.000113,0.0717,0.754,79.028,163253.0,4,10 +The Smiths,How Soon Is Now? - 2011 Remaster,70.0,0.398,0.93,11.0,-6.76,1,0.0615,0.000854,0.121,0.0874,0.725,190.818,408173.0,4,1 +The Dark Element,The Pallbearer Walks Alone,36.0,0.505,0.924,2.0,-8.062,1,0.0589,5.6e-05,0.00199,0.339,0.321,102.003,339947.0,4,8 +Lucy Dacus,Night Shift,63.0,0.48,0.311,9.0,-7.887,1,0.0258,0.313,1.52e-05,0.113,0.162,86.15,391829.0,4,6 +Anna Zak,Hola Mamacita,33.0,0.696,0.698,1.0,-6.908,0,0.0439,0.305,5.07e-06,0.112,0.563,119.993,176241.0,4,9 +Rammstein,ROSENROT,62.0,0.591,0.629,8.0,-5.584,1,0.0273,0.00144,0.431,0.0705,0.183,114.072,234707.0,4,8 +Noy Fadlon,◊î◊®◊°◊™ ◊ú◊ô ◊©◊ô◊®◊ô◊ù,46.0,0.624,0.427,7.0,-7.788,1,0.0551,0.695,,0.391,0.532,131.195,198182.0,4,9 +Alpine Universe,The Empire of Winds,47.0,0.607,0.755,1.0,-6.649,1,0.0343,0.0204,0.177,0.323,0.427,84.988,184235.0,4,8 +C. Tangana,Te Olvidaste,67.0,0.795,0.361,3.0,-10.701,0,0.227,0.625,0.00477,0.114,0.346,88.036,187520.0,4,9 +My Dying Bride,A Secret Kiss,34.0,0.335,0.829,3.0,-5.657,0,0.0398,5.31e-06,0.906,0.108,0.399,160.061,382154.0,4,8 +Jack Harlow,Already Best Friends (feat. Chris Brown),77.0,0.873,0.575,10.0,-7.284,0,0.0702,0.0891,,0.108,0.872,103.005,197031.0,4,5 +Alan Jackson,It Must Be Love,57.0,0.816,0.669,6.0,-7.925,1,0.0295,0.284,,0.0563,0.967,112.132,2.86355,4,4 +bbno$,my oh my,62.0,0.704,0.657,1.0,-9.431,0,0.0934,0.00873,0.000226,0.297,0.527,107.931,155556.0,4,9 +Marina Maximilian,Russian Canon,29.0,0.352,0.624,2.0,-8.161,0,0.0321,0.0853,0.563,0.0897,0.175,114.941,238002.0,3,9 +Just Mustard,Deaf,42.0,0.442,0.748,4.0,-6.889,1,0.0349,0.0615,0.00231,0.306,0.496,97.106,312400.0,4,6 +Jaime Wyatt,Sweet Mess,32.0,0.51,0.242,2.0,-7.03,1,0.0288,0.546,0.000443,0.0751,0.174,115.935,345001.0,4,1 +Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,1 +The Night Flight Orchestra,White Jeans,45.0,0.514,0.823,,-5.336,1,0.0425,0.000273,9.97e-05,0.337,0.456,153.035,251507.0,4,10 +Haim Moshe,◊ê◊î◊ë◊™ ◊ó◊ô◊ô,32.0,0.764,0.359,4.0,-14.234,0,0.0526,0.26,4.29e-06,0.112,0.953,154.763,263693.0,4,9 +One Hope,the overthinker,52.0,0.663,0.351,5.0,-12.064,0,0.39,0.406,,0.147,0.477,118.505,196250.0,4,5 +Barƒ±≈ü Man√ßo,G√∂n√ºl Daƒüƒ±,25.0,0.516,0.261,5.0,-21.941,1,0.0402,0.21,0.000278,0.0868,0.734,78.294,258264.0,4,10 +Onslaught,Metal Forces (Remastered),22.0,0.175,0.943,9.0,-2.502,1,0.055,2.63e-06,0.777,0.0798,0.332,107.422,396813.0,4,8 +Journey,Don't Stop Believin',80.0,0.5,0.748,4.0,-9.072,1,0.0363,0.127,,0.447,0.514,118.852,4.18311667,4,10 +Vintage Blues,Blues de un Mal D√≠a,19.0,0.345,0.638,4.0,-9.083,0,0.0345,0.0346,0.445,0.102,0.211,135.98,461480.0,3,2 +"Florida Georgia Line, Tim McGraw",May We All,70.0,0.514,0.918,7.0,-4.306,1,0.0365,0.0409,,0.342,0.64,150.033,3.76955,4,4 +Washed Out,Feel It All Around,65.0,0.34,0.737,8.0,-4.681,1,0.0582,0.000105,0.762,0.0699,0.499,172.022,192080.0,4,6 +Kishore Kumar,Aanewala Pal Janewala Hai,19.0,0.473,0.575,5.0,-7.958,1,0.0295,0.755,0.0031,0.179,0.593,107.176,4.656433333,4,3 +Grandaddy,The Crystal Lake - Piano Version,31.0,0.434,0.185,5.0,-12.724,1,0.0286,0.87,0.00018,0.112,0.0882,88.612,351187.0,4,6 +Backstreet Boys,Something That I Already Know,36.0,0.368,0.763,6.0,-4.208,1,0.0351,0.0596,,0.191,0.341,159.859,3.498883333,4,9 +King Princess,1950,77.0,0.6,0.535,4.0,-7.043,1,0.107,0.648,4.7e-06,0.162,0.269,71.912,225133.0,4,9 +Thunderpussy,Speed Queen,38.0,0.414,0.955,2.0,-5.277,1,0.0819,0.000441,0.051,0.326,0.687,157.805,248360.0,4,10 +Noga Erez,NO news on TV,47.0,0.766,0.605,11.0,-7.932,1,0.21,0.174,3.88e-05,0.0555,0.957,77.447,185884.0,4,9 +Nightstalker,Dead Rock Commandos,41.0,0.436,0.862,10.0,-6.353,0,0.0455,0.000625,0.365,0.148,0.254,92.995,196867.0,4,8 +Deftones,Genesis,56.0,0.18,0.861,,-3.935,0,0.0727,2.56e-05,0.425,0.644,0.101,128.165,317281.0,4,10 +Connie Constance,Electric Girl,41.0,0.504,0.812,2.0,-6.306,1,0.0777,0.14,,0.501,0.4,159.911,171036.0,3,6 +Feeder,High,50.0,0.499,0.794,2.0,-5.628,1,0.0374,0.0359,,0.0794,0.185,80.175,273280.0,4,10 +Charlie Houston,19,45.0,0.878,0.299,2.0,-8.783,0,0.151,0.832,0.000809,0.0896,0.61,126.059,184762.0,4,6 +Fear Factory,Edgecrusher,52.0,0.654,0.794,9.0,-5.393,1,0.074,0.000203,0.000448,0.208,0.585,122.051,221400.0,4,8 +Darkher,Moths,40.0,0.18,0.364,5.0,-8.256,0,0.0291,0.464,0.0224,0.104,0.0376,80.163,309920.0,4,8 +Black Pistol Fire,Well Wasted,39.0,0.527,0.799,9.0,-6.236,0,0.045,0.03,4.42e-06,0.203,0.379,147.021,205973.0,4,2 +Boy & Bear,Telescope,25.0,0.532,0.925,1.0,-5.289,1,0.0761,0.164,0.119,0.103,0.62,92.987,203920.0,4,6 +"Asha Bhosle, Kishore Kumar",Lekar Hum Diwana Dil,26.0,0.39,0.636,11.0,-10.941,1,0.0658,0.718,0.00649,0.555,0.622,99.107,5.952,4,3 +Jex Opolis,Gem,34.0,0.731,0.905,2.0,-6.459,1,0.0414,0.019,0.89,0.203,0.641,127.996,328033.0,4,6 +Red Sovine,Teddy Bear,50.0,0.592,0.541,1.0,-10.53,1,0.332,0.783,,0.0706,0.701,109.625,4.998883333,3,4 +shame,One Rizla,47.0,0.425,0.889,11.0,-4.53,0,0.0419,0.000116,1.49e-05,0.0812,0.583,131.949,214578.0,4,10 +Covet,nero,39.0,0.255,0.848,6.0,-4.553,0,0.0343,0.0159,0.892,0.0997,0.554,156.959,397800.0,4,8 +Ian Dury,Sex & Drugs & Rock & Roll,51.0,0.833,0.716,9.0,-11.265,1,0.04,0.533,,0.058,0.9,104.8,186627.0,4,1 +Matt Andersen,Something To Lose,29.0,0.363,0.38,5.0,-7.778,1,0.0348,0.65,,0.0859,0.265,178.518,288360.0,3,2 +Saigenji,Ajisai,25.0,0.468,0.166,4.0,-15.521,1,0.0493,0.976,0.926,0.108,0.224,129.935,2.899283333,3,7 +Hurts,Wonderful Life,55.0,0.696,0.836,11.0,-7.231,0,0.0584,0.167,0.00155,0.184,0.414,120.022,254133.0,4,10 +WILLOW,t r a n s p a r e n t s o u l feat. Travis Barker,77.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,168030.0,4,9 +Naushad,"Ram Aur Shyam Theme, Pt. 3 - Instrumental",4.0,0.407,0.34,5.0,-16.221,0,0.0383,0.815,0.193,0.0961,0.728,112.304,2.177783333,4,3 +Rayland Baxter,Olivia,,0.629,0.551,7.0,-9.44,1,0.0321,0.685,2.88e-05,0.0889,0.698,81.995,3.89488333,4,0 +Kasabian,Underdog,63.0,0.526,0.895,5.0,-5.407,0,0.0543,0.0603,1.3e-06,0.582,0.655,101.016,277467.0,4,1 +Gonzalez,Dusted,28.0,0.242,0.948,5.0,-6.003,1,0.066,4.8e-05,0.000951,0.215,0.601,147.049,235013.0,4,10 +"Mohammed Rafi, Asha Bhosle",Main Sharabi Nahin,3.0,0.331,0.747,7.0,-7.622,1,0.1,0.758,3.91e-06,0.0617,0.802,140.927,5.189666667,3,3 +Fleetwood Mac,Gold Dust Woman - 2004 Remaster,60.0,0.666,0.608,7.0,-9.335,1,0.0319,0.281,0.000804,0.466,0.674,123.18,295627.0,4,10 +Dave Fields,Pocket Full of Dust (Live),32.0,0.257,0.669,7.0,-9.029,1,0.103,0.197,0.0491,0.616,0.393,183.927,497133.0,3,2 +STACEY,The Songwriter,40.0,0.415,0.362,7.0,-8.288,0,0.029,0.723,,0.103,0.237,96.624,227830.0,4,1 +Stella Got,◊ß◊û◊ò,19.0,0.669,0.461,5.0,-15.784,0,0.0415,0.165,0.112,0.111,0.0791,106.98,262835.0,4,6 +Deftones,Change (In the House of Flies) - Acoustic; 2005 Remaster,41.0,0.463,0.82,5.0,-5.015,0,0.0344,0.0574,0.0954,0.133,0.369,134.931,316293.0,4,10 +Sir Spyro,Farda,12.0,0.484,0.659,,-6.465,1,0.193,0.0467,0.919,0.0646,0.379,174.619,206306.0,5,5 +Arik Einstein,◊ú◊ê ◊ô◊ï◊ì◊¢ ◊ê◊ô◊ö ◊ú◊ï◊û◊® ◊ú◊ö,27.0,0.43,0.269,,-12.28,1,0.0297,0.915,0.000635,0.188,0.127,121.002,267853.0,4,10 +Altin G√ºn,Y√ºce Dag Basinda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,1 +Middle Kids,R U 4 Me?,35.0,0.576,0.801,,-5.387,1,0.0316,0.0963,5.47e-06,0.435,0.412,115.011,169560.0,4,6 +Stan Webb,Poor Boy,37.0,0.453,0.795,2.0,-8.417,1,0.285,0.0217,0.15,0.0997,0.375,168.951,309440.0,4,2 +Slothrust,Double Down,38.0,0.518,0.748,5.0,-3.856,0,0.0851,0.0343,0.0337,0.086,0.664,150.024,190947.0,4,10 +Tommy B,Syernide X Tommy,24.0,0.642,0.818,10.0,-6.791,0,0.392,0.0454,,0.0533,0.645,138.636,197143.0,4,5 +Excision,Unbound,56.0,0.429,0.943,1.0,-1.323,1,0.0669,0.00223,0.00116,0.123,0.154,149.884,227167.0,4,10 +Big Jesus,Lock & Key,19.0,0.388,0.826,,-3.803,1,0.0439,2.65e-05,0.286,0.126,0.356,82.013,236676.0,4,10 +Animals As Leaders,Tempting Time,36.0,0.248,0.931,1.0,-5.143,0,0.0642,2.42e-05,0.84,0.168,0.124,110.047,323936.0,3,8 +Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,6 +Yeah Yeah Yeahs,Heads Will Roll,67.0,0.562,0.903,8.0,-4.46,0,0.0296,0.000187,0.0939,0.298,0.791,132.009,221000.0,4,1 +American Football,Never Meant,59.0,0.436,0.819,,-6.71,1,0.036,0.0171,0.00882,0.117,0.405,144.26,268333.0,4,10 +Avenged Sevenfold,Afterlife,68.0,0.487,0.949,2.0,-4.217,0,0.0798,0.000429,2.91e-05,0.231,0.406,110.02,352427.0,4,8 +OOMPH!,Augen auf!,54.0,0.7,0.937,1.0,-3.413,0,0.0357,0.000215,,0.077,0.628,129.985,200573.0,4,8 +phem,congratulations,51.0,0.457,0.764,5.0,-6.419,0,0.193,0.0258,1.98e-06,0.0721,0.61,129.514,132371.0,5,10 +Charlie Cunningham,You Sigh,60.0,0.629,0.451,6.0,-9.974,1,0.0284,0.852,0.06,0.141,0.681,90.965,178827.0,4,9 +Strapping Young Lad,Detox,41.0,0.117,0.983,2.0,-5.728,1,0.2,2.91e-06,0.0627,0.36,0.102,164.227,337000.0,4,8 +Manchester Orchestra,Bed Head,57.0,0.513,0.97,10.0,-6.051,0,0.133,5.75e-05,0.000538,0.515,0.214,122.057,244493.0,4,10 +The Oak Ridge Boys,Elvira,60.0,0.825,0.285,8.0,-17.491,1,0.0326,0.188,0.00131,0.0539,0.86,126.946,3.76045,4,4 +Mimi Webb,Reasons,67.0,0.403,0.539,6.0,-9.997,1,0.339,0.509,,0.103,0.101,178.24,162062.0,4,9 +Stephen Malkmus,Xian Man,28.0,0.628,0.722,6.0,-4.396,1,0.0269,0.0357,0.249,0.307,0.721,118.808,246907.0,4,1 +Mut4y,Bad,30.0,0.726,0.791,11.0,-7.046,0,0.07,0.0384,0.0291,0.127,0.444,95.971,200000.0,4,9 +Black Sabbath,Iron Man - 2012 - Remaster,65.0,0.336,0.792,9.0,-10.875,1,0.084,0.00351,0.00175,0.0437,0.427,155.587,5.92173333,4,10 +Conway the Machine,200 Pies (feat. 2 Chainz),56.0,0.598,0.431,2.0,-12.261,1,0.358,0.701,1.48e-05,0.165,0.504,74.093,265384.0,4,5 +Edwin McCain,T.C.B. or T.Y.A.,34.0,0.74,0.958,10.0,-2.236,1,0.154,0.251,5.84e-06,0.213,0.83,104.069,218507.0,4,2 +Lady Gaga,Shallow - Radio Edit,79.0,0.575,0.33,7.0,-6.557,1,0.031,0.416,,0.0872,0.277,95.801,217213.0,4,9 +Justice,D.A.N.C.E.,66.0,0.613,0.962,6.0,-5.07,0,0.278,0.034,,0.824,0.496,113.015,242267.0,4,6 +The Japanese House,Chewing Cotton Wool,55.0,0.348,0.17,2.0,-11.43,1,0.0328,0.835,0.000136,0.0969,0.143,151.191,209344.0,4,6 +The Polar Boys,Let Go,35.0,0.581,0.833,3.0,-6.509,1,0.0547,0.114,3.9e-05,0.0748,0.557,170.039,207238.0,4,6 +Nothgard,Lightcrawler,41.0,0.506,0.991,11.0,-6.999,1,0.108,1.91e-05,0.791,0.29,0.0907,119.991,268011.0,4,8 +Halestorm,I Miss the Misery,61.0,0.469,0.969,,-2.219,1,0.0589,0.009,1.11e-05,0.346,0.476,164.042,183507.0,4,10 +The Who,Getting In Tune,44.0,0.369,0.759,,-8.304,1,0.0602,0.124,0.0143,0.108,0.555,139.65,288453.0,4,10 +"Brandi Carlile, Sam Smith",Party of One (feat. Sam Smith),55.0,0.354,0.206,,-11.799,1,0.0365,0.779,0.00021,0.0959,0.202,139.056,4.32598333,4,0 +Intelligency,August,65.0,0.835,0.559,2.0,-9.852,0,0.0323,0.314,0.0992,0.352,0.509,125.023,179520.0,4,10 +JID,Skegee,63.0,0.389,0.613,1.0,-8.289,1,0.399,0.283,,0.12,0.449,70.178,186168.0,3,5 +New Model Army,Young Gifted and Skint,29.0,0.538,0.741,11.0,-10.521,0,0.0304,0.000316,0.0364,0.158,0.93,109.318,189467.0,4,10 +KISS,Heaven's On Fire,,0.632,0.91,,-4.727,1,0.0752,0.00115,0.000181,0.338,0.739,124.301,200853.0,4,10 +Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,9 +King Gizzard & The Lizard Wizard,Work This Time,61.0,0.529,0.491,1.0,-6.249,0,0.193,0.154,0.1,0.136,0.54,113.996,276893.0,1,1 +Swearin',Grow into a Ghost,25.0,0.326,0.897,1.0,-6.622,0,0.0793,0.0093,0.288,0.115,0.401,164.741,191493.0,4,10 +Talk to the Lord,Natalie Bergman,33.0,0.753,0.48,6.0,-8.433,0,0.0435,0.933,0.000176,0.287,0.358,136.798,3.450966667,4,0 +Hanan Ben Ari,◊ê◊û◊ê ◊ê◊ù ◊î◊ô◊ô◊™◊ô,47.0,0.527,0.396,2.0,-6.974,0,0.0292,0.607,,0.277,0.241,131.897,272673.0,4,9 +Ella Fitzgerald,Smooth Sailing,46.0,0.564,0.465,6.0,-6.656,1,0.0475,0.806,,0.0868,0.544,118.713,186027.0,4,2 +girlhouse,knuckle tattoo,43.0,0.502,0.912,7.0,-5.603,1,0.0338,0.13,0.785,0.0717,0.204,139.875,212571.0,4,6 +The Butler Twins,I Ain't Got Nobody To Tell My Troubles To,5.0,0.464,0.941,,-3.885,1,0.036,0.488,0.000203,0.879,0.782,138.645,431040.0,4,2 +Horace Silver,The Sophisticated Hippie - Easy Mo Bee Remix,45.0,0.719,0.805,7.0,-9.966,0,0.0452,0.0311,0.236,0.0645,0.558,108.954,413560.0,4,5 +Omer Adam,◊™◊®◊ó◊û◊ô ◊¢◊ú◊ô◊ô,28.0,0.625,0.633,11.0,-5.231,1,0.027,0.626,,0.392,0.256,100.96,221520.0,3,9 +Foreign Air,Wake Me Up,45.0,0.229,0.915,10.0,-4.939,0,0.0762,0.0103,0.471,0.104,0.305,177.989,222760.0,3,10 +First Aid Kit,Ghost Town,41.0,0.346,0.177,,-8.527,1,0.0324,0.797,3.8e-06,0.0791,0.0712,125.358,287360.0,4,6 +Reuben,Freddy Kreuger,36.0,0.485,0.937,3.0,-5.088,0,0.0807,4.4e-05,6.01e-05,0.127,0.531,146.157,148827.0,4,10 +Franz Ferdinand,Evil Eye,52.0,0.702,0.815,11.0,-3.289,0,0.0296,0.0148,3.85e-05,0.0486,0.819,110.968,167253.0,4,10 +Griff,Black Hole,76.0,0.878,0.64,,-5.641,1,0.0591,0.142,,0.0981,0.658,124.069,200524.0,4,9 +Kartikeya Vashist,The Winds of Bihu,23.0,0.605,0.574,1.0,-12.217,1,0.0588,0.744,0.904,0.213,0.176,89.941,230000.0,3,6 +Eli Young Band,Crazy Girl,70.0,0.366,0.651,4.0,-3.842,1,0.031,0.000415,0.00526,0.271,0.257,151.343,3.345116667,3,4 +Slayer,Angel Of Death,57.0,0.326,0.995,1.0,-4.38,1,0.147,9.41e-05,0.386,0.145,0.092,105.459,291773.0,4,8 +Nothing,Blue Line Baby,36.0,0.248,0.687,2.0,-6.233,1,0.0393,0.00224,0.85,0.0639,0.17,164.622,270853.0,4,10 +Jason Isbell,If It Takes a Lifetime,52.0,0.556,0.504,9.0,-11.513,1,0.0293,0.0427,0.000356,0.0582,0.616,84.421,220587.0,4,10 +Berry Sakharof,◊ó◊ô◊ô◊™ ◊î◊ë◊®◊ñ◊ú,22.0,0.571,0.6,9.0,-7.239,0,0.0534,0.63,,0.365,0.325,147.905,337040.0,4,10 +False Heads,Fall Around,23.0,0.525,0.93,4.0,-4.657,1,0.0525,0.000841,,0.231,0.597,128.895,207190.0,4,10 +"Westlife, Diana Ross",When You Tell Me That You Love Me,,0.532,0.553,4.0,-5.923,1,0.0301,0.293,,0.3,0.104,74.919,3.937333333,4,9 +HXLLYWOOD,Sneaky Link,73.0,0.861,0.644,5.0,-7.79,1,0.513,0.0953,,0.284,0.765,76.915,115392.0,4,9 +Munkey Junkey,Oo Aa Na,8.0,0.667,0.36,8.0,-14.727,1,0.101,0.639,0.00101,0.802,0.781,143.897,180000.0,4,6 +Celldweller,Into The Void - Single Edit,51.0,0.434,0.952,6.0,-4.946,1,0.117,3.23e-05,0.00234,0.173,0.573,194.027,210928.0,4,8 +The Dead Daisies,Like No Other 2021,40.0,0.491,0.961,1.0,-5.361,1,0.259,9.58e-05,9.79e-05,0.335,0.5,102.022,209937.0,4,10 +House Of Pain,Jump Around,74.0,0.854,0.71,4.0,-6.32,0,0.0793,0.0113,8.72e-05,0.166,0.818,106.894,214947.0,4,5 +Eric Bibb,Delta Getaway,,0.778,0.281,7.0,-12.993,1,0.0491,0.874,0.00823,0.106,0.781,99.304,158067.0,4,2 +Mika Sade,Humor,20.0,0.571,0.631,4.0,-6.36,0,0.326,0.817,0.204,0.0858,0.587,169.829,193549.0,4,6 +Grace Mitchell,MANGO,42.0,0.765,0.779,11.0,-7.099,1,0.0317,0.211,0.238,0.122,0.669,125.012,185390.0,4,1 +Danny Gilboa,◊ñ◊î ◊û◊õ◊ë◊®,17.0,0.608,0.363,2.0,-13.195,1,0.0263,0.586,0.401,0.197,0.238,133.97,276159.0,4,10 +Mahavishnu Orchestra,Be Happy,35.0,0.253,0.978,,-8.088,1,0.105,0.0261,0.88,0.353,0.23,98.203,212560.0,5,10 +Upside Down,Watchhouse,41.0,0.42,0.451,11.0,-9.217,0,0.0271,0.529,0.199,0.144,0.331,71.996,4.14435,4,0 +Far Caspian,Warning Sign - Alt Version,37.0,0.493,0.247,7.0,-14.955,0,0.0323,0.98,0.000463,0.0995,0.173,155.778,179670.0,4,6 +The Parlor Mob,Everything You're Breathing For,50.0,0.557,0.815,,-5.402,1,0.0328,0.000969,0.00188,0.0932,0.445,88.929,226853.0,4,10 +T≈çth,Turnaround (Cocaine Song),32.0,0.502,0.526,11.0,-7.78,1,0.0666,0.735,3.43e-05,0.294,0.464,179.69,203498.0,4,1 +Green Day,Dreaming,43.0,0.356,0.842,9.0,-6.734,1,0.0531,0.00104,2.51e-05,0.0704,0.553,161.03,187405.0,4,10 +"Manna Dey, Lata Mangeshkar",Yeh Raat Bheegi Bheegi,28.0,0.264,0.436,,-11.04,0,0.035,0.89,4.19e-05,0.582,0.507,172.3,4.493783333,4,3 +Andromida,Dystopia Foretold,42.0,0.527,0.936,1.0,-4.196,1,0.0444,2.79e-06,0.941,0.132,0.527,133.005,243722.0,4,8 +Born Ruffians,Checkin' Out,36.0,0.475,0.518,7.0,-9.665,1,0.0639,0.000946,0.00425,0.0907,0.513,104.0,157000.0,4,6 +Diles que no me maten,Pachuca,24.0,0.135,0.471,2.0,-10.661,1,0.0315,0.477,0.942,0.0866,0.0394,164.494,447270.0,4,10 +Slash,Anastasia,55.0,0.449,0.936,1.0,-5.447,1,0.0445,0.000595,0.00213,0.118,0.437,100.487,367280.0,4,10 +w. baer,I Was Wrong,36.0,0.342,0.805,5.0,-3.463,0,0.0418,0.0381,0.00198,0.162,0.165,121.587,204590.0,4,6 +millennium parade,Fly with me,44.0,0.556,0.82,8.0,-5.43,1,0.0435,0.00177,,0.305,0.365,89.952,277467.0,4,10 +Kenny Loggins,Footloose,67.0,0.564,0.911,2.0,-5.39,1,0.0536,0.159,4.36e-05,0.118,0.582,173.938,226293.0,4,10 +Pattern-Seeking Animals,Raining Hard in Heaven,18.0,0.34,0.597,5.0,-7.224,1,0.0317,0.0157,0.0269,0.114,0.229,114.1,511088.0,4,10 +Tim Schou,If I'm Being Honest,45.0,0.563,0.428,5.0,-7.645,1,0.0397,0.616,,0.11,0.199,74.881,231924.0,4,9 +Charli XCX,Blame It on Your Love (feat. Lizzo),60.0,0.716,0.757,5.0,-2.666,1,0.0487,0.0249,,0.286,0.558,100.007,191114.0,4,9 +Oceans,Break My Fall,30.0,0.404,0.751,4.0,-5.153,0,0.0364,0.00203,0.794,0.234,0.183,160.001,236855.0,4,6 +"Joe Walsh, Amjad Ali Khan",Hope (We Shall Overcome),28.0,0.362,0.724,,-7.532,1,0.0375,0.164,0.865,0.103,0.45,98.105,5.144866667,4,0 +The Spencer Davis Group,Sittin' And Thinkin' - Mono Version,1.0,0.371,0.891,10.0,-6.587,1,0.14,0.209,0.0969,0.321,0.484,106.2,177307.0,3,2 +The Sounds,No One Sleeps When I‚Äôm Awake,42.0,0.527,0.851,6.0,-4.117,1,0.0438,0.00156,1.52e-05,0.147,0.519,131.968,264307.0,4,10 +Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,1 +Lenny Kravitz,I Belong To You,54.0,0.687,0.68,7.0,-7.726,0,0.0489,0.000489,0.024,0.0724,0.674,87.314,257733.0,4,10 +FEWS,More Than Ever,34.0,0.379,0.966,9.0,-2.59,0,0.169,7.67e-05,0.565,0.357,0.478,166.153,199863.0,4,1 +Leon Bridges,Beyond,21.0,0.581,0.687,6.0,-5.4,1,0.105,0.229,,0.109,0.187,76.014,4.01,4,0 +Strawberry Station,Looking for Loving,26.0,0.698,0.839,2.0,-8.16,1,0.0361,0.0041,0.783,0.0833,0.65,128.023,204399.0,4,6 +Calvin Harris,One Kiss (with Dua Lipa),82.0,0.791,0.862,9.0,-3.24,0,0.11,0.037,2.19e-05,0.0814,0.592,123.994,214847.0,4,9 +Iron & Wine,Time After Time,63.0,0.628,0.248,1.0,-13.304,1,0.032,0.814,0.0602,0.111,0.646,125.298,2.83695,4,0 +Eliad,◊û◊û◊®◊ô◊ê ◊ê◊ô◊™◊ô,22.0,0.688,0.617,8.0,-10.342,1,0.0384,0.259,0.000399,0.123,0.345,114.96,205427.0,4,9 +Marcy Playground,Sex & Candy,68.0,0.67,0.558,2.0,-9.159,1,0.0251,0.238,,0.106,0.63,80.511,173493.0,4,10 +Faces,Ooh La La - 2015 Remaster,60.0,0.603,0.494,2.0,-10.27,1,0.0301,0.428,0.000171,0.0894,0.729,147.814,214960.0,4,1 +Jesse Malin,Strangers & Thieves,21.0,0.381,0.952,8.0,-4.311,1,0.0611,0.021,,0.027,0.653,145.972,196173.0,4,10 +Gang Starr,Work,64.0,0.787,0.832,10.0,-4.671,1,0.301,0.0347,,0.0593,0.814,92.606,177667.0,4,5 +Koralle,Laid Back,46.0,0.73,0.439,6.0,-8.672,0,0.361,0.325,6.2e-05,0.0947,0.145,86.825,199640.0,4,5 +Ishi,Not My Girl - Yuksek Remix,37.0,0.731,0.763,4.0,-7.665,0,0.0397,0.0481,0.225,0.0737,0.551,99.015,233333.0,4,6 +Radiohead,Karma Police,75.0,0.36,0.501,7.0,-9.129,1,0.0258,0.0638,9.32e-05,0.172,0.324,74.807,264067.0,4,1 +A Perfect Circle,The Doomed,54.0,0.367,0.903,4.0,-5.956,0,0.175,0.0477,0.00124,0.235,0.239,106.329,281781.0,3,8 +Freddie Spruell,Mr Freddie's Kokomo Blues,23.0,0.749,0.383,9.0,-9.351,1,0.164,0.989,6.69e-06,0.286,0.722,100.449,186640.0,4,2 +Mukesh,Kehta Hai Joker Sara Zamana,23.0,0.384,0.81,9.0,-11.082,0,0.083,0.638,0.519,0.304,0.311,113.606,5.469783333,4,3 +Editors,An End Has A Start,54.0,0.349,0.923,6.0,-2.432,0,0.0539,1.95e-05,0.111,0.336,0.535,149.904,225533.0,4,6 +Janus Rasmussen,Ney√∞,32.0,0.726,0.606,,-12.49,0,0.0477,0.665,0.852,0.0916,0.0467,120.014,274125.0,4,6 +Panic! At The Disco,I Write Sins Not Tragedies,71.0,0.566,0.815,9.0,-4.481,0,0.14,0.0737,,0.12,0.672,169.961,185587.0,4,10 +Shinedown,GET UP,62.0,0.552,0.935,,-4.096,1,0.0623,0.0174,1.98e-06,0.116,0.38,74.954,245787.0,4,10 +Nirvana,Heart-Shaped Box,76.0,0.256,0.641,1.0,-10.283,1,0.0552,0.199,0.0329,0.0853,0.382,203.006,281160.0,4,1 +Margaret Walker,We Have Been Believers,4.0,0.619,0.0948,10.0,-23.295,0,0.723,0.653,,0.374,0.306,79.57,210160.0,3,5 +Masked Wolf,Astronaut In The Ocean (Remix) - feat. G-Eazy & DDG,71.0,0.788,0.642,11.0,-7.35,1,0.149,0.0981,,0.158,0.512,150.031,195750.0,4,5 +Green Carnation,The World Without a View,30.0,0.454,0.865,5.0,-7.9,1,0.0425,0.00252,0.0901,0.122,0.257,135.983,573989.0,3,8 +K. S. Harisankar,Mukthi,23.0,0.507,0.75,,-8.351,0,0.0446,0.0866,8.75e-06,0.0943,0.487,127.939,3.28125,4,0 +The Teskey Brothers,Hold Me,48.0,0.579,0.456,,-7.284,1,0.514,0.358,,0.0922,0.569,71.022,187973.0,4,2 +WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,8 +Orions Belte,Joe Frazier,44.0,0.432,0.63,7.0,-9.511,0,0.0384,0.0663,0.687,0.223,0.569,133.77,338613.0,4,10 +Bailey Rushlow,Senorita - Acoustic,47.0,0.761,0.237,,-9.12,1,0.0353,0.664,,0.155,0.846,114.102,199056.0,4,9 +Everlit,Welcome to the Show,20.0,0.624,0.972,8.0,-2.059,1,0.044,0.00103,,0.229,0.661,101.951,179623.0,4,8 +The Gathering,Shortest Day,30.0,0.526,0.679,9.0,-7.353,0,0.0318,0.000658,0.337,0.816,0.295,112.481,252053.0,4,10 +Sam Fischer,Simple,64.0,0.61,0.456,3.0,-8.659,1,0.0968,0.407,,0.138,0.576,72.089,182180.0,4,9 +Miri Mesika,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),25.0,0.518,0.428,,-4.694,1,0.0329,0.103,2.41e-06,0.299,0.153,121.703,242416.0,4,9 +John Hiatt,I‚Äôm In Asheville,,0.41,0.27,9.0,-12.946,1,0.0336,0.867,0.011,0.0989,0.356,78.266,206887.0,4,1 +Delain,Burning Bridges,40.0,0.373,0.948,11.0,-5.94,0,0.107,2.43e-05,0.0573,0.126,0.195,159.996,256040.0,4,8 +KALEO,Skinny,65.0,0.484,0.741,2.0,-5.298,1,0.0411,0.0228,0.000164,0.31,0.137,85.076,222317.0,4,8 +Kishore Kumar,O Saathi Re - Male Vocals,28.0,0.285,0.725,6.0,-3.717,1,0.033,0.716,1.59e-06,0.217,0.465,101.473,4.495283333,4,3 +Eyedress,Jealous,79.0,0.474,0.91,9.0,-10.431,0,0.0462,0.00498,0.859,0.476,0.745,93.01,122339.0,4,6 +Barbara Mandrell,(If Loving You Is Wrong) I Don't Want To Be Right,35.0,0.621,0.536,4.0,-10.935,0,0.0349,0.0341,1.01e-05,0.142,0.72,74.256,3.08355,4,4 +Dani Wilde,Falling,37.0,0.441,0.503,8.0,-5.706,1,0.0325,0.481,2.15e-06,0.085,0.385,134.134,303600.0,3,2 +Amnesia Scanner,AS Too Wrong,38.0,0.568,0.815,2.0,-5.798,1,0.0528,0.00555,0.0212,0.354,0.134,102.023,254500.0,4,6 +Behemoth,Ov Fire and the Void,45.0,0.471,0.973,1.0,-4.35,1,0.0806,2.29e-05,0.621,0.0243,0.152,130.034,267320.0,4,8 +Gera MX,Botella Tras Botella,13.0,0.727,0.546,,-4.572,1,0.0437,0.656,,0.122,0.69,106.891,197333.0,4,9 +Poolside,Shakedown Street,43.0,0.777,0.754,,-7.39,1,0.0323,0.684,0.00201,0.163,0.625,102.389,256147.0,4,6 +Frank Carter & The Rattlesnakes,My Town (feat. Joe Talbot),57.0,0.591,0.947,,-3.259,1,0.0838,0.065,,0.23,0.542,177.064,164485.0,4,1 +"Mithoon, Arijit Singh","Chal Ghar Chalen (From ""Malang - Unleash The Madness"") [Mithoon feat. Arijit Singh]",62.0,0.285,0.238,5.0,-9.623,0,0.0375,0.663,9.23e-06,0.0793,0.213,179.918,5.677866667,4,3 +Russell Dickerson,Love You Like I Used To,67.0,0.501,0.788,10.0,-4.624,1,0.0415,0.12,,0.137,0.61,152.047,3.110216667,4,4 +Hadag Nahash,◊ß◊ï◊ë◊ú◊†◊î ◊¢◊ú ◊û◊§◊ú◊í◊ï◊™ ◊ô◊©◊®◊ê◊ú,25.0,0.59,0.807,9.0,-4.979,0,0.0423,0.000321,0.00126,0.399,0.435,151.805,219893.0,4,5 +Arrested Youth,My Friends Are Robots,53.0,0.544,0.574,,-8.363,0,0.0299,0.0217,0.000155,0.214,0.0902,100.059,188529.0,4,1 +Ana Popovic,Lives That Don't Exist,36.0,0.715,0.92,2.0,-4.189,1,0.0849,0.0929,,0.296,0.798,100.61,235453.0,4,2 +somegirlnamedanna,california,31.0,0.427,0.312,2.0,-7.102,1,0.0539,0.658,,0.092,0.247,84.08,166203.0,4,10 +ONUKA,ZENIT,46.0,0.658,0.679,6.0,-5.766,1,0.0445,0.107,0.134,0.389,0.247,140.055,271189.0,4,6 +Manic Street Preachers,You Stole the Sun from My Heart,51.0,0.618,0.832,9.0,-8.015,1,0.0333,8.83e-05,9.01e-05,0.183,0.374,117.987,260507.0,4,6 +Alice Cooper,Rock & Roll,34.0,0.596,0.938,5.0,-2.728,1,0.101,0.00156,5e-06,0.0412,0.757,121.922,283010.0,4,10 +George Michael,Praying For Time - Live,38.0,0.548,0.562,9.0,-9.615,1,0.0281,0.0851,,0.992,0.195,127.886,4.967533333,4,9 +Paramore,Brick by Boring Brick,57.0,0.436,0.942,9.0,-2.206,1,0.0496,9.56e-05,0.000438,0.209,0.5,164.975,253947.0,4,10 +LightSkinKeisha,Drama,49.0,0.906,0.717,4.0,-6.777,1,0.265,0.213,2.1e-05,0.0934,0.776,126.003,213370.0,4,5 +Free,All Right Now,,0.766,0.446,2.0,-13.079,1,0.0867,0.25,0.000704,0.318,0.743,119.774,5.54845,4,10 +Lata Mangeshkar,Ban Ke Panchhi Gaaye Pyar Ka Tarana,6.0,0.446,0.701,1.0,-8.41,1,0.2,0.701,0.00372,0.422,0.928,180.77,3.542883333,3,3 +Eden Ben Zaken,◊û◊ß◊°◊ô◊ß◊ï,30.0,0.602,0.851,11.0,-4.473,0,0.286,0.255,,0.111,0.869,177.916,203658.0,4,9 +Simple Minds,Don't You (Forget About Me),75.0,0.66,0.816,2.0,-6.61,1,0.0299,0.168,0.0181,0.0608,0.678,111.346,4.384,4,10 +Michael Swissa,◊ê◊ô◊í◊ï◊ê◊†◊î ◊¢◊ù ◊ë◊ï◊ô ◊ê◊¶◊≥◊ô,36.0,0.833,0.458,,-11.542,1,0.491,0.023,,0.332,0.626,170.047,115138.0,4,9 +Creedence Clearwater Revival,The Night Time Is The Right Time - Live At The Woodstock Music & Art Fair / 1969,35.0,0.454,0.885,4.0,-6.387,1,0.0487,0.0205,0.000399,0.756,0.592,112.878,209693.0,3,10 +Faith No More,Easy,67.0,0.506,0.554,10.0,-6.743,0,0.0339,0.339,0.000355,0.112,0.375,124.724,186960.0,4,10 +Big Ups,Fear,24.0,0.464,0.41,4.0,-8.721,1,0.0435,0.0954,0.0902,0.284,0.232,126.682,283850.0,3,10 +Widowspeak,Money (Hymn),37.0,0.137,0.155,8.0,-16.932,1,0.0368,0.447,0.1,0.174,0.0646,66.323,259088.0,3,6 +Yeah Yeah Yeahs,Gold Lion,54.0,0.521,0.855,9.0,-3.348,1,0.0686,0.0223,5.54e-06,0.0869,0.257,158.744,187133.0,4,1 +Etherius,The Eye of Ra,25.0,0.263,0.893,4.0,-7.15,0,0.0812,3.91e-06,0.88,0.136,0.0598,200.057,184360.0,4,8 +Plastic Bertrand,Ca plane pour moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,10 +Anki,My Head,33.0,0.509,0.952,8.0,-2.857,1,0.0679,0.0434,0.000401,0.0732,0.622,110.031,270545.0,4,10 +John Summit,Deep End,72.0,0.773,0.652,11.0,-9.187,0,0.0807,0.143,0.024,0.44,0.453,126.007,196687.0,4,9 +Tears For Fears,Everybody Wants To Rule The World,83.0,0.645,0.795,7.0,-12.095,1,0.0527,0.347,0.00389,0.104,0.535,112.067,251489.0,4,10 +Masok,Regimen,14.0,0.723,0.585,3.0,-8.171,0,0.226,0.234,0.0232,0.071,0.847,86.03,219523.0,4,6 +StarBoi3,Dick (feat. Doja Cat),85.0,0.647,0.608,9.0,-6.831,1,0.42,0.13,,0.0584,0.474,125.994,175238.0,4,5 +Left to Suffer,Anger,48.0,0.413,0.965,8.0,-4.556,1,0.202,0.000317,0.00217,0.267,0.126,150.026,206000.0,4,8 +KLOUD,LOVE ME,50.0,0.587,0.902,8.0,-2.506,1,0.049,0.0336,0.000112,0.1,0.0878,102.029,204706.0,4,10 +B.B. King,To Know You Is To Love You,55.0,0.872,0.384,,-16.204,1,0.0388,0.418,0.317,0.0687,0.938,102.597,515000.0,4,2 +Vulture Industries,Deeper,40.0,0.482,0.909,9.0,-4.972,1,0.0447,0.000179,0.00137,0.253,0.486,129.495,359452.0,4,8 +The Doves,Flying Bird,27.0,0.42,0.783,8.0,-10.134,0,0.0389,0.00102,0.903,0.265,0.691,126.093,213787.0,4,10 +Porcupine Tree,Shesmovedon,47.0,0.553,0.631,4.0,-9.6,0,0.0302,0.00614,0.035,0.482,0.381,142.029,314400.0,4,8 +Jayli Wolf,Child Of The Government,41.0,0.652,0.469,6.0,-11.148,0,0.0548,0.00675,0.00272,0.0929,0.321,120.065,221393.0,4,9 +John Kongos,He's Gonna Step On You Again,41.0,0.705,0.728,,-11.413,0,0.0301,0.0141,0.343,0.245,0.737,107.088,267787.0,5,10 +Post Malone,Enemies (feat. DaBaby),77.0,0.542,0.674,6.0,-4.169,1,0.21,0.0588,,0.0955,0.667,76.388,196760.0,4,5 +Proux,Funk Express,27.0,0.726,0.872,5.0,-7.641,0,0.0631,0.000243,0.162,0.144,0.578,123.999,110313.0,4,6 +Ruby Waters,Blow,48.0,0.696,0.52,5.0,-4.687,0,0.0328,0.0157,,0.0939,0.566,88.951,143919.0,4,1 +Don Diablo,Kill Me Better (feat. Imanbek & Trevor Daniel) - Travis Barker Alt Version,49.0,0.471,0.888,8.0,-3.724,1,0.0727,0.0306,,0.0892,0.46,160.004,195528.0,4,1 +Tzukush,◊©◊ú◊ù,22.0,0.792,0.61,9.0,-8.893,0,0.0798,0.642,4.85e-05,0.0936,0.562,116.796,188718.0,4,5 +CAYAM,Chaos in the Distance,46.0,0.749,0.547,9.0,-11.342,0,0.0471,0.147,0.866,0.109,0.101,129.002,372151.0,4,6 +LL Cool J,Loungin (Who Do Ya Luv),58.0,0.817,0.584,7.0,-9.785,1,0.174,0.432,0.00609,0.225,0.501,99.947,229373.0,4,5 +Middle Kids,Questions,37.0,0.385,0.694,,-6.629,1,0.0562,0.0704,2.5e-05,0.147,0.582,169.852,173640.0,3,1 +Refused,REV001,32.0,0.557,0.854,9.0,-5.878,0,0.0503,0.00467,0.00409,0.592,0.399,101.968,190267.0,4,10 +"Lata Mangeshkar, Amitabh Bachchan",Yeh Kahan Aa Gaye Hum - With Dialogue By Amitabh,32.0,0.39,0.388,7.0,-9.339,1,0.033,0.841,0.00392,0.178,0.237,102.496,7.650533333,4,3 +Pantera,Walk,73.0,0.43,0.704,1.0,-8.008,0,0.0804,0.000155,0.00221,0.0933,0.703,118.242,315120.0,4,8 +XXXTENTACION,Fuck Love (feat. Trippie Redd),82.0,0.797,0.533,,-9.74,0,0.0412,0.0172,0.000152,0.103,0.329,131.036,146520.0,4,5 +"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in G Major, RV 414: II. Largo",37.0,0.169,0.0391,4.0,-24.002,0,0.0397,0.879,0.872,0.122,0.185,88.485,3.468883333,4,7 +POORSTACY,Hills Have Eyes,64.0,0.473,0.792,,-3.171,1,0.0421,0.000103,0.0495,0.154,0.587,169.975,130588.0,4,10 +Tyler Bryant & the Shakedown,Ride,37.0,0.482,0.845,1.0,-5.2,0,0.0328,0.0612,0.000719,0.357,0.698,175.774,206173.0,4,2 +Stepping Sideways,Quintessence,20.0,0.323,0.983,2.0,-3.98,0,0.116,0.000147,0.000978,0.116,0.0998,160.002,205800.0,4,8 +Charlie Marie,Heard It Through the Red Wine,32.0,0.654,0.658,2.0,-5.565,1,0.0293,0.339,9.03e-06,0.318,0.47,125.056,227453.0,4,1 +Ammonia,Drugs,39.0,0.624,0.586,9.0,-8.271,1,0.041,0.000967,0.058,0.0664,0.889,115.932,207000.0,4,10 +Latto,The Biggest,14.0,0.55,0.589,1.0,-6.656,1,0.449,0.0999,,0.714,0.265,96.237,143333.0,5,5 +Whose Rules,Lights,43.0,0.745,0.622,7.0,-7.479,1,0.194,0.161,0.0751,0.0609,0.621,88.023,126000.0,4,6 +Little Buster & the Soul Brothers,First You Cry,10.0,0.372,0.474,,-7.197,1,0.0386,0.107,0.0104,0.0438,0.242,180.456,265507.0,3,2 +Cassandra Jenkins,Michelangelo,42.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,209837.0,4,1 +Dark Sarah,Illuminate,33.0,0.41,0.819,,-6.439,1,0.0405,0.000207,0.00194,0.464,0.183,160.021,249747.0,4,8 +Soccer Mommy,Wide Open Spaces,43.0,0.445,0.575,4.0,-8.495,1,0.0276,0.374,0.000816,0.813,0.516,82.614,301154.0,4,6 +Allan Rayman,Stitch,39.0,0.731,0.78,1.0,-4.903,1,0.0978,0.124,0.000176,0.0847,0.536,90.024,165827.0,4,10 +Highly Suspect,Lydia,53.0,0.417,0.706,6.0,-4.652,0,0.0945,0.00933,0.000572,0.474,0.512,127.884,242560.0,4,10 +Oscar Peterson Trio,I Got It Bad And That Ain't Good,,0.515,0.0551,2.0,-27.383,0,0.0477,0.972,0.915,0.0878,0.176,50.658,5.102883333,4,7 +Boss Keloid,Smiling Thrush,31.0,0.236,0.819,2.0,-7.886,1,0.0351,7.84e-05,0.0707,0.383,0.416,140.926,316339.0,4,8 +Dieter Huber,wolkenlos,48.0,0.453,0.0567,2.0,-18.646,1,0.0741,0.987,0.955,0.109,0.402,151.524,3.606783333,3,7 +mxmtoon,fever dream - acoustic,50.0,0.509,0.339,4.0,-7.272,1,0.0295,0.922,3.84e-06,0.0983,0.16,98.104,211200.0,4,9 +Editors,Munich,62.0,0.173,0.872,7.0,-4.39,0,0.0533,0.00052,0.0353,0.324,0.39,149.361,226427.0,4,10 +Vince Gill,When I Call Your Name,56.0,0.506,0.11,5.0,-17.615,1,0.0307,0.35,0.00144,0.139,0.208,70.554,4.252216667,3,4 +Aerosmith,Mama Kin,50.0,0.426,0.751,4.0,-10.91,1,0.0403,0.122,0.00144,0.271,0.889,153.359,267227.0,4,2 +Janis Joplin,Move Over,53.0,0.708,0.497,,-10.337,1,0.0527,0.189,0.0116,0.0723,0.919,132.997,223827.0,4,10 +Munro,Incubus,38.0,0.38,0.996,10.0,-4.54,0,0.153,2.69e-05,0.669,0.257,0.126,160.008,334969.0,4,8 +Westlife,The Rose,5.0,0.272,0.203,9.0,-9.706,1,0.0294,0.784,,0.0805,0.172,109.581,3.651783333,5,9 +The Maine,Sticky,59.0,0.669,0.819,,-4.716,1,0.0363,0.11,,0.212,0.762,105.055,178901.0,4,9 +"Rochak Kohli, Arijit Singh, Neha Kakkar","Tu Hi Yaar Mera (From ""Pati Patni Aur Woh"")",67.0,0.718,0.382,7.0,-8.237,1,0.0466,0.585,,0.128,0.499,87.029,3.349866667,4,3 +Action Bronson,Dmtri,55.0,0.599,0.694,9.0,-6.29,0,0.478,0.674,,0.465,0.3,81.024,274133.0,4,5 +Krystal Klear,Piano Banana,,0.803,0.941,10.0,-9.902,1,0.126,5.18e-05,0.917,0.105,0.389,127.011,242090.0,4,1 +Emily Hall,Stupid Love - Acoustic Cover,26.0,0.634,0.149,4.0,-11.742,1,0.0403,0.957,3.35e-05,0.102,0.291,102.831,201990.0,4,9 +U2,Sweetest Thing,65.0,0.524,0.641,,-8.967,1,0.0497,0.0437,2.78e-05,0.159,0.482,141.65,184543.0,4,10 +AJR,Bang!,65.0,0.74,0.517,1.0,-6.233,0,0.0506,0.0183,,0.0558,0.698,139.917,170858.0,4,9 +Rise Against,Nowhere Generation,64.0,0.373,0.944,11.0,-3.99,1,0.0998,0.00265,3.55e-05,0.422,0.376,165.881,232933.0,4,10 +ISLAND,Octopus,50.0,0.553,0.806,10.0,-4.149,1,0.039,0.209,0.0112,0.0942,0.359,106.434,148280.0,4,6 +"Lata Mangeshkar, S. P. Balasubrahmanyam",Hum Aapke Hain Koun,40.0,0.675,0.393,,-15.196,1,0.0327,0.58,0.00859,0.228,0.627,116.203,4.003783333,4,3 +Luna Abu Nassar,Rakevet,14.0,0.813,0.609,10.0,-7.93,0,0.0558,0.156,0.00204,0.346,0.498,87.996,213440.0,4,6 +Matt Stell,Prayed For You,66.0,0.6,0.698,9.0,-5.86,1,0.0355,0.0724,1.64e-06,0.113,0.57,140.032,3.506216667,4,4 +Rowdy Rebel,9 Bridge,68.0,0.642,0.589,5.0,-7.392,0,0.302,0.124,,0.0868,0.72,95.543,147963.0,5,5 +Michael Burks,I Smell Smoke,14.0,0.586,0.907,,-4.654,0,0.0448,0.351,0.000562,0.0777,0.891,101.007,231027.0,4,2 +Narkis,◊û◊©◊î,32.0,0.506,0.727,1.0,-4.788,0,0.0339,0.096,4.98e-06,0.103,0.3,103.905,254135.0,4,9 +LANDMVRKS,Overrated,50.0,0.334,0.965,11.0,-3.932,0,0.0988,0.000218,,0.317,0.481,90.521,205333.0,4,8 +Purity Ring,Better Off Alone,54.0,0.599,0.891,8.0,-6.0,0,0.0327,0.121,0.796,0.216,0.488,136.99,232000.0,4,6 +Massel Klezmorim,Sephardic Elegy,39.0,0.706,0.218,2.0,-15.802,0,0.0486,0.87,0.037,0.0739,0.478,146.365,2.45,4,7 +Stone Temple Pilots,Vasoline - 2019 Remaster,62.0,0.295,0.977,10.0,-7.086,1,0.088,0.00147,0.000187,0.0887,0.353,168.672,176547.0,4,10 +Rotem Or,This Is What You All Came For,3.0,0.763,0.554,11.0,-9.914,0,0.0287,0.257,0.203,0.114,0.123,109.998,237813.0,4,6 +Hannah Wicklund,Ghost,34.0,0.41,0.823,9.0,-4.939,0,0.0464,0.0117,0.0146,0.347,0.635,186.003,243397.0,4,2 +Ran Rishon,Et Lizroa,20.0,0.633,0.691,6.0,-5.994,0,0.0314,0.018,6.57e-05,0.196,0.529,116.109,226560.0,4,10 +Death Cab for Cutie,I Will Possess Your Heart,56.0,0.605,0.619,9.0,-8.971,0,0.0261,0.423,0.313,0.0732,0.578,133.074,505773.0,4,6 +Rad Horror,Stay Out,38.0,0.581,0.847,7.0,-5.48,0,0.0638,0.000259,0.00897,0.0875,0.394,120.07,188000.0,4,1 +Conway Twitty,Linda On My Mind - Single Version,34.0,0.383,0.292,9.0,-15.23,1,0.0293,0.314,1.32e-05,0.0581,0.593,104.789,2.71155,4,4 +SEB,seaside_demo,70.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,2.2,4,9 +Waterparks,Stupid For You,65.0,0.581,0.922,1.0,-3.408,0,0.0666,0.024,,0.202,0.596,118.408,191545.0,4,10 +Crobot,Low Life,57.0,0.546,0.911,6.0,-4.801,1,0.062,0.0008,7.73e-05,0.131,0.757,76.008,216515.0,4,10 +Fumez The Engineer,A92 x Fumez The Engineer - Plugged In Freestyle,76.0,0.856,0.427,2.0,-13.297,1,0.365,0.0958,,0.1,0.774,144.118,240000.0,4,5 +Haiva Ru,Work It On Out,41.0,0.712,0.604,11.0,-8.961,0,0.0307,0.0478,1.02e-06,0.117,0.566,110.022,225969.0,4,6 +Sorcha Richardson,First Prize Bravery,42.0,0.718,0.554,11.0,-8.041,0,0.108,0.607,1.22e-05,0.0766,0.698,113.974,230053.0,4,6 +Dermot Kennedy,Days Like This,3.0,0.642,0.214,3.0,-9.25,1,0.198,0.909,,0.122,0.38,80.444,2.49671667,4,0 +John Lennon,Imagine - Remastered 2010,78.0,0.547,0.257,,-12.358,1,0.0252,0.907,0.183,0.0935,0.169,75.752,187867.0,4,10 +John Garcia,My Everything,27.0,0.409,0.88,5.0,-4.632,1,0.051,0.000211,0.651,0.299,0.368,133.255,216456.0,4,8 +Ellie Goulding,Sixteen,4.0,0.824,0.17,5.0,-6.535,0,0.0386,0.8,,0.11,0.396,105.85,189532.0,4,9 +Russ,BANKRUPT,65.0,0.677,0.504,7.0,-4.688,1,0.0344,0.0201,0.688,0.0712,0.542,79.985,171000.0,4,5 +Backstreet Boys,Love Somebody - Live in Japan,15.0,0.582,0.872,11.0,-6.958,1,0.0726,0.00202,0.00142,0.51,0.519,127.991,3.930316667,4,9 +Weezer,Beverly Hills,,0.69,0.804,5.0,-4.343,1,0.0724,0.102,,0.142,0.732,87.9,200187.0,4,9 +070 Shake,Rocketship,44.0,0.546,0.627,1.0,-6.46,0,0.0527,0.0221,,0.36,0.312,76.488,184467.0,4,6 +Mot√∂rhead,Thunder & Lightning,44.0,0.429,0.995,1.0,-5.259,1,0.172,0.00258,0.528,0.197,0.061,134.967,186133.0,4,8 +AURAGRAPH,Sky Plaza - Áå´ „Ç∑ Corp. Remix,33.0,0.695,0.664,10.0,-15.11,0,0.0304,0.549,0.86,0.899,0.863,127.284,163625.0,4,6 +Right on Time,Brandi Carlile,60.0,0.419,0.269,7.0,-9.388,1,0.0356,0.626,1.83e-05,0.116,0.152,121.695,3.087133333,4,0 +Kenny Drew,I Could Write A Book,32.0,0.61,0.219,7.0,-14.668,0,0.0464,0.935,0.447,0.0825,0.587,148.284,4.675333333,4,7 +AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,6 +Manic Street Preachers,Your Love Alone Is Not Enough (feat. Nina Persson),53.0,0.344,0.921,2.0,-3.049,1,0.0459,0.00143,1.13e-05,0.38,0.396,126.766,235693.0,4,10 +Suzi Quatro,Suicide - 2017 Remaster,34.0,0.634,0.365,2.0,-12.698,1,0.0321,0.0212,0.00631,0.284,0.344,114.928,247169.0,4,10 +The Buggles,Video Killed The Radio Star,71.0,0.68,0.678,1.0,-11.548,1,0.0754,0.103,0.00828,0.204,0.251,131.165,252773.0,4,9 +"Anuradha Paudwal, Udit Narayan",Mujhe Neend Na Aaye,45.0,0.489,0.669,11.0,-10.788,0,0.0511,0.819,0.0206,0.281,0.713,149.928,6.226216667,4,3 +Akolo,Why Not?,18.0,0.701,0.731,7.0,-9.593,1,0.0809,0.00708,0.139,0.747,0.669,109.905,213818.0,4,2 +Aerosmith,Angel,62.0,0.239,0.819,3.0,-3.583,1,0.0393,0.304,,0.0855,0.439,171.449,5.14845,4,10 +Billy Idol,Rebel Yell,72.0,0.53,0.864,4.0,-4.948,0,0.061,0.000753,0.000459,0.354,0.484,166.312,288533.0,4,10 +'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,6 +Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,1 +Talking Heads,(Nothing But) Flowers,45.0,0.603,0.848,4.0,-5.364,0,0.0423,0.0628,0.000133,0.211,0.897,120.764,333000.0,4,10 +BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,1 +Zonderling,Lifetime - Acoustic Version,55.0,0.726,0.223,7.0,-12.551,1,0.0324,0.919,4.34e-06,0.121,0.661,94.034,187584.0,4,9 +Cool Sounds,Hula Hoop Group,38.0,0.622,0.547,,-9.406,1,0.031,0.636,0.635,0.261,0.444,89.995,231084.0,4,6 +Rachel Silver,Shiny Stockings,43.0,0.738,0.227,7.0,-13.748,1,0.0302,0.865,0.102,0.145,0.276,102.265,4.288483333,4,7 +Alexandra Spence,Tidewater I,10.0,0.224,0.136,9.0,-21.091,1,0.0902,0.797,0.859,0.357,0.0323,67.115,679647.0,4,6 +Sleep,Dragonaut,53.0,0.352,0.65,5.0,-13.169,1,0.0415,0.00254,0.286,0.174,0.464,123.607,343160.0,4,8 +Jinjer,Outlander,46.0,0.506,0.974,1.0,-1.906,1,0.182,5.91e-05,3.85e-06,0.193,0.183,110.219,236027.0,3,8 +Ava Max,My Head & My Heart,88.0,0.614,0.934,9.0,-3.709,0,0.07,0.0697,,0.121,0.436,116.001,174760.0,4,9 +Atomic,Konrads Hopp Om Livet,,0.456,0.544,7.0,-8.923,1,0.0795,0.357,0.771,0.145,0.404,120.438,9.81755,4,7 +Quinn XCII,"Hey, Goodbye",61.0,0.787,0.411,1.0,-6.632,0,0.109,0.0837,,0.0577,0.44,179.95,183973.0,4,9 +Peled,◊î◊¢◊ï◊ú◊ù ◊©◊ú◊ô,32.0,0.708,0.69,9.0,-6.581,0,0.0604,0.0112,,0.15,0.354,162.076,225267.0,4,5 +Flotsam & Jetsam,Brace for Impact,,0.368,0.993,11.0,-5.161,1,0.0952,9.66e-06,0.000996,0.256,0.251,175.031,273747.0,4,8 +Brianna Harness,I Won't Bitch,43.0,0.743,0.341,4.0,-8.072,0,0.0347,0.871,,0.122,0.549,117.813,206186.0,4,2 +Afterglow,Breathe In,32.0,0.438,0.947,6.0,-3.809,0,0.0551,1.02e-05,0.000711,0.157,0.314,82.511,243631.0,4,8 +Wristwatch,Husky,38.0,0.507,0.44,11.0,-8.975,1,0.043,0.356,0.829,0.103,0.416,169.474,3.9906,4,0 +Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,6 +The Temper Trap,Sweet Disposition,70.0,0.542,0.813,2.0,-6.89,1,0.0429,0.0765,0.252,0.116,0.305,129.09,234360.0,4,6 +◊û◊ê◊ô◊õ◊ï,◊õ◊û◊î ◊õ◊°◊£ ◊ê◊ô◊ü ◊ú◊ô,15.0,0.759,0.587,7.0,-8.81,0,0.0772,0.0437,3.94e-06,0.342,0.559,148.539,124054.0,3,5 +Wretch 32,Ina Di Ghetto (feat. Badness & Ghetto),36.0,0.476,0.747,2.0,-5.768,1,0.25,0.00753,,0.173,0.122,140.268,234806.0,4,5 +Drive Away With You,Jill Andrews,34.0,0.521,0.51,2.0,-8.141,1,0.0296,0.0179,4.5e-06,0.292,0.319,125.911,4.306216667,4,0 +Larkin Poe,Fly Away,36.0,0.491,0.43,10.0,-5.927,1,0.0262,0.824,0.000216,0.0674,0.424,80.594,210989.0,4,10 +Lindsay Beaver,You Hurt Me,24.0,0.295,0.674,2.0,-4.567,0,0.038,0.354,5.55e-05,0.171,0.646,184.699,223107.0,3,2 +"Kaushiki Chakraborty, Ricky Kej",Rangi Saari Gulabi Chunariya,17.0,0.71,0.418,3.0,-10.428,1,0.0439,0.479,,0.111,0.126,131.994,6.682616667,3,0 +Bicep,Siena,55.0,0.754,0.679,2.0,-8.216,1,0.0448,0.00465,0.93,0.0169,0.387,127.014,242928.0,4,6 +Echo & the Bunnymen,Seven Seas,42.0,0.556,0.829,,-5.123,1,0.0373,0.105,7.22e-05,0.29,0.793,134.382,3.3231,4,10 +Tan Cologne,Cave Vaults on the Moon in New Mexico,20.0,0.343,0.372,8.0,-12.89,0,0.0334,0.647,0.938,0.0754,0.219,135.454,265333.0,3,6 +Lily Allen,Smile,68.0,0.632,0.639,5.0,-5.938,1,0.0259,0.00143,,0.221,0.733,95.506,196893.0,4,9 +Genesis,That's All - 2007 Remaster,62.0,0.579,0.669,4.0,-8.704,0,0.0326,0.253,0.0257,0.0911,0.798,175.181,266173.0,4,10 +Meena,Tell Me,33.0,0.556,0.253,9.0,-12.391,1,0.0286,0.882,0.00939,0.104,0.21,152.783,295747.0,3,2 +John Oates,Pallet Soft and Low (Live),20.0,0.392,0.762,2.0,-8.896,1,0.0382,0.0123,0.225,0.689,0.309,78.152,509608.0,4,2 +Sleep Token,The Night Does Not Belong To God,45.0,0.415,0.522,8.0,-8.563,1,0.032,0.84,0.103,0.11,0.145,152.92,303507.0,4,10 +Deep Purple,Smoke on the Water,64.0,0.632,0.586,,-11.333,1,0.0284,0.0983,0.581,0.0535,0.89,114.243,5.70288333,4,10 +Passenger,Let Her Go,74.0,0.509,0.538,7.0,-7.335,1,0.0572,0.385,,0.104,0.244,75.089,252867.0,4,9 +311,Sever,41.0,0.553,0.901,,-6.202,1,0.0454,0.0103,0.00312,0.0571,0.617,106.943,283027.0,4,10 +Northlane,Crash & Burn,53.0,0.227,0.861,8.0,-3.997,1,0.0628,0.000218,6.23e-06,0.155,0.143,74.824,246400.0,1,10 +Distant Axis,Matt Berninger,42.0,0.614,0.465,2.0,-10.248,1,0.0282,0.48,0.914,0.098,0.103,120.0,4.419333333,4,0 +Kayzo,Lifeline,49.0,0.442,0.958,5.0,-1.841,0,0.0848,0.0252,3.46e-06,0.259,0.304,149.884,246400.0,4,10 +Dean Lewis,Chemicals - Acoustic,50.0,0.446,0.239,6.0,-11.092,1,0.0435,0.942,4.16e-05,0.11,0.575,75.54,3.91293333,4,0 +Bravo the Bagchaser,Stay Dangerous,50.0,0.859,0.474,11.0,-8.294,1,0.368,0.0425,,0.107,0.697,98.0,225885.0,4,5 +The Teskey Brothers,So Caught Up,51.0,0.744,0.693,4.0,-6.563,0,0.0261,0.293,0.00056,0.305,0.896,99.048,228553.0,4,10 +Skegss,Up In The Clouds,51.0,0.553,0.64,,-9.246,1,0.0288,0.0109,,0.205,0.478,104.989,149623.0,4,10 +AJ Tracey,Anxious,67.0,0.901,0.63,9.0,-6.499,0,0.351,0.107,,0.1,0.796,86.003,161000.0,4,5 +Wheel,Wheel,53.0,0.807,0.189,8.0,-13.873,1,0.0454,0.694,,0.0828,0.645,84.763,108000.0,4,8 +Genesis,Throwing It All Away - Remastered 2007,53.0,0.365,0.605,6.0,-7.236,1,0.0264,0.143,0.00459,0.07,0.317,83.761,231400.0,4,10 +Bruce Springsteen,Born in the U.S.A.,75.0,0.398,0.952,4.0,-6.042,1,0.061,0.000373,7.75e-05,0.1,0.584,122.093,4.64466667,4,10 +Radiohead,No Surprises,73.0,0.255,0.393,5.0,-10.654,1,0.0278,0.0577,0.00361,0.113,0.118,76.426,229120.0,4,10 +Kero Kero Bonito,21/04/20,48.0,0.678,0.702,,-5.448,1,0.0258,0.034,0.00147,0.0787,0.613,106.028,182075.0,4,1 +Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,6 +Christian Lopez,Swim the River,43.0,0.344,0.816,4.0,-6.724,1,0.0755,0.0187,,0.234,0.418,200.166,2.93245,4,0 +Spiritbox,Circle With Me,65.0,0.422,0.874,8.0,-4.606,0,0.0534,0.000166,0.231,0.143,0.392,102.743,233880.0,4,10 +Eddie Harper,God Bless The Child,53.0,0.542,0.199,,-14.442,0,0.0446,0.968,0.79,0.121,0.252,117.259,4.278616667,4,7 +KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,8 +Nation of Language,The Wall & I,46.0,0.558,0.876,6.0,-5.625,1,0.0288,0.0244,0.293,0.0971,0.448,141.995,304714.0,4,6 +Maja Lena,Avalanche,49.0,0.415,0.355,6.0,-10.494,0,0.0316,0.985,0.0932,0.103,0.36,113.993,179307.0,4,1 +Inter Arma,Citadel,26.0,0.247,0.897,,-6.048,1,0.0498,0.000279,0.823,0.368,0.249,147.499,400717.0,4,8 +Miri Mesika,◊ê◊ù ◊ñ◊ê◊™ ◊î◊ê◊î◊ë◊î ◊©◊ú◊ö,18.0,0.561,0.801,6.0,-4.706,0,0.0847,0.135,5.13e-05,0.0351,0.281,134.921,222800.0,4,9 +Sunny War,Age of a Man,39.0,0.655,0.508,3.0,-6.048,1,0.0295,0.273,0.000451,0.0871,0.361,145.043,219253.0,4,2 +Volbeat,Our Loved Ones,49.0,0.438,0.798,7.0,-5.453,0,0.0299,0.000129,0.000383,0.251,0.308,149.981,290547.0,4,8 +Mr. Oizo,Jo,39.0,0.798,0.866,1.0,-4.532,1,0.153,0.0191,0.415,0.703,0.513,119.546,136787.0,4,6 +Arctic Monkeys,Fake Tales Of San Francisco,63.0,0.454,0.778,9.0,-4.225,1,0.0449,0.00998,,0.0427,0.704,127.158,177947.0,4,6 +Hannah Sands,Happy Girl,36.0,0.719,0.298,6.0,-15.255,0,0.272,0.551,,0.375,0.437,88.023,185455.0,4,6 +Twin Wild,Willow Tree,47.0,0.457,0.887,8.0,-4.138,1,0.0533,0.000186,,0.11,0.221,95.015,199413.0,4,10 +flora cash,Soul Mate,59.0,0.429,0.371,1.0,-11.803,1,0.0351,0.768,0.00181,0.119,0.305,129.842,237781.0,4,9 +Marika Hackman,Drown,40.0,0.287,0.243,7.0,-15.119,1,0.0341,0.867,0.283,0.114,0.0383,117.886,231671.0,4,6 +"Crosby, Stills & Nash",Suite: Judy Blue Eyes - 2005 Remaster,63.0,0.451,0.364,9.0,-13.126,1,0.0436,0.469,,0.197,0.298,154.206,444053.0,4,10 +Russ Millions,Body,85.0,0.889,0.705,11.0,-8.683,0,0.392,0.389,1.04e-05,0.0692,0.815,141.069,183830.0,4,5 +AC/DC,Demon Fire,64.0,0.521,0.881,9.0,-5.309,1,0.0387,4.93e-06,0.0114,0.141,0.564,160.026,210360.0,4,8 +Terakaft,Tenere wer tat zinchegh,18.0,0.568,0.574,2.0,-6.05,1,0.0252,0.858,0.168,0.11,0.388,93.031,288320.0,4,2 +Arch Enemy,War Eternal,58.0,0.445,0.98,5.0,-4.369,0,0.0731,2.45e-05,0.163,0.129,0.285,155.045,256053.0,4,8 +Arctic Monkeys,Why'd You Only Call Me When You're High?,62.0,0.691,0.631,2.0,-6.478,1,0.0368,0.0483,1.13e-05,0.104,0.8,92.004,2.6854,4,9 +Adrianwave,Start It!,29.0,0.895,0.839,10.0,-8.581,0,0.458,0.00272,0.0989,0.0933,0.709,125.025,232320.0,4,6 +"Clean Bandit, Topic, Wes Nelson",Drive (feat. Wes Nelson),66.0,0.81,0.571,10.0,-7.189,0,0.085,0.0624,1.63e-06,0.094,0.771,125.994,2.98958333,4,9 +Lilly Hiatt,Trinity Lane,35.0,0.578,0.811,10.0,-6.228,0,0.027,0.144,0.0054,0.113,0.752,145.056,233922.0,4,10 +John K,ilym (feat. ROSIE),63.0,0.261,0.277,1.0,-8.143,0,0.031,0.572,1.4e-06,0.0859,0.0617,179.077,236082.0,3,9 +Hot Hot Heat,Bandages,53.0,0.376,0.947,4.0,-3.778,0,0.0902,0.00757,,0.107,0.859,150.212,212333.0,4,6 +Lonnie Brooks,Family Curse,9.0,0.754,0.505,6.0,-14.6,0,0.0331,0.242,0.00915,0.058,0.925,102.586,277293.0,4,2 +Shalom Hanoch,◊ò◊ô◊ï◊ú ◊ú◊ô◊§◊ï,24.0,0.814,0.462,6.0,-11.762,1,0.0322,0.646,0.00033,0.0919,0.411,121.674,614040.0,4,10 +Lukas Nelson and Promise of the Real,Perennial Bloom (Back To You),51.0,0.468,0.815,9.0,-5.485,1,0.0337,0.000527,,0.33,0.492,125.867,196960.0,4,1 +"Lata Mangeshkar, Usha Mangeshkar, S. P. Balasubrahmanyam, Shailendra Singh",Aaya Mausam Dosti Ka,22.0,0.527,0.488,8.0,-9.092,1,0.0355,0.873,0.000516,0.119,0.75,103.235,6.783333333,4,3 +Tomorrows Bad Seeds,Bad Seeds,43.0,0.758,0.565,7.0,-7.74,1,0.237,0.0658,,0.218,0.446,164.029,166400.0,4,10 +Death In Vegas,Aladdin's Story,29.0,0.532,0.542,,-7.565,1,0.0256,0.0204,0.657,0.253,0.674,81.985,284200.0,4,6 +Sparks,This Town Ain't Big Enough For Both Of Us,37.0,0.462,0.703,2.0,-12.691,1,0.0663,0.358,0.000477,0.332,0.691,129.821,185827.0,4,1 +Big Thief,Shark Smile - Edit,59.0,0.688,0.737,6.0,-9.31,0,0.0678,0.0769,0.641,0.114,0.666,131.042,194760.0,4,6 +Ravi,Mandinka King,33.0,0.267,0.178,6.0,-19.545,1,0.0366,0.973,0.964,0.0971,0.418,78.927,5.13155,4,7 +JJ Wilde,Off The Rails,46.0,0.631,0.645,2.0,-5.641,1,0.0371,0.0602,0.000368,0.0491,0.505,96.935,175361.0,4,10 +Kris Barras Band,Ignite (Light It Up),37.0,0.604,0.818,6.0,-6.083,1,0.0379,0.00335,0.00103,0.0411,0.697,102.993,196104.0,4,10 +Madi Diaz,"New Person, Old Place",51.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,246227.0,4,1 +Octopus Montage,Voices,44.0,0.478,0.969,7.0,-2.722,1,0.0618,2.06e-05,2.1e-05,0.334,0.376,150.007,255400.0,4,8 +Courtney Barnett,Avant Gardener,51.0,0.443,0.737,,-4.509,1,0.0293,0.00149,0.0032,0.121,0.746,115.277,312227.0,4,6 +Toots & The Maytals,54-46 Was My Number,58.0,0.685,0.36,,-9.572,1,0.0568,0.18,,0.112,0.597,160.448,204027.0,4,10 +U.K.,In The Dead Of Night,36.0,0.519,0.604,4.0,-11.011,0,0.0581,0.218,5.66e-05,0.222,0.768,153.644,334040.0,1,10 +The Searchers,Needles and Pins - Mono,56.0,0.565,0.953,9.0,-6.504,1,0.0393,0.0546,2.95e-05,0.0637,0.887,124.287,2.18933333,4,10 +The Five Stairsteps,O-o-h Child,65.0,0.488,0.754,5.0,-7.95,0,0.0381,0.00154,2.42e-05,0.678,0.664,88.368,197160.0,4,5 +Ihsahn,Spectre At The Feast,39.0,0.392,0.751,4.0,-5.544,0,0.0347,0.000213,0.0103,0.303,0.375,179.899,258800.0,4,8 +The Clash,I Fought the Law,63.0,0.526,0.9,2.0,-6.815,1,0.0545,0.00539,4.12e-05,0.14,0.883,151.279,163240.0,4,10 +Shlomo Artzi,◊ê◊™ ◊ï◊ê◊†◊ô,32.0,0.343,0.739,6.0,-5.478,1,0.0714,0.474,,0.0574,0.687,141.89,166187.0,4,10 +Viagra Boys,Down in the Basement,41.0,0.532,0.943,7.0,-3.033,1,0.0925,6.13e-05,0.489,0.0717,0.759,134.676,216284.0,4,6 +Curtis Harding,Hopeful,34.0,0.51,0.778,7.0,-5.23,0,0.0338,0.38,0.0445,0.0724,0.695,79.984,316360.0,4,9 +DevilDriver,Sail,43.0,0.455,0.965,3.0,-4.24,0,0.0826,0.000676,0.00784,0.226,0.155,119.04,246480.0,4,8 +Chip Tha Ripper,Interior Crocodile Alligator,49.0,0.742,0.727,1.0,-6.914,1,0.487,0.0136,,0.259,0.774,178.401,110253.0,4,9 +Kitsune,A Place To Be Safe,32.0,0.339,0.903,7.0,-7.264,0,0.0794,0.000298,0.00681,0.109,0.318,113.436,220235.0,5,10 +Bryan Adams,Here I Am - End Title,59.0,0.581,0.777,8.0,-7.122,1,0.0296,0.0078,4.04e-05,0.0891,0.162,98.963,284067.0,4,10 +Maya,Feel It,6.0,0.564,0.597,2.0,-9.464,1,0.0399,0.0759,0.0616,0.106,0.232,120.061,9.184883333,4,0 +XYZ,When I Find Love,35.0,0.356,0.772,11.0,-8.575,1,0.0437,0.000491,0.000241,0.0647,0.271,184.719,257133.0,4,10 +Greg Koch,Sweet Tea,24.0,0.417,0.51,,-6.988,1,0.0354,0.0137,0.799,0.159,0.334,155.954,599678.0,3,2 +Cautious Clay,Wildfire,60.0,0.564,0.352,9.0,-10.788,1,0.0321,0.673,0.000213,0.449,0.415,85.013,151913.0,4,6 +The Cure,Play For Today,51.0,0.458,0.731,11.0,-12.049,0,0.145,0.0487,0.0215,0.116,0.784,80.425,218960.0,4,6 +IMMERSE,With You,41.0,0.448,0.526,4.0,-8.513,0,0.0292,0.0069,0.139,0.208,0.119,100.007,186503.0,4,8 +Jon Pardi,Head Over Boots,72.0,0.563,0.688,7.0,-4.474,1,0.0262,0.0763,,0.0863,0.622,108.008,3.37245,4,4 +Bon Jovi,99 In The Shade,33.0,0.366,0.979,5.0,-4.383,1,0.0518,0.00332,,0.386,0.716,146.519,269893.0,4,10 +Herman Brood & His Wild Romance,Hot Shot,21.0,0.45,0.923,2.0,-7.518,1,0.102,0.0473,0.0882,0.325,0.529,185.989,210200.0,4,1 +Iceage,Lockdown Blues,35.0,0.258,0.852,6.0,-4.439,1,0.0739,0.000697,2.99e-05,0.182,0.489,112.116,236985.0,3,6 +Walking On Cars,As We Fly South,37.0,0.529,0.523,3.0,-6.925,1,0.0288,0.222,1.18e-06,0.0981,0.503,89.921,231620.0,4,10 +Itay Levi,Nyc,33.0,0.791,0.542,10.0,-8.668,0,0.0893,0.447,,0.187,0.529,124.012,192000.0,4,9 +Durukan Betses,√áakal,18.0,0.709,0.679,4.0,-7.576,0,0.033,0.000244,0.209,0.222,0.308,109.963,245375.0,4,10 +42 Dugg,4 Da Gang (with Roddy Ricch),82.0,0.871,0.545,7.0,-10.489,1,0.189,0.0143,,0.148,0.722,100.482,155720.0,4,5 +White Denim,It Might Get Dark,40.0,0.441,0.752,7.0,-5.757,1,0.132,0.035,0.000553,0.0902,0.492,140.239,216920.0,4,1 +Barns Courtney,Little Boy,47.0,0.654,0.621,11.0,-8.555,1,0.0328,0.384,4.06e-06,0.119,0.41,113.955,233448.0,4,9 +Yuto Kanazawa,Sabor a Mí,40.0,0.435,0.0768,7.0,-23.67,1,0.0443,0.991,0.946,0.0815,0.264,75.006,1.88125,4,7 +Wyvern Lingo,Passionfruit,,0.577,0.306,8.0,-10.694,0,0.0592,0.547,2.88e-06,0.109,0.117,103.065,3.53845,4,0 +Jaishree Shivram,Ishq Hai Ishq Hai,33.0,0.434,0.787,4.0,-6.28,0,0.085,0.791,1.57e-05,0.118,0.586,78.033,5.538666667,4,3 +Gorgeous Bully,I Can See,31.0,0.353,0.725,2.0,-10.131,1,0.0422,0.00681,0.101,0.0289,0.402,82.831,182169.0,4,6 +James Arthur,September,77.0,0.641,0.551,9.0,-6.165,1,0.0532,0.147,,0.12,0.417,102.912,3.68151667,4,9 +Bea Anderson,Shrugs,30.0,0.559,0.504,6.0,-6.686,0,0.333,0.577,,0.216,0.675,126.655,185025.0,5,9 +Band Of Skulls,Nightmares,24.0,0.413,0.861,11.0,-6.259,0,0.0333,0.00735,0.00486,0.306,0.477,126.343,251429.0,4,6 +Medicine,Time Baby III,40.0,0.36,0.701,,-6.347,1,0.0267,0.0215,9.19e-06,0.134,0.725,172.043,231226.0,3,10 +Velvet Revolver,Slither,66.0,0.478,0.974,7.0,-3.866,1,0.102,0.000266,0.0984,0.0738,0.268,141.077,248307.0,4,1 +The Slits,I Heard It Through The Grapevine,52.0,0.714,0.665,11.0,-8.213,0,0.198,0.000486,0.539,0.0728,0.885,129.924,238720.0,4,6 +The Blues Preachers,Pay Day,37.0,0.629,0.678,9.0,-5.839,1,0.0279,0.54,5.37e-05,0.122,0.0635,90.049,250667.0,4,2 +The Fratellis,Chelsea Dagger,56.0,0.51,0.818,7.0,-3.205,1,0.157,0.0439,,0.0801,0.574,154.561,202617.0,4,1 +Bombay Bandook,Tilak,34.0,0.466,0.69,4.0,-7.007,1,0.0351,0.529,0.0597,0.102,0.385,134.899,5.988183333,3,0 +Sweet Misery,Tré Burt,53.0,0.614,0.546,2.0,-6.858,1,0.0296,0.625,2.38e-06,0.0957,0.435,87.353,3.155483333,4,0 +PLASMAS,Always,22.0,0.461,0.862,2.0,-6.821,1,0.0309,2.28e-05,0.00202,0.172,0.555,140.012,273509.0,4,6 +Wilderado,Head Right,45.0,0.54,0.811,5.0,-3.534,1,0.0315,0.00519,,0.127,0.677,145.009,197738.0,4,1 +Seefeel,Polyfusion,35.0,0.458,0.701,9.0,-12.004,1,0.0355,9.18e-05,0.906,0.465,0.721,141.631,383827.0,4,6 +Duke Pearson,Ready Rudy?,30.0,0.534,0.449,5.0,-9.1,1,0.0363,0.779,0.000833,0.147,0.607,81.065,358747.0,4,2 +Hacktivist,Reprogram,42.0,0.523,0.983,,-3.421,1,0.196,0.00124,3.14e-06,0.0728,0.404,139.017,272121.0,4,10 +Oasis,Hello,50.0,0.162,0.947,9.0,-3.174,0,0.113,0.0142,0.0446,0.166,0.0563,132.31,203187.0,4,10 +Why Bonnie,Athlete,24.0,0.539,0.578,4.0,-8.522,1,0.0278,0.0987,0.000923,0.28,0.353,102.03,191890.0,4,1 +Billy Childs,It Never Entered My Mind,40.0,0.521,0.0774,5.0,-23.987,0,0.0418,0.941,0.926,0.118,0.183,120.755,5.20245,4,7 +Okta Logue,Runway Markings,37.0,0.481,0.616,,-9.93,0,0.032,0.132,0.0286,0.0948,0.416,150.023,385907.0,4,6 +"Tim McGraw, Faith Hill",It's Your Love,53.0,0.474,0.528,7.0,-8.588,1,0.0276,0.526,,0.109,0.364,144.366,3.788883333,4,4 +Tom Robinson Band,2-4-6-8 Motorway,53.0,0.672,0.706,9.0,-5.551,1,0.0779,0.0578,7.43e-05,0.0595,0.658,124.782,197933.0,4,1 +Softspoken,The Road,37.0,0.417,0.932,5.0,-4.096,0,0.0579,0.000221,9.12e-05,0.412,0.184,79.998,226600.0,4,10 +Great Grandpa,Bloom,37.0,0.236,0.485,10.0,-8.975,1,0.0288,0.234,0.071,0.11,0.123,97.577,262200.0,4,1 +chloe moriondo,Bugbear,59.0,0.634,0.514,10.0,-10.115,1,0.0836,0.189,,0.123,0.639,99.979,173600.0,4,6 +Skrillex,Too Bizarre (with Swae Lee & Siiickbrain),68.0,0.666,0.723,6.0,-5.104,0,0.0449,0.0151,0.000592,0.057,0.546,159.962,158733.0,4,10 +DARKSIDE,Paper Trails,55.0,0.947,0.419,8.0,-13.043,0,0.0578,0.778,0.914,0.121,0.362,113.236,289841.0,4,2 +Parquet Courts,Borrowed Time,35.0,0.407,0.738,,-7.249,1,0.0309,0.0303,0.83,0.574,0.821,92.334,152049.0,4,1 +The Adverts,Gary Gilmore's Eyes,39.0,0.421,0.598,4.0,-6.078,0,0.0487,0.0349,4.8e-06,0.416,0.778,157.927,136960.0,4,6 +Marina Maximilian,Easy Life - Remix by Assaf Amdursky,21.0,0.403,0.579,5.0,-8.123,0,0.0388,0.128,0.0219,0.096,0.236,100.019,209400.0,4,9 +Mississippi Fred McDowell,Good Morning Little Schoolgirl,41.0,0.502,0.433,8.0,-14.619,0,0.0339,0.668,0.002,0.167,0.566,103.467,201600.0,4,2 +Yehudit Ravitz,◊°◊ú◊ô◊ó◊ï◊™,29.0,0.373,0.174,9.0,-14.733,0,0.0302,0.868,,0.195,0.514,99.799,225000.0,3,10 +"Riton, Nightcrawlers, Mufasa & Hypeman, Dopamine",Friday (feat. Mufasa & Hypeman) - Dopamine Re-Edit,92.0,0.824,0.862,2.0,-3.424,1,0.126,0.0076,0.000132,0.303,0.801,122.98,2.81921667,4,9 +Shura,obsession,39.0,0.701,0.665,,-8.584,1,0.229,0.814,0.0112,0.109,0.754,167.795,211871.0,4,6 +Miloe,Winona,54.0,0.65,0.621,5.0,-6.6,1,0.0262,0.0651,0.168,0.107,0.76,106.005,145187.0,4,6 +Calvin Harris,Acceptable in the 80's - Tom Neville Remix,10.0,0.767,0.838,6.0,-5.51,0,0.077,0.000951,0.408,0.0406,0.781,125.985,431973.0,4,1 +Biffy Clyro,End Of,42.0,0.474,0.956,2.0,-4.442,0,0.0809,0.00124,0.000597,0.114,0.589,168.148,277427.0,3,1 +Layto,Hate Me,,0.688,0.779,5.0,-5.988,1,0.0406,0.0221,,0.08,0.505,133.97,168500.0,4,1 +Ehud Banai,◊î◊õ◊ï◊õ◊ë ◊©◊ú ◊û◊ó◊ï◊ñ ◊í◊ï◊© ◊ì◊ü,35.0,0.689,0.749,5.0,-6.492,1,0.029,0.256,,0.214,0.922,92.028,179827.0,4,10 +Body Count,Point the Finger (feat. Riley Gale),33.0,0.447,0.981,10.0,-1.641,0,0.151,2.45e-05,3.08e-05,0.343,0.316,76.466,158680.0,4,10 +Menta,Ocho Domingos,29.0,0.447,0.81,2.0,-4.246,1,0.0379,0.000376,2.42e-05,0.184,0.326,155.921,154761.0,4,6 +Wild Child,Back & Forth,47.0,0.749,0.699,5.0,-7.193,0,0.0469,0.0694,,0.124,0.641,123.965,211360.0,4,9 +Here Comes The Light,Jamie Drake,33.0,0.706,0.535,9.0,-9.643,1,0.0347,0.139,0.00146,0.309,0.687,116.001,3.7875,3,0 +Jack Harlow,"WHATS POPPIN (feat. DaBaby, Tory Lanez & Lil Wayne) - Remix",82.0,0.904,0.723,11.0,-5.224,0,0.26,0.0631,,0.185,0.835,145.013,227478.0,4,9 +Deep Purple,Sail Away - Remastered 2007,45.0,0.576,0.753,9.0,-6.452,0,0.023,0.0506,,0.348,0.86,95.765,352293.0,4,10 +Lord Huron,Mine Forever,7.0,0.569,0.761,,-5.508,1,0.0292,0.312,0.303,0.274,0.391,122.965,288283.0,4,9 +Marie Byrd Land Band,Catatumbo Lightnings,32.0,0.424,0.924,7.0,-9.315,1,0.036,0.013,0.00445,0.106,0.906,160.004,255000.0,4,10 +The National Parks,Lover,46.0,0.673,0.357,7.0,-7.087,1,0.0288,0.434,1.37e-05,0.313,0.547,107.984,2.72236667,3,0 +Maddie Medley,Buzz,46.0,0.51,0.385,8.0,-8.546,1,0.0298,0.312,0.0369,0.108,0.115,173.945,261476.0,4,6 +dying in designer,Lovely,51.0,0.822,0.348,9.0,-12.348,1,0.131,0.333,0.0189,0.0649,0.144,140.065,167427.0,4,5 +Nine Inch Nails,March Of The Pigs,46.0,0.503,0.903,2.0,-7.427,1,0.0527,0.0218,0.197,0.0861,0.0586,134.462,178493.0,1,8 +Tunde Jegede,El Sicuri,32.0,0.508,0.155,10.0,-24.854,0,0.0399,0.942,0.944,0.121,0.589,125.242,2.92555,4,7 +Matteo Vallicelli,Dietrofront,38.0,0.421,0.612,9.0,-8.864,0,0.0286,0.44,0.929,0.0996,0.167,159.993,377533.0,4,6 +Fatboy,Bad News From Pretty Red Lips,38.0,0.661,0.917,11.0,-3.774,0,0.039,0.0246,0.0013,0.0808,0.76,98.275,166040.0,4,10 +The Casket Lottery,Code Red,34.0,0.462,0.946,,-5.363,1,0.045,0.000451,0.702,0.08,0.545,162.104,283027.0,4,10 +The Beatles,Yesterday - Remastered 2009,76.0,0.332,0.179,5.0,-11.83,1,0.0326,0.879,,0.0886,0.315,96.529,125667.0,4,10 +Omer Adam,◊ê◊ú◊£ ◊§◊¢◊û◊ô◊ù,30.0,0.737,0.869,2.0,-3.344,1,0.0386,0.364,,0.2,0.825,125.951,201467.0,4,9 +Robert Jon & the Wreck,Gold,31.0,0.491,0.648,,-5.17,1,0.0344,0.443,2.87e-05,0.0937,0.153,127.973,297853.0,3,2 +Eviatar Banai,◊ë◊®◊ê◊©◊ô◊™,24.0,0.534,0.334,,-14.154,1,0.0442,0.638,2.77e-06,0.116,0.337,156.185,219733.0,4,10 +Soil,Breaking Me Down,51.0,0.526,0.972,11.0,-4.149,1,0.153,0.000318,,0.253,0.696,150.922,154293.0,4,8 +Ayron Jones,Take Your Time,39.0,0.432,0.866,9.0,-4.889,1,0.0434,0.000601,0.000215,0.156,0.289,148.006,294685.0,4,10 +Godsmack,When Legends Rise,56.0,0.428,0.914,4.0,-4.273,0,0.281,0.000293,1.29e-05,0.0869,0.468,124.115,172826.0,4,8 +Dhruv Visvanath,Drop,16.0,0.493,0.503,4.0,-8.193,1,0.0375,0.169,0.809,0.0827,0.595,157.09,174015.0,4,6 +Orion,Time For Crime,42.0,0.737,0.801,7.0,-7.328,0,0.0297,0.00316,0.646,0.0697,0.963,99.988,201867.0,4,6 +Katzin,Getaway,48.0,0.889,0.607,7.0,-6.834,1,0.0671,0.093,,0.113,0.851,135.001,128000.0,4,9 +D Power Diesle,D√©j√† vu,38.0,0.545,0.631,9.0,-7.741,1,0.348,0.202,1.45e-05,0.129,0.434,174.587,165458.0,5,5 +MGMT,Little Dark Age,80.0,0.705,0.712,6.0,-6.156,1,0.0385,0.0102,0.000855,0.1,0.62,97.512,299960.0,4,9 +Tony Joe White,Bubba Jones,36.0,0.406,0.609,,-7.232,1,0.0451,0.332,0.000933,0.126,0.528,169.748,266013.0,4,1 +Henrik Freischlader,Point of View,39.0,0.317,0.924,1.0,-3.369,0,0.0497,0.0175,0.000148,0.345,0.701,202.18,248707.0,4,2 +"Jerry ""Boogie"" McCain",Honky Tonk Parts 1 & 2,12.0,0.521,0.542,5.0,-8.85,1,0.0424,0.149,0.00859,0.164,0.71,105.62,230093.0,4,2 +The Vaccines,Post Break-Up Sex,57.0,0.401,0.902,5.0,-4.115,1,0.0469,7.32e-05,0.00465,0.261,0.57,136.873,174453.0,4,6 +Kelsey Lu,Poor Fake,46.0,0.406,0.661,,-6.131,1,0.0416,0.073,1.1e-05,0.0811,0.286,110.615,281133.0,4,6 +Press Club,Late Teens,27.0,0.428,0.938,4.0,-5.434,0,0.148,0.0144,,0.372,0.18,105.691,205266.0,4,6 +Kinder,El Exilio de Godomar,23.0,0.529,0.843,,-6.486,1,0.0331,0.00901,0.852,0.038,0.915,99.914,249992.0,4,10 +Jeru The Damaja,Ya Playin' Yaself,53.0,0.858,0.767,7.0,-8.645,1,0.302,0.00666,,0.0489,0.753,91.522,226800.0,4,5 +Vintage Trouble,Doin' What You Were Doin',23.0,0.681,0.741,5.0,-6.549,1,0.0381,0.524,2.81e-05,0.082,0.707,92.913,242090.0,4,2 +The Sweetgreens,You Don't Know What Love Is,51.0,0.581,0.0509,5.0,-25.046,0,0.0377,0.854,0.892,0.124,0.269,118.494,2.50205,4,7 +DYGL,Did We Forget How to Dream in the Daytime?,30.0,0.63,0.676,8.0,-6.403,1,0.0254,0.0662,1.68e-05,0.103,0.706,95.969,298025.0,4,9 +PJ Harding,Dear August,70.0,0.643,0.324,,-7.817,1,0.0338,0.8,,0.111,0.444,147.019,200940.0,4,9 +Sasha Daniel,Ti-Ti,29.0,0.48,0.303,5.0,-15.76,1,0.0389,0.386,0.000108,0.126,0.131,90.019,170937.0,4,6 +Eugene Lambert,For Heavens Sake,49.0,0.532,0.208,5.0,-11.161,1,0.0328,0.98,0.825,0.156,0.137,74.393,3.788883333,4,7 +Dayglow,Woah Man,,0.497,0.675,2.0,-7.442,1,0.0332,0.0035,0.000367,0.219,0.338,79.965,208587.0,4,1 +Machine Head,Halo,45.0,0.229,0.969,9.0,-4.701,1,0.214,0.000192,0.0288,0.352,0.106,148.918,542587.0,4,8 +Tom Petty,Wildflowers,70.0,0.537,0.315,5.0,-13.79,1,0.0271,0.588,2.29e-05,0.206,0.575,86.813,190320.0,4,10 +Chevelle,Mars Simula,57.0,0.388,0.98,,-5.984,0,0.149,2.28e-05,0.825,0.926,0.166,196.004,251440.0,4,10 +MGMT,Kids,78.0,0.451,0.931,9.0,-3.871,1,0.0719,0.00076,0.0049,0.361,0.172,122.961,302840.0,4,6 +Alfie Templeman,Everybody‚Äôs Gonna Love Somebody - Edit,59.0,0.861,0.662,7.0,-5.666,1,0.0818,0.081,1.18e-05,0.101,0.658,120.029,196709.0,4,6 +Sleater-Kinney,Bury Our Friends,32.0,0.407,0.932,11.0,-5.166,0,0.0656,0.0105,0.000129,0.36,0.821,120.0,203813.0,4,6 +Richard Hell,Blank Generation,51.0,0.44,0.904,11.0,-4.409,0,0.177,0.275,7.45e-06,0.106,0.546,138.104,167840.0,4,6 +Steve Hill,Going Down the Road Feeling Bad,40.0,0.401,0.567,2.0,-9.327,1,0.0397,0.346,0.125,0.162,0.622,182.966,297881.0,4,2 +Kalipo,Footsteps (feat. Rampue),42.0,0.788,0.746,3.0,-10.256,0,0.119,0.274,0.86,0.0966,0.281,110.994,387480.0,4,6 +MC Kevinho,Corpo sensual,51.0,0.702,0.662,4.0,-4.748,1,0.208,0.396,6.19e-06,0.137,0.607,194.001,175479.0,4,9 +Halflives,Rockstar Everyday,44.0,0.701,0.821,5.0,-4.496,0,0.0335,0.0276,0.00269,0.0875,0.651,107.99,203333.0,4,1 +Eden Ben Zaken,◊ê◊ú ◊™◊™◊ß◊©◊® ◊ê◊ú◊ô◊ô,27.0,0.676,0.686,5.0,-3.797,0,0.0458,0.475,,0.318,0.736,140.053,225773.0,4,9 +Sue Foley,The Ice Queen,38.0,0.488,0.408,4.0,-8.373,0,0.0432,0.756,0.00125,0.198,0.445,151.196,383133.0,3,2 +Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,10 +The Lagoons,Daybreak,40.0,0.473,0.795,4.0,-6.631,1,0.055,0.203,0.154,0.166,0.0507,170.1,173346.0,4,6 +Jon Hopkins,Wintergreen,52.0,0.306,0.164,10.0,-34.825,1,0.0691,0.893,0.924,0.336,0.0368,91.856,224145.0,4,6 +John Lee Hooker,Crawlin' King Snake,38.0,0.592,0.339,2.0,-8.464,1,0.0629,0.984,0.0144,0.121,0.676,89.083,181200.0,4,2 +Blondie,Call Me,70.0,0.56,0.825,2.0,-6.711,0,0.0347,0.000785,0.00246,0.0892,0.74,142.669,212600.0,4,6 +Bleachers,Chinatown (feat. Bruce Springsteen),64.0,0.442,0.689,4.0,-5.289,1,0.0251,0.00458,,0.11,0.208,89.001,247968.0,3,10 +Skillet,Legendary,66.0,0.548,0.924,11.0,-4.48,0,0.0689,0.00033,1.42e-05,0.162,0.242,124.031,244538.0,4,8 +Puddle Of Mudd,She Hates Me,71.0,0.58,0.748,4.0,-5.433,1,0.0323,0.00935,,0.753,0.584,109.781,216760.0,4,10 +Beach Riot,"Tune in, Drop Out",30.0,0.373,0.914,1.0,-6.347,1,0.0608,0.00113,0.00103,0.21,0.298,164.896,170162.0,4,10 +Sagol 59,◊õ◊î◊®◊£ ◊¢◊ô◊ü,23.0,0.564,0.671,8.0,-10.393,0,0.168,0.167,,0.328,0.893,169.828,262972.0,4,5 +The Damned,New Rose,49.0,0.19,0.964,1.0,-7.711,0,0.101,0.00549,3.93e-05,0.33,0.295,173.578,162240.0,4,1 +Psychic Temple,You Ain't a Star,29.0,0.448,0.595,11.0,-7.73,0,0.0298,0.105,0.25,0.2,0.772,167.371,189893.0,4,1 +Until I Wake,Self Medicated,55.0,0.428,0.978,5.0,-2.307,0,0.131,0.000286,,0.128,0.319,145.052,189103.0,4,8 +Carter Reeves,"Tell Me, Laurel",,0.695,0.481,9.0,-6.172,1,0.0304,0.783,0.0529,0.0757,0.502,115.933,149680.0,4,6 +Faith No More,The Gentle Art of Making Enemies - 2016 Remaster,41.0,0.412,0.939,11.0,-5.573,1,0.168,0.0471,0.066,0.214,0.328,170.133,208707.0,4,8 +Hole,Malibu,61.0,0.528,0.904,2.0,-5.854,1,0.0343,0.000833,,0.174,0.678,122.372,230040.0,4,6 +"Becky Hill, David Guetta",Remember,83.0,0.612,0.862,8.0,-2.903,1,0.037,0.041,,0.0907,0.354,123.849,2.67943333,4,9 +The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,1 +"Anhad + Tanner, Akanksha Grover",Coming Home (feat. Akanksha Grover),16.0,0.547,0.513,2.0,-12.074,1,0.0299,0.591,0.528,0.0562,0.0748,127.953,4.914266667,4,0 +The Beatles,In My Life - Remastered,,0.688,0.435,9.0,-11.359,1,0.0323,0.449,,0.113,0.435,103.239,2.43888333,4,0 +Dudu Aharon,◊°◊ú◊ô◊ó◊î,30.0,0.703,0.41,4.0,-9.368,0,0.0407,0.501,,0.344,0.559,128.042,170133.0,4,9 +Roomful Of Blues,What Can I Do?,33.0,0.676,0.944,,-3.896,1,0.11,0.238,0.0687,0.191,0.866,150.211,184360.0,4,2 +Babyface Ray,A Million Cash Race,51.0,0.627,0.681,1.0,-4.468,1,0.366,0.0881,,0.378,0.369,173.143,122916.0,4,5 +The Black Keys,Eagle Birds,44.0,0.512,0.78,11.0,-4.946,0,0.0409,0.0471,0.0242,0.0856,0.609,93.998,160543.0,4,2 +Guns N' Roses,Nightrain,61.0,0.4,0.992,6.0,-6.995,1,0.0725,0.107,0.0117,0.179,0.243,149.412,4.43621667,4,10 +Katy Kirby,Cool Dry Place,42.0,0.412,0.348,4.0,-10.229,1,0.029,0.255,0.00145,0.103,0.427,137.469,300587.0,4,6 +Arctic Monkeys,Snap Out Of It,73.0,0.728,0.638,5.0,-6.455,0,0.0336,0.249,,0.116,0.872,130.014,193030.0,4,6 +Korn,Blind,65.0,0.283,0.891,2.0,-8.165,1,0.178,0.00678,0.0038,0.159,0.226,92.049,258267.0,4,8 +Aga Ujma,In the Ocean,21.0,0.33,0.2,3.0,-15.352,1,0.039,0.95,0.00389,0.12,0.0763,106.018,157533.0,3,6 +Faces,Ooh La La - 2004 Remaster,59.0,0.603,0.494,2.0,-10.27,1,0.0301,0.428,0.000171,0.0894,0.729,147.814,3.58266667,4,0 +Architects,A Match Made In Heaven,53.0,0.517,0.977,7.0,-4.627,1,0.0741,4.97e-05,0.00129,0.105,0.135,121.503,228018.0,4,8 +W.C. Clark,Lover's Plea,8.0,0.75,0.763,4.0,-5.367,0,0.0421,0.65,2.08e-06,0.0703,0.816,115.926,209307.0,4,2 +The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,6 +Brendan Perry,In The City‚Äôs Hammam,33.0,0.701,0.624,2.0,-7.05,0,0.0285,0.53,0.168,0.122,0.595,101.994,203087.0,4,6 +Froth,Passing Thing,29.0,0.404,0.926,9.0,-4.471,1,0.0722,0.0072,0.901,0.109,0.348,166.761,291740.0,4,1 +Sharon Van Etten,Let Go,53.0,0.339,0.595,9.0,-8.163,1,0.0278,0.00555,0.485,0.189,0.137,113.034,282046.0,4,6 +Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,10 +Adrian Muriel,The One And Only,45.0,0.584,0.209,2.0,-13.059,1,0.0759,0.945,0.813,0.124,0.193,113.369,3.952966667,4,7 +"Lata Mangeshkar, Udit Narayan",Is Dil Mein Kya Hai,30.0,0.682,0.761,,-11.029,1,0.11,0.0367,0.00291,0.0732,0.71,95.046,4.816666667,4,3 +King Gizzard & The Lizard Wizard,Intrasport,53.0,0.655,0.9,7.0,-6.267,1,0.0423,0.0447,0.205,0.269,0.885,109.984,252631.0,4,10 +Dameer,Michelle,43.0,0.689,0.833,7.0,-4.175,1,0.0502,0.104,0.00267,0.0861,0.91,116.014,222227.0,4,6 +Olamide,Wonma!,34.0,0.799,0.835,6.0,-4.403,1,0.204,0.63,5.45e-05,0.0779,0.679,129.039,174884.0,4,9 +The Rolling Stones,Dance (pt 1) - Remastered,43.0,0.74,0.895,1.0,-4.529,0,0.0415,0.354,0.402,0.0548,0.895,107.411,263227.0,4,10 +blink-182,Bored To Death,62.0,0.502,0.966,,-3.876,1,0.0946,0.00575,1.56e-06,0.117,0.638,159.948,235613.0,4,10 +David Johansen,Personality Crisis,25.0,0.311,0.906,7.0,-3.653,1,0.0505,0.0376,,0.155,0.49,164.759,224973.0,4,10 +"Eric Whitacre, Dominic Cheli, Adam Millstein, Emma Wernig, Ben Solomonow, Max Karmazyn",Sing Gently (Arr. for String Quartet and Piano),30.0,0.197,0.118,7.0,-18.443,1,0.0441,0.967,0.566,0.0986,0.0654,118.195,3.64545,4,7 +Steve Smyth,Written Or Spoken,34.0,0.341,0.253,9.0,-10.552,1,0.0294,0.868,0.000154,0.153,0.19,168.388,299613.0,4,2 +Dead Poet Society,.burymewhole.,42.0,0.24,0.864,2.0,-5.59,1,0.0421,0.000119,0.411,0.157,0.528,176.78,188166.0,3,1 +White Denim,Holda You (I'm Psycho),25.0,0.381,0.868,,-5.885,1,0.183,0.00429,0.00877,0.259,0.499,110.727,239507.0,4,6 +Ain't That The Way,Holy Hive,40.0,0.699,0.743,11.0,-8.258,0,0.0377,0.258,0.0685,0.187,0.736,108.157,2.8997,4,0 +Jordan Run,Bitter Taste,20.0,0.472,0.608,9.0,-13.051,1,0.0358,0.000746,0.00134,0.0835,0.512,81.75,186213.0,4,2 +Metallica,Mama Said,57.0,0.448,0.504,8.0,-7.749,0,0.0317,0.0171,0.000849,0.38,0.391,135.254,319693.0,4,8 +Erica Banks,Buss It,78.0,0.956,0.502,9.0,-5.995,1,0.213,0.0593,,0.238,0.795,110.003,187000.0,4,5 +Beach Bunny,Ms. California,51.0,0.582,0.859,4.0,-3.943,1,0.0399,0.000209,0.125,0.0841,0.61,121.968,172037.0,4,6 +Cal in Red,Zebra,35.0,0.569,0.598,9.0,-6.203,0,0.0264,0.042,0.343,0.336,0.344,99.995,224400.0,4,6 +Primal Scream,Loaded - Edit,26.0,0.67,0.716,8.0,-8.097,1,0.0656,0.000318,0.477,0.107,0.777,91.136,273240.0,4,10 +We Are The In Crowd,The Best Thing (That Never Happened),50.0,0.521,0.924,7.0,-5.066,0,0.225,0.0364,,0.0371,0.696,159.909,171027.0,4,10 +R.L. Burnside,It's Bad You Know,42.0,0.814,0.754,,-9.531,1,0.0739,0.0989,0.0493,0.114,0.739,114.944,298000.0,4,2 +Thomas Jack,Rise Up - Acoustic Version,34.0,0.705,0.331,2.0,-7.72,0,0.0323,0.791,,0.133,0.517,104.017,141346.0,4,9 +Yehudit Ravitz,◊©◊ë◊™◊ï◊™ ◊ï◊ó◊í◊ô◊ù,22.0,0.549,0.346,2.0,-15.646,1,0.032,0.347,,0.356,0.453,109.591,317133.0,4,10 +Therematic,Exotique Mecanique,16.0,0.549,0.874,7.0,-7.012,1,0.0277,0.44,0.908,0.111,0.355,103.991,223077.0,4,6 +Rick Ross,Hustlin',7.0,0.708,0.665,9.0,-6.834,1,0.168,0.0775,,0.0651,0.662,136.092,255093.0,4,5 +"Salim–Sulaiman, Shreya Ghoshal",Muraliya,30.0,0.344,0.656,8.0,-4.657,1,0.0586,0.082,,0.211,0.39,139.048,4.2605,4,0 +Holly Humberstone,The Walls Are Way Too Thin,42.0,0.763,0.599,6.0,-6.194,1,0.12,0.519,1.08e-06,0.148,0.614,122.802,220840.0,4,9 +Eviatar Banai,◊§◊®◊í◊ï◊ú◊î,29.0,0.678,0.92,4.0,-6.515,0,0.111,0.226,0.00279,0.104,0.544,136.008,262140.0,4,10 +Here Lies Man,Animal Noises,36.0,0.52,0.683,9.0,-11.416,1,0.0801,0.688,0.946,0.263,0.544,91.914,252089.0,4,10 +Sammy Brue,Teenage Mayhem,32.0,0.475,0.922,2.0,-3.579,0,0.0446,0.0092,,0.327,0.488,125.971,168812.0,4,10 +Better Things,Kee'ahn,46.0,0.601,0.321,4.0,-11.354,1,0.0441,0.528,7.39e-06,0.115,0.519,169.739,3.703383333,3,0 +Jethro Tull,Heavy Horses - 2003 Remaster,39.0,0.436,0.594,5.0,-8.195,1,0.0466,0.252,,0.251,0.503,111.381,534667.0,4,10 +Ladytron,Seventeen,70.0,0.642,0.794,8.0,-7.908,1,0.0309,6.98e-05,0.348,0.146,0.785,119.55,277867.0,4,9 +FIDLAR,West Coast,42.0,0.3,0.998,4.0,-1.7,1,0.084,0.00039,,0.376,0.379,181.866,202573.0,4,6 +Domestic Technology,Caff√® Latte,37.0,0.932,0.5,4.0,-7.174,0,0.215,0.0027,0.613,0.266,0.39,119.952,232000.0,4,6 +Yoste,Arc,49.0,0.366,0.379,6.0,-11.534,1,0.0362,0.886,0.0219,0.102,0.0753,139.473,202560.0,4,6 +Otis Kane,Sweet Sensation,43.0,0.664,0.535,7.0,-7.348,1,0.05,0.465,1.57e-06,0.27,0.361,85.154,163509.0,4,1 +The Hound + The Fox,Shallow,48.0,0.581,0.297,7.0,-7.681,1,0.0354,0.251,,0.123,0.329,95.691,3.6952,4,0 +Calva Louise,Belicoso,39.0,0.534,0.868,9.0,-8.532,1,0.0634,0.000776,0.000342,0.358,0.372,140.06,169710.0,4,1 +Fear Factory,Disruptor,50.0,0.547,0.969,2.0,-4.774,1,0.0914,1.87e-05,1.25e-05,0.385,0.296,133.011,225133.0,4,8 +Valley Boy,Gummi Bear,25.0,0.488,0.727,1.0,-4.835,1,0.0298,0.0231,2.53e-06,0.291,0.333,94.032,258107.0,4,6 +Wooden Shjips,Everybody Knows,38.0,0.352,0.621,2.0,-9.036,1,0.033,0.000114,0.855,0.0974,0.218,123.817,318560.0,4,6 +Slomosa,Kevin,45.0,0.472,0.63,5.0,-9.556,0,0.0369,0.00131,0.0012,0.161,0.511,151.913,167389.0,4,10 +Savoy Brown,Hellbound Train,49.0,0.268,0.567,9.0,-17.114,0,0.0355,0.0529,0.681,0.157,0.518,163.057,550507.0,4,10 +The Strokes,Hard To Explain,59.0,0.406,0.682,7.0,-6.281,1,0.0584,0.000413,0.849,0.0999,0.623,82.495,223980.0,4,1 +John Mayer,Your Body Is a Wonderland,76.0,0.647,0.729,5.0,-6.251,1,0.0236,0.0206,0.0489,0.134,0.687,94.01,249627.0,4,10 +Jacques Burtin,Cantilène 6,23.0,0.541,0.0413,9.0,-22.75,0,0.0777,0.95,0.873,0.175,0.379,112.932,1.98,3,7 +Anguid,warm blooded,9.0,0.763,0.141,7.0,-14.608,0,0.161,0.0372,0.0118,0.699,0.295,130.088,187923.0,4,6 +The Orielles,Bobbi's Second World,42.0,0.567,0.763,1.0,-4.361,0,0.0579,0.15,0.00142,0.0704,0.777,111.079,202844.0,4,6 +Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,10 +Eve,Let Me Blow Ya Mind,73.0,0.908,0.557,8.0,-4.243,0,0.107,0.242,,0.0709,0.897,90.032,230133.0,4,5 +KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,10 +Foo Fighters,Learn to Fly,74.0,0.465,0.919,4.0,-4.025,1,0.0408,1.83e-05,2.07e-05,0.262,0.537,135.997,235293.0,4,10 +Ehud Banai,◊ê◊ú ◊™◊§◊ó◊ì,28.0,0.5,0.271,,-16.683,1,0.0282,0.277,0.0384,0.156,0.366,141.682,394867.0,4,10 +Marika Hackman,Playground Love,36.0,0.784,0.149,9.0,-15.589,0,0.0669,0.675,0.0993,0.072,0.329,140.0,148120.0,4,6 +Ornette Coleman,When Will The Blues Leave?,30.0,0.631,0.282,9.0,-14.755,0,0.0635,0.35,0.00921,0.229,0.556,92.336,300707.0,4,2 +Linkin Park,One More Light,72.0,0.593,0.2,8.0,-11.063,1,0.0311,0.904,,0.0897,0.17,83.966,255067.0,4,10 +Lifehouse,Chapter One,34.0,0.65,0.677,6.0,-7.187,1,0.0352,0.3,1.15e-06,0.362,0.506,154.006,217947.0,4,10 +The Rolling Stones,Little T&A - Remastered,45.0,0.53,0.888,5.0,-5.128,1,0.0282,0.132,0.0321,0.425,0.833,136.123,203173.0,4,10 +No Money Kids,Hush Hush,10.0,0.64,0.873,4.0,-5.221,0,0.0527,0.055,9.86e-05,0.0579,0.699,118.001,176962.0,4,10 +Monster Magnet,Look To Your Orb For The Warning,47.0,0.419,0.573,8.0,-9.166,1,0.0321,0.00026,0.609,0.597,0.165,145.637,392000.0,4,10 +Itay Levi,◊ó◊™◊ï◊†◊™ ◊î◊©◊†◊î,39.0,0.775,0.91,8.0,-2.441,1,0.0566,0.0902,,0.0962,0.564,129.973,190273.0,4,9 +Del Water Gap,Ode to a Conversation Stuck in Your Throat,55.0,0.577,0.821,1.0,-6.069,0,0.0681,0.0458,1.02e-05,0.235,0.619,87.513,198927.0,4,6 +Arik Einstein,◊î◊©◊ô◊® ◊¢◊ú ◊î◊™◊ï◊õ◊ô ◊ô◊ï◊°◊ô,27.0,0.438,0.2,7.0,-17.154,1,0.0297,0.919,0.000882,0.13,0.333,81.898,271987.0,4,10 +John Henry Barbee,"That's All Right, Pt. 1",25.0,0.537,0.0765,9.0,-23.822,1,0.0528,0.697,9.46e-06,0.0789,0.362,183.332,220032.0,3,2 +Steely Dan,Black Friday,47.0,0.528,0.694,11.0,-12.294,0,0.057,0.00866,0.000189,0.141,0.716,131.287,221200.0,4,10 +Allman Brown,Sweetest Thing,51.0,0.546,0.411,2.0,-9.308,1,0.0475,0.701,9.73e-05,0.0955,0.528,79.785,3.6417,4,0 +Mystery Jets,Young Love (feat. Laura Marling),55.0,0.63,0.942,4.0,-5.186,1,0.0869,0.141,2.12e-06,0.0958,0.753,136.155,202293.0,4,6 +Preacher Boy,"Baby, Please Don't Go",36.0,0.553,0.408,7.0,-7.476,1,0.0328,0.837,0.00034,0.13,0.16,124.312,203360.0,4,2 +Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,1 +Margaret Glaspy,Stay With Me,39.0,0.559,0.589,,-8.002,1,0.0364,0.188,6.1e-05,0.104,0.585,175.361,217587.0,4,6 +Free,All Right Now,70.0,0.787,0.472,2.0,-12.824,1,0.0832,0.221,0.000336,0.153,0.824,120.059,330643.0,4,10 +Chevy Rockets,Mano Cruel,17.0,0.533,0.985,9.0,-2.693,1,0.0793,0.00592,0.000301,0.342,0.603,114.978,155347.0,4,2 +Pole,Tangente,34.0,0.832,0.396,1.0,-14.664,1,0.245,0.0136,0.807,0.0908,0.216,95.717,307547.0,4,6 +The Velvet Underground,Venus In Furs,57.0,0.225,0.618,8.0,-9.922,0,0.0331,0.00137,0.616,0.079,0.567,144.724,312253.0,4,10 +Sunday Drive,Ásgeir,42.0,0.362,0.317,1.0,-10.549,0,0.0319,0.917,0.000501,0.112,0.314,102.415,3.708833333,4,0 +Erica Banks,Buss It (feat. Travis Scott),70.0,0.898,0.529,9.0,-5.428,1,0.2,0.0699,,0.536,0.8,110.032,188963.0,4,5 +Dhee,Enjoy Enjaami,71.0,0.856,0.709,3.0,-7.432,0,0.222,0.349,0.000209,0.225,0.856,110.009,279500.0,4,9 +Asha Bhosle,Koi Mar Jaye - Deewaar / Soundtrack Version,9.0,0.502,0.922,5.0,-3.911,1,0.351,0.767,9.93e-06,0.239,0.741,129.215,5.60355,3,3 +Daniella Tourgeman,◊©◊ï◊ù ◊ì◊ë◊® ◊ú◊ê ◊¢◊ï◊ñ◊®,12.0,0.387,0.417,,-8.408,1,0.0286,0.571,0.000781,0.0771,0.316,140.636,202977.0,3,6 +Britney Spears,Womanizer,77.0,0.724,0.695,11.0,-5.226,1,0.0622,0.073,,0.0889,0.235,139.0,3.74,4,9 +Mabes,Wait & See,39.0,0.558,0.328,4.0,-8.156,1,0.0265,0.896,,0.109,0.39,97.519,174268.0,4,9 +Tak√©nobu,Fight to Make It Up,40.0,0.701,0.323,5.0,-10.418,1,0.0326,0.923,0.471,0.0927,0.403,124.022,342401.0,3,1 +COUNTERFEIT.,11:44,37.0,0.567,0.984,1.0,-4.269,0,0.0904,6.06e-05,,0.224,0.437,131.031,188987.0,4,10 +Middle Kids,Questions,37.0,0.385,0.694,,-6.629,1,0.0562,0.0704,2.5e-05,0.147,0.582,169.852,173640.0,3,6 +Miynt,A bite of papaya,47.0,0.743,0.741,7.0,-5.717,1,0.0415,0.121,0.0692,0.0836,0.508,107.958,257033.0,4,6 +Jensen McRae,Immune,59.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,210166.0,4,6 +Caesars,Jerk It Out,64.0,0.58,0.981,8.0,-2.603,0,0.06,0.0171,1.07e-05,0.386,0.861,134.007,195667.0,4,9 +Yehuda Ledgley,The Smoking Cat (Hebrew track),3.0,0.466,0.257,9.0,-13.707,0,0.036,0.673,0.000245,0.0957,0.397,107.296,255560.0,4,6 +Everything Everything,No Reptiles,49.0,0.631,0.515,5.0,-9.038,1,0.0245,0.0339,0.00124,0.116,0.381,154.935,282853.0,4,1 +Porches,rangerover - Bonus Track,48.0,0.634,0.654,4.0,-5.351,0,0.0547,0.0584,,0.199,0.782,149.782,135703.0,4,6 +PVRIS,Dead Weight,57.0,0.6,0.915,4.0,-2.087,0,0.0665,0.00593,0.00952,0.484,0.589,119.008,207000.0,4,10 +Sorcha Richardson,Ruin Your Night,49.0,0.715,0.52,9.0,-6.933,1,0.0265,0.391,,0.0797,0.769,108.991,188411.0,4,6 +Bring Me The Horizon,nihilist blues (feat. Grimes),58.0,0.607,0.813,4.0,-5.825,0,0.0936,0.0019,0.00088,0.305,0.195,133.962,325502.0,4,10 +Pantera,Revolution Is My Name,54.0,0.243,0.988,8.0,-3.485,1,0.197,6.17e-05,0.12,0.341,0.277,89.905,316493.0,4,8 +Cannons,Fire for You,73.0,0.737,0.678,6.0,-7.011,0,0.0962,0.114,0.157,0.123,0.698,102.051,231826.0,4,10 +√ìlafur Arnalds,Spiral - Sunrise Session,48.0,0.206,0.0999,8.0,-17.834,1,0.039,0.982,0.868,0.106,0.0576,74.726,250160.0,4,1 +Wolf Alice,Smile,60.0,0.368,0.769,4.0,-5.002,1,0.0731,0.000153,0.919,0.0657,0.378,187.239,196804.0,4,6 +Corey Taylor,CMFT Must Be Stopped (feat. Tech N9ne and Kid Bookie),58.0,0.569,0.987,10.0,-3.565,0,0.0492,0.000506,0.00018,0.315,0.509,100.975,314446.0,4,10 +Mokita,colorblind (kina remix),52.0,0.613,0.478,8.0,-8.589,1,0.0822,0.105,,0.393,0.174,146.413,162741.0,4,9 +Torque,H.L.S.,22.0,0.375,0.938,11.0,-3.735,1,0.0861,0.00148,0.00265,0.403,0.583,80.117,177547.0,4,8 +Simone,everything/nothing,40.0,0.692,0.696,1.0,-7.949,1,0.0796,0.114,0.000109,0.12,0.382,119.981,186027.0,4,9 +Elai Botner,◊û◊û◊î ◊ê◊™ ◊§◊ï◊ó◊ì◊™,36.0,0.361,0.577,,-4.456,0,0.0286,0.246,6.64e-06,0.0627,0.134,151.768,213947.0,4,9 +The Beatles,While My Guitar Gently Weeps - Remastered 2009,69.0,0.453,0.654,4.0,-8.855,0,0.0317,0.0205,0.00395,0.172,0.702,115.0,285000.0,4,10 +Infectious Grooves,Violent & Funky,45.0,0.477,0.899,2.0,-6.058,1,0.121,0.000238,0.000144,0.0598,0.555,104.822,256293.0,4,8 +Mamie Smith,Crazy Blues,39.0,0.436,0.178,5.0,-13.36,1,0.0448,0.996,0.912,0.259,0.464,111.858,202240.0,4,2 +Kris Berry,Superpower,50.0,0.728,0.412,2.0,-9.236,1,0.302,0.624,0.00051,0.0964,0.502,77.861,249012.0,4,6 +Enforced,Hemorrhage,29.0,0.207,0.993,9.0,-6.904,1,0.17,5.59e-05,0.638,0.109,0.0394,99.91,276992.0,3,8 +Teddy Wilson,As Times Goes By,38.0,0.44,0.267,8.0,-15.612,1,0.0465,0.872,0.903,0.284,0.287,90.907,3.129116667,4,7 +Westlife,I Need You,2.0,0.667,0.717,,-5.056,1,0.0245,0.285,3.56e-06,0.0807,0.617,96.015,3.810666667,4,9 +The Rolling Stones,Citadel,44.0,0.247,0.66,9.0,-7.631,1,0.0369,0.0148,0.000286,0.0884,0.612,114.801,170840.0,4,10 +Eliad,◊†◊ï◊°◊¢ - Tzealon Remix,27.0,0.798,0.783,7.0,-7.061,0,0.0319,0.0205,2.02e-05,0.349,0.839,128.009,212666.0,4,9 +Thin Lizzy,Cowboy Song,54.0,0.531,0.668,8.0,-9.494,1,0.115,0.218,0.00404,0.307,0.434,134.446,314440.0,4,10 +Astr√¶a,Ripples In the Water,36.0,0.507,0.365,2.0,-8.175,1,0.03,0.805,,0.0833,0.248,123.969,241063.0,4,9 +Evanescence,Better Without You,52.0,0.516,0.95,9.0,-3.857,0,0.127,0.000356,0.295,0.0828,0.321,151.989,245517.0,4,10 +Iron Maiden,Run to the Hills - 1998 Remastered Version,23.0,0.193,0.995,,-3.579,1,0.223,0.00214,0.00165,0.773,0.218,172.855,237533.0,4,10 +INXS,Listen Like Thieves,45.0,0.567,0.919,7.0,-4.425,1,0.0713,0.0108,0.0106,0.0819,0.593,116.033,226347.0,4,10 +Love,Alone Again Or,60.0,0.318,0.303,11.0,-15.572,0,0.0302,0.664,0.000223,0.113,0.226,174.254,197275.0,4,10 +Cigar Store Indians,Barfly,31.0,0.591,0.851,8.0,-9.215,1,0.0373,0.0351,0.00778,0.0446,0.623,95.0,205947.0,4,10 +Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,10 +The Rocket Summer,Do You Feel,46.0,0.551,0.982,8.0,-2.61,1,0.0507,0.0134,,0.387,0.554,108.09,160973.0,4,10 +Mr GISCARD,H&M,43.0,0.856,0.319,9.0,-14.21,0,0.0581,0.738,0.00292,0.192,0.596,119.981,190960.0,4,6 +Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,6 +R.E.M.,Turn You Inside-Out - Remastered,43.0,0.307,0.792,9.0,-10.188,1,0.0415,0.0129,0.0575,0.0757,0.667,176.852,257293.0,4,10 +Okay Kaya,Comic Sans,42.0,0.757,0.33,,-11.803,1,0.0293,0.573,0.064,0.232,0.341,133.995,169466.0,4,6 +Buddy Burton & Fats Hudson,Blue Guitar Stomp,28.0,0.533,0.162,5.0,-15.774,1,0.055,0.994,0.671,0.12,0.764,182.717,181551.0,4,2 +Ghost King,Slither,27.0,0.358,0.845,8.0,-8.258,1,0.0632,0.549,0.0479,0.106,0.398,170.051,141628.0,4,6 +Thundercat,Dragonball Durag - Remix,59.0,0.626,0.597,6.0,-9.943,0,0.33,0.614,1.53e-05,0.122,0.578,80.985,221099.0,4,5 +Queen,Gimme The Prize - Remastered 2011,39.0,0.236,0.948,1.0,-5.621,0,0.25,0.0428,0.0885,0.354,0.0983,84.768,273973.0,4,10 +Kissing Candice,Tapeworm,24.0,0.577,0.956,8.0,-4.568,1,0.121,0.000233,0.00413,0.0916,0.0803,129.971,161000.0,4,8 +Euphoria,Back Against The Wall,11.0,0.605,0.988,7.0,-3.768,1,0.0693,0.0334,0.79,0.312,0.763,93.965,319253.0,4,2 +Behind the Light,Joshua Hyslop,43.0,0.208,0.442,1.0,-13.192,1,0.0308,0.658,0.555,0.131,0.534,82.067,2.863116667,5,0 +Jason Mraz,Lucky,75.0,0.623,0.417,,-8.699,1,0.0354,0.296,,0.135,0.721,130.032,191360.0,4,9 +Moshe Peretz,◊î◊û◊ô◊ú◊ô◊ù ◊î◊ó◊°◊®◊ï◊™,26.0,0.67,0.532,10.0,-5.905,0,0.029,0.465,,0.186,0.444,101.964,247430.0,4,9 +Mekaal Hasan Band,Darbari,23.0,0.386,0.761,5.0,-4.266,0,0.0433,0.553,,0.0729,0.227,129.935,5.26755,3,0 +T. Rex,Debora,48.0,0.512,0.405,10.0,-13.649,0,0.299,0.727,,0.726,0.516,159.745,198827.0,4,6 +Gretchen Wilson,Redneck Woman,64.0,0.499,0.825,6.0,-5.146,1,0.177,0.13,,0.306,0.753,185.069,3.688883333,4,4 +Overmono,If U Ever,38.0,0.829,0.408,,-16.117,0,0.125,0.811,0.658,0.107,0.406,132.976,288331.0,4,6 +Jake Bugg,Lightning Bolt,62.0,0.551,0.839,9.0,-4.555,1,0.0787,0.0818,,0.151,0.681,116.051,144013.0,4,6 +H.E.A.T,Rise - Kenny Leckremo Version,33.0,0.496,0.947,2.0,-2.332,1,0.0555,0.000148,0.000201,0.366,0.328,105.006,257114.0,4,8 +Lords Of The Underground,Funky Child,48.0,0.859,0.635,10.0,-9.532,0,0.193,0.0356,0.00346,0.13,0.53,96.571,271067.0,4,5 +An Autumn for Crippled Children,Splendour Unnoticed,28.0,0.131,0.945,9.0,-5.546,0,0.0723,3.1e-06,0.953,0.311,0.211,145.022,247620.0,4,8 +Mike Crigs,Moving Fast (feat. Jared Anthony),40.0,0.639,0.641,8.0,-6.187,1,0.037,0.227,,0.104,0.665,124.953,144000.0,4,5 +The Hellacopters,Toys And Flavors,38.0,0.291,0.942,10.0,-5.213,0,0.124,0.00198,9.58e-06,0.247,0.595,151.849,212493.0,4,1 +Pocket,Different Ways To Love You,40.0,0.673,0.704,4.0,-7.381,0,0.0559,0.0154,0.598,0.68,0.0965,136.999,231241.0,4,1 +Irma,Black Sun,42.0,0.576,0.485,6.0,-7.335,0,0.0383,0.175,0.000617,0.0994,0.359,93.716,206635.0,4,2 +Angelus Apatrida,We Stand Alone,37.0,0.235,0.989,2.0,-3.79,1,0.185,1.91e-05,0.0249,0.56,0.213,169.966,251573.0,4,8 +Perturbator,"She Is Young, She Is Beautiful, She Is Next",47.0,0.448,0.985,,-1.28,0,0.0446,0.00961,0.825,0.0896,0.102,135.023,304880.0,4,6 +Lime Cordiale,Reality Check Please,53.0,0.703,0.639,,-7.341,1,0.0316,0.00976,0.468,0.165,0.622,138.048,220597.0,4,9 +No Point Baby,Force Majeure,6.0,0.691,0.747,11.0,-7.237,0,0.0304,0.224,0.839,0.18,0.832,140.042,221629.0,4,6 +Mest,Cadillac,45.0,0.62,0.872,,-5.351,1,0.0456,0.00138,2.76e-05,0.272,0.695,92.525,167427.0,4,10 +morgxn,home ft. WALK THE MOON,50.0,0.665,0.709,11.0,-3.643,1,0.037,0.0371,,0.323,0.841,100.001,205049.0,4,9 +James,Sit Down,63.0,0.561,0.706,9.0,-9.446,1,0.029,0.00263,0.00125,0.122,0.569,126.077,244867.0,4,6 +Kiko Loureiro,EDM (E-Dependent Mind),34.0,0.43,0.778,11.0,-6.505,0,0.0719,0.00228,0.817,0.0605,0.54,86.894,265213.0,4,8 +SZA,Good Days,89.0,0.436,0.655,1.0,-8.37,0,0.0583,0.499,8.1e-06,0.688,0.412,121.002,279204.0,4,9 +Savage Messiah,Down and Out,33.0,0.336,0.969,6.0,-5.362,0,0.0943,1.49e-05,0.00445,0.291,0.247,124.016,239027.0,4,8 +Dudu Tassa,◊ë◊ì◊ô◊ï◊ß ◊ë◊ñ◊û◊ü,27.0,0.601,0.402,4.0,-9.173,0,0.0301,0.333,,0.0929,0.284,128.101,196387.0,4,10 +Red Brick Lane,Landing,54.0,0.292,0.0382,8.0,-17.212,1,0.0378,0.927,0.915,0.101,0.167,53.081,3.023166667,4,7 +D Double E,Trouble,48.0,0.745,0.482,1.0,-11.247,1,0.45,0.465,,0.0983,0.726,143.338,198042.0,4,5 +MANJA,Games We Play,34.0,0.555,0.587,,-5.797,1,0.0249,0.37,0.253,0.0895,0.873,156.951,242347.0,4,6 +Rami Fortis,◊®◊• ◊¢◊ú ◊î◊ß◊¶◊î,12.0,0.428,0.677,,-7.464,1,0.0933,0.0229,0.053,0.342,0.105,103.986,343773.0,4,10 +Video Age,Aerostar,41.0,0.813,0.649,10.0,-7.615,1,0.0818,0.108,0.0767,0.357,0.972,142.738,260070.0,4,1 +Toro y Moi,Ordinary Pleasure,58.0,0.878,0.779,7.0,-7.283,1,0.135,0.118,0.0192,0.104,0.778,115.009,183746.0,4,6 +Run‚ÄìD.M.C.,Peter Piper,53.0,0.873,0.62,7.0,-8.812,1,0.293,0.0113,0.000121,0.0925,0.574,105.332,204133.0,4,5 +Anoyd,World On Silent,43.0,0.669,0.727,1.0,-4.98,1,0.204,0.0177,,0.0753,0.601,131.028,195918.0,5,5 +Devon Gilfillian,Troublemaker,45.0,0.555,0.927,,-4.167,0,0.0708,0.00155,0.0288,0.209,0.848,156.031,212016.0,4,2 +Ihsahn,Spectre At The Feast,39.0,0.392,0.751,4.0,-5.544,0,0.0347,0.000213,0.0103,0.303,0.375,179.899,258800.0,4,10 +Benny The Butcher,Blue Money,12.0,0.453,0.91,4.0,-4.55,1,0.321,0.00236,5.51e-06,0.129,0.665,158.36,206842.0,4,5 +Slipknot,All Out Life,66.0,0.499,0.97,,-2.838,1,0.116,0.000683,0.136,0.0871,0.0506,106.558,340132.0,4,8 +POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,10 +Margaret Walker,The Ballad of the Free,5.0,0.718,0.111,10.0,-25.174,0,0.851,0.634,,0.118,0.298,120.82,172093.0,4,5 +Willie Nelson,Blue Eyes Crying In the Rain,59.0,0.626,0.04,4.0,-19.994,1,0.0405,0.928,0.00178,0.11,0.418,117.136,2.31,4,4 +Two Feet,Think I'm Crazy,56.0,0.761,0.797,11.0,-4.818,0,0.0645,0.123,1.03e-05,0.196,0.782,119.975,182619.0,4,10 +DJ Mesh,◊û◊ó◊ò ◊¢◊ú ◊™◊ß◊ú◊ô◊ò (feat. ◊®◊ë◊ô◊ì ◊§◊ú◊ï◊ò◊†◊ô◊ß),28.0,0.699,0.729,5.0,-4.633,0,0.331,0.392,,0.262,0.707,78.057,174034.0,4,5 +One Direction,Steal My Girl - Acoustic Version,,0.609,0.588,10.0,-8.016,1,0.0537,0.191,,0.106,0.637,154.377,3.78533333,4,0 +Zozo Ginzburg,Filthy Morning,13.0,0.487,0.951,11.0,-3.85,0,0.0381,1.42e-05,0.562,0.136,0.654,146.609,192451.0,4,9 +FM,Phasors On Stun,32.0,0.482,0.847,4.0,-10.456,0,0.0528,0.0791,0.168,0.126,0.702,125.111,228960.0,4,10 +Peled,◊û◊ô◊ô◊¶◊í,22.0,0.712,0.783,4.0,-4.908,0,0.0784,0.0972,,0.193,0.357,120.113,186025.0,4,5 +AJICO,L.L.M.S.D.,34.0,0.592,0.617,7.0,-5.476,1,0.0438,0.00774,0.000321,0.126,0.629,119.085,237467.0,4,10 +Bessie Smith,Nobody Knows You When You're Down and Out,44.0,0.599,0.0424,4.0,-12.099,1,0.0572,0.996,0.00176,0.185,0.186,90.001,176133.0,4,2 +Two Feet,Think I'm Crazy,56.0,0.761,0.797,11.0,-4.818,0,0.0645,0.123,1.03e-05,0.196,0.782,119.975,182619.0,4,1 +Die Apokalyptischen Reiter,Ghostriders in the Sky,50.0,0.417,0.958,5.0,-3.604,0,0.122,0.00592,0.000255,0.11,0.176,129.933,211096.0,4,8 +Pink Sweat$,At My Worst,76.0,0.813,0.415,,-5.926,1,0.0349,0.777,,0.131,0.667,91.921,2.83908333,4,9 +Andy Mineo,Coming In Hot,71.0,0.889,0.453,8.0,-8.782,1,0.261,0.0274,4.75e-06,0.156,0.428,140.025,200168.0,4,9 +Denzel Sachs,I Thought About You,41.0,0.639,0.385,5.0,-9.738,1,0.0366,0.909,0.81,0.114,0.399,127.229,4.525583333,4,7 +Fine Young Cannibals,She Drives Me Crazy,72.0,0.799,0.687,2.0,-5.682,1,0.0431,0.193,0.000188,0.0307,0.965,108.804,215773.0,4,9 +Ashnikko,Daisy,80.0,0.834,0.663,8.0,-6.143,1,0.133,0.235,,0.372,0.774,121.876,146523.0,4,9 +Sigala,Lasting Lover - Acoustic,63.0,0.554,0.378,1.0,-6.7,1,0.0302,0.868,,0.11,0.319,124.862,232919.0,4,9 +Shlomo Artzi,◊ê◊£ ◊§◊¢◊ù ◊ú◊ê ◊™◊ì◊¢◊ô,33.0,0.663,0.479,4.0,-13.037,0,0.0323,0.796,0.00917,0.148,0.618,133.371,344813.0,4,10 +Rosie Carney,Black Star,44.0,0.537,0.267,,-14.06,0,0.031,0.695,0.00143,0.0983,0.219,135.966,3.65688333,4,0 +Avenged Sevenfold,Wish You Were Here,56.0,0.572,0.567,7.0,-8.432,1,0.0298,0.00177,0.00793,0.0689,0.29,130.018,313919.0,4,8 +Fugees,Ready or Not,72.0,0.607,0.422,10.0,-13.364,0,0.499,0.209,,0.0839,0.563,130.47,226987.0,3,6 +Alice In Chains,Man in the Box,73.0,0.355,0.791,8.0,-7.565,1,0.0453,0.00045,,0.0969,0.758,106.392,285200.0,4,10 +Porcupine Tree,Trains,55.0,0.456,0.776,9.0,-6.999,0,0.0348,0.0423,0.00975,0.148,0.223,174.261,358600.0,4,8 +CLOVES,California Numb - Acoustic,36.0,0.747,0.288,10.0,-8.377,0,0.0508,0.879,0.000494,0.173,0.436,84.029,201839.0,4,9 +Pentangle,Light Flight,40.0,0.516,0.494,7.0,-11.077,0,0.0311,0.403,0.0102,0.112,0.814,89.452,194333.0,3,6 +Vanilla Fudge,a) Take Me For A Little While b) RYFI (Illusions Of My Childhood-Part Three),24.0,0.301,0.416,10.0,-16.015,1,0.0348,0.0296,,0.329,0.517,89.081,235133.0,4,2 +Killer Mike,Kryptonite,54.0,0.863,0.916,2.0,-4.523,1,0.137,0.0829,7.09e-06,0.566,0.964,145.182,272587.0,4,5 +Elles Bailey,Medicine Man - Acoustic,47.0,0.644,0.433,2.0,-7.568,1,0.0346,0.742,,0.129,0.611,85.799,206003.0,4,2 +Crossfaith,RedZone,47.0,0.405,0.943,6.0,-5.399,0,0.0929,7.95e-05,0.000672,0.159,0.521,175.008,227707.0,4,8 +Arlo Parks,Hurt,60.0,0.675,0.38,4.0,-8.622,0,0.0315,0.715,0.000201,0.174,0.7,94.92,216095.0,4,6 +Stand Atlantic,"deathwish (feat. nothing,nowhere.)",63.0,0.758,0.779,8.0,-4.405,1,0.038,0.000717,,0.109,0.588,124.987,147908.0,4,10 +Peter Green,In the Skies,44.0,0.634,0.368,2.0,-14.953,0,0.0271,0.236,3.39e-05,0.0667,0.796,102.446,229000.0,4,2 +Highly Suspect,Bloodfeather,48.0,0.551,0.796,9.0,-5.627,0,0.0353,0.000563,0.000125,0.12,0.356,98.006,235560.0,4,10 +DJ Chose,You A Dime,56.0,0.804,0.769,1.0,-5.675,0,0.349,0.0302,,0.286,0.876,79.042,164127.0,4,5 +Rita Ora,Big (feat. Gunna),36.0,0.778,0.846,7.0,-3.442,1,0.0355,0.0672,1.52e-06,0.0641,0.597,111.994,156781.0,4,9 +Emmylou Harris,Boulder to Birmingham - 2003 Remaster,55.0,0.476,0.318,10.0,-10.953,1,0.0304,0.78,2e-06,0.104,0.311,126.495,3.55045,4,0 +Monuments,Deadnest,51.0,0.445,0.968,6.0,-2.563,1,0.207,1.29e-05,9.99e-06,0.338,0.326,114.92,207391.0,4,8 +Apocalyptica,Live or Die (feat. Joakim Brod√©n),52.0,0.531,0.939,7.0,-4.886,1,0.0522,0.000456,0.0753,0.162,0.393,128.047,224165.0,4,8 +Cardi B,Up,90.0,0.868,0.795,11.0,-6.044,1,0.269,0.0012,0.0193,0.0461,0.819,166.0,156945.0,4,9 +Marilyn Manson,Lunchbox,49.0,0.452,0.952,9.0,-6.499,1,0.218,0.00442,0.121,0.302,0.305,168.065,272800.0,4,8 +Sadhana Sargam,"Na Kajare Ki Dhar, Pt. 2 (With Jhankar Beats)",22.0,0.575,0.467,,-10.414,0,0.031,0.823,3.96e-06,0.379,0.296,108.544,1.270883333,4,3 +Paul Simon,Me and Julio Down by the Schoolyard,71.0,0.626,0.816,9.0,-10.593,1,0.131,0.237,1.8e-06,0.104,0.798,105.307,2.74688333,4,0 +Catfish and the Bottlemen,7,66.0,0.531,0.711,10.0,-4.933,1,0.0398,0.000204,0.00291,0.108,0.279,155.068,256307.0,4,10 +The Godfathers,"Birth, School, Work, Death",42.0,0.521,0.765,9.0,-10.942,1,0.0367,0.000548,0.00885,0.114,0.719,120.674,248827.0,4,1 +Ravi,Bush Telegraph,26.0,0.454,0.0994,1.0,-19.617,1,0.0356,0.978,0.706,0.103,0.154,79.299,2.466666667,4,7 +Red Fang,Flies,38.0,0.384,0.936,7.0,-6.933,1,0.0745,4.8e-05,0.543,0.333,0.375,110.124,217293.0,4,8 +At Least There's No Babies (feat. Dee White),"Brit Taylor, Dee White",37.0,0.559,0.457,10.0,-9.995,1,0.0291,0.517,3.39e-05,0.105,0.457,105.034,3.816633333,4,0 +Abhinav Saxena,Indian Sunrise,18.0,0.64,0.304,2.0,-10.41,1,0.0522,0.815,0.805,0.0943,0.291,119.316,153529.0,3,6 +Genesis Owusu,A Song About Fishing,46.0,0.528,0.694,11.0,-7.981,1,0.0419,0.0621,0.000962,0.105,0.493,179.945,205880.0,3,6 +The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,10 +jxdn,Pray,68.0,0.552,0.333,,-7.836,1,0.027,0.0868,,0.557,0.274,139.657,119371.0,4,5 +Tracy Lawrence,Find out Who Your Friends Are,58.0,0.524,0.797,2.0,-4.777,1,0.0329,0.209,,0.286,0.783,159.859,3.797333333,4,4 +Hard-FI,Hard to Beat,57.0,0.557,0.833,10.0,-4.559,1,0.0663,0.00226,3.25e-06,0.161,0.815,125.205,253307.0,4,1 +The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,10 +The Heavytrackerz,What You Do,34.0,0.755,0.662,1.0,-7.158,1,0.413,0.507,,0.101,0.611,160.049,231000.0,4,5 +Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,1 +The Strumbellas,Wild Sun,44.0,0.641,0.224,,-11.891,1,0.0325,0.627,,0.112,0.159,119.875,269573.0,4,10 +Internet Money,Lemonade (Feat. Roddy Ricch & Don Toliver) [Remix],71.0,0.832,0.549,1.0,-8.259,0,0.0602,0.168,,0.11,0.384,140.045,181496.0,4,5 +◊ô◊ï◊í◊ë ◊í◊ú◊ï◊°◊û◊ü,◊ì◊ë◊®◊ô◊ù ◊©◊®◊¶◊ô◊™◊ô ◊ú◊ï◊û◊®,18.0,0.575,0.56,2.0,-8.01,0,0.0298,0.416,4.17e-06,0.305,0.357,134.936,263440.0,4,6 +The Bros. Landreth,How Deep Is Your Love,40.0,0.858,0.16,7.0,-12.982,0,0.0532,0.8,6.08e-06,0.0901,0.574,110.078,248591.0,4,2 +High On Fire,Snakes for the Divine,46.0,0.228,0.966,1.0,-5.959,1,0.0565,2.7e-05,0.667,0.337,0.337,139.78,503760.0,4,8 +Betcha,Coincidental,41.0,0.46,0.748,6.0,-5.52,0,0.0426,0.0575,1.04e-05,0.121,0.261,126.325,260293.0,4,10 +Ronan Keating,When You Say Nothing At All - Live,39.0,0.45,0.503,7.0,-8.192,1,0.0287,0.718,,0.911,0.205,87.634,4.986,4,9 +The Bravery,Believe,58.0,0.385,0.949,8.0,-3.369,1,0.0459,0.00501,2.13e-06,0.113,0.517,166.137,226347.0,4,6 +Boys Noize,All I Want (feat. Jake Shears),48.0,0.808,0.848,6.0,-5.851,1,0.0511,0.000368,0.465,0.0512,0.769,124.972,189140.0,4,6 +Cer√©na,see,20.0,0.799,0.672,2.0,-7.545,1,0.0341,0.00137,0.012,0.141,0.757,124.01,173007.0,4,9 +Khia,"My Neck, My Back",61.0,0.859,0.625,9.0,-4.234,0,0.13,0.0296,,0.0537,0.71,102.072,222560.0,4,5 +Solence,Good F**King Music,60.0,0.507,0.723,8.0,-5.747,1,0.175,0.00831,,0.195,0.706,142.935,206434.0,4,10 +Florida Georgia Line,Cruise,74.0,0.457,0.948,10.0,-3.364,1,0.0354,0.0191,,0.0536,0.878,148.0,3.482666667,4,4 +Ginger Root,Weather,46.0,0.726,0.817,11.0,-6.397,0,0.0334,0.399,0.178,0.0871,0.501,126.977,222976.0,4,6 +LILHUDDY,America's Sweetheart,71.0,0.589,0.438,1.0,-7.431,0,0.0277,0.573,,0.128,0.0752,127.329,204825.0,4,9 +Neil Mukherjee,Swan Song,24.0,0.331,0.164,2.0,-20.87,1,0.0431,0.94,0.903,0.112,0.408,181.035,242000.0,5,6 +Robert Randolph & The Family Band,Find a Way,38.0,0.442,0.78,5.0,-5.576,1,0.0479,0.007,,0.167,0.666,154.001,236787.0,4,2 +*repeat repeat,For Leaving You,37.0,0.327,0.841,9.0,-4.963,1,0.062,0.000101,0.863,0.127,0.455,180.058,226119.0,4,1 +STUTS,Presence I,65.0,0.607,0.654,2.0,-5.915,1,0.0962,0.469,0.00047,0.085,0.294,93.473,250509.0,4,9 +Berry Sakharof,◊û◊ï◊†◊°◊ï◊ü,40.0,0.453,0.741,,-6.269,0,0.0314,0.00943,0.00172,0.197,0.597,78.485,279280.0,4,10 +Aquila Young,Vagabond,32.0,0.623,0.845,8.0,-7.485,0,0.0727,0.00114,0.00502,0.126,0.539,117.968,219193.0,4,2 +P-Lo,Going Off,38.0,0.912,0.746,10.0,-7.013,0,0.108,0.00583,4.42e-05,0.139,0.583,103.998,123810.0,4,5 +Tedeschi Trucks Band,Alabama - Live,39.0,0.424,0.746,9.0,-4.912,0,0.0368,0.366,0.000944,0.15,0.437,81.202,206672.0,4,2 +crytothemoon,Late Smoke,31.0,0.661,0.0187,7.0,-28.545,1,0.0368,0.944,2.72e-05,0.192,0.254,81.995,147805.0,4,6 +Becky Hill,Forever Young - From The McDonald's Christmas Advert 2020,52.0,0.338,0.276,8.0,-7.246,0,0.0402,0.915,,0.107,0.427,190.773,178285.0,3,9 +The Undercover Dream Lovers,Let Go,48.0,0.81,0.344,,-8.963,0,0.0326,0.125,0.269,0.0723,0.827,102.004,180480.0,4,6 +The Balmer Series,Ultraviolet,8.0,0.36,0.313,10.0,-12.562,1,0.0327,0.947,0.901,0.0963,0.285,80.065,204000.0,3,6 +Godford,Fear,34.0,0.697,0.572,4.0,-13.677,1,0.0407,0.00689,0.781,0.0899,0.0322,121.993,229238.0,4,6 +◊û◊ô◊†◊ï◊° ◊ê◊§◊°,◊ô◊ï◊ù ◊©◊ú◊ô◊©◊ô,17.0,0.377,0.512,3.0,-7.472,1,0.0279,0.509,0.000565,0.0656,0.267,169.583,225199.0,4,6 +Queen Pen,Party Ain't A Party,49.0,0.744,0.803,7.0,-6.445,1,0.202,0.0259,,0.555,0.574,94.088,250200.0,4,5 +Karthik,Nagumomu,24.0,0.643,0.691,,-9.628,0,0.0299,0.242,0.000122,0.222,0.656,96.003,5.686216667,4,0 +Gowry Lekshmi,Ajitha Hare,27.0,0.553,0.616,5.0,-6.169,1,0.0344,0.0117,1.43e-05,0.162,0.29,84.954,2.9084,4,0 +Reginald Omas Mamode IV,400 Years,37.0,0.782,0.515,,-12.48,1,0.079,0.0339,0.00902,0.089,0.451,118.543,192783.0,4,1 +Miriam Bryant,Black Car (feat. ALMA) - Acoustic,52.0,0.62,0.438,7.0,-6.176,1,0.0302,0.766,,0.366,0.255,111.803,216830.0,4,9 +"Anuradha Paudwal, Udit Narayan",Hum Pyar Karne Wale,37.0,0.359,0.562,1.0,-11.706,1,0.0434,0.877,0.00506,0.0837,0.519,92.685,6.954666667,4,3 +Metallica,For Whom The Bell Tolls - Remastered,69.0,0.518,0.858,,-6.147,1,0.0672,0.00563,0.00349,0.0598,0.249,117.897,309973.0,4,8 +Lucy Lucy,$25 ,35.0,0.642,0.654,,-4.758,1,0.0293,0.317,,0.33,0.336,84.998,234541.0,4,6 +Day Wave,Drag,58.0,0.537,0.713,7.0,-6.25,1,0.0272,0.227,0.65,0.1,0.367,93.198,189651.0,4,6 +Don Vilanova Botafogo,Todo Mal,19.0,0.64,0.487,4.0,-6.599,0,0.0438,0.834,2.8e-06,0.148,0.59,112.316,260720.0,4,2 +Meek Mill,Middle of It (feat. Vory),58.0,0.741,0.666,1.0,-3.938,0,0.228,0.119,,0.175,0.276,148.887,206197.0,4,5 +Cortes,Close to Nowhere,28.0,0.446,0.895,,-4.102,1,0.115,0.00593,0.000182,0.0752,0.41,164.037,169813.0,4,10 +Airbag,Machines and Men,40.0,0.523,0.602,9.0,-10.014,0,0.0285,0.000929,0.563,0.0589,0.0994,144.029,594000.0,4,10 +Ouri,Too Fast No Pain,32.0,0.707,0.562,6.0,-9.751,1,0.0664,0.654,0.112,0.117,0.26,141.988,260005.0,4,1 +almost monday,live forever,2.0,0.669,0.932,2.0,-5.19,1,0.0404,0.0761,,0.191,0.835,119.986,184132.0,4,10 +Tatiana Hazel,Tired of Being Myself,30.0,0.644,0.639,5.0,-8.597,1,0.0364,0.0831,0.0115,0.212,0.63,89.936,221388.0,4,6 +Westlife,One Last Time,37.0,0.618,0.638,10.0,-4.694,1,0.0427,0.37,,0.0902,0.517,169.988,2.921116667,4,9 +Howlin' Wolf,Smokestack Lightnin',61.0,0.661,0.342,9.0,-16.361,0,0.043,0.844,0.000128,0.26,0.588,146.118,188400.0,4,2 +The Devil Makes Three,Graveyard,49.0,0.69,0.494,9.0,-9.147,0,0.0275,0.407,3.79e-06,0.114,0.84,127.314,205053.0,4,2 +Tandy Love,Indian Zone Drum Killer Inc.,34.0,0.326,0.771,5.0,-9.388,0,0.043,0.0215,0.383,0.113,0.89,165.669,205160.0,4,10 +iann dior,shots in the dark,,0.58,0.651,6.0,-5.537,0,0.0459,0.0275,,0.102,0.562,157.888,188584.0,4,9 +Valkyrie,Feeling so Low,28.0,0.393,0.904,7.0,-7.683,0,0.0442,5.27e-06,0.853,0.0937,0.497,89.562,307307.0,4,8 +Jay McShann,Blue Devil Jump,28.0,0.732,0.349,7.0,-9.386,0,0.0362,0.718,0.245,0.125,0.77,107.014,207307.0,4,2 +Cigarettes After Sex,Touch,59.0,0.483,0.5,6.0,-9.403,1,0.0241,0.354,0.912,0.103,0.368,95.981,292853.0,4,6 +Down for Tomorrow,Good Person,28.0,0.277,0.814,7.0,-5.321,1,0.0523,0.00571,,0.467,0.313,186.062,200528.0,4,10 +D√©luge,Digue,21.0,0.272,0.947,5.0,-5.327,1,0.121,0.00122,0.288,0.769,0.0577,179.935,362653.0,3,8 +Daulton Hopkins,I Melt with You,56.0,0.663,0.26,4.0,-11.577,1,0.0312,0.84,0.000346,0.111,0.32,118.061,3.6224,4,0 +Totemo,Be Creative with Me,15.0,0.764,0.763,1.0,-6.485,1,0.0426,0.123,0.229,0.216,0.579,116.054,241913.0,4,6 +The Oak Ridge Boys,Leaving Louisiana In The Broad Daylight,46.0,0.597,0.628,5.0,-14.06,1,0.0351,0.247,1.9e-05,0.199,0.77,95.33,3.036666667,4,4 +Skrillex,Too Bizarre (with Swae Lee & Siiickbrain),68.0,0.666,0.723,6.0,-5.104,0,0.0449,0.0151,0.000592,0.057,0.546,159.962,158733.0,4,1 +Four Stroke Baron,Lunatic Fringe,19.0,0.494,0.805,1.0,-8.241,0,0.0815,9.93e-05,0.0327,0.485,0.287,98.001,253000.0,4,8 +Jimi Hendrix,"Introduction (Live At Woodstock) - Live at The Woodstock Music & Art Fair, August 18, 1969",33.0,0.329,0.929,8.0,-8.5,1,0.886,0.688,0.00716,0.263,0.133,86.88,141107.0,4,10 +Kishore Kumar,Ae Meri Topi Palat Ke Aa,2.0,0.681,0.637,2.0,-5.589,1,0.059,0.921,0.00891,0.811,0.975,147.192,2.906133333,4,3 +Brendan Maynard + 2,Prelude to a Kiss,54.0,0.522,0.0945,11.0,-17.913,0,0.0365,0.947,0.573,0.158,0.134,94.084,4.410433333,3,7 +Pale Waves,You Don't Own Me,50.0,0.503,0.888,1.0,-2.914,0,0.0368,0.000164,8.26e-05,0.345,0.452,170.067,196200.0,4,10 +DDG,Impatient (feat. Coi Leray),70.0,0.928,0.322,,-10.334,0,0.0838,0.221,4.37e-06,0.115,0.468,109.999,245621.0,4,5 +Pixies,Gigantic,56.0,0.39,0.694,7.0,-11.783,1,0.0399,0.00299,0.304,0.0757,0.795,115.197,235707.0,4,6 +"Mohammed Rafi, Mukesh",Saat Ajube Is Duniya Mein,24.0,0.32,0.609,5.0,-9.543,0,0.0762,0.717,0.00135,0.593,0.598,171.3,6.127116667,4,3 +Goodie Mob,Cell Therapy,59.0,0.849,0.476,,-10.479,1,0.445,0.0965,,0.105,0.48,83.21,277133.0,4,5 +White Lion,Cry for Freedom,42.0,0.588,0.72,,-10.572,0,0.0368,0.0194,8.81e-05,0.145,0.604,108.682,371853.0,4,8 +Trophy Eyes,Figure Eight,54.0,0.343,0.961,11.0,-2.271,1,0.0688,0.00187,2.7e-06,0.236,0.449,166.983,201557.0,4,10 +DON BROCO,Manchester Super Reds No.1 Fan,55.0,0.408,0.967,9.0,-3.133,1,0.361,0.0104,,0.0354,0.277,99.788,217619.0,4,10 +Steely Dan,Deacon Blues,50.0,0.745,0.586,,-12.487,1,0.0359,0.457,0.000295,0.119,0.604,115.857,456640.0,4,10 +Gucci Mane,Lil Story (feat. ScHoolboy Q),41.0,0.943,0.777,1.0,-4.273,1,0.2,0.00839,,0.278,0.711,135.0,170733.0,4,5 +Randy Travis,Deeper Than the Holler,65.0,0.647,0.482,5.0,-8.591,1,0.0262,0.29,,0.232,0.437,142.648,3.651333333,4,4 +Roo Panes,My Sweet Refuge,,0.447,0.331,,-12.581,1,0.033,0.272,0.00221,0.272,0.168,127.867,4.68666667,4,0 +Violent Femmes,Blister In The Sun,70.0,0.726,0.537,,-8.896,1,0.113,0.316,,0.0707,0.887,96.91,145707.0,4,1 +Hemant Kumar,Vande Mataram - Male Vocals,4.0,0.429,0.65,5.0,-9.713,0,0.0723,0.946,0.0123,0.568,0.902,175.488,3.547783333,4,3 +Killswitch Engage,Holy Diver,65.0,0.369,0.995,,-2.584,0,0.12,7.6e-05,0.00589,0.241,0.27,185.985,250253.0,4,8 +Vesica Piscis,Horizonte,29.0,0.591,0.754,,-6.113,1,0.0272,0.0129,0.478,0.0965,0.369,111.95,250177.0,4,6 +Long Island Quartet,I Remember Clifford,48.0,0.447,0.0848,,-18.481,0,0.0378,0.954,0.745,0.113,0.268,109.703,3.066116667,4,7 +Justin Bieber,As I Am (feat. Khalid),79.0,0.608,0.547,11.0,-8.151,1,0.0368,0.131,,0.0974,0.108,99.947,174406.0,4,9 +Leah,Sanctuary,38.0,0.48,0.817,7.0,-6.227,0,0.0465,0.00652,0.00157,0.101,0.232,119.989,284549.0,3,8 +BOBBY,Spotlight,43.0,0.675,0.766,11.0,-2.625,0,0.0399,0.0211,,0.0958,0.562,118.957,215067.0,4,10 +SAMI,Dom undrar (feat. K27 & Elias Abbas),27.0,0.659,0.527,11.0,-7.436,0,0.0469,0.427,,0.0752,0.553,144.915,196253.0,4,9 +Ravid Plotnik,◊°◊ï◊£ ◊ì◊ë◊® (◊†◊¶'◊ô ◊†◊¶'),26.0,0.337,0.724,6.0,-8.155,0,0.221,0.0394,,0.123,0.564,69.21,245720.0,4,5 +James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,10 +Led Zeppelin,Custard Pie - 1990 Remaster,54.0,0.476,0.666,9.0,-9.309,1,0.0346,0.297,0.103,0.0316,0.855,182.107,253867.0,4,10 +Cold Reading,Books & Comfort,,0.468,0.929,8.0,-5.246,1,0.0443,0.00308,0.000263,0.0793,0.455,146.079,260618.0,4,10 +Arijit Singh,Tujhe Kitna Chahne Lage,64.0,0.395,0.397,11.0,-7.556,1,0.0368,0.735,,0.11,0.303,70.568,4.746333333,4,3 +The Kount,Detour,26.0,0.859,0.777,7.0,-7.737,1,0.357,0.314,0.823,0.315,0.378,79.975,180563.0,4,1 +Rev. Gary Davis,Cross And Evil Woman Blues,28.0,0.586,0.0976,4.0,-17.64,1,0.0611,0.989,0.0472,0.266,0.841,146.461,182047.0,3,2 +Olivia Rodrigo,brutal,51.0,0.672,0.526,4.0,-6.446,1,0.0599,0.0311,1.37e-06,0.28,0.28,123.999,143747.0,4,9 +Avik Ganguly,Mon Kharaper Bristi,16.0,0.628,0.351,11.0,-13.529,0,0.0317,0.905,0.937,0.221,0.333,115.006,183637.0,1,6 +Alcest,Sapphire,48.0,0.402,0.76,8.0,-8.138,0,0.0386,1.05e-05,0.85,0.0791,0.199,74.999,300503.0,4,10 +Layten Kramer,When a Love's Not Around,26.0,0.584,0.59,8.0,-7.479,1,0.0323,0.533,0.0334,0.0906,0.628,122.042,207213.0,4,6 +Mustard,Ballin' (with Roddy Ricch),81.0,0.809,0.545,7.0,-6.678,1,0.0735,0.392,,0.151,0.244,97.008,180435.0,4,5 +The Doors,"Hello, I Love You - 2018 Remaster",46.0,0.63,0.524,2.0,-13.34,1,0.0391,0.00921,,0.0933,0.961,118.187,136173.0,4,10 +Jess Glynne,Hold My Hand,60.0,0.642,0.823,,-5.717,1,0.0289,0.00159,,0.0776,0.431,122.977,227344.0,4,9 +Bo Burnham,Bezos I,84.0,0.694,0.948,2.0,-5.307,1,0.0361,0.00936,1.62e-05,0.139,0.705,115.044,0.96915,4,9 +Modest Mouse,We Are Between,63.0,0.614,0.91,11.0,-3.175,0,0.0444,0.00956,0.000301,0.343,0.407,128.973,232907.0,3,10 +"Shankar-Ehsaan-Loy, Ajoy Chakrabarty, Javed Ali",Garaj Garaj,38.0,0.287,0.762,,-7.121,1,0.0874,0.392,,0.287,0.262,73.054,2.641283333,4,0 +The Afghan Whigs,Honky's Ladder,40.0,0.403,0.932,7.0,-4.449,1,0.0515,0.00124,1.04e-06,0.0669,0.497,97.283,256200.0,4,10 +NOISY,Where‚Äôs Your Head?,47.0,0.468,0.934,8.0,-4.256,1,0.234,0.000274,0.000345,0.0995,0.557,179.998,193202.0,3,10 +All Time Low,Remembering Sunday,62.0,0.45,0.602,6.0,-4.801,0,0.0264,0.15,,0.141,0.316,170.043,256733.0,3,9 +Jacob Banks,Parade,54.0,0.574,0.691,6.0,-7.805,0,0.0336,0.0142,0.000431,0.169,0.767,95.009,136632.0,4,2 +Rafferty,Apple Pie,50.0,0.633,0.925,5.0,-4.767,0,0.0976,0.017,0.000149,0.0889,0.472,117.049,179447.0,4,10 +Moshiko Mor,◊ê◊†◊ô ◊õ◊ë◊® ◊û◊ê◊ï◊©◊®,44.0,0.534,0.544,2.0,-8.484,0,0.0415,0.189,,0.0886,0.429,163.905,192500.0,4,9 +Tom Petty,You Don't Know How It Feels,66.0,0.765,0.502,9.0,-7.393,1,0.0321,0.119,0.0011,0.171,0.836,144.204,289440.0,4,10 +Coldplay,Clocks,77.0,0.577,0.749,5.0,-7.215,0,0.0279,0.599,0.0115,0.183,0.255,130.97,307880.0,4,10 +Blane Howard,Promise to Love Her,57.0,0.54,0.513,11.0,-6.978,1,0.0331,0.713,,0.149,0.51,78.862,3.2943,3,4 +DJ Khaled,"I DID IT (feat. Post Malone, Megan Thee Stallion, Lil Baby & DaBaby)",83.0,0.757,0.721,4.0,-2.906,0,0.0691,0.00196,,0.647,0.364,124.036,165366.0,4,5 +Maria Brink,Meet Me In Fire [Feat. Andy Biersack],15.0,0.417,0.857,7.0,-5.95,1,0.0443,0.000398,0.0848,0.248,0.183,140.914,294800.0,4,10 +Grace McKagan,So Hyper,25.0,0.457,0.986,6.0,-4.49,1,0.0697,0.0196,0.0208,0.128,0.558,139.173,175224.0,4,10 +James Jackson Jazz Trio,Long Ago (and Far Away),49.0,0.674,0.159,,-16.441,1,0.0409,0.922,0.865,0.128,0.298,120.246,3.49515,4,7 +WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,6 +Cohen@Mushon,Kosher Gufani,15.0,0.793,0.633,1.0,-4.258,0,0.171,0.00751,,0.108,0.453,95.023,153093.0,4,5 +Blame My Youth,Go To Sleep,35.0,0.577,0.614,3.0,-6.944,1,0.0393,0.517,,0.35,0.525,141.927,197165.0,4,9 +Elton John,Goodbye Yellow Brick Road - Remastered 2014,73.0,0.559,0.473,5.0,-7.712,1,0.0279,0.446,0.00141,0.154,0.397,121.227,192827.0,4,10 +Breaking Benjamin,Never Again,55.0,0.493,0.936,1.0,-4.525,1,0.0331,8.53e-06,9.73e-05,0.358,0.683,93.501,223547.0,4,10 +Joe Turner,Too Much,41.0,0.632,0.601,7.0,-7.742,0,0.0354,0.448,0.569,0.125,0.24,117.01,236480.0,4,1 +Alfa Mist,Organic Rust,48.0,0.708,0.331,1.0,-9.486,0,0.051,0.177,0.0504,0.0645,0.443,89.97,276252.0,4,5 +Rokia Traor√©,Laidu,52.0,0.702,0.269,10.0,-15.172,0,0.0365,0.626,0.0406,0.125,0.397,99.747,386973.0,4,2 +The Smashing Pumpkins,1979 - Remastered 2012,75.0,0.767,0.787,3.0,-9.897,1,0.0331,0.0163,0.583,0.0513,0.964,126.879,266200.0,4,10 +Judas Priest,Living After Midnight,64.0,0.61,0.824,4.0,-6.046,1,0.0534,0.0136,1.75e-06,0.0606,0.819,134.992,210133.0,4,10 +Jerry Lee Lewis,Drinkin' Wine Spo-Dee-O-Dee,32.0,0.54,0.696,,-8.911,1,0.0347,0.749,0.00026,0.116,0.781,94.055,153773.0,4,10 +Brain Police,Rooster Booster,34.0,0.31,0.832,7.0,-5.139,1,0.0369,2.9e-05,0.00956,0.411,0.416,153.284,266200.0,4,10 +The Strokes,Under Cover of Darkness,67.0,0.35,0.775,11.0,-3.364,1,0.054,0.00433,0.283,0.0676,0.588,199.866,235547.0,4,10 +Deaf Rat,Within the Dead Souls,28.0,0.527,0.971,5.0,-4.153,0,0.0486,2.74e-05,3.66e-05,0.0866,0.325,123.993,246587.0,4,8 +Las Almas Nuevas,Alla En El Mar,44.0,0.6,0.171,9.0,-14.263,1,0.0772,0.983,0.937,0.11,0.321,127.256,2.598833333,3,7 +Annie Taylor,Telephone,31.0,0.422,0.809,11.0,-6.389,0,0.0438,0.000118,0.902,0.149,0.728,174.92,168901.0,4,10 +The Brian Jonestown Massacre,Evergreen,37.0,0.339,0.706,4.0,-9.141,0,0.0342,3.31e-05,0.857,0.35,0.107,98.441,204800.0,4,10 +Sacramento,MAMA,8.0,0.609,0.634,4.0,-10.491,1,0.0372,0.203,0.229,0.121,0.688,127.509,245200.0,4,6 +Leviathan,Fucking Your Ghost In Chains of Ice,36.0,0.0986,0.861,7.0,-6.351,1,0.0705,2.55e-06,0.934,0.672,0.137,158.397,340467.0,4,8 +Megan Thee Stallion,Savage Remix (feat. Beyonc√©),76.0,0.822,0.743,10.0,-4.772,0,0.28,0.016,,0.127,0.636,84.459,242001.0,4,9 +Surfer Blood,Parkland (Into the Silence),26.0,0.414,0.828,9.0,-6.395,1,0.0354,0.0411,0.00942,0.107,0.894,175.883,225987.0,4,6 +Pierre Cavalli,Chasse √† l'homme,35.0,0.292,0.979,2.0,-5.758,1,0.18,0.164,0.922,0.4,0.059,128.721,131427.0,4,10 +Paris Texas,HEAVY METAL,54.0,0.736,0.482,1.0,-9.981,1,0.305,0.71,,0.221,0.442,115.02,159653.0,4,5 +The Friends of Natasha,◊ß◊ï◊ß ◊ë◊¶◊î◊®◊ô◊ô◊ù,32.0,0.586,0.834,,-6.797,1,0.0536,0.0786,0.000917,0.0925,0.63,95.025,262507.0,4,10 +Jonathan Richman,I Was Dancing In The Lesbian Bar,54.0,0.829,0.388,9.0,-13.55,0,0.0421,0.675,0.00263,0.271,0.896,116.5,223840.0,4,1 +Moby Grape,Mr. Blues,19.0,0.514,0.559,6.0,-8.852,0,0.126,0.568,,0.115,0.756,102.037,118093.0,4,2 +King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,10 +INXS,Never Tear Us Apart,,0.661,0.613,,-7.56,1,0.0273,0.00298,0.000176,0.176,0.19,96.609,3.07645,3,10 +Tunng,Bodies,23.0,0.708,0.411,9.0,-11.264,1,0.0493,0.45,0.00481,0.134,0.337,103.025,267240.0,4,1 +The Goodnight Darlings,Heavy,26.0,0.587,0.947,7.0,-3.578,1,0.108,0.09,0.00941,0.209,0.528,116.072,196080.0,4,1 +Keller Williams,West L.A. Fade Away,41.0,0.587,0.762,7.0,-6.946,1,0.0356,0.393,0.0888,0.789,0.743,91.936,379427.0,4,10 +Lethal Bizzle,Pow (Forward),43.0,0.535,0.771,1.0,-8.135,1,0.393,0.00389,,0.37,0.487,137.766,181520.0,4,5 +Priya Ragu,Good Love 2.0 - Little Dragon Remix,42.0,0.833,0.397,11.0,-7.373,0,0.213,0.356,0.0581,0.0889,0.491,118.028,203380.0,4,6 +Josh Teskey,Hungry Heart,40.0,0.702,0.206,1.0,-10.468,1,0.0394,0.835,1.95e-05,0.0932,0.54,122.839,201302.0,4,2 +Tad,Leafy Incline,44.0,0.24,0.863,11.0,-8.046,0,0.0402,1.58e-05,0.416,0.0944,0.331,75.591,210533.0,4,10 +King Combs,Holdin Me Down,59.0,0.671,0.622,9.0,-5.709,0,0.348,0.236,1.29e-06,0.0928,0.417,155.599,251839.0,4,5 +Yes,Roundabout - 2003 Remaster,65.0,0.41,0.761,4.0,-9.453,0,0.0687,0.0685,0.00772,0.0758,0.392,132.923,510573.0,4,10 +Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,10 +Karsh Kale,Milan,34.0,0.603,0.864,11.0,-11.832,1,0.0524,0.427,0.892,0.329,0.49,165.033,534307.0,4,6 +Paradise Lost,Hallowed Land,34.0,0.506,0.947,11.0,-6.697,0,0.0454,0.000177,0.00202,0.139,0.399,107.71,302560.0,4,8 +Carlton Maison Quartet,I´m Glad There Is You,58.0,0.508,0.153,5.0,-13.874,1,0.0381,0.974,0.803,0.122,0.188,112.494,4.486266667,4,7 +Midland,Cowgirl Blues,,0.618,0.774,5.0,-7.302,0,0.0392,0.441,0.00092,0.114,0.861,99.595,238157.0,4,1 +BeAlicia,Cariño,44.0,0.532,0.33,7.0,-16.107,1,0.0446,0.952,0.919,0.108,0.343,123.293,3.117366667,4,7 +Josh A,PAINLESS,62.0,0.753,0.632,9.0,-8.054,1,0.0423,0.122,,0.198,0.718,91.047,147758.0,4,5 +Ghostface600,Paper Planes,51.0,0.812,0.545,10.0,-7.97,0,0.0568,0.437,,0.107,0.456,137.048,139355.0,4,5 +Jacob Banks,Devil That I Know,58.0,0.509,0.067,8.0,-14.041,1,0.0636,0.976,3.04e-05,0.113,0.0773,83.414,170803.0,5,6 +Landis,All My Friends,43.0,0.591,0.764,4.0,-2.131,1,0.0557,0.0899,,0.254,0.327,127.928,161250.0,4,10 +Eyal Golan,◊õ◊©◊ê◊™ ◊ê◊ô◊™◊ï,34.0,0.788,0.502,,-7.068,0,0.0259,0.381,,0.0988,0.76,95.978,276440.0,4,9 +Hanan Ben Ari,◊ê◊ô◊ñ◊ï◊ü,36.0,0.65,0.677,11.0,-6.506,0,0.095,0.0628,,0.0412,0.722,93.814,214521.0,4,9 +Martin Garrix,Mistaken (feat. Alex Aris),56.0,0.424,0.694,6.0,-4.912,0,0.0386,0.0573,0.000937,0.133,0.0801,128.034,282481.0,4,9 +Toosii,be cautious,57.0,0.647,0.538,5.0,-9.572,0,0.161,0.227,,0.297,0.161,159.996,180142.0,4,5 +Unknown Mortal Orchestra,American Guilt,41.0,0.281,0.918,1.0,-3.845,1,0.32,0.166,0.00669,0.323,0.36,99.455,273137.0,4,1 +Kat Von D,Exorcism,42.0,0.464,0.943,4.0,-4.777,0,0.0338,0.00247,0.452,0.191,0.36,145.004,219056.0,4,10 +DijahSB,New Harrison,46.0,0.697,0.484,1.0,-7.398,1,0.4,0.82,,0.102,0.32,82.629,230511.0,4,1 +Cupidon,"Wake Up, Get Down",56.0,0.747,0.453,10.0,-10.563,0,0.429,0.372,0.000276,0.125,0.374,108.911,259817.0,4,1 +Editors,Magazine,44.0,0.52,0.795,11.0,-6.681,0,0.0408,0.000396,2.93e-05,0.0941,0.371,127.885,235850.0,4,10 +Lata Mangeshkar,Tu Mere Saath Rahega Munne,4.0,0.323,0.297,3.0,-12.731,1,0.0282,0.607,,0.119,0.281,78.838,6.531783333,3,3 +The Monkees,I'm a Believer - 2006 Remaster,73.0,0.526,0.775,,-6.05,1,0.0352,0.707,2.05e-05,0.217,0.962,80.106,2.78955,4,10 +Frances Lion,Self Control,18.0,0.623,0.665,,-5.387,0,0.0519,0.000493,,0.0676,0.533,121.96,197600.0,4,10 +El Alfa,La Mam√° de la Mam√°,80.0,0.922,0.927,11.0,-3.025,1,0.105,0.283,0.00331,0.719,0.796,129.978,219000.0,4,9 +YFN Lucci,Both of Us (feat. Rick Ross & Layton Greene),59.0,0.529,0.691,5.0,-5.7,0,0.227,0.0221,,0.134,0.417,80.344,221994.0,4,5 +Miguel Poveda,Coplas Del Querer,40.0,0.508,0.287,5.0,-8.898,0,0.0481,0.834,,0.0963,0.324,96.139,332467.0,3,9 +Kings of Convenience,Rocky Trail,65.0,0.549,0.418,6.0,-13.172,1,0.0423,0.788,0.123,0.112,0.692,171.98,210377.0,4,6 +The West Coast Pop Art Experimental Band,Shifting Sands,50.0,0.226,0.585,2.0,-9.965,1,0.0343,0.128,0.0233,0.112,0.655,180.495,234600.0,3,10 +POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,1 +Backstreet Boys,Love Will Keep You Up All Night,31.0,0.382,0.693,10.0,-3.827,1,0.0306,0.261,,0.116,0.205,150.058,4.247116667,4,9 +Abbath,Harvest Pyre,36.0,0.287,0.962,6.0,-4.235,1,0.0605,3.7e-06,0.887,0.34,0.255,173.094,252067.0,4,8 +Highly Suspect,Little One,47.0,0.474,0.363,7.0,-7.489,1,0.0295,0.0126,7.77e-06,0.109,0.11,139.889,241667.0,3,10 +Flyying Colours,Long Holiday,20.0,0.469,0.867,7.0,-5.311,1,0.0322,2.49e-06,0.919,0.451,0.211,125.436,186253.0,4,6 +Devilskin,Corrode,35.0,0.63,0.845,6.0,-4.969,1,0.0589,0.000103,0.000138,0.513,0.73,129.965,254691.0,4,8 +Miki Gavrielov,A World's Gone Crazy,,0.387,0.545,11.0,-6.808,0,0.0367,0.48,0.338,0.17,0.217,154.0,253366.0,4,9 +"Kane Brown, Lauren Alaina",What Ifs (feat. Lauren Alaina),73.0,0.612,0.799,10.0,-4.603,1,0.0275,0.00898,,0.172,0.687,125.976,3.13755,4,4 +Pale Waves,Fall to Pieces,50.0,0.712,0.7,7.0,-3.272,1,0.0318,0.16,,0.0586,0.723,99.996,167893.0,4,6 +Tony Levin,Apollo,24.0,0.229,0.621,9.0,-9.231,1,0.0302,0.0238,0.376,0.106,0.165,167.598,409907.0,3,10 +Foreigner,Waiting for a Girl like You,71.0,0.33,0.469,10.0,-9.286,0,0.0335,0.31,2.3e-06,0.0402,0.433,201.327,292067.0,4,10 +Havok,Phantom Force,34.0,0.308,0.984,1.0,-5.367,1,0.122,1.58e-05,0.49,0.255,0.158,113.723,179796.0,4,8 +Sly & The Family Stone,"Medley: Higher/Music Lover - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.453,0.819,5.0,-10.938,1,0.169,0.00336,0.0021,0.891,0.45,139.127,470667.0,4,10 +Andy Miller Group,Can't Help Lovin' Dat Man,50.0,0.424,0.196,,-20.783,1,0.0703,0.975,0.927,0.114,0.272,186.07,3.277383333,3,7 +Vintage Trouble,Not Alright by Me (We Can't Wait),24.0,0.626,0.631,5.0,-5.625,1,0.042,0.345,,0.0709,0.804,163.989,189695.0,4,10 +The Lemonheads,Into Your Arms,56.0,0.504,0.782,2.0,-9.27,1,0.0301,0.0661,1.31e-06,0.115,0.619,123.883,164706.0,4,10 +Leprous,From the Flame,49.0,0.538,0.743,4.0,-5.928,0,0.0515,0.0343,0.00187,0.103,0.316,127.809,231347.0,4,8 +Hollow Front,Falling Apart,48.0,0.534,0.979,9.0,-3.645,0,0.0987,0.00292,,0.256,0.236,119.993,244000.0,4,8 +Magic Sam,Keep On Lovin' Me Baby,7.0,0.436,0.679,,-8.549,1,0.101,0.49,,0.0506,0.809,189.129,203521.0,4,2 +Pote Baby,Yamacraw Yetti,49.0,0.868,0.525,11.0,-7.39,0,0.271,0.0536,,0.233,0.201,154.874,131590.0,4,5 +The Cringe,I Can't Take It No More,16.0,0.578,0.755,9.0,-4.642,1,0.0319,0.006,0.00902,0.0475,0.606,130.037,252530.0,4,10 +F√©lix Rabin,Angels,24.0,0.423,0.53,11.0,-7.647,0,0.0823,0.0589,0.00983,0.0737,0.665,116.179,206355.0,4,2 +Willie J Healey,Why You Gotta Do It,38.0,0.64,0.845,9.0,-5.16,0,0.0428,0.555,0.000185,0.105,0.32,112.136,218813.0,4,6 +Black Grape,Kelly's Heroes,44.0,0.633,0.939,7.0,-5.158,1,0.0642,0.000642,0.0024,0.0804,0.838,119.669,262400.0,4,6 +Zoe Clark,Last One Standing,49.0,0.927,0.609,7.0,-6.298,1,0.121,0.317,,0.111,0.932,128.089,137120.0,4,9 +Taylor Malkov,◊ê◊î◊ú◊ü,35.0,0.753,0.738,6.0,-5.598,0,0.0405,0.202,0.000532,0.0564,0.761,139.989,204444.0,4,9 +Billy Vena,Shaggy Dynamite,31.0,0.654,0.616,1.0,-4.869,0,0.133,0.0322,,0.139,0.691,91.857,159150.0,4,9 +Celtic Frost,A Dying God Coming into Human Flesh,46.0,0.153,0.329,3.0,-5.575,0,0.0362,0.0125,0.918,0.0604,0.0793,102.001,339187.0,3,8 +Isaac Dunbar,intimate moments,51.0,0.514,0.648,2.0,-6.17,1,0.0411,0.0148,,0.119,0.452,129.895,210507.0,4,9 +Malena Zavala,La Yarar√° - Single Version,33.0,0.403,0.614,5.0,-8.007,0,0.0735,0.00118,0.0018,0.315,0.496,84.964,185476.0,4,1 +Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,1 +Henry's Funeral Shoe,Be Your Own Invention,33.0,0.315,0.794,7.0,-6.271,1,0.0905,0.0295,0.00979,0.196,0.341,130.145,318459.0,4,2 +Pale Waves,Fall to Pieces,50.0,0.712,0.7,7.0,-3.272,1,0.0318,0.16,,0.0586,0.723,99.996,167893.0,4,9 +Conway Twitty,You've Never Been This Far Before - Re-Recorded In Stereo,43.0,0.705,0.397,10.0,-11.775,1,0.0343,0.679,,0.106,0.684,133.355,3.166666667,4,4 +CLOVES,Nightmare,2.0,0.453,0.734,8.0,-6.16,0,0.0357,0.0755,0.0344,0.349,0.299,141.894,200613.0,4,9 +JID,Bruuuh (with Denzel Curry) - Remix,69.0,0.813,0.621,9.0,-9.273,1,0.209,0.0144,4.03e-05,0.0793,0.377,112.101,206446.0,4,5 +Architects,Little Wonder,62.0,0.533,0.967,1.0,-3.762,0,0.102,0.000232,4.59e-05,0.109,0.477,130.052,227813.0,4,10 +Diamond Head,Am I Evil,43.0,0.242,0.973,8.0,-4.739,1,0.148,2.57e-05,0.82,0.121,0.369,148.095,505147.0,4,8 +Shannon Lay,August,43.0,0.32,0.456,5.0,-9.412,0,0.0337,0.637,2.05e-06,0.116,0.338,118.779,168000.0,4,1 +Fruition,Fire,43.0,0.472,0.813,9.0,-5.919,0,0.0399,0.12,0.000109,0.382,0.684,134.922,216085.0,4,10 +Migrant Motel,Bad Machine,28.0,0.666,0.757,4.0,-7.617,0,0.132,0.0237,0.00188,0.336,0.554,90.007,208667.0,4,9 +Vitamin String Quartet,New World,44.0,0.15,0.211,9.0,-12.814,0,0.0369,0.792,0.174,0.169,0.141,82.68,225400.0,4,1 +Kings of Leon,Echoing,58.0,0.293,0.778,,-5.581,1,0.034,0.0147,0.227,0.102,0.24,147.882,217347.0,4,1 +Backstreet Boys,Bigger,46.0,0.529,0.748,,-6.108,1,0.0265,0.0226,,0.265,0.298,105.49,3.266,4,9 +Intelligency,Leta,46.0,0.659,0.518,1.0,-11.073,1,0.0263,0.033,0.193,0.318,0.135,123.005,238049.0,4,6 +PWNT,Shortcuts,34.0,0.736,0.475,10.0,-10.879,1,0.0255,0.00292,0.749,0.129,0.742,101.0,154053.0,4,6 +Circa Waves,Times Won‚Äôt Change Me,51.0,0.57,0.648,1.0,-7.369,1,0.027,0.0506,8.12e-05,0.0835,0.483,180.107,193039.0,4,10 +Lil Tjay,Born 2 Be Great,70.0,0.593,0.512,8.0,-7.837,0,0.0737,0.58,,0.0996,0.192,95.733,170000.0,4,5 +Chris James,Hey It's Me,50.0,0.907,0.567,8.0,-7.164,1,0.0636,0.232,0.000101,0.198,0.831,130.002,150000.0,4,9 +MARINA,Bubblegum Bitch,79.0,0.495,0.856,,-5.123,0,0.0311,0.000219,,0.103,0.609,158.024,2.577783333,4,9 +"Arijit Singh, Pritam","Luteron Ka Lutera Version - Kalank Title (From ""Kalank"")",47.0,0.613,0.237,10.0,-13.978,1,0.0351,0.89,1.53e-05,0.112,0.483,117.972,2.5378,4,3 +Moose Blood,Cherry,54.0,0.372,0.247,4.0,-12.633,1,0.0336,0.896,0.00162,0.082,0.241,181.763,159711.0,4,10 +Prem Joshua,Tangerine Thumri (Orange Turban Mix),,0.642,0.502,6.0,-12.785,0,0.0341,0.159,0.791,0.126,0.413,104.997,7.2,4,0 +Tomer Yeshayahu,Good Morning,37.0,0.636,0.568,11.0,-8.232,1,0.0401,0.655,5.18e-05,0.346,0.884,118.444,247595.0,4,10 +slowthai,feel away (feat. James Blake & Mount Kimbie),62.0,0.404,0.532,,-8.989,1,0.0409,0.683,0.158,0.164,0.339,159.864,200933.0,4,6 +Olivia Rodrigo,good 4 u,91.0,0.556,0.661,6.0,-5.052,0,0.204,0.3,,0.101,0.668,168.56,178148.0,4,10 +The Brian Jonestown Massacre,Bout des doigts,44.0,0.508,0.902,6.0,-6.886,0,0.03,0.00131,0.796,0.111,0.557,103.71,426332.0,4,6 +Cathedral,Gong,21.0,0.305,0.501,2.0,-10.179,0,0.0337,0.0984,0.419,0.138,0.349,90.574,422213.0,5,10 +Dan Mason „ÉÄ„É≥¬∑„ɰ„ǧ„ÇΩ„É≥,Oh No (It's You),29.0,0.671,0.611,5.0,-9.991,0,0.0488,0.427,0.802,0.0876,0.52,100.017,235200.0,4,6 +Taylor Manns,Always On My Mind,54.0,0.567,0.173,11.0,-11.964,1,0.0352,0.885,,0.111,0.196,117.94,193780.0,4,9 +Byther Smith,Givin' Up On Love,34.0,0.456,0.389,3.0,-11.568,1,0.0339,0.239,0.0364,0.356,0.399,179.074,347880.0,3,2 +Jeremy Pelt,Little Girl Blue,48.0,0.297,0.0805,5.0,-18.726,1,0.0355,0.963,0.947,0.0898,0.158,80.346,7.295333333,3,7 +The Beaches,Let's Go,49.0,0.542,0.923,4.0,-5.005,0,0.0975,0.011,0.00054,0.0707,0.724,172.977,142760.0,4,1 +The Specials,Ghost Town,61.0,0.665,0.766,10.0,-9.454,0,0.0505,0.0492,0.338,0.113,0.905,73.683,219307.0,4,6 +Fleetwood Mac,The Chain,7.0,0.546,0.529,9.0,-13.6,1,0.0436,0.0629,0.000567,0.0383,0.574,151.727,4.51666667,4,10 +Suede,Trash,52.0,0.422,0.99,11.0,-4.007,1,0.1,0.0033,1.03e-06,0.345,0.174,124.6,245947.0,4,6 +Mitch James,Be Somebody,53.0,0.373,0.703,1.0,-5.463,0,0.179,0.037,,0.107,0.225,162.076,184380.0,4,9 +Spurv,Et blekt lys lyder,33.0,0.382,0.641,3.0,-9.166,0,0.0335,0.114,0.868,0.139,0.226,137.985,328613.0,4,8 +Hadag Nahash,◊®◊¢◊ì◊î ◊î◊ê◊ì◊û◊î,27.0,0.564,0.81,2.0,-6.154,1,0.0602,0.0324,0.0152,0.174,0.435,60.473,249685.0,4,10 +Divine Chaos,The Way to Oblivion,13.0,0.548,0.982,2.0,-4.835,1,0.0879,0.000224,0.00245,0.218,0.229,93.48,249880.0,4,8 +Halestorm,I Am the Fire,56.0,0.384,0.955,9.0,-2.884,0,0.266,0.0535,0.000997,0.0958,0.199,171.888,217173.0,4,10 +LoveLeo,BUZZCUT (feat. blackwinterwells),46.0,0.824,0.485,6.0,-10.345,0,0.0964,0.145,0.00076,0.0798,0.773,118.874,129717.0,4,1 +Wings,Band On The Run - Remastered 2010,72.0,0.479,0.601,7.0,-8.806,1,0.0318,0.0832,0.00142,0.11,0.669,124.966,313027.0,4,10 +Olivia Rodrigo,brutal,,0.669,0.543,4.0,-6.399,1,0.061,0.0305,1.44e-06,0.288,0.269,123.977,143747.0,4,10 +Seth,La Morsure du Christ,24.0,0.145,0.977,4.0,-5.079,0,0.107,1.12e-05,0.01,0.0766,0.092,144.857,352160.0,4,8 +Franz Ferdinand,Do You Want To,62.0,0.412,0.944,,-2.896,1,0.0448,0.0724,0.000493,0.801,0.79,123.091,215000.0,4,10 +Modest Mouse,Dashboard,64.0,0.639,0.903,11.0,-5.013,0,0.0371,0.00963,7.06e-05,0.174,0.96,135.938,246173.0,4,6 +World's First Cinema,Red Run Cold,58.0,0.478,0.548,7.0,-7.399,0,0.126,0.203,3.91e-06,0.246,0.412,147.757,223784.0,4,10 +Nirvana,Negative Creep,57.0,0.37,0.947,2.0,-7.213,1,0.0901,7.97e-06,0.000175,0.0762,0.418,81.744,175745.0,4,10 +Issam Alnajjar,Turning Me Up (Hadal Ahbek),74.0,0.744,0.816,11.0,-3.933,1,0.0372,0.144,8.51e-06,0.0902,0.748,120.062,144000.0,4,9 +Blind Seagull,Connections,35.0,0.301,0.578,7.0,-4.601,1,0.0421,3.56e-06,0.916,0.225,0.0978,174.897,161045.0,4,6 +Angelo De Augustine,Santa Barbara,56.0,0.597,0.157,7.0,-17.199,0,0.0451,0.962,0.0259,0.107,0.498,81.009,194027.0,4,6 +Tepr,Minuit Jacuzzi - Data Remix,27.0,0.566,0.873,,-5.926,0,0.178,0.000371,0.932,0.079,0.527,121.946,263800.0,4,6 +Wizard,I Bring Light Into the Dark,30.0,0.492,0.884,1.0,-11.061,0,0.0909,0.000653,1.14e-05,0.317,0.149,135.073,297165.0,4,8 +Nick Moss Band,Lucky Guy,32.0,0.486,0.945,2.0,-2.673,1,0.0356,0.245,8.78e-05,0.373,0.957,131.645,272933.0,4,2 +Dawda Jobarteh,I Met Her By The River,35.0,0.68,0.319,6.0,-12.18,0,0.0489,0.987,0.929,0.0878,0.473,135.04,4.437116667,3,7 +Young Stoner Life,Ski,82.0,0.953,0.621,8.0,-7.638,0,0.221,0.017,,0.0398,0.883,123.016,152333.0,4,9 +Laaz Rockit,Fire in the Hole,33.0,0.154,0.923,1.0,-6.55,0,0.0867,2.93e-06,0.848,0.431,0.163,151.523,230720.0,4,8 +Now is the Time,Jade Bird,53.0,0.532,0.844,7.0,-6.445,1,0.0398,0.00757,6.19e-06,0.173,0.661,109.966,3.59155,4,0 +White Rabbits,Percussion Gun,41.0,0.529,0.88,,-6.758,0,0.0473,0.152,0.000845,0.603,0.603,103.231,188307.0,4,6 +Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,1 +Periphery,Garden in the Bones,41.0,0.517,0.971,4.0,-5.189,1,0.0778,0.0057,3.75e-05,0.325,0.363,135.004,356507.0,4,8 +Ronnie Milsap,Daydreams About Night Things,,0.639,0.53,2.0,-9.358,1,0.0319,0.57,,0.0911,0.918,138.72,2.388883333,4,4 +American Authors,Brick By Brick,50.0,0.542,0.869,6.0,-4.047,0,0.086,0.00182,1.01e-05,0.488,0.61,81.966,205248.0,4,10 +Skindred,Ratrace,44.0,0.645,0.979,,-2.322,1,0.105,0.016,,0.371,0.798,106.963,201267.0,4,8 +Smoothboi Ezra,My Own Person,48.0,0.6,0.548,7.0,-6.977,1,0.0328,0.784,3.02e-05,0.116,0.263,89.98,264873.0,4,9 +Freddie King,Hideaway,36.0,0.658,0.71,9.0,-11.493,1,0.065,0.118,0.862,0.0582,0.899,122.666,152267.0,4,2 +The Palms,Levitate,54.0,0.606,0.781,1.0,-5.846,1,0.0703,0.142,0.00803,0.0734,0.632,170.007,230738.0,4,1 +KONGOS,Take It From Me,53.0,0.555,0.74,11.0,-7.016,0,0.175,0.0555,7.08e-06,0.306,0.761,172.915,190771.0,4,10 +Katori Walker,Melanated,26.0,0.529,0.593,1.0,-8.393,1,0.474,0.0598,,0.135,0.196,65.065,192810.0,4,5 +Vulfpeck,Back Pocket (Live at Madison Square Garden),39.0,0.486,0.935,4.0,-3.832,0,0.15,0.358,,0.939,0.589,94.567,313167.0,4,10 +The Struts,Mary Go Round,47.0,0.346,0.829,8.0,-5.123,1,0.0373,0.00104,,0.0539,0.505,161.954,199213.0,4,10 +Sheygets,◊û◊®◊ú◊ô◊ü ◊û◊ï◊†◊®◊ï,31.0,0.375,2.03e-05,1.0,-4.593,1,0.0638,0.221,0.000252,0.133,0.123,105.77,790093.0,4,6 +"Lata Mangeshkar, S. P. Balasubrahmanyam",Aaja Shaam Hone Aaee,26.0,0.53,0.562,5.0,-9.393,0,0.0422,0.749,5.16e-06,0.216,0.767,90.887,5.252883333,4,3 +Sister,Psycho Thrilling,36.0,0.593,0.979,1.0,-4.115,0,0.102,2.43e-05,0.028,0.0887,0.387,135.03,222227.0,4,10 +Andromida,Celestial,41.0,0.526,0.989,7.0,-4.121,0,0.119,8.35e-05,0.0565,0.139,0.12,149.998,257600.0,4,8 +The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,6 +Celeb Car Crash,Howl,26.0,0.366,0.941,2.0,-4.263,1,0.0714,0.000813,0.000223,0.114,0.183,82.994,277187.0,4,10 +Cheikh L√¥,Jamm,36.0,0.779,0.667,9.0,-11.031,0,0.0555,0.614,0.117,0.0905,0.9,159.943,288293.0,3,2 +Black Thought,Welcome To America (feat. C.S. Armstrong & Angela Hunte),42.0,0.507,0.852,1.0,-5.42,1,0.351,0.00587,1.57e-06,0.354,0.51,168.166,220029.0,4,5 +Kadialy Kouyate,Taling Dima,24.0,0.629,0.284,10.0,-11.694,0,0.0473,0.913,0.874,0.106,0.306,120.271,3.896466667,4,7 +Frazey Ford,The Kids Are Having None Of It,25.0,0.789,0.377,9.0,-9.369,0,0.043,0.326,0.00671,0.165,0.698,138.004,287973.0,4,2 +Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,1 +Kavita Krishnamurthy,Saanson Ki Mala,31.0,0.517,0.643,6.0,-10.679,0,0.0627,0.395,0.00239,0.141,0.782,143.786,6.79155,3,3 +Mr. Big,To Be With You - 2010 Remastered Version,73.0,0.688,0.375,4.0,-9.601,1,0.0535,0.286,,0.133,0.45,83.635,210480.0,4,10 +Cut Glass Kings,Shadow of Your Love,40.0,0.502,0.883,9.0,-5.205,1,0.0284,0.000136,0.315,0.154,0.129,129.993,155883.0,4,10 +"Crosby, Stills & Nash",Guinnevere - 2005 Remaster,42.0,0.467,0.0936,11.0,-19.998,0,0.0371,0.817,0.00365,0.113,0.178,113.699,277813.0,4,10 +bel canto,"Shimmering, Warm & Bright",28.0,0.686,0.622,1.0,-10.536,0,0.027,0.285,,0.275,0.679,107.076,197960.0,4,6 +Everyone You Know,Just for the Times,53.0,0.616,0.824,6.0,-3.646,0,0.128,0.00658,0.0257,0.3,0.206,125.024,205208.0,4,6 +Backstreet Boys,Breathe,41.0,0.442,0.363,4.0,-5.739,1,0.0271,0.566,,0.109,0.325,84.88,3.108216667,4,9 +Takatak,Fault Lines,26.0,0.487,0.953,8.0,-5.394,1,0.104,0.000203,0.00299,0.503,0.249,140.001,352813.0,4,8 +diveliner,basketball,41.0,0.388,0.449,1.0,-9.114,1,0.236,0.668,,0.214,0.262,180.181,141333.0,4,1 +The Fall of Troy,Knife Fight at the Mormon Church,32.0,0.485,0.97,3.0,-7.014,0,0.0609,4.07e-06,0.165,0.28,0.572,101.99,254678.0,4,6 +Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,10 +Shalom Hanoch,◊©◊ô◊® ◊ú◊ú◊ê ◊©◊ù,23.0,0.423,0.207,1.0,-14.793,0,0.0285,0.85,1.88e-06,0.116,0.175,83.051,279333.0,4,10 +Arik Einstein,◊ô◊© ◊ë◊ô ◊ê◊î◊ë◊î,40.0,0.691,0.397,5.0,-11.782,1,0.0294,0.548,3.93e-05,0.0917,0.328,83.878,253467.0,4,10 +Allman Brothers Band,Back Where It All Begins,43.0,0.377,0.891,9.0,-6.807,1,0.0631,0.038,0.176,0.345,0.639,103.243,550480.0,4,10 +Ido Katzir,◊û◊©◊î ◊ë◊® ◊°◊ô◊û◊ü ◊ò◊ï◊ë,12.0,0.715,0.788,1.0,-9.121,1,0.213,0.0841,0.000248,0.0826,0.465,179.009,121500.0,4,5 +Astrale,The Way I See,28.0,0.767,0.51,1.0,-5.737,1,0.152,0.0762,0.000385,0.153,0.525,120.022,181084.0,4,9 +The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,10 +James Blake,Before,54.0,0.699,0.464,5.0,-8.933,0,0.0744,0.39,0.171,0.315,0.283,110.986,287871.0,4,6 +The Living Tombstone,Discord,76.0,0.676,0.835,8.0,-4.382,0,0.044,0.00682,3.04e-05,0.081,0.8,104.987,193776.0,4,9 +iRO,Change Your Mind,36.0,0.531,0.772,9.0,-4.126,1,0.0446,0.0541,0.00693,0.0827,0.842,175.022,180273.0,4,9 +Lucero,Outrun the Moon,37.0,0.566,0.659,6.0,-6.157,0,0.0329,0.00232,0.0637,0.0923,0.319,122.005,298847.0,4,10 +Pop Will Eat Itself,Can U Dig It?,4.0,0.654,0.89,9.0,-6.514,0,0.0906,0.00204,,0.272,0.684,129.014,195320.0,4,1 +The Uptown Players,In a Sentimental Mood,44.0,0.546,0.095,2.0,-21.524,0,0.0356,0.831,0.711,0.119,0.195,116.071,4.573383333,4,7 +Louis Jordan,Let the Good Times Roll,47.0,0.705,0.401,9.0,-9.506,0,0.0475,0.812,,0.319,0.649,104.956,167227.0,4,2 +Electric Light Orchestra,Rock 'N' Roll Is King,43.0,0.366,0.73,9.0,-12.746,1,0.0668,0.423,4.31e-06,0.163,0.729,160.093,3.75,4,10 +Aya Korem,◊®◊ß ◊ê◊î◊ë◊î,33.0,0.575,0.523,7.0,-7.078,1,0.0259,0.372,0.000525,0.098,0.312,97.934,248235.0,3,9 +"SoundGuySam, Vāhaka",Nirvana,6.0,0.408,0.616,,-9.942,1,0.165,0.161,,0.089,0.379,160.173,3.0,4,0 +The Red Jumpsuit Apparatus,Face Down,75.0,0.545,0.932,7.0,-2.189,0,0.0399,0.000665,,0.127,0.464,92.956,192000.0,4,10 +LUMI√àRE,LA.BELLE.JOURN√âE 1971,28.0,0.595,0.66,10.0,-7.763,1,0.0286,0.156,0.00392,0.106,0.741,97.146,305724.0,4,6 +Refused,Refused Are Fucking Dead,33.0,0.375,0.946,7.0,-7.392,1,0.125,0.000277,0.376,0.374,0.46,107.309,310320.0,4,10 +Cat Clyde,All the Black - Acoustic,,0.585,0.136,10.0,-12.928,0,0.0327,0.893,6.96e-05,0.128,0.116,124.708,4.56533333,4,0 +Yishai,◊©◊ô◊® ◊©◊û◊ó,19.0,0.799,0.551,8.0,-6.924,1,0.0645,0.0818,2.14e-05,0.337,0.554,95.025,166833.0,4,5 +AURORA,Runaway,77.0,0.521,0.277,11.0,-10.34,1,0.0356,0.634,7.07e-05,0.103,0.13,115.01,4.147116667,4,9 +"Anne-Marie, Niall Horan",Our Song,84.0,0.595,0.759,11.0,-4.245,0,0.0423,0.141,,0.172,0.515,80.953,2.72888333,4,9 +Westlife,I Do,,0.386,0.453,4.0,-4.885,1,0.0268,0.734,,0.107,0.18,132.703,4.483333333,4,9 +david hugo,we made it.,59.0,0.653,0.515,5.0,-7.906,1,0.267,0.0706,,0.0756,0.674,176.05,164662.0,4,9 +my bloody valentine,Lose My Breath,44.0,0.391,0.651,6.0,-11.523,1,0.0266,0.000512,0.841,0.0954,0.402,92.124,218000.0,4,10 +Osher Cohen,◊ë◊®◊í◊¢◊ô◊ù ◊©◊ê◊™ ◊î◊ï◊ú◊õ◊™,43.0,0.508,0.643,11.0,-6.989,0,0.0487,0.589,,0.178,0.454,159.863,228169.0,4,9 +John Lee Hooker,No More Doggin',16.0,0.73,0.102,11.0,-17.232,1,0.0702,0.895,0.000993,0.0809,0.277,136.108,164933.0,4,2 +Papa Roach,Help,67.0,0.383,0.9,7.0,-5.42,1,0.134,0.00085,1.94e-06,0.271,0.286,183.96,214797.0,4,10 +Dolly Parton,I Will Always Love You,60.0,0.446,0.142,9.0,-13.498,1,0.0335,0.96,0.00114,0.101,0.156,135.724,2.934883333,4,4 +Novelists FR,Terrorist,54.0,0.331,0.917,5.0,-5.0,1,0.105,8.13e-05,0.00957,0.191,0.347,147.873,226652.0,4,8 +THE ANXIETY,Meet Me At Our Spot,71.0,0.773,0.47,2.0,-7.93,1,0.0299,0.0153,0.000193,0.0851,0.399,94.995,162680.0,4,6 +Lou Reed,Perfect Day,69.0,0.4,0.267,10.0,-12.488,1,0.0323,0.744,0.00734,0.103,0.0872,144.799,225000.0,3,6 +Studio Killers,Jenny (I Wanna Ruin Our Friendship),72.0,0.668,0.798,11.0,-5.701,1,0.0334,0.00305,0.0144,0.277,0.575,133.928,3.588,4,9 +"Claus Waidtløw, Nikolaj Hess, Portraits in Jazz",Melancholia,19.0,0.364,0.101,,-18.306,0,0.035,0.977,0.631,0.116,0.049,114.628,3.838233333,3,7 +Whitesnake,Is This Love - 2018 Remaster,69.0,0.263,0.759,,-7.288,1,0.0431,0.0555,,0.231,0.429,179.904,284496.0,4,10 +Alex Yarmak,Again,39.0,0.407,0.936,7.0,-6.875,1,0.0579,2.28e-06,0.729,0.104,0.679,90.023,106667.0,4,8 +Jimmy Dawkins,Little Angel Child,49.0,0.5,0.638,2.0,-7.262,1,0.0461,0.125,0.0285,0.199,0.746,122.621,239267.0,4,2 +Keane,Fly To Me,43.0,0.417,0.497,7.0,-7.812,1,0.0325,0.0097,0.00021,0.126,0.0698,119.867,332973.0,4,10 +clipping.,'96 Neve Campbell,46.0,0.763,0.613,1.0,-8.276,1,0.344,0.0468,,0.3,0.436,99.287,201227.0,4,5 +North Mississippi Allstars,Rollin 'N Tumblin,42.0,0.637,0.948,7.0,-6.362,1,0.119,0.0228,0.782,0.42,0.282,120.049,155987.0,4,2 +Johnny Cash,Hurt,75.0,0.534,0.392,9.0,-7.636,0,0.0267,0.649,0.000227,0.0948,0.163,90.379,216533.0,4,10 +Witchcraft,Deconstruction,48.0,0.297,0.872,3.0,-5.881,0,0.0405,0.000119,0.0232,0.32,0.533,80.384,309987.0,4,10 +Zak Abel,Be Kind,68.0,0.929,0.67,8.0,-3.977,1,0.0488,0.068,,0.318,0.938,120.935,181516.0,4,9 +RF Shannon,Ballad Of A Thin Place,49.0,0.615,0.518,1.0,-13.831,0,0.0274,0.604,0.00753,0.117,0.903,152.996,256212.0,4,1 +Battering Ram,Pieces,29.0,0.553,0.941,7.0,-5.312,1,0.073,0.000226,0.000465,0.127,0.5,108.735,222155.0,3,8 +Fatima Al Qadiri,Malaak,30.0,0.306,0.101,3.0,-20.043,0,0.0405,0.784,0.914,0.101,0.0395,109.185,198480.0,3,6 +The Black Dahlia Murder,Verminous,44.0,0.503,0.943,1.0,-7.368,1,0.156,2.77e-05,0.86,0.806,0.199,115.02,229808.0,4,8 +Canary In A Coalmine,Benjamin Francis Leftwich,44.0,0.745,0.61,7.0,-6.635,1,0.028,0.446,4.64e-05,0.0924,0.781,117.008,3.03,4,0 +Theo Alexander,Accidental Enlightenment,27.0,0.269,0.207,1.0,-13.212,0,0.0627,0.989,0.00108,0.193,0.367,111.391,238881.0,3,6 +Watertank,The Ejector Side,10.0,0.521,0.892,4.0,-4.911,0,0.0569,0.00749,0.706,0.0591,0.577,145.022,173379.0,4,10 +Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,6 +Claudia Valentina,Seven,57.0,0.801,0.143,7.0,-10.698,0,0.0475,0.865,,0.132,0.562,119.891,223827.0,4,9 +dad sports,MANY FACES,42.0,0.528,0.909,11.0,-6.95,1,0.0438,3e-05,0.0346,0.376,0.823,147.988,153960.0,4,6 +Lewis Del Mar,Rosalie (CH. II),48.0,0.7,0.74,5.0,-6.547,0,0.041,0.152,0.000633,0.213,0.584,101.994,257627.0,4,6 +Rebel Wizard,heavy negative wizard metal in-fucking-excelsis,25.0,0.304,0.979,2.0,-3.768,1,0.12,9.92e-06,0.953,0.368,0.0379,139.985,127857.0,4,8 +Motionless In White,Another Life,71.0,0.39,0.939,4.0,-3.828,0,0.0787,5.08e-05,,0.0968,0.495,161.997,205394.0,4,10 +Bauhaus,Dark Entries,54.0,0.24,0.851,2.0,-11.941,1,0.0492,0.00017,0.641,0.344,0.512,171.036,231560.0,4,10 +Los Legendarios,Fiel,95.0,0.849,0.701,6.0,-4.407,0,0.06,0.407,,0.112,0.505,98.005,261667.0,4,9 +If I Die First,My Nightmares Would Do Numbers As Horror Movies,42.0,0.448,0.99,7.0,-4.186,1,0.209,0.000524,1.16e-05,0.0965,0.055,105.929,194151.0,4,8 +Mahendra Kapoor,Aaj Ki Raat,4.0,0.3,0.205,4.0,-14.32,1,0.038,0.973,0.472,0.227,0.477,84.659,3.126666667,3,3 +Maya Angelou,Maya Angelou Interview with Ebony Moments - Live Interview,12.0,0.714,0.393,2.0,-14.943,1,0.935,0.914,1.21e-06,0.167,0.469,114.094,304108.0,4,5 +Oddisee,Still Strange (feat. Priya Ragu & Sainte Ezekiel),46.0,0.551,0.573,1.0,-11.152,1,0.138,0.604,0.047,0.0909,0.607,66.268,264576.0,4,1 +Pooh Shiesty,Back In Blood (feat. Lil Durk),82.0,0.759,0.538,8.0,-8.256,0,0.384,0.151,,0.126,0.831,146.933,184490.0,4,5 +David Peretz,◊û◊ß◊ï◊ù ◊ë◊™◊ï◊õ◊ô,7.0,0.388,0.101,2.0,-13.673,1,0.0482,0.761,3.06e-05,0.166,0.187,168.468,287080.0,3,6 +John Moreland,Sallisaw Blue,44.0,0.395,0.866,7.0,-7.047,1,0.069,0.113,9.85e-06,0.112,0.835,150.768,237373.0,4,2 +The Stone Roses,I Wanna Be Adored - Remastered,65.0,0.494,0.862,4.0,-9.158,0,0.0273,0.012,0.213,0.228,0.59,112.596,292800.0,4,6 +Bury Me Alive,You & I,39.0,0.457,0.962,2.0,-3.334,1,0.159,0.000515,0.00058,0.132,0.137,140.062,260653.0,4,8 +The Oak Ridge Boys,American Made,51.0,0.696,0.527,8.0,-14.275,1,0.0329,0.108,0.000897,0.0377,0.974,128.962,2.66445,4,4 +Valence,La vie attend pas,13.0,0.69,0.594,10.0,-6.736,1,0.0299,0.0736,0.000918,0.0848,0.542,116.995,253556.0,4,6 +The New Mastersounds,4 Walls,36.0,0.73,0.711,11.0,-9.741,0,0.0375,0.579,0.0253,0.357,0.896,127.993,202123.0,4,9 +Hadag Nahash,◊ñ◊û◊ü ◊ú◊î◊™◊¢◊ï◊®◊®,41.0,0.617,0.772,9.0,-5.043,0,0.038,0.0468,,0.147,0.42,134.976,228133.0,4,5 +Helices,Una Historia para Acabar Con Todas las Historias,22.0,0.23,0.708,,-8.762,1,0.0403,3e-05,0.828,0.234,0.201,145.007,381360.0,3,10 +Frightened Rabbit,Get Out,43.0,0.366,0.859,1.0,-5.957,1,0.0531,0.0334,0.0774,0.139,0.569,178.021,201147.0,4,10 +Butcher Babies,Yorktown,48.0,0.579,0.89,11.0,-5.993,1,0.0572,7.17e-05,0.267,0.144,0.469,128.017,246450.0,4,8 +WhoMadeWho,Mermaids,48.0,0.726,0.493,10.0,-10.556,0,0.041,0.139,0.407,0.0935,0.396,121.004,232066.0,4,6 +"Bebe Rexha, Florida Georgia Line",Meant to Be (feat. Florida Georgia Line),77.0,0.643,0.783,10.0,-6.458,1,0.0856,0.047,,0.083,0.579,154.084,2.731166667,4,4 +Stephane Legar,Maman,23.0,0.792,0.808,7.0,-4.051,0,0.111,0.25,,0.0866,0.766,115.047,193043.0,4,9 +Backstreet Boys,This Is Us,46.0,0.595,0.675,,-6.696,1,0.035,0.0879,,0.12,0.411,134.08,3.052666667,4,9 +Faraway Friends,Spring,36.0,0.697,0.567,7.0,-7.628,1,0.0686,0.336,0.000176,0.193,0.168,94.991,194480.0,4,6 +Valencia,The Space Between,49.0,0.378,0.851,7.0,-4.378,1,0.0375,0.000336,,0.495,0.41,170.017,217120.0,4,10 +Hedonihil,Redeemer,14.0,0.419,0.983,9.0,-7.125,1,0.046,7.46e-06,0.0975,0.282,0.578,135.01,240352.0,4,8 +The Rolling Stones,Angie - Remastered 2009,3.0,0.434,0.546,9.0,-6.099,0,0.0294,0.687,0.000192,0.109,0.398,134.302,272440.0,4,10 +Rannar Sillard,From Here We Can See,40.0,0.186,0.114,4.0,-22.247,1,0.0371,0.747,0.855,0.111,0.0338,112.81,2.964,4,7 +Local H,Bound For The Floor,61.0,0.654,0.53,6.0,-7.409,1,0.0556,0.000113,0.0197,0.0534,0.584,119.284,222960.0,4,10 +Temples,Holy Horses,26.0,0.508,0.776,9.0,-5.438,1,0.0336,0.00114,0.00935,0.293,0.549,101.952,185427.0,4,6 +Sarah Jarosz,Build Me Up From Bones,52.0,0.53,0.283,5.0,-11.962,1,0.0367,0.876,0.000141,0.106,0.282,114.982,3.60288333,4,0 +Bomba Est√©reo,Deja,56.0,0.644,0.831,11.0,-7.118,0,0.0334,0.138,0.424,0.115,0.252,104.996,230893.0,4,1 +Led Zeppelin,Tangerine - Remaster,62.0,0.306,0.398,6.0,-12.767,1,0.0412,0.0857,6.02e-05,0.0756,0.0948,85.622,191828.0,4,10 +Mono Inc.,Louder Than Hell,44.0,0.446,0.852,3.0,-5.286,0,0.0315,0.000289,0.00932,0.226,0.387,90.007,266762.0,4,8 +Pretenders,Middle of the Road - 2007 Remaster,51.0,0.488,0.959,9.0,-5.575,1,0.0758,0.00333,0.0767,0.025,0.67,166.799,254293.0,4,10 +Night Tempo,Baby,33.0,0.949,0.696,1.0,-11.919,1,0.226,0.00154,0.0659,0.0878,0.558,127.995,240000.0,4,6 +Lady A,Love Don't Live Here,52.0,0.653,0.873,1.0,-3.829,1,0.0315,0.0619,3.41e-06,0.144,0.627,139.937,3.84,4,4 +Doctor Ross,Come Back Baby,35.0,0.65,0.424,10.0,-11.238,1,0.0646,0.87,0.0443,0.0869,0.865,91.977,170440.0,4,2 +AURAGRAPH,Opacity Field - FM Skyline Remix,30.0,0.613,0.768,4.0,-12.483,0,0.048,0.0773,0.933,0.119,0.747,170.899,247250.0,4,6 +HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,9 +binki,Wiggle,55.0,0.753,0.461,8.0,-8.857,0,0.0585,0.496,0.000372,0.116,0.897,103.919,179908.0,4,9 +Ameer Vann,IDFIATOK,50.0,0.811,0.756,6.0,-8.497,1,0.214,0.0321,0.0038,0.118,0.65,124.998,117366.0,4,5 +–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–ù–µ—Ç,41.0,0.622,0.779,2.0,-5.672,1,0.0314,0.0808,0.482,0.103,0.728,145.021,208000.0,4,6 +Wombo,Dreamsickle,31.0,0.456,0.832,,-7.053,1,0.0351,0.00591,0.821,0.11,0.796,163.048,147005.0,4,10 +Sam Feldt,The Best Days (feat. Tabitha),73.0,0.667,0.827,11.0,-5.631,1,0.0368,0.0863,,0.0565,0.573,107.95,161944.0,4,9 +The Chemical Brothers,Block Rockin' Beats,4.0,0.558,0.982,10.0,-3.125,0,0.063,0.0221,0.508,0.117,0.684,109.372,313667.0,4,1 +The Everly Brothers,Wake up Little Susie,62.0,0.709,0.62,2.0,-9.382,1,0.034,0.318,,0.0426,0.936,93.723,123520.0,4,10 +Alfie Templeman,"Wait, I Lied",58.0,0.787,0.852,5.0,-6.442,0,0.146,0.0175,0.000724,0.167,0.887,117.988,196039.0,4,6 +Ramones,Sheena Is a Punk Rocker - 2001 Remaster,17.0,0.534,0.866,,-6.013,1,0.0309,0.213,,0.0921,0.792,176.268,167840.0,4,6 +Ozzy Osbourne,Crazy Train,78.0,0.454,0.913,9.0,-4.008,1,0.107,0.408,0.000271,0.248,0.521,137.688,293183.0,4,8 +Dough-Boy,Back Then (feat. Bohan Phoenix),41.0,0.743,0.847,,-6.853,1,0.265,0.227,7.49e-06,0.356,0.499,94.941,143000.0,4,5 +maeshima soshi,Á©∫ËÖπ,39.0,0.696,0.499,8.0,-5.484,1,0.0312,0.0886,1.11e-06,0.105,0.476,79.985,283253.0,4,9 +Bombay Bandook,Sagariya,18.0,0.29,0.816,11.0,-3.916,0,0.0465,0.0416,1.77e-06,0.0894,0.0671,132.803,6.875733333,4,0 +Stone Temple Pilots,Three Wishes,48.0,0.528,0.518,7.0,-7.641,1,0.0281,0.425,0.315,0.125,0.395,139.98,291947.0,3,10 +Hannah Grey,Still Waters,41.0,0.113,0.127,8.0,-20.496,1,0.0355,0.943,0.907,0.152,0.0984,77.345,2.270833333,4,7 +"Uthara Unnikrishnan, Unnikrishnan",Endaro Mahanubhavulu,25.0,0.513,0.573,11.0,-8.069,0,0.0486,0.902,4.6e-06,0.0724,0.551,80.027,11.2,4,0 +Jon Batiste,FREEDOM,53.0,0.873,0.651,1.0,-4.179,1,0.0374,0.0251,0.000107,0.213,0.828,115.002,178290.0,4,9 +RRUCCULLA,Icy blue,10.0,0.411,0.49,6.0,-11.926,1,0.0354,0.000239,0.932,0.219,0.0394,115.343,202817.0,3,6 +Blessid Union Of Souls,Hey Leonardo (She Likes Me For Me),32.0,0.352,0.873,2.0,-7.366,1,0.142,0.0253,1.81e-06,0.89,0.497,104.662,281926.0,4,10 +Rostam,From The Back of a Cab,54.0,0.686,0.873,1.0,-5.002,1,0.0916,0.356,0.000226,0.0936,0.711,65.998,167320.0,4,9 +Slow Pulp,Idaho,53.0,0.543,0.608,9.0,-6.708,1,0.0311,0.119,0.00094,0.338,0.368,141.023,245843.0,4,6 +Moshe Peretz,◊õ◊ú ◊î◊û◊ô◊ú◊ô◊ù ◊î◊©◊û◊ó◊ï◊™,25.0,0.617,0.895,3.0,-4.207,0,0.0497,0.00353,,0.598,0.471,134.972,260458.0,4,9 +Fatima Al Qadiri,Medieval Femme,32.0,0.396,0.301,1.0,-17.747,1,0.0306,0.87,0.763,0.124,0.0795,89.882,200773.0,4,6 +Rae Sremmurd,Black Beatles,75.0,0.794,0.632,,-6.163,1,0.0649,0.142,,0.128,0.355,145.926,291893.0,4,5 +Deep Purple,Highway Star - Remastered 2012,67.0,0.307,0.909,9.0,-7.08,0,0.0574,0.135,0.0336,0.125,0.443,173.674,366136.0,4,8 +Cedric Burnside,Get Your Groove On,24.0,0.736,0.721,9.0,-9.665,0,0.0419,0.0773,0.00616,0.201,0.774,115.943,143013.0,4,2 +Emanuel,Worldwide,56.0,0.41,0.439,1.0,-3.789,0,0.0353,0.273,0.00154,0.0595,0.32,144.045,244783.0,4,1 +The White Stripes,I Just Don't Know What to Do With Myself,55.0,0.376,0.721,,-8.232,1,0.104,0.659,,0.113,0.36,94.947,166467.0,4,10 +Circa Waves,Sad Happy - Acoustic,42.0,0.721,0.344,1.0,-9.743,0,0.0593,0.855,0.00267,0.932,0.442,126.001,184143.0,4,10 +Zoro,African Girl Bad,46.0,0.582,0.67,5.0,-6.919,0,0.26,0.0752,1.08e-06,0.064,0.536,96.542,200816.0,4,9 +Sturgill Simpson,Paradise,59.0,0.358,0.3,2.0,-9.564,1,0.0423,0.777,3.56e-05,0.0889,0.557,185.132,198787.0,3,1 +AlienBlaze,Romantically Dead,47.0,0.403,0.483,1.0,-6.608,1,0.113,0.00233,0.125,0.139,0.296,191.904,213818.0,3,10 +Robert Palmer,Addicted To Love,68.0,0.702,0.578,2.0,-13.415,1,0.031,0.382,5.89e-06,0.0425,0.975,111.617,363640.0,4,10 +Meir Ariel,◊û◊ô◊ù ◊û◊™◊ï◊ß◊ô◊ù,43.0,0.451,0.264,7.0,-15.72,1,0.0351,0.16,0.000247,0.112,0.145,121.423,240267.0,3,10 +Logan Ledger,Starlight,46.0,0.599,0.729,4.0,-6.471,1,0.0254,0.181,0.00381,0.135,0.638,133.402,321400.0,4,1 +Funk Flex,You Know,64.0,0.891,0.585,,-6.122,0,0.131,0.0752,,0.134,0.24,125.024,111387.0,4,5 +Travis Scott,HIGHEST IN THE ROOM,86.0,0.598,0.427,7.0,-8.764,0,0.0317,0.0546,5.83e-06,0.21,0.0605,76.469,175721.0,4,5 +"Alka Yagnik, Kumar Sanu",Tumse Milne Ko Dil,42.0,0.529,0.812,1.0,-9.238,0,0.0706,0.768,1.93e-06,0.311,0.768,138.841,5.006666667,3,3 +Poolside,I Feel High (with DRAMA),62.0,0.716,0.752,2.0,-4.316,1,0.05,0.0112,0.0479,0.598,0.412,113.0,172500.0,4,6 +Eels,Susan's House,42.0,0.736,0.439,3.0,-11.845,1,0.0396,0.222,0.218,0.31,0.432,80.493,223800.0,4,1 +John Prine,Clay Pigeons,57.0,0.585,0.233,10.0,-15.949,1,0.028,0.892,0.000611,0.114,0.481,140.666,4.45221667,4,0 +Corvus Corax,Ragnar√∂k - Era Metallum - Single Edit,39.0,0.303,0.975,2.0,-4.93,1,0.126,2.41e-05,0.0285,0.272,0.172,173.799,454433.0,4,8 +Nachtblut,Leierkinder,36.0,0.489,0.94,9.0,-4.871,0,0.0591,0.000227,0.00107,0.318,0.538,164.995,240044.0,4,8 +Bathory,Call from the Grave,42.0,0.373,0.815,5.0,-8.702,1,0.053,0.000111,0.922,0.161,0.0415,128.962,294267.0,4,8 +J.B. Lenoir,Alabama Blues,44.0,0.675,0.308,6.0,-8.081,1,0.0348,0.824,3.75e-05,0.0607,0.69,97.446,194373.0,4,2 +Rajkumari,Dil Ka Paimana Hain,,0.674,0.111,1.0,-18.252,0,0.0704,0.995,0.941,0.138,0.789,62.448,3.251116667,4,3 +Ramones,Rock 'n' Roll High School - 2002 Remaster,56.0,0.499,0.87,,-4.431,1,0.126,0.0183,,0.0512,0.893,188.853,137400.0,4,10 +Steve Lacy,Dark Red,73.0,0.603,0.783,6.0,-4.023,1,0.062,0.449,7.96e-06,0.119,0.775,172.041,173104.0,4,6 +Sofia Kourtesis,Juntos,47.0,0.783,0.706,6.0,-11.098,0,0.0703,0.00214,0.0037,0.109,0.124,121.982,283266.0,4,6 +The Smiths,There Is a Light That Never Goes Out - 2011 Remaster,73.0,0.523,0.769,4.0,-5.855,1,0.0269,0.04,,0.136,0.876,136.162,244587.0,4,6 +Marilyn Manson,The Dope Show,60.0,0.562,0.671,4.0,-7.801,0,0.0379,8.73e-06,0.000491,0.792,0.376,134.962,226733.0,4,8 +Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,10 +Radkey,Seize,36.0,0.286,0.954,11.0,-3.391,0,0.108,0.000211,0.282,0.305,0.489,173.142,159516.0,4,10 +AM,powers,51.0,0.839,0.523,2.0,-12.104,1,0.215,0.269,1.74e-05,0.165,0.515,141.94,175775.0,4,5 +COBRAH,WET,46.0,0.947,0.671,11.0,-8.916,0,0.243,0.0404,0.000966,0.0639,0.532,126.045,169867.0,4,6 +Eminem,"Lose Yourself - From ""8 Mile"" Soundtrack",76.0,0.686,0.735,2.0,-4.616,1,0.264,0.00921,0.00066,0.342,0.0596,171.355,322227.0,4,5 +All Traps On Earth,All Traps on Earth,23.0,0.256,0.466,7.0,-13.522,0,0.0403,0.227,0.852,0.12,0.047,145.073,1095394.0,3,10 +The Beatles,I Want To Hold Your Hand - Remastered 2009,64.0,0.496,0.703,7.0,-6.905,1,0.0376,0.525,2.08e-06,0.305,0.936,130.915,2.44533333,4,10 +Leonard Cohen,Suzanne,63.0,0.409,0.172,6.0,-16.44,0,0.0389,0.922,0.00112,0.111,0.352,132.151,3.82155,4,0 +"Kane Brown, blackbear",Memory,79.0,0.434,0.889,9.0,-5.684,1,0.0509,0.395,,0.273,0.845,113.326,2.55563333,5,9 +Tom Morello,Suburban Guerrilla,34.0,0.682,0.764,2.0,-5.806,1,0.0838,0.00265,0.501,0.265,0.55,156.009,186132.0,4,8 +Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,6 +Matt Hall,A Thousand Tears Ago,23.0,0.293,0.59,11.0,-5.271,1,0.182,0.169,,0.17,0.45,74.147,170296.0,4,9 +Genesis,Supper's Ready,43.0,0.31,0.61,4.0,-9.415,0,0.0723,0.147,0.000476,0.179,0.144,88.132,1385907.0,4,10 +Avicii,Wake Me Up,85.0,0.532,0.783,2.0,-5.697,1,0.0523,0.0038,0.0012,0.161,0.643,124.08,247427.0,4,9 +Toosii,shop (feat. DaBaby),65.0,0.865,0.64,7.0,-7.201,1,0.325,0.0185,,0.308,0.4,114.621,189919.0,5,5 +Omer Adam,◊û◊î◊§◊õ◊î ◊©◊ú ◊©◊û◊ó◊î,46.0,0.671,0.878,5.0,-4.219,0,0.0414,0.13,,0.385,0.772,132.082,240453.0,4,9 +Do Nothing,Uber Alles,34.0,0.675,0.776,7.0,-7.893,1,0.0415,0.23,0.00929,0.16,0.169,126.94,234560.0,4,6 +Megadeth,Train Of Consequences - Remastered 2004,50.0,0.555,0.946,8.0,-3.922,1,0.158,0.000116,0.00119,0.0477,0.568,114.755,211227.0,4,8 +Amanar,Alghafiat,38.0,0.707,0.611,7.0,-7.058,0,0.032,0.473,4.43e-06,0.0729,0.884,134.933,397707.0,4,2 +The Orielles,Bobbi's Second World,42.0,0.567,0.763,1.0,-4.361,0,0.0579,0.15,0.00142,0.0704,0.777,111.079,202844.0,4,1 +W.A.S.P.,Sleeping (In The Fire),52.0,0.253,0.646,8.0,-9.326,1,0.0306,9.77e-05,,0.0856,0.178,91.926,235893.0,4,10 +The Black Keys,Gotta Get Away,55.0,0.475,0.836,4.0,-5.446,1,0.0529,0.0175,,0.104,0.723,123.144,180173.0,4,10 +Jet,Are You Gonna Be My Girl?,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,10 +5th Dimension String Quartet,To Capture The Infinite,41.0,0.0764,0.131,,-17.381,1,0.0408,0.953,0.858,0.0937,0.0373,80.959,2.795683333,1,7 +Hadag Nahash,◊õ◊ú ◊î◊¶'◊ï◊¶'◊ï◊™,21.0,0.763,0.869,10.0,-5.862,0,0.057,0.154,0.514,0.105,0.796,125.573,258733.0,4,5 +"Queen, David Bowie",Under Pressure - Remastered 2011,60.0,0.663,0.712,2.0,-7.268,1,0.0479,0.524,,0.0804,0.527,113.439,3.942,4,10 +Enter Shikari,{ The Dreamer‚Äôs Hotel },44.0,0.501,0.868,10.0,-7.406,0,0.129,0.000159,9.06e-05,0.239,0.621,159.965,173305.0,4,10 +AJ Tracey,Top Dog,62.0,0.586,0.725,9.0,-6.844,0,0.381,0.248,,0.0825,0.867,131.139,200000.0,5,5 +Neon Graves,Piece of Me,25.0,0.506,0.966,6.0,-6.093,1,0.0876,0.000296,0.00701,0.348,0.232,119.978,203500.0,4,8 +David Bowie,China Girl - 2018 Remaster,59.0,0.651,0.699,4.0,-7.867,0,0.0277,0.039,0.0659,0.124,0.832,133.793,5.56361667,4,10 +Paul Wall,Sittin' Sidewayz (feat. Big Pokey),60.0,0.721,0.621,1.0,-4.378,1,0.306,0.00469,0.0103,0.199,0.568,159.967,228933.0,4,5 +Juice WRLD,Real Shit (with benny blanco),74.0,0.703,0.703,1.0,-4.672,1,0.133,0.605,,0.12,0.697,76.017,183783.0,4,9 +Caroline Spence,The Middle,46.0,0.653,0.5,6.0,-9.179,1,0.0257,0.104,9.12e-06,0.0892,0.347,131.045,3.72626667,4,0 +Harry Styles,Sign of the Times,82.0,0.516,0.595,5.0,-4.63,1,0.0313,0.0275,,0.109,0.222,119.972,340707.0,4,9 +Santana,The Game of Love (feat. Michelle Branch) - Main / Radio Mix,62.0,0.59,0.929,2.0,-3.236,1,0.0478,0.0714,0.000153,0.0598,0.674,119.818,254467.0,4,10 +Kochevet Al,◊©◊ß◊ô◊¢◊î ◊î◊§◊ï◊õ◊î,26.0,0.422,0.675,5.0,-7.089,1,0.0723,0.106,0.000242,0.0588,0.626,190.033,200725.0,4,6 +The Jesus and Mary Chain,Reverence,,0.444,0.991,11.0,-5.412,0,0.101,1.65e-05,0.787,0.118,0.665,104.882,220693.0,4,6 +Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,9 +Pop Up!,Surprise,32.0,0.713,0.96,11.0,-7.85,1,0.447,0.0287,0.922,0.657,0.411,117.105,126231.0,4,6 +King Gizzard & The Lizard Wizard,Rattlesnake,39.0,0.58,0.963,11.0,-5.918,1,0.0388,0.0311,0.849,0.396,0.814,170.593,468093.0,4,6 +Eastmountainsouth,So Are You To Me,40.0,0.302,0.0783,2.0,-14.968,1,0.0325,0.956,9.88e-05,0.12,0.231,140.485,1.96266667,5,0 +Colony House,O YA,47.0,0.502,0.96,6.0,-4.523,1,0.143,0.288,0.000254,0.676,0.438,76.04,260000.0,4,10 +Osher Cohen,◊™◊ó◊ñ◊®◊ô ◊û◊î◊®,47.0,0.537,0.294,7.0,-11.122,0,0.0454,0.826,,0.149,0.577,155.841,240585.0,4,9 +Miri Mesika,◊ë◊õ◊®◊ù ◊™◊ô◊û◊ü,19.0,0.65,0.902,,-3.281,1,0.0539,0.229,,0.111,0.627,99.977,191820.0,4,9 +Isaac Valero,Afrodite,41.0,0.701,0.0565,3.0,-19.018,0,0.106,0.948,0.335,0.108,0.319,123.79,1.766666667,4,7 +Fastball,The Way,64.0,0.646,0.882,6.0,-5.648,0,0.0346,0.143,9.67e-06,0.335,0.908,120.837,257093.0,4,9 +Robert Palmer,Sneakin' Sally Through The Alley,56.0,0.64,0.679,4.0,-12.356,1,0.0302,0.424,0.00294,0.0878,0.965,99.296,265893.0,4,10 +Failure,Another Space Song,51.0,0.511,0.701,1.0,-7.861,1,0.0252,0.000253,0.563,0.0631,0.189,84.318,310333.0,4,10 +Tom Petty,Free Fallin',78.0,0.623,0.449,5.0,-13.333,1,0.0253,0.212,,0.0613,0.572,84.383,4.26666667,4,10 +Bartholomew Kind,Memento,30.0,0.539,0.893,11.0,-6.149,0,0.0647,0.0609,0.0535,0.114,0.244,170.009,236727.0,4,1 +Pavement,Cut Your Hair,58.0,0.472,0.735,4.0,-9.822,0,0.0305,0.00596,0.00124,0.166,0.643,110.809,186733.0,4,6 +Jordan Rudess,"Wired For Madness, Pt. 1.1 (Bring It On)",32.0,0.546,0.847,2.0,-9.797,1,0.0473,0.000301,0.866,0.0935,0.314,108.495,320416.0,4,8 +Bromeliad,Frankenthaler,44.0,0.527,0.0896,,-18.975,1,0.0332,0.992,0.826,0.107,0.0509,152.111,1.752433333,3,7 +Soulfly,Back to the Primitive,48.0,0.601,0.89,11.0,-4.824,1,0.0965,0.000156,0.608,0.123,0.688,112.085,261960.0,4,8 +USS (Ubiquitous Synergy Seeker),Feel Alive,42.0,0.558,0.658,11.0,-7.661,1,0.0535,0.0298,,0.135,0.519,122.031,226669.0,4,1 +Barns Courtney,Little Boy,47.0,0.654,0.621,11.0,-8.555,1,0.0328,0.384,4.06e-06,0.119,0.41,113.955,233448.0,4,10 +New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,10 +"Antonio Vivaldi, Accademia I Filarmonici, Alberto Martini","Concerto for Strings in G Minor, RV 153: II. Andante",23.0,0.119,0.0425,7.0,-25.683,0,0.0538,0.905,0.351,0.158,0.106,176.675,2.229333333,3,7 +Echo Collective,Respire,18.0,0.124,0.0359,,-21.203,0,0.0632,0.877,0.902,0.125,0.0223,70.922,654123.0,4,6 +Mugshot,Good People,40.0,0.301,0.959,10.0,-3.463,0,0.111,2.54e-05,0.000624,0.167,0.251,139.928,171739.0,4,8 +TDJ,Lalala (Want Somebody),26.0,0.649,0.712,8.0,-6.153,1,0.0416,0.0013,0.672,0.107,0.285,123.009,366045.0,4,6 +The Anniversary,The D In Detroit,34.0,0.392,0.891,6.0,-6.133,0,0.0485,0.000144,0.000165,0.091,0.348,191.717,256640.0,4,10 +Soundgarden,Been Away Too Long,45.0,0.475,0.971,9.0,-3.541,1,0.102,5.49e-05,0.0124,0.367,0.641,152.868,216213.0,4,10 +Rich Robinson,Time To Leave,24.0,0.344,0.523,7.0,-7.418,1,0.0314,0.0792,0.16,0.12,0.183,87.121,298427.0,3,2 +Dissection,Black Dragon,41.0,0.481,0.909,5.0,-4.124,0,0.038,1.56e-05,0.12,0.385,0.576,102.878,288173.0,4,8 +Brad Mehldau Trio,These Foolish Things (Remind Me of You),44.0,0.44,0.128,3.0,-17.651,1,0.0425,0.951,0.933,0.1,0.179,81.028,6.011783333,4,7 +Ill Ni√±o,All or Nothing (feat. Sonny Sandoval of P.O.D.),50.0,0.593,0.949,2.0,-5.459,1,0.066,5.31e-05,1.05e-06,0.0819,0.419,106.008,200661.0,4,8 +Mike Williams,Without You,68.0,0.701,0.866,11.0,-4.589,0,0.0838,0.0243,,0.17,0.327,124.008,151000.0,4,9 +Doble Pletina,Algo de Lo Que Me Pueda Quejar,33.0,0.709,0.727,,-9.014,1,0.0287,0.356,0.00307,0.133,0.936,122.973,257591.0,4,6 +Oasis,Talk Tonight,53.0,0.392,0.428,4.0,-8.405,0,0.0246,0.52,7.8e-06,0.365,0.317,84.505,263747.0,4,10 +Lightning Bug,The Right Thing Is Hard To Do,33.0,0.413,0.44,4.0,-9.951,1,0.0299,0.0663,0.0565,0.126,0.271,140.482,226825.0,4,1 +Friendship Commanders,Stonechild,24.0,0.293,0.667,9.0,-5.707,1,0.0692,1.12e-05,0.0306,0.111,0.306,117.921,249592.0,4,6 +Michael Swissa,◊¢◊ù ◊î◊í◊ê◊†◊í,30.0,0.563,0.663,1.0,-7.266,1,0.292,0.481,0.000237,0.152,0.651,81.014,214321.0,4,5 +Black Thought,"Good Morning (feat. Pusha T, Swizz Beatz & Killer Mike)",49.0,0.427,0.865,1.0,-5.059,1,0.383,0.0985,1.44e-05,0.371,0.839,93.427,200131.0,4,5 +Necrophobic,Devil's Spawn Attack,20.0,0.409,0.975,2.0,-5.04,1,0.109,2.67e-06,0.369,0.343,0.27,134.971,222933.0,4,8 +Mosh Ben Ari,◊ê◊™ ◊©◊ï◊û◊¢◊™,41.0,0.683,0.634,4.0,-5.612,1,0.0312,0.254,,0.14,0.405,104.093,186974.0,4,9 +Avril Lavigne,Tomorrow,55.0,0.632,0.793,6.0,-7.184,0,0.0274,0.00853,0.00089,0.157,0.609,136.012,228840.0,4,10 +Victoria,Perennial,36.0,0.284,0.9,2.0,-5.659,1,0.0551,8.81e-05,0.885,0.0834,0.623,91.062,293027.0,3,8 +"New Person, Old Place",Madi Diaz,48.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,4.103783333,4,0 +Yehudit Ravitz,◊ê◊®◊• ◊ò◊®◊ï◊§◊ô◊™ ◊ô◊§◊î,24.0,0.688,0.753,4.0,-11.391,1,0.051,0.308,0.000144,0.0795,0.871,133.139,293400.0,4,10 +Yvette,Outside,65.0,0.841,0.667,1.0,-5.638,1,0.222,0.044,1.47e-05,0.169,0.256,94.993,122568.0,4,5 +Queensr√øche,Jet City Woman - Remastered 2003,56.0,0.499,0.934,8.0,-3.661,0,0.0966,0.0468,3.13e-06,0.703,0.357,110.044,321573.0,4,8 +Caroline Polachek,Door,59.0,0.684,0.438,3.0,-8.309,1,0.0388,0.222,,0.262,0.253,123.997,322563.0,4,6 +Wildstreet,Set It Off,43.0,0.518,0.94,10.0,-3.199,0,0.0616,0.00881,,0.26,0.514,85.018,202640.0,4,10 +Sonny Rollins,Sonnymoon For Two,34.0,0.61,0.414,7.0,-9.503,0,0.0518,0.674,0.00862,0.141,0.509,121.968,546000.0,4,2 +Conan Gray,Heather,88.0,0.357,0.425,5.0,-7.301,1,0.0333,0.584,,0.322,0.27,102.078,198040.0,3,9 +All Them Witches,Enemy of My Enemy,45.0,0.245,0.97,10.0,-5.319,0,0.0965,0.00121,0.854,0.317,0.311,178.956,209644.0,4,8 +Busty and the Bass,Time Don't Make Me A Stranger - Instrumental,38.0,0.69,0.272,5.0,-10.492,1,0.0255,0.324,0.431,0.658,0.337,62.997,216828.0,3,1 +Motorjesus,Hellbreaker,35.0,0.527,0.944,5.0,-4.763,0,0.0519,0.000105,,0.0915,0.534,125.009,247747.0,4,8 +Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,6 +L.A. Sunday,Pillars,27.0,0.696,0.319,8.0,-16.729,0,0.0624,0.502,0.0237,0.116,0.382,144.024,260000.0,4,6 +The 1975,Girls,61.0,0.657,0.913,11.0,-4.984,1,0.0528,0.00392,0.00149,0.466,0.906,108.036,254620.0,4,10 +Ben Howard,Only Love,10.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,4.15288333,4,0 +Santana,Evil Ways,61.0,0.704,0.528,5.0,-13.382,1,0.0358,0.22,0.35,0.14,0.73,117.472,238267.0,4,10 +ALLBLACK,We Straight (feat. Vince Staples),38.0,0.896,0.709,1.0,-7.315,1,0.289,0.0666,,0.141,0.746,102.031,254000.0,4,5 +Ulver,Russian Doll,40.0,0.569,0.499,9.0,-13.927,0,0.0506,0.166,0.0455,0.0738,0.496,169.963,235000.0,4,8 +Black Stone Cherry,Built For Comfort,43.0,0.333,0.88,,-3.08,1,0.0963,0.000455,0.135,0.33,0.49,162.838,264280.0,4,10 +Clubhouse,Heartbroke,51.0,0.803,0.576,11.0,-7.451,0,0.0518,0.109,1.95e-05,0.122,0.634,99.989,183901.0,4,6 +Dudu Tassa,◊ê◊†◊ô ◊®◊•,39.0,0.736,0.745,8.0,-5.631,0,0.0282,0.358,0.000292,0.0738,0.917,106.029,176240.0,4,10 +Audioslave,I Am the Highway,66.0,0.341,0.662,9.0,-5.023,0,0.0335,0.105,,0.113,0.2,174.875,334907.0,4,10 +Billie Eilish,everything i wanted,85.0,0.704,0.225,6.0,-14.454,0,0.0994,0.902,0.657,0.106,0.243,120.006,245426.0,4,9 +Panic! At The Disco,Say Amen (Saturday Night),67.0,0.491,0.867,6.0,-2.313,0,0.103,0.167,,0.458,0.602,167.965,189187.0,4,10 +Sammi Smith,Help Me Make It Through The Night,51.0,0.559,0.35,8.0,-12.01,1,0.0245,0.605,0.000443,0.102,0.413,78.035,2.592216667,4,4 +Filthy Gears,Ted Bundy,11.0,0.749,0.723,5.0,-4.15,1,0.0612,0.00614,0.0012,0.191,0.416,139.933,193714.0,4,5 +Orions Belte,Dearest,28.0,0.504,0.604,4.0,-9.249,1,0.0479,0.365,0.546,0.112,0.409,81.087,199947.0,4,6 +Dravier,A Glass Steam Bath,16.0,0.326,0.377,1.0,-14.254,1,0.0503,0.961,0.869,0.067,0.645,118.223,353419.0,5,6 +Idan Amedi,◊í◊ù ◊ï◊í◊ù,27.0,0.605,0.662,2.0,-5.216,0,0.0347,0.452,,0.0706,0.742,106.036,183347.0,4,9 +Neta Weiner,Hozer,10.0,0.663,0.81,11.0,-6.778,0,0.347,0.241,,0.0963,0.664,166.067,231867.0,4,5 +Ida Mae,Boom Boom Boom,30.0,0.395,0.787,,-5.433,1,0.157,0.684,0.137,0.175,0.515,174.626,190893.0,4,2 +Kenny Rogers,The Gambler,,0.682,0.532,4.0,-11.61,1,0.0826,0.408,,0.122,0.773,88.286,3.511316667,4,4 +Brain Police,Rooster Booster,34.0,0.31,0.832,7.0,-5.139,1,0.0369,2.9e-05,0.00956,0.411,0.416,153.284,266200.0,4,8 +Tame Impala,Half Full Glass Of Wine,54.0,0.679,0.768,,-7.246,1,0.0787,0.254,0.0401,0.0916,0.685,126.117,266627.0,4,8 +Elai Botner,◊¢◊ï◊ì ◊ê◊ó◊ì ◊©◊©◊® ◊ú◊ö,50.0,0.677,0.71,1.0,-7.914,1,0.0756,0.00978,,0.196,0.864,107.965,226002.0,4,10 +Lonesome Sundown,My Home Is A Prison,16.0,0.245,0.531,9.0,-11.252,1,0.0424,0.394,1.53e-05,0.266,0.503,66.936,191467.0,4,2 +Samael,On Earth,42.0,0.463,0.984,2.0,-4.043,0,0.0802,7.71e-05,0.000474,0.318,0.364,85.87,240400.0,4,8 +Interpol,All The Rage Back Home,51.0,0.287,0.91,7.0,-5.759,1,0.0571,4.12e-05,0.571,0.277,0.367,84.499,262427.0,4,6 +Square One,Caamp,60.0,0.685,0.25,4.0,-15.138,1,0.0416,0.911,0.000306,0.108,0.317,103.387,3.11325,4,0 +Sebastian Mullaert,Undressing the Sky,20.0,0.432,0.446,5.0,-16.373,1,0.091,0.347,0.849,0.115,0.15,127.081,411732.0,4,6 +Itay Levi,◊®◊ß ◊ë◊†◊ï◊™,47.0,0.736,0.703,10.0,-6.09,0,0.0676,0.302,,0.308,0.795,125.941,184967.0,4,9 +Verzache,All I Need,61.0,0.663,0.786,9.0,-5.325,1,0.0353,0.212,1.96e-06,0.0957,0.319,145.977,203751.0,4,6 +The Beatles,Blackbird - Remastered 2009,74.0,0.686,0.127,7.0,-14.361,1,0.0342,0.754,1.41e-05,0.0573,0.372,93.699,138387.0,4,10 +Gorillaz,Stylo (feat. Mos Def and Bobby Womack),64.0,0.686,0.751,10.0,-5.747,0,0.0604,0.00604,0.000849,0.0979,0.851,100.222,270520.0,4,6 +Avelino,Demons,51.0,0.923,0.633,1.0,-7.226,0,0.315,0.0136,,0.861,0.727,136.991,133080.0,4,5 +Yuval Dayan,◊°◊ï◊§◊®◊™ ◊™◊≥◊ì◊ß◊ï◊™,32.0,0.479,0.55,1.0,-7.123,0,0.0288,0.0373,,0.321,0.214,99.698,205427.0,4,9 +A Perfect Circle,Judith,67.0,0.366,0.894,11.0,-4.682,0,0.0568,3.45e-05,0.17,0.267,0.304,82.305,247267.0,3,10 +Queen,I Want To Break Free - Remastered 2011,68.0,0.875,0.407,4.0,-10.505,1,0.0376,0.0769,0.000785,0.116,0.777,109.088,198773.0,4,10 +Electric Enemy,Where Do We Go From Here?,,0.415,0.407,1.0,-5.505,0,0.0379,0.0397,3.02e-05,0.108,0.219,75.525,188550.0,4,10 +Joep Beving,Sirius,35.0,0.156,0.138,,-18.612,0,0.0326,0.965,0.925,0.139,0.0982,59.862,95303.0,4,1 +Lady Gaga,Rain On Me (with Ariana Grande),82.0,0.672,0.855,9.0,-3.764,1,0.0397,0.021,,0.323,0.646,123.056,182200.0,4,9 +James Bay,Move Together,50.0,0.556,0.297,10.0,-10.841,1,0.0344,0.717,1.64e-05,0.141,0.282,130.617,275493.0,3,10 +Modest Mouse,"The Ground Walks, with Time in a Box",50.0,0.65,0.957,9.0,-3.4,0,0.0439,0.0102,0.0125,0.193,0.877,128.009,370387.0,4,10 +The Steel Woods,Let the Rain Come Down,54.0,0.644,0.616,2.0,-5.755,0,0.0325,0.14,0.00178,0.0745,0.345,147.083,199773.0,4,10 +Rad Horror,Narration of a Lost Millennial,27.0,0.584,0.754,11.0,-8.482,0,0.0404,0.0315,0.856,0.127,0.398,139.964,185143.0,4,1 +Daze of June,Hiroshima (feat. Keisuke Numata),39.0,0.473,0.985,2.0,-3.312,1,0.132,8.91e-05,6.48e-05,0.13,0.082,125.003,264940.0,4,8 +Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,1 +–ò–º–ø—É–ª—å—Å-80,–í–µ–ª–æ—Å–∏–ø–µ–¥–Ω–∞—è —Ä–æ–º–∞–Ω—Ç–∏–∫–∞,20.0,0.589,0.691,10.0,-9.078,1,0.0717,0.318,0.881,0.0875,0.966,179.908,233340.0,4,6 +Lukas Nelson and Promise of the Real,Turn Off The News (Build A Garden) - Acoustic,40.0,0.384,0.292,1.0,-6.762,1,0.0311,0.623,,0.0998,0.433,166.626,181350.0,4,1 +The Offspring,Pretty Fly (For A White Guy),73.0,0.723,0.895,11.0,-3.707,0,0.102,0.088,,0.0717,0.963,143.373,188667.0,4,10 +In Flames,Only for the Weak,63.0,0.418,0.835,,-4.824,0,0.0449,2.33e-06,0.766,0.289,0.549,104.986,294867.0,4,8 +Red Lorry Yellow Lorry,Talk About The Weather,41.0,0.524,0.935,2.0,-12.208,1,0.0649,0.00471,0.9,0.0955,0.467,96.026,246453.0,4,10 +Eden Meiri,◊ñ◊ï◊õ◊®◊™,49.0,0.714,0.392,5.0,-10.873,1,0.0842,0.849,,0.0779,0.656,145.001,192008.0,4,9 +The Pretty Reckless,Prisoner,45.0,0.654,0.801,7.0,-7.529,1,0.085,0.0338,0.000108,0.348,0.458,81.095,180227.0,4,10 +The Doors,The Changeling,53.0,0.751,0.709,8.0,-7.291,0,0.037,0.0149,0.113,0.176,0.795,118.249,259267.0,4,10 +August Burns Red,Westworld,43.0,0.302,0.907,9.0,-4.644,0,0.0708,0.000784,0.828,0.148,0.0624,111.539,328094.0,1,8 +Written by Wolves,Let It Burn,48.0,0.467,0.851,4.0,-7.116,0,0.0401,0.00364,0.00161,0.136,0.211,160.031,235680.0,4,8 +Huron John,Garbage,39.0,0.795,0.644,11.0,-7.521,0,0.0319,0.28,0.735,0.201,0.804,119.01,197145.0,4,9 +L√âON,Falling Apart,56.0,0.389,0.256,10.0,-9.01,1,0.0508,0.822,,0.114,0.382,74.517,195038.0,3,9 +For Giants,What Happened To You,26.0,0.463,0.939,1.0,-6.56,1,0.041,3.57e-06,0.851,0.331,0.494,101.989,267794.0,3,8 +B.B. King,Playin' With My Friends,44.0,0.689,0.74,5.0,-9.161,0,0.0393,0.0666,0.000184,0.187,0.788,121.212,318040.0,4,2 +Kaan Bo≈ünak,≈ûeyhim Beni I≈üƒ±nla,51.0,0.465,0.658,4.0,-9.507,0,0.0383,0.000788,0.586,0.0842,0.464,79.012,151490.0,4,10 +Ben Woodward,Before You Go (Acoustic),49.0,0.42,0.243,11.0,-12.448,1,0.045,0.891,,0.0981,0.268,167.278,213281.0,3,9 +Kasabian,Wasted,53.0,0.577,0.896,1.0,-6.662,0,0.0392,0.0108,7.42e-05,0.206,0.591,127.967,247307.0,4,10 +Eric Gales,Change In Me (The Rebirth),28.0,0.615,0.74,1.0,-4.225,0,0.0469,0.201,0.000118,0.351,0.771,148.049,277160.0,4,2 +Wye Oak,Evergreen,28.0,0.34,0.579,7.0,-7.656,1,0.0296,0.0414,8.19e-05,0.201,0.631,168.21,227173.0,4,1 +"Kishore Kumar, R. D. Burman, Sapan Chakraborty, Bhupinder Singh",Zindagi Milke Bitayenge - Happy Version / Satte Pe Satta / Soundtrack Version,32.0,0.53,0.699,1.0,-7.282,1,0.0639,0.393,,0.0636,0.711,118.362,4.505783333,4,3 +Dr. Dre,"Nuthin' But A ""G"" Thang",76.0,0.801,0.699,11.0,-8.18,0,0.279,0.00575,,0.146,0.655,94.605,238467.0,4,5 +Stepson,Come with Me,42.0,0.468,0.998,11.0,-2.158,1,0.235,0.000405,7.13e-06,0.39,0.0705,99.928,171880.0,4,8 +Reyanna Maria,So Pretty,71.0,0.799,0.543,10.0,-6.094,0,0.24,0.0512,0.0425,0.134,0.25,187.906,85742.0,4,5 +Fuel,Bittersweet,39.0,0.514,0.917,4.0,-5.706,0,0.0344,0.000168,1.26e-06,0.0951,0.374,97.606,232067.0,4,10 +Hanan Ben Ari,◊û◊î ◊ê◊™◊î ◊®◊ï◊¶◊î ◊û◊û◊†◊ô,43.0,0.471,0.478,,-6.388,1,0.0311,0.126,,0.0981,0.277,127.971,237213.0,4,9 +NF,JUST LIKE YOU,77.0,0.775,0.757,9.0,-4.607,0,0.228,0.489,,0.28,0.541,140.044,251237.0,4,9 +Moneybagg Yo,Time Today,77.0,0.912,0.608,1.0,-7.686,1,0.397,0.0458,,0.248,0.327,136.994,136900.0,4,5 +Lovegod,JUMP!,33.0,0.58,0.888,4.0,-5.424,0,0.0305,0.00143,,0.367,0.678,125.982,163610.0,4,8 +Escape the Fate,Unbreakable,47.0,0.563,0.82,1.0,-6.74,0,0.0489,0.00546,0.000579,0.191,0.558,123.035,182470.0,4,10 +Sfven,Changing,31.0,0.574,0.66,9.0,-6.804,1,0.103,0.0283,0.000301,0.0451,0.579,88.541,227185.0,4,6 +Jolly Jumpers,Palomino,39.0,0.54,0.711,2.0,-5.797,1,0.0265,0.0111,0.000331,0.166,0.25,90.607,225787.0,4,10 +Just Geo,Riot (See No Evil Dub),10.0,0.721,0.97,6.0,-7.283,0,0.056,0.000263,0.688,0.0669,0.898,140.044,227079.0,4,5 +Ard Adz,Full Throttle,57.0,0.82,0.543,7.0,-9.568,0,0.334,0.193,,0.163,0.824,139.992,181786.0,4,5 +The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,6 +Larkin Poe,Back Down South,33.0,0.558,0.563,,-6.01,0,0.0277,0.0331,5.72e-06,0.107,0.349,105.037,234866.0,4,2 +Nirvana,Smells Like Teen Spirit,82.0,0.502,0.912,1.0,-4.556,1,0.0564,2.55e-05,0.000173,0.106,0.72,116.761,301920.0,4,10 +Termina,Desolate Specter,38.0,0.464,0.957,6.0,-6.629,0,0.116,0.000982,0.00207,0.31,0.251,154.953,192772.0,4,8 +James Bay,Let It Go - James Bay Spotify Session 2015,63.0,0.499,0.21,1.0,-9.122,1,0.042,0.891,1.17e-05,0.726,0.39,140.23,4.76445,3,0 +Spirea X,Chlorine Dream,24.0,0.441,0.532,9.0,-13.569,1,0.0333,3.4e-05,0.603,0.252,0.408,103.67,264533.0,4,10 +Rostam,Unfold You,53.0,0.563,0.417,9.0,-7.983,1,0.0384,0.598,0.00427,0.303,0.395,75.401,234973.0,4,6 +Vernon Sanders,Cherie,50.0,0.378,0.0761,5.0,-23.045,1,0.0351,0.979,0.61,0.185,0.0698,111.29,4.145833333,4,7 +The Veer Union,Numb (Acoustic),53.0,0.446,0.64,5.0,-4.191,0,0.032,0.128,,0.0758,0.182,110.076,198545.0,4,10 +IRONTOM,Call Me the West (with The Dead Deads),38.0,0.575,0.904,1.0,-3.501,0,0.0384,0.00141,0.000209,0.149,0.769,105.071,214330.0,4,1 +Skin Yard,Burn a Hole,44.0,0.232,0.876,2.0,-8.287,1,0.0415,1.38e-05,0.258,0.255,0.133,103.556,294760.0,4,10 +Jared Leto,City of Angels (Acoustic),40.0,0.467,0.332,2.0,-10.83,1,0.0278,0.595,,0.145,0.161,105.056,266840.0,4,10 +Better Days,Birdtalker,52.0,0.536,0.286,2.0,-12.444,1,0.0287,0.41,0.00671,0.136,0.242,89.74,3.36045,4,0 +Kali Uchis,telepat√≠a,94.0,0.653,0.524,11.0,-9.016,0,0.0502,0.112,,0.203,0.553,83.97,160191.0,4,9 +Noctule,Evenaar,21.0,0.355,0.928,5.0,-5.97,0,0.0946,0.000219,0.888,0.0593,0.0401,92.0,350501.0,4,8 +KID BRUNSWICK,Bipolar Rhapsody,53.0,0.416,0.681,11.0,-7.122,0,0.0384,0.00971,0.000578,0.105,0.266,149.892,288147.0,4,10 +Body Count,Hey Joe,43.0,0.521,0.76,3.0,-6.726,0,0.036,0.00165,0.0457,0.172,0.501,78.954,268240.0,4,8 +Skywalker,Late Eternity,42.0,0.463,0.97,7.0,-4.369,1,0.17,8.56e-05,,0.0983,0.112,114.927,152089.0,4,8 +Hiss Golden Messenger,Everybody Needs Somebody,39.0,0.619,0.504,11.0,-6.838,1,0.0436,0.643,0.000145,0.114,0.392,129.434,210704.0,4,1 +Himalayas,Thank God I'm Not You,55.0,0.542,0.828,11.0,-3.91,0,0.0536,0.00175,0.0136,0.06,0.785,126.037,194626.0,4,1 +Haiva Ru,"Oh, But Lover",50.0,0.628,0.504,11.0,-10.092,1,0.0482,0.345,1.71e-05,0.334,0.375,126.083,244369.0,4,6 +Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,10 +Lomelda,Hannah Sun,51.0,0.67,0.266,8.0,-17.091,1,0.0423,0.898,0.119,0.223,0.314,144.458,208383.0,4,6 +Sex Pistols,Anarchy In The UK,61.0,0.359,0.949,,-7.649,1,0.101,0.0556,0.000396,0.236,0.212,134.118,212480.0,4,1 +Sammy Hagar,Heavy Metal,61.0,0.276,0.639,2.0,-11.674,1,0.0471,0.0178,,0.292,0.643,186.502,230507.0,4,8 +Softcult,Take It Off,47.0,0.646,0.669,6.0,-7.31,0,0.0275,0.0148,0.000115,0.373,0.484,114.999,191685.0,4,1 +WagakkiBand,Starlight,47.0,0.646,0.913,10.0,-2.811,1,0.0376,0.0206,1.15e-06,0.14,0.662,119.996,272467.0,4,10 +Tommy B,All That,28.0,0.801,0.724,6.0,-5.061,1,0.362,0.411,,0.0901,0.7,141.088,207660.0,4,5 +Sonny Clark Trio,Softly As In A Morning Sunrise - Remastered,42.0,0.581,0.201,,-15.421,0,0.0509,0.937,0.0946,0.137,0.448,126.745,6.558883333,4,7 +Anderson East,This Too Shall Last,60.0,0.503,0.49,4.0,-8.553,1,0.0279,0.323,0.799,0.0873,0.68,148.884,222400.0,4,2 +Bizzy Banks,City Hot,50.0,0.779,0.755,11.0,-4.132,1,0.298,0.143,,0.485,0.414,139.933,141912.0,4,5 +Norma Jean,/with_errors,43.0,0.197,0.855,6.0,-5.469,0,0.0637,0.000516,0.000274,0.0979,0.0875,175.415,239992.0,4,8 +Alan Broadbent Trio,Late Lament,44.0,0.396,0.201,10.0,-15.007,0,0.0343,0.98,0.833,0.156,0.122,91.439,5.973416667,4,7 +Missy Elliott,Work It,71.0,0.884,0.677,1.0,-5.603,1,0.283,0.0778,,0.0732,0.584,101.868,263227.0,4,5 +Mindy,Normal,34.0,0.623,0.519,2.0,-7.23,1,0.11,0.0571,6.27e-05,0.103,0.495,167.951,180000.0,4,9 +boy pablo,wachito rico,59.0,0.702,0.748,9.0,-9.304,1,0.0463,0.0334,0.00296,0.104,0.967,123.02,214146.0,4,6 +Angela Mu√±oz,Can I Get Your Name,45.0,0.569,0.465,,-7.294,1,0.0317,0.632,0.00988,0.113,0.321,74.955,237827.0,4,1 +Blended Colours,Dancing with Tears in My Eyes - Acoustic Version,49.0,0.676,0.0791,9.0,-12.692,1,0.033,0.876,,0.0972,0.18,95.833,210716.0,4,9 +Royal Blood,Boilermaker,66.0,0.446,0.778,7.0,-4.774,1,0.173,0.000201,0.662,0.0492,0.683,94.508,209480.0,4,1 +Mother Mother,Forgotten Souls,61.0,0.528,0.621,,-8.559,1,0.0455,0.346,1.47e-06,0.11,0.46,98.419,175737.0,4,6 +Margalit Tzan'ani,◊¢◊ï◊ì ◊ô◊ï◊ù,22.0,0.421,0.451,8.0,-6.684,0,0.032,0.683,,0.108,0.456,179.938,214518.0,3,9 +◊ê◊®◊ô◊ß ◊ê◊ô◊ô◊†◊©◊ò◊ô◊ô◊ü,◊©◊™◊ô ◊í◊ô◊ò◊®◊ï◊™ ◊ë◊° ◊™◊ï◊§◊ô◊ù,20.0,0.434,0.893,4.0,-3.814,1,0.0471,0.131,0.00028,0.125,0.762,135.502,213200.0,4,10 +Joan Baez,Diamonds And Rust,,0.517,0.347,5.0,-12.153,0,0.0286,0.24,,0.131,0.273,130.188,4.76845,4,0 +mazie,i think i wanna be alone,50.0,0.721,0.322,8.0,-7.243,1,0.0378,0.729,1.55e-06,0.223,0.781,75.968,102954.0,4,6 +Forever The Sickest Kids,Nikki,56.0,0.532,0.929,1.0,-4.847,0,0.0591,0.00139,,0.0884,0.795,141.073,224373.0,4,10 +Qaayel,Hold On !,38.0,0.394,0.674,7.0,-6.608,0,0.0708,0.133,,0.133,0.192,140.022,216342.0,5,9 +Kings of Leon,Sex on Fire,82.0,0.542,0.905,9.0,-5.653,1,0.054,0.00172,0.0104,0.136,0.374,153.398,203347.0,4,10 +Planes Mistaken For Stars,Copper and Stars,33.0,0.344,0.809,,-8.984,1,0.124,0.000563,0.288,0.0935,0.394,125.281,211653.0,4,10 +Swimm,Man's Man,40.0,0.697,0.667,9.0,-6.354,1,0.0395,0.0038,2.08e-06,0.236,0.698,136.051,187059.0,3,6 +The Lenny Ryan Trio,Con Alba,56.0,0.462,0.0298,,-25.49,1,0.0381,0.974,0.93,0.107,0.0877,90.083,3.2892,4,7 +CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,6 +Gama Bomb,Sheer Khan,20.0,0.337,0.984,9.0,-4.136,1,0.234,0.000694,0.0034,0.366,0.0884,104.977,278287.0,4,8 +Incubus,I Miss You,55.0,0.666,0.603,2.0,-7.314,1,0.0258,0.00031,0.00131,0.0993,0.195,116.84,168667.0,3,10 +Corrosion Of Conformity,Stare Too Long,45.0,0.529,0.827,5.0,-7.619,1,0.0369,0.00434,0.000227,0.134,0.678,79.033,296813.0,4,8 +Slaughter to Prevail,Baba Yaga,,0.303,0.975,10.0,-1.952,0,0.199,0.000396,0.00485,0.791,0.198,97.504,255000.0,4,8 +Bankroll Freddie,Pop It (feat. Megan Thee Stallion),64.0,0.933,0.526,8.0,-6.398,1,0.244,0.00879,3.86e-05,0.276,0.833,131.99,148484.0,4,5 +coldrain,MAYDAY (feat. Ryo from Crystal Lake),62.0,0.522,0.97,10.0,-4.576,0,0.209,5.53e-05,,0.246,0.488,121.054,227012.0,4,10 +Circa Waves,T-Shirt Weather,62.0,0.415,0.95,4.0,-4.676,1,0.0621,0.00126,3.86e-05,0.133,0.552,160.017,194288.0,4,6 +Margaret Glaspy,Devotion,29.0,0.476,0.3,,-11.227,1,0.06,0.47,0.00307,0.0951,0.403,76.71,237187.0,4,1 +Phil Collins,Against All Odds (Take a Look at Me Now) - Live from the Serious Tour 1990; 2019 Remaster,44.0,0.322,0.646,11.0,-8.573,1,0.0333,0.52,0.00153,0.972,0.153,113.154,3.495333333,4,9 +Dhaval Kothari,Aaja Re Aa,13.0,0.408,0.716,1.0,-6.049,1,0.0438,0.599,0.000545,0.0764,0.332,113.932,3.916666667,4,0 +Mooski,"Track Star (feat. Chris Brown, A Boogie wit da Hoodie & Yung Bleu)",60.0,0.551,0.438,7.0,-10.297,0,0.187,0.243,,0.0972,0.248,130.814,221054.0,5,5 +Steve Miller Band,Winter Time,25.0,0.314,0.768,9.0,-7.713,0,0.0588,0.464,0.0419,0.979,0.419,94.369,410280.0,4,10 +Naomi Young,Rays of light,43.0,0.212,0.0672,9.0,-23.246,0,0.0505,0.961,0.92,0.0991,0.035,105.887,2.470833333,4,7 +Benedict Cork,Choices,43.0,0.405,0.155,,-12.775,1,0.056,0.921,1.2e-06,0.116,0.152,68.694,188800.0,4,9 +Floral,Climbing a Wall,40.0,0.29,0.751,11.0,-5.853,1,0.0436,0.0177,0.286,0.089,0.678,151.097,219266.0,1,10 +Red Hot Chili Peppers,I Get Around - Live,41.0,0.419,0.967,9.0,-3.349,0,0.087,0.537,4.88e-05,0.186,0.837,147.158,139840.0,4,10 +Two Feet,I Feel Like I'm Drowning,76.0,0.717,0.577,8.0,-5.436,1,0.0491,0.708,0.00428,0.0899,0.235,104.927,185520.0,3,1 +Darude,Sandstorm,69.0,0.528,0.965,11.0,-7.984,0,0.0465,0.141,0.985,0.0797,0.587,136.065,225493.0,4,9 +The Golden Gate Quartet,The Devil With The Devil,29.0,0.419,0.2,4.0,-19.053,0,0.106,0.868,0.827,0.145,0.48,88.73,184189.0,4,2 +"Alka Yagnik, Udit Narayan",Akele Hain To Kya Gam Hai,45.0,0.398,0.355,4.0,-12.434,0,0.0305,0.512,4.09e-05,0.146,0.634,143.147,5.963116667,4,3 +AlienBlaze,Hate Me,34.0,0.708,0.307,1.0,-15.327,1,0.0669,0.783,0.000321,0.0894,0.192,107.953,166139.0,4,6 +Elvin Bishop & Charlie Musselwhite,What The Hell?,32.0,0.574,0.599,,-2.6,1,0.0273,0.529,0.000315,0.369,0.716,94.941,186387.0,4,2 +The Neighbourhood,Sweater Weather,87.0,0.612,0.807,10.0,-2.81,1,0.0336,0.0495,0.0177,0.101,0.398,124.053,4.006666667,4,9 +James Bay,Craving - Acoustic Version,46.0,0.629,0.112,5.0,-10.288,1,0.0405,0.611,,0.107,0.227,126.379,226240.0,4,9 +Shalom Hanoch,◊ê◊ï◊û◊®◊™ ◊ú◊ô ◊ú◊¢◊ì,15.0,0.423,0.497,7.0,-6.025,1,0.0296,0.108,0.00722,0.118,0.0756,114.629,273360.0,4,10 +Lil Duece,Outside (Tiny Yung Freestyle),46.0,0.646,0.508,1.0,-5.924,0,0.279,0.476,,0.108,0.194,92.102,146087.0,4,5 +May Flowers,Charlie Brennan,34.0,0.674,0.231,3.0,-14.035,1,0.0308,0.924,2.57e-05,0.119,0.26,130.029,3.50365,4,0 +Normandie,White Flag,54.0,0.343,0.91,8.0,-5.734,1,0.0648,0.00136,5.67e-05,0.0717,0.15,163.975,225732.0,4,10 +Young Rising Sons,Last Week On A Friday,43.0,0.553,0.905,10.0,-3.912,1,0.0577,0.000852,0.183,0.299,0.689,144.993,200887.0,4,6 +Bill Haley & His Comets,(We're Gonna) Rock Around The Clock,63.0,0.811,0.859,9.0,-6.317,1,0.168,0.205,3.73e-06,0.0761,0.784,90.686,2.16488333,4,10 +Michigander,Misery,49.0,0.343,0.732,,-5.189,1,0.044,0.00533,0.00302,0.0685,0.392,180.162,180772.0,4,1 +Old Gods,Emily Scott Robinson,36.0,0.452,0.205,1.0,-10.901,1,0.0524,0.899,0.000143,0.108,0.548,179.224,3.77445,3,0 +Richie Kotzen,Riot,41.0,0.599,0.906,11.0,-5.133,0,0.0641,0.0158,2.47e-05,0.108,0.712,120.024,302423.0,4,10 +Magic Island,Closer,35.0,0.585,0.397,8.0,-11.083,1,0.0275,0.225,0.0757,0.0782,0.153,96.02,218413.0,4,6 +Westlife,The Easy Way,,0.683,0.964,1.0,-2.607,1,0.0683,0.0293,5.77e-06,0.0644,0.61,100.264,3.527116667,4,9 +Avner Gadasi,◊î◊í◊ë◊®◊ô◊ù ◊ë◊ï◊õ◊ô◊ù ◊ë◊ú◊ô◊ú◊î,23.0,0.529,0.472,11.0,-12.475,0,0.0303,0.176,,0.0831,0.362,136.074,332333.0,4,9 +Dead Poet Society,I Never Loved Myself Like I Loved You,48.0,0.53,0.97,9.0,-6.248,0,0.0675,0.00354,0.0875,0.356,0.158,111.881,261680.0,4,1 +Márcia Sanz,Bilbao,49.0,0.553,0.0793,10.0,-19.394,1,0.0592,0.994,0.944,0.119,0.349,102.19,2.861766667,4,7 +Artek Electronica,–ù–µ —Å–º–æ—Ç—Ä–∏ –Ω–∞–∑–∞–¥,25.0,0.615,0.515,4.0,-9.216,1,0.0241,0.216,0.935,0.0951,0.278,102.014,270588.0,4,6 +"Salim–Sulaiman, Sukhwinder Singh, Nikhita Gandhi",Saanwal,27.0,0.392,0.588,7.0,-5.218,0,0.0406,0.46,,0.0842,0.246,133.117,3.638816667,4,0 +My Dying Bride,Macabre Cabaret,31.0,0.299,0.545,6.0,-8.326,1,0.0339,0.000143,0.498,0.101,0.0387,144.017,600283.0,4,8 +The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,6 +Baltra,Baby,31.0,0.71,0.875,6.0,-6.983,1,0.0426,0.366,0.421,0.164,0.582,123.01,318680.0,4,1 +KALI,Lucy,50.0,0.687,0.782,5.0,-4.196,1,0.0334,0.356,0.00105,0.254,0.734,115.168,229910.0,4,6 +Stepson,Deeper Sleep,43.0,0.532,0.992,10.0,-2.68,0,0.135,0.000794,,0.1,0.5,90.019,203244.0,4,10 +Franz Ferdinand,Walk Away,56.0,0.584,0.836,2.0,-4.487,1,0.0348,0.132,1.1e-06,0.144,0.495,124.131,220347.0,4,1 +3 Doors Down,Kryptonite,79.0,0.545,0.865,11.0,-5.708,0,0.0286,0.00664,1.1e-05,0.168,0.543,99.009,233933.0,4,9 +Tohar,◊ú◊ê ◊ß◊ú,20.0,0.635,0.492,6.0,-8.68,0,0.0523,0.763,,0.121,0.234,128.119,175956.0,4,5 +Arik Einstein,◊í◊ë◊®◊™ ◊¢◊ù ◊°◊ú◊ô◊ù,34.0,0.549,0.601,,-13.54,1,0.346,0.747,3.58e-05,0.288,0.963,161.966,148000.0,4,10 +Lukas Graham,7 Years,80.0,0.765,0.473,10.0,-5.829,1,0.0514,0.287,,0.391,0.34,119.992,237300.0,4,9 +Slum Village,Selfish,60.0,0.71,0.597,7.0,-6.468,1,0.239,0.221,,0.432,0.49,95.769,225400.0,4,5 +INXS,Need You Tonight,69.0,0.795,0.63,10.0,-7.217,0,0.0841,0.0419,0.575,0.0894,0.785,108.701,181107.0,4,10 +Led Zeppelin,Kashmir - Remaster,71.0,0.483,0.615,2.0,-8.538,1,0.0497,0.452,0.000414,0.0512,0.594,80.576,8.61875,3,10 +Lower Than Atlantis,Had Enough,45.0,0.561,0.823,2.0,-4.851,1,0.097,0.0029,0.00017,0.492,0.525,93.504,200760.0,4,10 +Don Bryant,99 Pounds,28.0,0.694,0.841,7.0,-6.499,0,0.0393,0.229,0.035,0.369,0.813,109.073,175143.0,4,2 +Calvin Harris,Bounce (feat. Kelis) - Radio Edit,63.0,0.779,0.963,2.0,-2.125,0,0.0399,0.0334,0.493,0.664,0.759,127.941,222187.0,4,9 +Switch,A Bit Patchy,41.0,0.745,0.572,11.0,-7.57,0,0.0657,0.00578,0.857,0.667,0.58,126.04,460000.0,4,6 +Gary Clark Jr.,Got to Get Up,33.0,0.378,0.799,5.0,-6.355,0,0.109,0.0408,0.148,0.149,0.521,174.027,157413.0,4,2 +FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,1 +Banshee,FUCK WITH A WITCH 2,39.0,0.269,0.948,9.0,-2.409,1,0.147,0.000157,0.000189,0.33,0.104,119.947,90492.0,4,8 +Purity Ring,Obedear,50.0,0.603,0.732,6.0,-5.643,0,0.15,0.195,0.0135,0.246,0.134,195.976,209573.0,4,6 +Las Perlas Negras,La Despedida,39.0,0.806,0.304,9.0,-9.588,1,0.0438,0.954,0.906,0.104,0.635,120.042,2.738366667,3,7 +Simon Min√≥,Diana,24.0,0.429,0.571,5.0,-10.989,1,0.0419,0.2,0.601,0.113,0.318,168.008,246526.0,4,6 +Rooftops,Raft Easily,30.0,0.291,0.846,4.0,-8.196,1,0.0485,0.0531,0.792,0.239,0.593,77.952,217360.0,4,10 +The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,10 +Feed Me,Till the Wheels Come Off,35.0,0.539,0.849,,-3.878,1,0.121,0.0323,,0.3,0.148,126.024,246291.0,4,10 +"Kishore Kumar, Kalyanji-Anandji",Apni To Jaise Taise,32.0,0.64,0.753,8.0,-8.025,0,0.0462,0.0451,,0.0356,0.807,108.511,5.15355,4,3 +Jorn,Lonely Nights,36.0,0.503,0.881,4.0,-7.909,1,0.0448,2.45e-05,0.00902,0.324,0.408,132.302,228850.0,4,8 +Daniel Avery,Illusion Of Time - Teodor Wolgers Rework,35.0,0.293,0.229,8.0,-17.521,1,0.0333,0.994,0.956,0.0758,0.0952,111.949,215947.0,4,1 +LO,◊û◊î ◊ê◊ô◊™◊ô,16.0,0.455,0.229,8.0,-13.057,1,0.0318,0.531,3.36e-06,0.111,0.229,79.059,229280.0,4,6 +"Johnny Cash, Tennessee Three",One Piece at a Time,57.0,0.721,0.539,10.0,-14.064,1,0.351,0.685,,0.282,0.963,102.648,4.030216667,4,4 +Carmody,More Than I Miss You,37.0,0.506,0.322,9.0,-9.157,0,0.0269,0.574,,0.0893,0.219,73.836,253413.0,4,9 +Radiohead,High And Dry,73.0,0.419,0.383,4.0,-11.782,1,0.0256,0.0724,0.0176,0.0896,0.35,87.568,257480.0,4,10 +Asking Alexandria,The Black,59.0,0.417,0.954,11.0,-4.152,0,0.0627,0.00151,,0.407,0.146,96.993,281333.0,4,8 +Vorsa,the outside,49.0,0.745,0.549,9.0,-5.956,1,0.0608,0.386,0.000462,0.138,0.328,75.011,143104.0,4,5 +Void Of Vision,Decay,40.0,0.529,0.992,8.0,0.101,1,0.131,0.00101,0.00471,0.341,0.392,110.05,192273.0,4,8 +Black Honey,All My Pride,44.0,0.487,0.914,2.0,-4.866,1,0.0461,0.000873,1.37e-06,0.28,0.704,157.919,161733.0,4,6 +Le Shiv,When The Kids Grow Up,31.0,0.404,0.514,,-6.849,1,0.031,0.00137,0.00177,0.252,0.163,120.2,219998.0,4,1 +James Blunt,Goodbye My Lover - Live in Ireland,39.0,0.422,0.33,4.0,-14.202,1,0.133,0.942,0.00259,0.964,0.475,80.024,4.80245,4,9 +Bullet,Bite The Bullet,34.0,0.462,0.884,2.0,-6.231,1,0.0469,1.89e-05,0.411,0.107,0.334,152.055,163800.0,4,8 +The Dust Coda,Breakdown,40.0,0.252,0.884,5.0,-4.197,0,0.087,0.00019,0.000101,0.307,0.75,89.975,232618.0,4,10 +Teia Elaine,Letter,26.0,0.586,0.636,4.0,-4.195,0,0.125,0.512,3.24e-06,0.145,0.151,149.636,203200.0,4,1 +Holy Wars,LITTLE GODZ,42.0,0.503,0.906,11.0,-3.611,0,0.13,0.0079,0.00158,0.417,0.346,84.033,188670.0,4,10 +Youngbloodz,85/Billy Dee Interlude,51.0,0.793,0.596,7.0,-7.426,1,0.392,0.0303,1.17e-05,0.623,0.708,82.113,269693.0,4,5 +Michelangelo,Cassandra Jenkins,38.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,3.497283333,4,0 +Blake Shelton,Austin,62.0,0.605,0.609,7.0,-7.063,1,0.0278,0.188,,0.0982,0.275,119.914,3.838883333,4,4 +Japandroids,Near To The Wild Heart Of Life,41.0,0.232,0.946,7.0,-4.395,1,0.0661,0.0122,3.34e-06,0.088,0.262,181.958,297120.0,4,10 +The Twilite Tone,I Still Need Love,32.0,0.831,0.815,,-6.181,1,0.0854,0.0273,0.8,0.376,0.59,100.981,148005.0,4,1 +Bebe Rexha,That's It (feat. Gucci Mane & 2 Chainz),43.0,0.783,0.361,,-7.949,0,0.1,0.0474,0.00762,0.0861,0.413,75.0,207090.0,4,5 +Gabriela Bee,New Love,46.0,0.756,0.781,9.0,-6.025,1,0.0668,0.136,,0.329,0.887,146.908,144487.0,4,6 +The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,6 +Andre Williams,The Monkey Speaks His Mind,19.0,0.818,0.341,11.0,-13.407,1,0.0976,0.558,0.000106,0.0799,0.928,126.741,172000.0,4,2 +The Replacements,Androgynous,54.0,0.476,0.361,11.0,-9.312,1,0.0287,0.518,,0.0817,0.389,106.484,190853.0,4,6 +The White Stripes,Seven Nation Army,83.0,0.726,0.463,,-7.828,1,0.0799,0.00817,0.447,0.255,0.321,123.881,231733.0,4,6 +Huey Lewis & The News,Back In Time,60.0,0.758,0.835,7.0,-5.454,1,0.04,0.0311,0.0103,0.0712,0.836,120.045,258867.0,4,10 +Saint Sister,Causing Trouble,50.0,0.306,0.54,5.0,-7.196,1,0.0414,0.625,0.00454,0.152,0.147,75.382,227707.0,4,1 +Stonebwoy,Activate,55.0,0.787,0.699,4.0,-3.405,0,0.0384,0.69,3.56e-06,0.152,0.611,108.022,217778.0,4,9 +JAY-Z,Can I Get A...,60.0,0.792,0.694,8.0,-8.496,0,0.33,0.0619,2.32e-05,0.25,0.804,177.094,309773.0,4,5 +Arlo Parks,Caroline,60.0,0.596,0.576,10.0,-7.955,1,0.0388,0.376,0.0904,0.107,0.485,160.176,216933.0,4,9 +DJ Mehdi,Signatune - Thomas Bangalter Edit,44.0,0.482,0.733,4.0,-9.978,0,0.0771,5.69e-05,0.958,0.605,0.187,122.972,218627.0,4,1 +Robert Plant,Big Log - 2006 Remaster,60.0,0.554,0.639,9.0,-7.163,0,0.0278,0.359,0.00274,0.205,0.644,180.638,304800.0,4,10 +Skule Toyama,My Eyes on You,28.0,0.698,0.886,3.0,-8.049,0,0.425,0.248,1.11e-05,0.751,0.698,125.109,261135.0,4,6 +FRDZ,Habanero,27.0,0.391,0.536,,-8.8,1,0.0376,0.0369,0.906,0.129,0.589,96.044,245290.0,4,10 +grandson,Stigmata,55.0,0.469,0.862,4.0,-6.48,0,0.109,0.000248,0.000322,0.0661,0.322,87.048,217459.0,4,10 +The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,6 +SWARM,Make It Out Alive,36.0,0.378,0.988,6.0,-2.863,1,0.31,0.0167,1.57e-05,0.103,0.227,95.206,202105.0,4,8 +Toadies,Possum Kingdom,64.0,0.643,0.726,9.0,-9.314,1,0.0255,0.000772,0.00969,0.07,0.925,100.687,308333.0,4,10 +Dragony,Gods Of War,40.0,0.444,0.982,7.0,-3.269,1,0.0945,0.000114,,0.35,0.257,139.98,216160.0,4,8 +Beastie Boys,Shake Your Rump,55.0,0.888,0.699,1.0,-10.425,1,0.164,0.0159,0.000306,0.111,0.697,103.066,198253.0,4,5 +Fleetwood Mac,Rhiannon,72.0,0.723,0.49,9.0,-14.745,0,0.0296,0.111,0.0946,0.0923,0.795,129.012,252773.0,4,10 +Soccer Mommy,circle the drain,62.0,0.482,0.79,9.0,-5.221,1,0.038,0.303,0.00028,0.1,0.47,169.064,280213.0,4,6 +Contumacy,Born Again,34.0,0.383,0.909,1.0,-6.623,1,0.0825,2.62e-06,0.849,0.311,0.503,179.985,162000.0,4,8 +The Everly Brothers,Bye Bye Love,61.0,0.547,0.523,9.0,-9.176,1,0.0572,0.724,,0.103,0.89,169.598,142907.0,4,10 +Throwing Muses,Not Too Soon,41.0,0.446,0.906,4.0,-13.128,1,0.0353,0.00231,0.889,0.151,0.899,154.177,190160.0,4,10 +Rise Against,"Broken Dreams, Inc. - HEALTH Remix",45.0,0.247,0.833,1.0,-5.086,1,0.0706,0.0272,0.471,0.215,0.228,165.995,274825.0,4,10 +Lana Del Rey,Young And Beautiful,78.0,0.324,0.416,11.0,-8.92,0,0.0368,0.262,3.69e-05,0.11,0.151,113.986,236053.0,4,10 +Itay Levi,◊®◊¶◊ô◊™◊ô,29.0,0.489,0.59,3.0,-6.892,0,0.03,0.372,,0.129,0.264,139.966,256697.0,4,9 +Miguel Poveda,Embrujao Por Tu Querer,45.0,0.774,0.445,4.0,-8.747,0,0.054,0.579,1.29e-06,0.367,0.545,138.01,256573.0,4,9 +SAULT,Red Lights,41.0,0.797,0.855,1.0,-3.984,1,0.0467,0.515,0.171,0.115,0.884,130.755,183530.0,4,6 +Satish Vyas,Awakening The Soul 2,16.0,0.271,0.48,7.0,-13.697,0,0.0328,0.821,0.925,0.0841,0.57,105.868,1041200.0,3,6 +St. Vincent,Cruel,51.0,0.57,0.704,1.0,-8.32,1,0.0314,0.0104,0.455,0.0905,0.437,115.041,214987.0,4,10 +"Suman Kalyanpur, Mohammed Rafi",Aajkal Tere Mere Pyar Ke Charche,16.0,0.556,0.792,9.0,-10.683,1,0.0715,0.858,0.007,0.596,0.776,98.554,5.158216667,4,3 +Joe Jackson,Is She Really Going Out With Him?,60.0,0.874,0.318,3.0,-6.869,1,0.0454,0.0353,1.69e-05,0.217,0.919,116.117,215067.0,4,6 +Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,10 +Backstreet Boys,Nobody Else,46.0,0.671,0.739,11.0,-5.051,1,0.0545,0.338,,0.0632,0.43,131.973,3.647116667,4,9 +Thrice,Deadbolt,49.0,0.356,0.914,6.0,-5.698,1,0.0689,0.00108,,0.139,0.149,136.104,180027.0,4,10 +Sister Rosetta Tharpe,Rock Daniel (VD129),29.0,0.523,0.462,10.0,-11.471,1,0.073,0.887,0.118,0.68,0.961,173.331,160731.0,4,2 +Zachary Knowles,tendency to be a loner,48.0,0.733,0.427,7.0,-8.855,1,0.0344,0.672,,0.14,0.603,119.996,196647.0,4,9 +Lil Gotit,Wok,51.0,0.799,0.686,11.0,-5.691,0,0.268,0.131,,0.202,0.5,113.989,189474.0,4,5 +As Everything Unfolds,On the Inside,54.0,0.479,0.963,8.0,-4.564,1,0.059,0.000306,3.63e-05,0.111,0.573,131.931,191338.0,4,8 +Unnikrishnan,Marugelara O Raghava,19.0,0.597,0.481,11.0,-11.095,0,0.0464,0.651,2.23e-05,0.0764,0.459,100.056,5.636966667,4,0 +Miko Marks,We Are Here,39.0,0.499,0.4,10.0,-10.713,1,0.0602,0.863,0.019,0.0929,0.543,72.799,204524.0,4,2 +Harel Skaat,◊ó◊ñ◊ß ◊¢◊ú ◊î◊®◊¶◊§◊î,44.0,0.598,0.646,,-7.283,0,0.0287,0.452,,0.135,0.372,127.928,181560.0,4,9 +Evile,Hell Unleashed,31.0,0.336,0.987,11.0,-6.044,0,0.128,2.14e-06,0.323,0.0738,0.094,113.549,237627.0,4,8 +LARRY PINK THE HUMAN,WASTED DAYS (INBETWEENS),36.0,0.613,0.654,7.0,-7.683,1,0.032,0.00732,0.0576,0.0679,0.313,112.985,300483.0,4,9 +aboynamedblu,where lucy said,25.0,0.5,0.195,4.0,-15.948,0,0.0283,0.887,0.000357,0.141,0.304,84.996,198754.0,4,10 +Jakob Ahlbom,Fracture,52.0,0.324,0.056,2.0,-20.22,0,0.033,0.965,0.959,0.109,0.122,30.557,3.293316667,4,7 +Machine Gun Kelly,I Think I'm OKAY (with YUNGBLUD & Travis Barker),80.0,0.628,0.744,7.0,-4.718,1,0.0379,0.0257,,0.313,0.277,119.921,169397.0,4,10 +P.O.D.,Boom,67.0,0.559,0.931,9.0,-5.863,1,0.0721,0.00318,1.24e-05,0.0624,0.644,90.911,190760.0,4,8 +Natalie Prass,Sisters,27.0,0.735,0.56,4.0,-7.03,0,0.145,0.0688,6.94e-06,0.0629,0.587,174.97,276427.0,4,6 +Brant Bjork,Automatic Fantastic,46.0,0.625,0.524,1.0,-10.965,1,0.046,0.0405,0.927,0.122,0.516,125.348,415467.0,4,10 +"Lafayette Harris, Jr.",Wonder Why,42.0,0.484,0.278,8.0,-17.089,1,0.037,0.672,0.362,0.0923,0.362,145.351,5.259783333,4,7 +YSB Tril,Touchdown (with Bankrol Hayden),64.0,0.915,0.514,10.0,-5.636,0,0.188,0.0142,,0.106,0.834,94.984,141581.0,4,5 +Britney Spears,Passenger,37.0,0.478,0.856,11.0,-4.274,1,0.101,0.127,,0.158,0.339,89.863,3.668666667,4,9 +Bruce Springsteen,Human Touch,61.0,0.651,0.516,,-13.628,1,0.0277,0.00244,5.93e-05,0.0973,0.453,115.154,388800.0,4,10 +"Sadhana Sargam, Harshdeep Kaur, Ricky Mishra",Kaun Karat Tori,8.0,0.382,0.798,9.0,-7.308,1,0.0661,0.0927,3.82e-05,0.143,0.521,135.009,4.963916667,4,0 +Jealous of the Birds,Young Neanderthal,34.0,0.549,0.867,2.0,-4.666,1,0.0371,0.0108,4.46e-06,0.171,0.486,110.032,186760.0,4,1 +American Aquarium,"Heads Carolina, Tails California",48.0,0.612,0.789,7.0,-8.142,1,0.0339,0.0687,1.56e-05,0.135,0.657,135.952,212627.0,4,1 +PJ Harding,You Belong To Somebody Else,63.0,0.701,0.39,5.0,-8.235,1,0.032,0.732,,0.107,0.457,119.956,199145.0,4,9 +Pretenders,Brass in Pocket - 2006 Remaster,65.0,0.751,0.703,9.0,-5.687,1,0.0287,0.368,0.00123,0.196,0.907,97.931,185960.0,4,1 +Manga Saint Hilare,Mirrorman (Face Myself),33.0,0.803,0.497,4.0,-14.659,0,0.403,0.792,2.52e-05,0.15,0.594,139.912,192857.0,4,5 +LP,The One That You Love,30.0,0.357,0.623,5.0,-7.166,0,0.0423,0.0103,0.00762,0.24,0.544,183.926,223427.0,3,10 +Maor Cohen,◊û◊î ◊ô◊ì◊ï◊¢ ◊¢◊ú ◊î◊ô◊ï◊ù ◊î◊ñ◊î,28.0,0.394,0.576,4.0,-7.489,1,0.029,0.289,0.00738,0.177,0.684,121.008,235067.0,4,10 +Michael Bublé,Everything - Live from Madison Square Garden,37.0,0.628,0.722,9.0,-7.702,1,0.0482,0.453,,0.962,0.446,123.999,3.61955,4,9 +Backstreet Boys,Not for Me,39.0,0.655,0.934,11.0,-4.771,0,0.0421,0.0934,,0.0896,0.719,94.197,3.256666667,4,9 +Hollywood Undead,Undead,6.0,0.512,0.943,2.0,-5.185,0,0.106,0.0136,,0.261,0.486,163.134,265053.0,4,10 +Gucci Mane,Lemonade,48.0,0.741,0.658,7.0,-7.758,1,0.0853,0.643,3.43e-06,0.307,0.746,142.057,246013.0,4,5 +The Cadillac Three,Slow Rollin',52.0,0.546,0.927,2.0,-4.581,1,0.046,0.0683,2.14e-05,0.322,0.614,140.08,164335.0,4,10 +Apocalyptica,White Room (feat. Jacoby Shaddix),51.0,0.516,0.957,,-4.244,1,0.0953,8.76e-05,0.0064,0.136,0.276,112.991,245757.0,4,10 +Procol Harum,A Whiter Shade Of Pale,69.0,0.249,0.66,,-6.905,1,0.0342,0.504,0.0026,0.0891,0.435,149.813,248947.0,4,1 +Black Honey,I Like The Way You Die,58.0,0.546,0.76,9.0,-6.887,0,0.0399,0.00629,4.66e-05,0.0737,0.41,101.936,188027.0,4,10 +Sofia Kourtesis,Juntos,47.0,0.783,0.706,6.0,-11.098,0,0.0703,0.00214,0.0037,0.109,0.124,121.982,283266.0,4,1 +Blind Guardian,The Bard's Song - In the Forest - Remastered 2007,58.0,0.396,0.415,8.0,-7.56,0,0.0283,0.846,4.38e-05,0.141,0.38,81.778,189893.0,3,8 +Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,6 +Kassa Overall,Who's on the Playlist,43.0,0.667,0.417,5.0,-10.732,1,0.047,0.666,0.00106,0.671,0.329,109.954,230404.0,4,5 +Rush,La Villa Strangiato,50.0,0.366,0.606,,-10.274,1,0.0371,0.000994,0.58,0.0762,0.137,143.183,574733.0,4,10 +bbno$,help herself (with BENEE),50.0,0.592,0.837,4.0,-6.987,0,0.0375,0.45,0.0222,0.145,0.67,167.992,166613.0,4,6 +Napalm Death,A Bellyful of Salt and Spleen,27.0,0.198,0.89,2.0,-5.786,0,0.0864,9.49e-05,0.956,0.099,0.0705,172.014,276485.0,3,8 +Cream,Crossroads - Live,57.0,0.391,0.756,7.0,-11.317,1,0.0648,0.413,0.0418,0.879,0.839,131.648,258467.0,4,2 +Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,1 +O.A.R.,That Was A Crazy Game of Poker,57.0,0.512,0.785,,-4.21,1,0.12,0.0608,,0.0673,0.598,79.183,523203.0,4,10 +Blind Melon,Dear Ol' Dad,38.0,0.485,0.911,7.0,-4.833,1,0.0429,0.0315,0.000158,0.323,0.724,113.075,181787.0,4,10 +Widespread Panic,Use Me,35.0,0.337,0.859,11.0,-6.454,0,0.051,0.339,0.00655,0.78,0.873,171.259,507600.0,4,10 +Phoebe Green,IDK,52.0,0.636,0.774,7.0,-5.219,1,0.0449,0.00335,0.000344,0.076,0.906,109.999,206662.0,4,6 +Dough-Boy,Do Your Thing (feat. Karencici & Masiwei),37.0,0.734,0.707,,-6.255,1,0.15,0.289,,0.0777,0.816,81.988,166000.0,4,5 +Los Tres Mariquitas,Midnight In San Telmo,49.0,0.656,0.194,9.0,-13.487,0,0.0834,0.975,0.922,0.0918,0.0671,119.803,3.233333333,4,7 +Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,9 +Lich King,Combat Mosh,47.0,0.256,0.992,8.0,-4.505,1,0.136,8.41e-06,0.27,0.096,0.144,101.895,279373.0,4,8 +The Beatles,Till There Was You - Remastered,,0.727,0.338,5.0,-13.887,1,0.0454,0.79,,0.105,0.646,122.421,2.22511667,4,0 +Aerosmith,Cryin',72.0,0.445,0.856,9.0,-3.674,1,0.0327,0.000202,0.0101,0.367,0.486,105.872,308333.0,3,10 +Sting,So Lonely - My Songs Version,43.0,0.637,0.87,2.0,-3.796,1,0.13,0.00379,2.73e-05,0.0771,0.735,82.044,248956.0,4,10 +Wiley,Wot Do U Call It?,42.0,0.929,0.836,,-6.833,1,0.277,0.233,,0.111,0.815,137.069,199560.0,4,5 +Deftones,Hearts / Wires,50.0,0.507,0.52,10.0,-8.725,0,0.0355,0.0228,0.325,0.108,0.169,127.03,320547.0,4,10 +Sowmya,Vinayaka Ninnu Vina,12.0,0.427,0.634,2.0,-7.257,1,0.0534,0.508,,0.13,0.38,169.933,6.686216667,4,0 +Tekno,Sudden,,0.833,0.774,10.0,-6.885,0,0.191,0.203,0.0098,0.116,0.793,102.96,198976.0,4,9 +Tom Petty,You Saw Me Comin',43.0,0.59,0.592,7.0,-6.977,1,0.0319,0.0195,0.00158,0.126,0.188,123.501,275480.0,4,10 +Baba Zula,√á√∂l Aslanlari (Desert Lions),24.0,0.465,0.889,9.0,-9.942,1,0.0969,0.111,0.0234,0.104,0.118,97.446,472201.0,4,10 +Son Little,Mad About You,61.0,0.599,0.377,7.0,-9.829,1,0.105,0.441,0.00813,0.105,0.543,74.314,213137.0,4,2 +Marc Copland,I Fall in Love Too Easily,40.0,0.366,0.0642,7.0,-29.454,1,0.0314,0.934,0.483,0.0737,0.115,105.904,7.507866667,4,7 +Mor,◊û◊¶◊ì ◊ê◊ó◊ì,36.0,0.872,0.643,,-6.775,1,0.0503,0.202,,0.0732,0.542,114.963,197543.0,4,9 +k.d. lang,If I Were You - Main Mix,36.0,0.706,0.917,7.0,-4.123,0,0.0355,0.015,0.628,0.0385,0.382,125.407,370983.0,4,9 +Ying Yang Twins,Get Low,71.0,0.521,0.625,1.0,-7.47,1,0.067,0.0301,,0.121,0.136,101.019,334067.0,4,5 +Aerosmith,Janie's Got A Gun,52.0,0.631,0.763,5.0,-6.749,1,0.0269,0.00786,0.0133,0.207,0.387,115.121,329627.0,4,10 +Paulo Mendonca,Mindcontrol,38.0,0.644,0.617,,-7.139,1,0.0287,0.000203,0.000125,0.0902,0.805,99.057,208212.0,4,2 +"John Tavener, Filharmonie Brno, Mikel Toms","Mother Of God, Here I Stand",16.0,0.137,0.122,7.0,-18.731,1,0.0359,0.717,0.903,0.0998,0.0575,77.732,3.501883333,4,7 +Black Rebel Motorcycle Club,Little Thing Gone Wild,38.0,0.546,0.836,1.0,-6.448,1,0.0375,0.000195,0.575,0.331,0.531,120.013,198710.0,4,2 +Zuzu,What You Want,35.0,0.496,0.897,9.0,-3.807,1,0.0408,0.00689,,0.0949,0.749,146.064,202450.0,4,6 +Annie Lennox,Walking on Broken Glass,69.0,0.749,0.562,,-8.45,1,0.0281,0.215,1.1e-06,0.105,0.807,115.008,253296.0,4,9 +The Darkness,I Believe in a Thing Called Love,69.0,0.442,0.846,4.0,-5.214,1,0.0764,0.0538,4.71e-06,0.282,0.622,128.235,217653.0,4,9 +"Rochak Kohli, Atif Aslam",Dekhte Dekhte,57.0,0.799,0.828,9.0,-4.846,0,0.0782,0.424,,0.145,0.627,105.04,4.271183333,4,3 +Fu Manchu,Time Is Going On,37.0,0.426,0.787,7.0,-6.053,1,0.0408,0.000279,0.154,0.0614,0.477,138.19,218720.0,4,8 +"24kGoldn, Justin Bieber, J Balvin, iann dior","Mood (Remix) feat. Justin Bieber, J Balvin & iann dior",77.0,0.721,0.745,7.0,-3.508,0,0.0366,0.151,1.24e-06,0.372,0.699,90.988,3.21241667,4,9 +The Vaccines,Dream Lover,42.0,0.474,0.789,4.0,-1.717,1,0.0357,0.000537,0.00115,0.127,0.58,94.008,225520.0,4,10 +The Rolling Stones,Little By Little - Mono Version,33.0,0.482,0.719,9.0,-8.794,1,0.0558,0.0146,0.13,0.155,0.909,87.743,159707.0,4,2 +Tree Palm,Disco Night,23.0,0.831,0.696,2.0,-5.488,1,0.264,0.000397,0.0252,0.209,0.709,128.117,210479.0,4,6 +Axel Rudi Pell,Gunfire,37.0,0.476,0.929,10.0,-6.576,1,0.0566,2.03e-06,2.69e-05,0.352,0.326,119.951,320787.0,4,8 +Rezz,Someone Else,64.0,0.644,0.349,2.0,-5.315,0,0.0364,0.206,3.36e-05,0.125,0.246,94.971,198947.0,4,1 +Bury Tomorrow,Lionheart,44.0,0.393,0.81,11.0,-5.003,1,0.0509,1.37e-05,4.39e-06,0.263,0.261,144.958,218907.0,4,8 +Rammstein,B√ºck dich,58.0,0.693,0.979,9.0,-5.101,0,0.0913,0.00655,0.291,0.0265,0.653,149.099,201533.0,4,8 +Johnny Winter,Roll With Me - Live,28.0,0.396,0.899,6.0,-13.453,0,0.0516,0.0063,4.24e-05,0.986,0.626,146.407,288973.0,4,2 +Pom Pom Squad,Head Cheerleader,44.0,0.525,0.922,7.0,-6.136,1,0.0735,0.000167,3.5e-06,0.77,0.494,142.971,188243.0,4,6 +Figgy Mold,Skylark,48.0,0.604,0.0631,8.0,-22.73,1,0.0376,0.909,0.878,0.109,0.208,116.404,4.589733333,4,7 +Nickelback,When We Stand Together,67.0,0.446,0.9,10.0,-3.541,0,0.0489,0.000102,1.89e-05,0.0404,0.88,187.961,190787.0,4,10 +Morning,Sarah Jarosz,49.0,0.573,0.341,7.0,-11.324,1,0.0327,0.854,0.0436,0.107,0.334,128.989,3.479116667,4,0 +CXLOE,Cry & Drive,51.0,0.38,0.508,6.0,-10.232,1,0.151,0.732,5.97e-06,0.116,0.341,106.213,208599.0,4,9 +Carl Perkins,Put Your Cat Clothes on,29.0,0.696,0.922,9.0,-5.672,1,0.0474,0.479,3.55e-06,0.267,0.828,106.468,174240.0,4,10 +Danzig,Am I Demon,55.0,0.373,0.924,1.0,-9.1,0,0.0553,0.00011,0.00776,0.0836,0.347,135.02,297293.0,4,8 +Flyte,Everyone's A Winner,51.0,0.588,0.363,9.0,-9.153,1,0.0281,0.185,0.00883,0.149,0.509,142.993,209493.0,4,6 +Redlight,Every,,0.601,0.937,8.0,-4.314,0,0.0495,0.00349,0.908,0.0509,0.755,126.013,217143.0,4,1 +Wheel,Vultures,38.0,0.332,0.841,2.0,-6.888,0,0.043,3.34e-05,0.199,0.806,0.556,132.712,239314.0,4,8 +Sanjoy,Treasure,45.0,0.695,0.687,,-5.385,0,0.19,0.0551,,0.118,0.709,108.037,163013.0,4,9 +Morray,Facade,51.0,0.779,0.633,6.0,-8.317,0,0.214,0.0338,,0.162,0.466,96.047,143107.0,4,5 +Maggie Lindemann,Crash and Burn,64.0,0.463,0.836,7.0,-2.224,1,0.0419,0.00142,,0.342,0.379,169.916,159637.0,4,10 +Ehud Banai,◊§◊ú◊ï◊®◊†◊ò◊ô◊ü,29.0,0.533,0.478,6.0,-16.319,1,0.0324,0.662,0.313,0.0931,0.96,182.921,303933.0,3,10 +IDLES,Never Fight A Man With A Perm,55.0,0.254,0.945,9.0,-4.877,1,0.153,0.000281,0.000581,0.207,0.223,155.979,228832.0,4,6 +Rubi Rose,Whole Lotta Liquor (feat. Future & PARTYNEXTDOOR),57.0,0.82,0.417,5.0,-10.209,0,0.305,0.3,0.000193,0.108,0.502,125.043,177467.0,4,5 +Rand Aldo,Nine Times around the Heart,42.0,0.331,0.076,8.0,-20.659,1,0.0358,0.932,0.637,0.112,0.103,164.069,2.958933333,4,7 +Pearl Jam,Black - Live MTV Unplugged,57.0,0.363,0.553,,-7.698,1,0.0299,0.00754,1e-05,0.909,0.0908,142.865,330840.0,4,10 +Karnatriix,Entharo Pallavi & Charanam,26.0,0.66,0.475,7.0,-10.152,1,0.0299,0.751,0.916,0.108,0.214,123.031,4.900216667,4,0 +◊ê◊°◊ß◊®,◊û◊ï◊©◊ú◊ù - Original Mix,13.0,0.754,0.65,6.0,-7.727,0,0.372,0.0594,,0.103,0.309,135.161,190241.0,4,5 +Eric Church,Springsteen,73.0,0.692,0.809,2.0,-5.935,1,0.0255,0.1,9.77e-05,0.185,0.927,104.023,4.389783333,4,4 +Pink Floyd,"Another Brick in the Wall, Pt. 2",75.0,0.694,0.394,,-15.881,1,0.0428,0.0781,0.000677,0.247,0.719,104.126,3.97911667,4,10 +L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,6 +Sada Baby,Little While (feat. Big Sean & Hit-Boy),47.0,0.834,0.888,7.0,-3.944,1,0.222,0.00308,,0.288,0.563,114.92,219192.0,4,9 +Young Stoner Life,Diamonds Dancing (feat. Travis Scott),78.0,0.851,0.703,4.0,-7.351,0,0.303,0.00949,2.57e-05,0.0895,0.596,74.017,242600.0,4,5 +"Nelly, Florida Georgia Line",Lil Bit,81.0,0.707,0.689,4.0,-7.097,0,0.0387,0.0255,,0.383,0.41,119.987,3.266033333,4,4 +Dima Pantyushin,Telephone,21.0,0.464,0.334,9.0,-10.109,0,0.122,0.128,0.000292,0.0693,0.577,79.0,252296.0,5,6 +Ride,Future Love - Reimagined by P√™tr Aleks√§nder instrumental,50.0,0.2,0.293,10.0,-18.822,1,0.0364,0.0133,0.498,0.254,0.0417,149.445,183187.0,4,1 +Mister Misery,Mister Hyde,38.0,0.289,0.863,5.0,-6.916,0,0.125,0.000228,0.000529,0.213,0.133,180.033,341464.0,4,8 +Ezra Collective,What Am I to Do?,47.0,0.81,0.705,8.0,-8.041,0,0.239,0.392,0.115,0.109,0.681,96.696,244733.0,4,5 +Aaron Frazer,Over You,48.0,0.684,0.686,6.0,-6.823,1,0.0484,0.116,0.0538,0.0732,0.912,140.646,159105.0,4,9 +Jeff Beck,Let Me Love You,24.0,0.527,0.611,11.0,-9.157,0,0.0588,0.251,7.26e-05,0.298,0.686,95.107,283827.0,4,2 +The White Stripes,Blue Orchid,65.0,0.481,0.645,10.0,-8.535,0,0.318,0.0863,6.2e-06,0.332,0.612,151.307,157560.0,4,1 +Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,1 +Oddko,D4TM,38.0,0.628,0.95,9.0,-6.367,0,0.0652,0.00577,0.483,0.237,0.249,105.008,206347.0,4,8 +Draconian,The Sacrificial Flame,35.0,0.43,0.581,5.0,-7.527,0,0.0335,1.72e-05,0.361,0.294,0.126,119.987,450733.0,4,8 +Eminem,Godzilla (feat. Juice WRLD),85.0,0.808,0.745,10.0,-5.26,0,0.342,0.145,,0.292,0.829,165.995,210800.0,4,5 +"A.R. Rahman, S. P. Balasubrahmanyam, K. S. Chithra","Roja - Version, 1",47.0,0.63,0.319,4.0,-17.106,1,0.0467,0.504,,0.0926,0.431,90.956,5.10245,4,3 +Ultra-Violence,Welcome To The Freakshow,21.0,0.48,0.985,9.0,-3.765,0,0.227,0.000411,0.000667,0.22,0.233,179.841,174147.0,4,8 +Jontavious Willis,The Blues is Dead?,39.0,0.442,0.749,7.0,-4.692,1,0.229,0.562,8.07e-06,0.323,0.774,208.634,184036.0,4,2 +THE DRIVER ERA,Feel You Now,50.0,0.535,0.724,7.0,-5.192,1,0.191,0.102,0.000121,0.207,0.501,180.077,258477.0,4,1 +Feist,My Moon My Man - Boys Noize Classic Mix,34.0,0.626,0.486,4.0,-9.638,0,0.135,0.253,0.0207,0.344,0.472,124.484,400040.0,4,6 +Dirty Heads,Vacation,74.0,0.736,0.751,8.0,-5.588,1,0.034,0.0381,,0.105,0.839,150.064,3.495366667,4,9 +DJ Khaled,POPSTAR (feat. Drake),84.0,0.8,0.56,5.0,-4.818,0,0.261,0.057,,0.134,0.45,163.071,200221.0,4,9 +Swiss,Cry,35.0,0.703,0.715,6.0,-6.086,0,0.284,0.355,,0.109,0.945,98.006,243437.0,4,5 +Shemekia Copeland,Love Song,21.0,0.747,0.58,11.0,-5.763,1,0.0275,0.159,5.54e-06,0.131,0.796,122.951,183857.0,3,2 +"Cochise, $NOT",Tell Em,85.0,0.672,0.717,5.0,-7.476,1,0.226,0.103,,0.398,0.473,157.905,3.006333333,4,9 +Berry Sakharof,◊ô◊ï◊û◊ï◊ú◊ì◊™ - Infected Mushroom Remix,34.0,0.663,0.823,11.0,-10.912,0,0.0413,0.353,0.745,0.115,0.581,119.999,288587.0,4,10 +Ballaké Sissoko,Nalésonko,35.0,0.304,0.0573,5.0,-21.785,1,0.0451,0.974,0.897,0.09,0.523,59.714,5.898216667,4,7 +Blue Swede,Hooked On A Feeling,76.0,0.547,0.82,8.0,-6.728,1,0.0805,0.261,,0.3,0.933,118.208,172867.0,4,10 +Kenichi Takemoto,Bubbles,38.0,0.658,0.339,10.0,-11.831,1,0.0459,0.473,,0.115,0.357,90.013,282692.0,4,9 +Creeper,All My Friends,36.0,0.438,0.263,9.0,-9.017,1,0.0346,0.924,,0.101,0.452,82.449,168482.0,4,10 +N√ºrnberg,Viera,29.0,0.469,0.827,9.0,-4.363,0,0.0343,0.000307,0.000801,0.189,0.698,154.908,182029.0,4,6 +Faye Webster,I Know I'm Funny haha,40.0,0.724,0.374,5.0,-10.426,1,0.0297,0.0878,0.489,0.105,0.545,92.568,163880.0,4,6 +Candi Carpenter,The River Knows How,,0.356,0.613,,-6.926,1,0.0287,0.148,,0.129,0.511,89.699,237360.0,4,1 +Kenny Neal,Blues Stew,22.0,0.684,0.556,2.0,-12.212,1,0.0429,0.0336,0.00122,0.151,0.654,116.269,214707.0,4,2 +Tuna,◊ú◊û◊î ◊ú◊ê ◊¢◊õ◊©◊ô◊ï,36.0,0.605,0.574,11.0,-9.382,0,0.0447,0.245,3.87e-06,0.474,0.726,128.074,251489.0,4,5 +Ocean Colour Scene,The Riverboat Song,55.0,0.484,0.862,11.0,-6.39,0,0.0278,0.0061,2.74e-05,0.547,0.565,106.922,294800.0,3,6 +Glass Animals,Space Ghost Coast To Coast (with Bree Runway),42.0,0.828,0.518,8.0,-9.244,1,0.0811,0.0481,6.98e-05,0.107,0.292,100.952,175870.0,4,9 +Arcade Fire,Wake Up,65.0,0.252,0.8,,-4.845,1,0.0368,0.12,0.0538,0.118,0.29,139.361,335333.0,4,6 +CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,1 +Declan McKenna,Beautiful Faces,54.0,0.502,0.9,,-1.516,1,0.0418,0.0166,2.79e-06,0.225,0.704,98.922,196773.0,4,10 +Yehudit Ravitz,◊ë◊ê◊î◊ë◊™◊†◊ï,22.0,0.646,0.272,2.0,-13.817,1,0.0297,0.458,5.49e-06,0.132,0.457,102.006,259400.0,4,10 +Sia,Hey Boy,58.0,0.572,0.623,8.0,-4.828,1,0.176,0.0544,,0.0865,0.594,185.812,149469.0,4,9 +Evan And Jaron,Crazy for This Girl,52.0,0.457,0.926,,-5.461,1,0.038,0.000487,5.69e-05,0.0949,0.41,93.964,202027.0,4,10 +The All-American Rejects,Gives You Hell,71.0,0.718,0.691,4.0,-6.44,1,0.0387,0.0159,,0.0627,0.552,100.008,213107.0,4,9 +Ratt,Closer to My Heart,39.0,0.59,0.742,8.0,-12.486,1,0.0328,0.00455,0.133,0.114,0.662,118.04,270933.0,4,8 +Shlomo Artzi,◊ì◊®◊õ◊ô◊ù,24.0,0.497,0.357,2.0,-9.796,0,0.0306,0.616,0.000366,0.319,0.306,101.276,260147.0,4,10 +Kim Logan,Better Way,34.0,0.477,0.67,1.0,-6.162,1,0.0292,0.000183,0.777,0.135,0.323,106.105,244845.0,4,2 +Batushka,Yekteniya I,44.0,0.405,0.844,6.0,-6.882,1,0.0737,0.000259,0.721,0.123,0.0654,119.995,345533.0,4,8 +Talking Heads,Take Me to the River,3.0,0.66,0.485,2.0,-8.101,1,0.0258,0.244,0.0102,0.0585,0.828,99.828,302520.0,4,6 +Backstreet Boys,Trouble Is,31.0,0.479,0.846,2.0,-2.944,1,0.0338,0.0242,,0.132,0.527,151.968,3.556666667,4,9 +Olamide,Loading (feat. Bad Boy Timz),63.0,0.937,0.797,2.0,-4.768,0,0.206,0.0733,0.000835,0.147,0.64,120.001,194000.0,4,5 +PACKS,Two Hands,27.0,0.525,0.62,1.0,-6.939,1,0.0358,0.359,1.24e-06,0.142,0.324,120.062,123039.0,4,6 +Television,Venus,47.0,0.55,0.631,,-11.493,1,0.0385,0.000898,0.18,0.0503,0.908,114.553,229027.0,4,6 +Ehud Banai,◊ê◊™ ◊ï◊ê◊†◊ô,18.0,0.495,0.219,2.0,-16.671,0,0.0332,0.834,8.76e-05,0.154,0.554,116.639,199267.0,5,10 +Folamour,The Journey (feat. Zeke Manyika),49.0,0.765,0.871,1.0,-7.523,0,0.0536,0.07,0.0251,0.125,0.505,119.989,256467.0,4,6 +Panic! At The Disco,Nine in the Afternoon,56.0,0.405,0.689,10.0,-5.75,1,0.0365,0.0843,,0.207,0.397,155.189,191560.0,4,10 +Badflower,Ghost,63.0,0.505,0.839,11.0,-4.966,0,0.0569,0.0111,,0.211,0.326,139.961,259520.0,4,1 +Humanity's Last Breath,Tide,37.0,0.184,0.964,7.0,-4.995,1,0.161,3.7e-05,0.106,0.208,0.145,71.802,308857.0,5,8 +Elton John,Goodbye Yellow Brick Road - Live,36.0,0.486,0.675,3.0,-6.345,1,0.0353,0.466,,0.97,0.417,129.08,3.312666667,4,9 +Tune-Yards,Powa,51.0,0.752,0.315,5.0,-7.459,1,0.0323,0.675,7.66e-05,0.129,0.524,109.614,303800.0,4,10 +Jessie Ware,Please - Single Edit,63.0,0.665,0.69,7.0,-7.275,1,0.0369,0.0325,0.0147,0.116,0.454,120.032,219933.0,4,6 +The Black Keys,Tighten Up,62.0,0.517,0.711,6.0,-5.84,0,0.0627,0.000763,7.15e-06,0.568,0.582,108.846,211336.0,4,6 +David Bowie,The Jean Genie - 2013 Remaster,60.0,0.58,0.571,9.0,-9.116,1,0.0321,0.378,5.13e-06,0.358,0.818,128.15,248013.0,4,6 +Melrose,Rich Little Bitch,31.0,0.491,0.931,7.0,-7.372,1,0.0566,0.000749,0.00308,0.106,0.552,111.623,230507.0,4,10 +Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,10 +Jensen McRae,Wolves,48.0,0.795,0.117,11.0,-10.155,0,0.0375,0.972,3.46e-06,0.0878,0.125,110.978,235479.0,4,6 +Jayanthi Kumaresh,Varnam,21.0,0.471,0.349,8.0,-16.633,1,0.0656,0.975,0.945,0.286,0.358,147.193,394400.0,4,6 +Southern Avenue,What Did I Do,38.0,0.395,0.701,2.0,-4.128,1,0.0804,0.381,0.000171,0.116,0.852,200.991,232600.0,4,2 +The Woman Who Planted Trees,Emily Barker,25.0,0.352,0.483,9.0,-9.116,1,0.0542,0.136,0.00274,0.112,0.362,164.016,3.258816667,4,0 +Ragnarok,God Is Wasted,31.0,0.223,0.992,7.0,-5.847,1,0.146,1.61e-06,0.644,0.357,0.103,141.117,258691.0,4,8 +Bob Seger,Against The Wind,66.0,0.674,0.771,7.0,-5.612,1,0.0246,0.28,0.0318,0.133,0.718,109.618,333720.0,4,10 +The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,10 +Tuna,◊í◊ú◊í◊ú ◊¢◊†◊ß,38.0,0.488,0.792,1.0,-7.406,1,0.105,0.0439,,0.616,0.718,175.172,296027.0,4,5 +Lawrence Hart,Surrender Yourself,40.0,0.641,0.677,7.0,-9.002,0,0.0462,0.0813,0.826,0.111,0.0708,122.992,347413.0,4,1 +Escape the Fate,Invincible (feat. Lindsey Stirling),58.0,0.506,0.9,8.0,-5.137,1,0.0414,0.000656,9.21e-05,0.467,0.348,150.009,232367.0,4,10 +Wu-Tang Clan,Protect Ya Neck,65.0,0.817,0.552,8.0,-10.8,0,0.386,0.032,7.17e-06,0.826,0.808,102.011,291067.0,4,5 +"Asha Bhosle, Mohammed Rafi",Mohabbat Ka Haath Jawani Ka Palla,3.0,0.37,0.626,9.0,-8.489,1,0.16,0.848,1.49e-05,0.547,0.961,181.77,4.047783333,3,3 +Henrik Janson,Capri Interlude - For Guitar and Strings,37.0,0.59,0.141,,-15.304,1,0.0347,0.907,0.867,0.0935,0.157,120.224,1.7255,4,7 +luxury elite,You Can Sense It,26.0,0.523,0.598,10.0,-9.364,0,0.0265,0.0225,0.805,0.301,0.522,76.713,155581.0,4,6 +Graveyard,Please Don't,40.0,0.319,0.866,2.0,-4.722,0,0.0359,1.42e-06,0.756,0.155,0.554,109.626,252693.0,4,10 +Spacehog,In the Meantime,62.0,0.269,0.895,9.0,-6.382,1,0.118,0.083,0.00266,0.153,0.16,168.479,299507.0,4,10 +Los Coast,A Change Is Gonna Come,45.0,0.354,0.523,10.0,-5.938,1,0.0269,0.514,2.66e-05,0.139,0.179,176.688,203616.0,3,10 +Ben Harper,Burn One Down,59.0,0.857,0.404,5.0,-10.669,1,0.0444,0.573,0.733,0.0958,0.302,105.068,211627.0,4,10 +Suzi Quatro,I Wanna Be Free,32.0,0.846,0.543,11.0,-8.865,0,0.0404,0.579,0.000236,0.134,0.606,117.372,191640.0,4,10 +James Taylor,Mexico,3.0,0.774,0.497,11.0,-13.448,1,0.0293,0.279,7.14e-06,0.119,0.768,115.994,177400.0,4,10 +The Isley Brothers,"Shout, Pts. 1 & 2",62.0,0.489,0.866,10.0,-7.433,1,0.0933,0.753,,0.876,0.416,138.63,268560.0,4,10 +Marillion,Kayleigh,63.0,0.585,0.567,2.0,-8.35,1,0.0263,0.247,0.0023,0.102,0.564,106.127,243560.0,4,10 +The Contortionist,Early Grave,47.0,0.202,0.827,7.0,-5.838,0,0.0892,0.00148,0.00556,0.0781,0.363,153.247,231221.0,3,8 +Pooh Shiesty,Neighbors (feat. BIG30),74.0,0.728,0.623,2.0,-8.066,1,0.305,0.0391,,0.214,0.805,145.973,171781.0,4,5 +Demob Happy,Succubus,44.0,0.369,0.792,11.0,-4.591,1,0.0494,5.52e-05,0.000577,0.109,0.391,178.193,221747.0,4,10 +Aubrie Sellers,Just to Be with You,35.0,0.336,0.739,,-5.394,0,0.0481,0.0325,5.9e-05,0.137,0.578,169.932,203653.0,4,2 +Backstreet Boys,The Answer to Our Life,41.0,0.722,0.757,9.0,-4.451,1,0.0267,0.0747,,0.221,0.938,109.993,3.289333333,4,9 +A. G. Cook,Being Harsh,45.0,0.588,0.162,3.0,-15.891,1,0.0334,0.911,0.436,0.107,0.401,86.967,188545.0,4,6 +Sturgill Simpson,Sugar Daddy - Theme from Vinyl,39.0,0.26,0.929,,-5.841,1,0.143,0.343,0.0356,0.139,0.358,81.971,225267.0,4,2 +Myrkur,Ulvinde,39.0,0.21,0.621,1.0,-3.374,0,0.043,0.0188,0.126,0.173,0.0992,119.64,263928.0,4,8 +Electric Enemy,Where Do We Go From Here?,,0.415,0.407,1.0,-5.505,0,0.0379,0.0397,3.02e-05,0.108,0.219,75.525,188550.0,4,1 +Aviv Geffen,◊û◊°◊™◊ï◊ë◊ë,27.0,0.593,0.85,1.0,-4.127,0,0.0276,0.0192,1.09e-06,0.347,0.588,116.008,223453.0,4,10 +Carlos Cano,Ojos verdes,19.0,0.624,0.247,1.0,-10.32,1,0.0419,0.861,,0.198,0.345,95.63,251387.0,4,9 +Fontaines D.C.,Televised Mind,52.0,0.37,0.895,11.0,-5.501,1,0.0902,0.00811,2.97e-05,0.0993,0.268,140.818,250267.0,4,10 +The Police,Roxanne,76.0,0.618,0.748,,-8.905,1,0.358,0.0384,4.1e-06,0.0473,0.663,134.114,191947.0,4,10 +Nilotpal Sinha,Kshmir,26.0,0.482,0.27,7.0,-15.922,1,0.0268,0.573,0.905,0.123,0.0762,139.979,230500.0,4,6 +Fiji Blue,Outside,56.0,0.587,0.639,6.0,-6.883,0,0.0769,0.0924,4.53e-06,0.269,0.258,94.927,174082.0,4,9 +Naglfar,Last Breath of Yggdrasil,24.0,0.105,0.756,7.0,-8.151,0,0.0695,0.000585,0.809,0.42,0.0381,155.697,390427.0,4,8 +Valley Of Tears,Gillian Welch,24.0,0.59,0.108,11.0,-14.382,1,0.0291,0.935,1.22e-05,0.113,0.336,86.294,3.257783333,4,0 +Basement,Disconnect,29.0,0.385,0.979,3.0,-3.436,1,0.109,0.000934,,0.282,0.25,154.977,209213.0,4,1 +Joni Mitchell,Cactus Tree - 2021 Remaster,51.0,0.301,0.212,6.0,-14.013,1,0.0405,0.962,,0.113,0.336,181.378,4.6042,4,0 +Drown This City,New Burn Order,37.0,0.349,0.927,,-3.089,0,0.0844,0.000609,9.33e-05,0.143,0.0934,159.998,246016.0,4,8 +Hanan Ben Ari,◊ê◊ù ◊™◊®◊¶◊ô,55.0,0.67,0.597,11.0,-9.85,0,0.0362,0.355,,0.328,0.778,131.036,176000.0,4,9 +chloe moriondo,Bugbear,59.0,0.634,0.514,10.0,-10.115,1,0.0836,0.189,,0.123,0.639,99.979,173600.0,4,9 +The Devil Wears Prada,Termination,56.0,0.308,0.984,1.0,-3.031,0,0.119,3.93e-05,0.00011,0.0777,0.0714,105.91,201000.0,4,8 +Olly Murs,You Don't Know Love,55.0,0.668,0.661,2.0,-5.694,0,0.0496,0.000897,,0.201,0.361,118.696,199013.0,4,9 +Bryde,Silent All These Years,44.0,0.446,0.241,2.0,-12.103,1,0.031,0.596,1.29e-05,0.131,0.118,124.355,3.97733333,4,0 +Chicago,Hard to Say I'm Sorry / Get Away - 2006 Remaster,69.0,0.398,0.57,4.0,-7.068,1,0.034,0.056,0.00125,0.0606,0.234,140.974,304213.0,4,10 +Mallrat,Better,45.0,0.557,0.69,1.0,-5.465,1,0.0251,0.122,,0.0959,0.144,103.924,193924.0,4,6 +This Mortal Coil,You And Your Sister (remastered),44.0,0.42,0.276,5.0,-16.211,1,0.0305,0.793,0.00192,0.292,0.505,208.589,194227.0,4,6 +Watermelon Slim,Get Out of My Life Woman,32.0,0.597,0.713,6.0,-8.087,0,0.0336,0.121,0.0104,0.282,0.77,95.696,189718.0,4,2 +Thin Lizzy,Rosalie,44.0,0.539,0.811,1.0,-11.224,0,0.0886,0.0616,0.000899,0.0644,0.553,133.829,176600.0,4,10 +Devang Patel,Meri Marji,31.0,0.835,0.959,4.0,-7.56,0,0.198,0.519,0.00364,0.652,0.507,93.749,7.697333333,4,3 +The 1975,Nana,51.0,0.678,0.296,5.0,-11.525,1,0.0299,0.797,0.00348,0.113,0.245,111.018,238296.0,4,10 +Liza Anne,Desire,26.0,0.66,0.578,7.0,-5.27,1,0.0301,0.0248,0.00204,0.119,0.587,110.976,179884.0,4,1 +Asha Bhosle,De De Pyar De De - Female Vocals,17.0,0.631,0.571,2.0,-12.135,1,0.0637,0.864,0.0105,0.347,0.822,117.187,4.407783333,4,3 +Dolly Parton,Here You Come Again,44.0,0.537,0.573,1.0,-9.106,1,0.0369,0.568,0.000641,0.062,0.615,105.795,2.907783333,4,4 +Outsider,Avirex & Akademiks,11.0,0.685,0.59,,-7.101,0,0.0481,0.000228,0.96,0.0862,0.513,140.076,233143.0,4,5 +Lava La Rue,Angel,46.0,0.6,0.826,1.0,-5.367,1,0.065,0.0132,0.000132,0.0896,0.445,106.985,236487.0,4,6 +AC/DC,The Razors Edge,51.0,0.408,0.947,4.0,-3.522,1,0.0532,0.00108,0.195,0.168,0.306,101.053,262533.0,4,8 +Genesis,Land of Confusion - 2007 Remaster,64.0,0.619,0.939,1.0,-6.787,1,0.0397,0.0173,0.000355,0.327,0.677,115.164,286320.0,4,10 +T≈çth,Turnaround (Cocaine Song),32.0,0.502,0.526,11.0,-7.78,1,0.0666,0.735,3.43e-05,0.294,0.464,179.69,203498.0,4,6 +Muddy Waters,Rollin' Stone,52.0,0.629,0.0192,4.0,-19.952,1,0.0833,0.989,4.3e-05,0.106,0.335,169.254,188160.0,4,2 +my bloody valentine,Soft as Snow (But Warm Inside),40.0,0.382,0.909,6.0,-7.644,1,0.0985,0.000109,0.107,0.172,0.446,88.642,141227.0,4,6 +Ninajirachi,Holy Water,14.0,0.273,0.42,7.0,-8.161,1,0.0394,0.19,0.0201,0.169,0.137,72.522,227000.0,4,6 +Petey,California (Prius Edition),37.0,0.679,0.246,2.0,-13.997,1,0.0423,0.91,0.0011,0.0765,0.216,115.114,238880.0,4,6 +P√ÜRISH,Journey of the Prairie King,50.0,0.325,0.865,8.0,-4.592,1,0.0507,0.000111,0.725,0.196,0.254,177.887,208974.0,4,10 +Dinosaur Pile-Up,11:11 - Radio Edit,40.0,0.314,0.756,6.0,-5.875,1,0.0632,0.00025,0.28,0.288,0.926,94.835,198205.0,4,10 +Glass Tides,Deliberate,31.0,0.532,0.9,8.0,-4.997,1,0.0652,0.0134,3.6e-05,0.231,0.339,141.944,177562.0,4,8 +DOWN,Stone the Crow,57.0,0.444,0.911,11.0,-6.117,0,0.0398,0.0139,0.00955,0.0868,0.556,106.437,282507.0,4,8 +Jet,Are You Gonna Be My Girl,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,6 +Jay Rock,"King's Dead (with Kendrick Lamar, Future & James Blake)",72.0,0.645,0.705,1.0,-5.008,1,0.299,0.000813,,0.128,0.376,137.133,229670.0,4,5 +JAWNY,Best Thing,60.0,0.781,0.746,5.0,-6.327,0,0.38,0.503,,0.106,0.858,95.73,156709.0,4,9 +Kool Moe Dee,No Respect,32.0,0.754,0.558,11.0,-10.605,0,0.3,0.0002,7.41e-05,0.0466,0.678,204.065,324000.0,4,5 +Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,1 +Blackalicious,Make You Feel That Way,52.0,0.845,0.517,1.0,-9.35,1,0.31,0.202,0.00237,0.134,0.641,117.929,206400.0,4,5 +King Crimson,21st Century Schizoid Man,58.0,0.365,0.701,7.0,-9.914,0,0.0575,0.000405,0.572,0.196,0.558,93.477,442581.0,3,10 +Mötley Crüe,Kickstart My Heart,76.0,0.359,0.981,7.0,-3.622,0,0.303,0.00125,0.00236,0.284,0.271,178.98,4.71088333,4,10 +Metallica,Motorbreath (Remastered),53.0,0.289,0.934,1.0,-6.085,1,0.157,0.000121,0.0515,0.086,0.347,173.872,187840.0,4,8 +Eric Johnson,Texas,16.0,0.469,0.437,4.0,-11.948,0,0.0298,0.487,0.704,0.112,0.567,151.967,223067.0,4,2 +The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,6 +Ayyuka,Yukadans,34.0,0.5,0.862,4.0,-7.412,0,0.0397,0.0322,0.764,0.0765,0.917,190.086,248611.0,4,10 +Ms. Lauryn Hill,Final Hour,51.0,0.847,0.689,1.0,-9.104,1,0.203,0.038,3.34e-05,0.108,0.61,92.082,256000.0,4,5 +"Geeta Dutt, Mohammed Rafi",Hum Aap Ki Ankhon Mein,15.0,0.692,0.236,7.0,-7.726,1,0.0655,0.981,0.000516,0.678,0.789,142.213,3.885283333,4,3 +Shine,PRAYER,11.0,0.601,0.52,,-12.806,1,0.0322,0.476,5.53e-06,0.0854,0.599,121.013,196808.0,5,1 +Ken Hensley,Stand (Chase The Beast Away),30.0,0.512,0.669,7.0,-3.751,1,0.0339,0.427,,0.0917,0.393,120.219,290640.0,3,10 +White Lies,Farewell To The Fairground,27.0,0.524,0.654,9.0,-9.047,1,0.037,8.95e-05,0.00569,0.1,0.333,118.014,256720.0,4,10 +Pheeno,Dish,33.0,0.849,0.423,5.0,-12.877,0,0.11,0.763,0.0394,0.278,0.414,136.143,137647.0,4,9 +Breakin' Ground,AHI,40.0,0.642,0.688,10.0,-6.38,1,0.0292,0.319,,0.119,0.874,98.06,3.067333333,4,0 +Drake,Laugh Now Cry Later (feat. Lil Durk),86.0,0.761,0.518,,-8.871,1,0.134,0.244,3.47e-05,0.107,0.522,133.976,261493.0,4,5 +Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,10 +JP Saxe,Like That,68.0,0.453,0.689,7.0,-5.952,1,0.0414,0.0701,1.28e-06,0.149,0.477,145.762,174120.0,4,9 +Turbowolf,Cheap Magic,22.0,0.387,0.945,10.0,-2.803,1,0.0705,3.88e-05,0.226,0.174,0.674,151.945,176413.0,4,10 +Little Simz,Selfish,60.0,0.748,0.641,6.0,-6.485,0,0.0708,0.478,0.00246,0.114,0.829,100.063,226097.0,4,5 +Mystikal,Danger (Been So Long) featuring Nivea,54.0,0.92,0.861,7.0,-5.435,1,0.218,0.211,2.59e-05,0.0288,0.718,97.969,211400.0,4,5 +The Runaways,Cherry Bomb,68.0,0.501,0.813,11.0,-8.192,1,0.0639,0.0455,4.75e-05,0.131,0.495,136.59,138707.0,4,6 +Altin G√ºn,Goca D√ºnya,55.0,0.738,0.683,4.0,-5.099,0,0.0622,0.0485,0.000728,0.0692,0.802,97.484,240093.0,4,10 +Make Them Suffer,Soul Decay,47.0,0.417,0.914,4.0,-5.008,0,0.0639,8.48e-06,0.000205,0.226,0.422,83.98,223773.0,4,8 +Ido B & Zooki,Jaguar,10.0,0.821,0.64,5.0,-8.357,1,0.288,0.0698,1.64e-06,0.12,0.357,150.091,188000.0,4,5 +Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,6 +Ted Lightfoot,All Of You,41.0,0.549,0.125,3.0,-18.696,1,0.0463,0.962,0.938,0.11,0.163,121.251,2.498666667,4,7 +phem,congratulations,51.0,0.457,0.764,5.0,-6.419,0,0.193,0.0258,1.98e-06,0.0721,0.61,129.514,132371.0,5,9 +Suicide Silence,You Only Live Once,59.0,0.613,0.953,6.0,-4.936,1,0.153,0.00018,0.0614,0.116,0.213,119.976,192560.0,4,8 +John Mayer,No Such Thing,64.0,0.668,0.739,4.0,-4.919,1,0.0308,0.0383,,0.13,0.571,131.918,231467.0,4,10 +Benny The Butcher,Price of Fame,10.0,0.672,0.755,7.0,-9.769,1,0.302,0.215,,0.0612,0.418,143.989,253333.0,4,5 +U2,With Or Without You,54.0,0.546,0.537,2.0,-7.44,1,0.0268,0.000135,0.287,0.125,0.0923,109.908,4.93711667,4,10 +Mukesh,Jeena Yahan Marna Yahan,30.0,0.285,0.538,5.0,-5.818,1,0.0345,0.608,0.0165,0.403,0.491,83.739,4.48165,3,3 +YG,Vibe With You (feat. Ty Dolla $ign),,0.604,0.7,1.0,-6.017,1,0.124,0.156,,0.129,0.462,91.867,188451.0,4,5 +UPSAHL,Douchebag,57.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,10 +Friend,Maple Glider,49.0,0.748,0.268,11.0,-9.687,1,0.0299,0.839,0.00265,0.126,0.193,118.017,4.286,4,0 +Wheatus,Teenage Dirtbag,72.0,0.625,0.85,4.0,-3.904,1,0.0495,0.346,0.000233,0.174,0.633,94.661,241667.0,4,9 +Jealous of the Birds,Miss Misanthrope,38.0,0.509,0.251,11.0,-14.152,1,0.0358,0.9,0.0204,0.105,0.114,121.86,235707.0,4,6 +"Ola W Jansson, Kristoffer Wallin, Edvin Fridolfsson, W JAZZ TRIO",A Tribute To Oscar Peterson,5.0,0.434,0.213,5.0,-17.591,1,0.0357,0.927,0.893,0.108,0.193,91.755,3.099083333,4,7 +Moon Taxi,Red Hot Lights,49.0,0.603,0.865,8.0,-3.02,0,0.0383,0.00986,0.0005,0.109,0.546,122.984,210907.0,4,10 +Backstreet Boys,Treat Me Right,31.0,0.788,0.764,6.0,-4.94,0,0.0476,0.476,,0.169,0.903,122.414,4.17,4,9 +Nicole Zefanya,Anaheim,47.0,0.485,0.307,1.0,-13.129,1,0.0565,0.663,4.13e-05,0.123,0.132,80.171,4.3,4,0 +Andrew Combs,Stars Of Longing,26.0,0.496,0.749,,-6.345,1,0.0294,0.362,0.0102,0.115,0.787,78.968,191040.0,4,1 +Seether,Fine Again,66.0,0.442,0.855,6.0,-2.985,0,0.0288,0.00049,0.0137,0.273,0.363,175.543,243640.0,4,10 +The Cranberries,Dreaming My Dreams,52.0,0.322,0.205,,-16.208,1,0.032,0.128,7.96e-05,0.0776,0.432,121.824,216333.0,3,10 +Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,1 +Borai,Make Me,43.0,0.581,0.933,10.0,-6.315,0,0.0426,0.000311,0.0958,0.0704,0.546,130.0,298411.0,4,1 +Greentea Peng,Spells,53.0,0.736,0.51,6.0,-7.767,0,0.0782,0.171,0.17,0.113,0.408,97.01,183812.0,4,1 +Hiss Golden Messenger,I‚Äôm a Raven (Shake Children),28.0,0.502,0.504,1.0,-7.497,1,0.0275,0.102,,0.282,0.866,170.438,170773.0,4,10 +Son Of Dave,Daddy Was a Wolfman,14.0,0.658,0.733,10.0,-8.018,0,0.127,0.44,0.174,0.21,0.687,179.901,154401.0,4,2 +Nothing’s Gonna Happen,The Staves,52.0,0.36,0.209,2.0,-12.289,1,0.0322,0.77,5.1e-05,0.129,0.213,75.349,3.61245,4,0 +Matt Andersen,Quarter On The Ground ( A Song For Uncle Joe),45.0,0.69,0.21,9.0,-8.531,1,0.0718,0.763,,0.325,0.49,68.851,216453.0,4,2 +Blur,Country House - 2012 Remaster,57.0,0.331,0.885,9.0,-6.606,1,0.0924,0.205,,0.123,0.589,175.294,236960.0,4,1 +Myth,Amythyst Kiah,31.0,0.535,0.153,9.0,-14.438,0,0.0285,0.88,,0.0821,0.297,110.031,4.596683333,4,0 +Space Chimney,Decent Wizards,20.0,0.496,0.805,2.0,-15.32,1,0.0412,0.00136,0.766,0.75,0.766,158.087,170886.0,4,6 +Don Toliver,What You Need,80.0,0.664,0.655,10.0,-7.327,0,0.0461,0.059,2.4e-05,0.17,0.13,129.987,217609.0,4,5 +AC/DC,Ride On,57.0,0.73,0.388,,-9.511,1,0.051,0.514,0.00791,0.0735,0.279,105.716,350267.0,3,10 +Richie Kotzen,You Know That,30.0,0.324,0.925,7.0,-3.213,1,0.206,0.0797,0.000546,0.0849,0.672,197.662,236427.0,4,10 +Imagine Dragons,Wrecked,83.0,0.626,0.56,,-5.82,0,0.0288,0.148,1.51e-05,0.109,0.229,93.989,4.06675,4,9 +C. Ramchandra,Haseenon Se Muhabbat Ka Bura Anjaam,4.0,0.505,0.369,3.0,-10.369,1,0.147,0.947,,0.163,0.548,160.283,2.979783333,5,3 +Imagine Dragons,Second Chances,44.0,0.401,0.567,10.0,-9.131,1,0.0355,0.171,0.00859,0.103,0.362,171.059,217973.0,3,10 +Last Train,Tired Since 1994,40.0,0.415,0.172,2.0,-10.192,1,0.0287,0.202,0.0248,0.115,0.157,98.158,348480.0,3,10 +Gorillaz,MLS (feat. JPEGMAFIA and CHAI),54.0,0.745,0.653,6.0,-7.511,0,0.074,0.0889,,0.104,0.68,90.006,193280.0,4,10 +Aerosmith,Pink,63.0,0.432,0.751,,-5.124,1,0.0423,0.0134,4.58e-06,0.126,0.776,171.85,235360.0,4,10 +Clawfinger,Biggest & the Best,47.0,0.551,0.918,1.0,-5.205,1,0.0642,0.015,0.000622,0.093,0.6,170.399,231720.0,4,8 +Duke Dumont,Alter Ego,28.0,0.733,0.903,8.0,-6.019,1,0.0627,0.00592,0.489,0.0803,0.728,124.992,205497.0,4,9 +Vijay Prakash,Krishna Nee Begane,24.0,0.262,0.471,7.0,-7.795,1,0.0331,0.824,,0.109,0.27,170.356,6.357333333,4,0 +KCIDY,Souterrains,32.0,0.682,0.41,5.0,-12.165,0,0.0279,0.174,1.21e-05,0.123,0.371,94.987,198893.0,4,6 +The Inspector Cluzo,Little Girl & The Whistlin Train,43.0,0.554,0.167,8.0,-11.794,0,0.0275,0.786,0.00203,0.117,0.25,67.913,264360.0,4,10 +The Breeders,Wait in the Car,35.0,0.466,0.77,6.0,-5.852,0,0.0322,0.00596,0.000513,0.202,0.475,140.233,122878.0,4,6 +Queen,Save Me - Remastered 2011,62.0,0.507,0.452,7.0,-6.8,1,0.0269,0.359,,0.109,0.322,81.632,229920.0,3,10 +Erthlings,Irrational,35.0,0.448,0.589,9.0,-8.276,1,0.0263,0.000617,0.316,0.212,0.0401,100.019,203993.0,4,6 +NOROZ,◊û◊ô◊ô◊ß◊ú ◊í'◊ß◊°◊ï◊ü,17.0,0.594,0.672,10.0,-5.849,0,0.126,0.436,,0.26,0.221,120.816,163741.0,4,5 +The Animals,Favorite Enemy,38.0,0.261,0.692,8.0,-14.388,1,0.0564,0.0846,0.0548,0.911,0.497,144.566,293867.0,4,10 +Pot√©,Young Lies,54.0,0.712,0.673,1.0,-8.295,1,0.0643,0.0206,0.0176,0.327,0.389,121.008,230840.0,4,6 +Black Eyed Peas,FEEL THE BEAT,63.0,0.896,0.528,,-5.981,0,0.0849,0.114,0.000189,0.773,0.312,104.991,237714.0,4,9 +Kills Birds,Volcano,38.0,0.274,0.984,7.0,-3.378,1,0.29,0.00155,0.0503,0.314,0.359,169.235,168824.0,4,1 +Bob Marley & The Wailers,"Get Up, Stand Up",44.0,0.825,0.546,6.0,-9.518,0,0.386,0.321,5.13e-05,0.068,0.866,148.246,221933.0,4,5 +"nothing,nowhere.",blood (feat. KennyHoopla & JUDGE),61.0,0.614,0.817,4.0,-4.588,0,0.144,0.0379,3.95e-06,0.146,0.842,81.009,158429.0,4,10 +Georgia Twinn,Moth,42.0,0.629,0.662,1.0,-5.395,0,0.0439,0.0212,,0.16,0.463,120.028,168200.0,4,9 +The Joy Formidable,Back to Nothing,40.0,0.42,0.813,9.0,-5.118,1,0.0313,0.000318,0.319,0.211,0.512,89.968,270665.0,4,10 +M83,Kim & Jessie,45.0,0.492,0.567,5.0,-6.159,1,0.0327,0.000114,0.536,0.358,0.245,111.01,323373.0,4,6 +Michael Burks,What Can A Man Do?,11.0,0.563,0.26,9.0,-10.837,1,0.0458,0.633,0.0048,0.0888,0.115,116.912,316533.0,3,2 +Ty Segall,Taste,33.0,0.308,0.883,6.0,-7.931,1,0.171,0.00185,0.00043,0.214,0.255,111.604,216467.0,4,6 +Das Racist,Rainbow in the Dark,33.0,0.645,0.764,2.0,-6.392,1,0.409,0.271,,0.563,0.76,174.085,230333.0,4,9 +Beau,Dance With Me,36.0,0.55,0.877,7.0,-5.41,1,0.0691,0.121,0.0422,0.109,0.6,152.038,231907.0,4,10 +Britney Spears,"I'm Not a Girl, Not Yet a Woman",60.0,0.534,0.543,3.0,-6.857,1,0.0245,0.579,,0.112,0.418,78.996,3.851116667,4,9 +Horace Silver,Home Cookin' - Remastered 1999/Rudy Van Gelder Edition,34.0,0.616,0.33,7.0,-12.076,0,0.0469,0.582,,0.122,0.571,143.57,6.469333333,4,7 +St. Paul & The Broken Bones,Like a Mighty River,49.0,0.573,0.901,,-4.924,0,0.0434,0.405,0.111,0.307,0.794,98.454,202627.0,4,9 +Ethel Cain,Crush,53.0,0.529,0.357,4.0,-10.937,1,0.029,0.0266,,0.107,0.221,94.944,204318.0,4,6 +Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,1 +Silvera,Promise,32.0,0.443,0.959,11.0,-7.182,0,0.0586,5.08e-06,0.000452,0.105,0.514,100.017,238200.0,4,10 +DZ Deathrays,Run To Paradise,29.0,0.452,0.887,9.0,-5.791,1,0.0427,0.000156,5.04e-05,0.187,0.409,142.054,194625.0,4,10 +The Wonder Years,Came Out Swinging,52.0,0.326,0.886,1.0,-5.677,1,0.165,0.0132,,0.125,0.395,103.686,244745.0,4,10 +Bryce Fox,Golden Boy,47.0,0.694,0.78,9.0,-6.844,1,0.0728,0.00184,,0.222,0.621,130.058,168555.0,4,10 +Supertramp,Breakfast In America - 2010 Remastered,71.0,0.532,0.663,,-5.886,0,0.0292,0.425,1.07e-06,0.0734,0.756,75.14,159347.0,4,10 +Garrett Lebeau,Broke Down Dream,33.0,0.671,0.217,3.0,-11.186,1,0.0587,0.493,0.00893,0.0974,0.411,117.815,360307.0,3,2 +Incubus,Drive,75.0,0.645,0.792,4.0,-7.34,0,0.036,0.0562,0.0121,0.119,0.666,90.565,232453.0,4,10 +Bob Dylan,Tangled up in Blue,64.0,0.421,0.661,9.0,-13.126,1,0.0433,0.414,1.16e-06,0.0962,0.554,100.965,341627.0,4,10 +Butcher Babies,Last Dance,52.0,0.522,0.872,2.0,-5.709,1,0.0579,0.000236,0.0229,0.743,0.292,128.126,211875.0,4,10 +Advaita,Hamsadhwani,19.0,0.537,0.502,4.0,-13.158,1,0.0296,0.747,0.437,0.0911,0.349,149.893,6.282616667,4,0 +Opeth,Dignity,45.0,0.446,0.734,4.0,-8.907,0,0.0561,0.00211,0.385,0.741,0.128,120.085,395133.0,4,8 +Beth Hart,Bad Woman Blues,47.0,0.737,0.929,9.0,-3.374,0,0.0316,0.0562,0.000334,0.0909,0.807,119.985,215911.0,4,2 +Palaye Royale,"Massacre, The New American Dream",55.0,0.397,0.966,7.0,-4.957,0,0.133,0.000577,0.0113,0.184,0.375,167.868,185871.0,4,10 +Sarahba,Dommage,33.0,0.713,0.734,1.0,-5.843,1,0.0311,0.0724,6.31e-05,0.112,0.598,99.986,206400.0,4,9 +Holborns,Walking on Clouds,53.0,0.495,0.191,5.0,-14.75,1,0.0404,0.918,0.919,0.119,0.219,102.495,2.038166667,4,7 +The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,6 +Robert Randolph & The Family Band,Gonna Be All Right,16.0,0.527,0.906,8.0,-4.741,1,0.0557,0.0796,0.00018,0.103,0.686,80.921,263707.0,4,2 +The Strokes,Juicebox,59.0,0.462,0.981,2.0,-2.371,0,0.127,0.00166,0.00894,0.0856,0.547,154.995,194573.0,4,10 +Rihanna,Desperado,76.0,0.685,0.61,,-5.221,0,0.0439,0.323,,0.102,0.323,94.384,186467.0,3,9 +Lil Tjay,Move (feat. Saweetie),65.0,0.807,0.541,4.0,-7.307,0,0.169,0.39,,0.383,0.447,95.024,214536.0,4,5 +So Simpatico - Edit,Villagers,49.0,0.375,0.636,7.0,-5.973,0,0.0273,0.174,1.96e-05,0.236,0.493,148.101,3.098,4,0 +ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,230480.0,4,2 +Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,6 +girl in red,Serotonin,77.0,0.58,0.788,2.0,-4.714,1,0.259,0.0123,1.84e-05,0.368,0.72,148.992,182426.0,4,10 +Gilligan Moss,Lee's Last Dance,9.0,0.669,0.516,,-10.024,0,0.0397,0.354,0.000256,0.0576,0.381,126.979,190332.0,4,6 +Limp Bizkit,Behind Blue Eyes,72.0,0.595,0.489,7.0,-6.66,1,0.0271,0.497,,0.119,0.0902,120.315,269973.0,4,10 +Foo Fighters,Medicine At Midnight,58.0,0.648,0.791,9.0,-5.295,0,0.038,0.000216,0.00195,0.0208,0.72,115.978,209720.0,4,10 +Afro B,Drogba (Joanna) - Global Latin Version,55.0,0.91,0.711,11.0,-5.589,0,0.0564,0.0245,1.03e-06,0.0829,0.631,108.045,197215.0,4,9 +AC/DC,T.N.T.,78.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,214667.0,4,8 +Sarit Hadad,◊î◊õ◊ú ◊°◊í◊ï◊®,16.0,0.7,0.932,7.0,-6.926,1,0.0349,0.208,0.000156,0.335,0.811,109.929,207907.0,4,9 +Israel Bright,Hamenaka,3.0,0.742,0.942,5.0,-2.983,0,0.034,0.299,0.000105,0.537,0.958,122.061,269880.0,4,6 +Vanja Sky,Do You Wanna - Live,26.0,0.296,0.924,,-7.266,1,0.109,0.0152,0.00478,0.927,0.597,150.393,215540.0,4,2 +Bastille,Pompeii,74.0,0.679,0.715,9.0,-6.383,1,0.0407,0.0755,,0.271,0.571,127.435,214148.0,4,10 +AG Club,NOHO (feat. ICECOLDBISHOP),57.0,0.804,0.558,6.0,-6.314,0,0.303,0.00684,,0.12,0.477,87.528,182513.0,4,5 +Lacuna Coil,The House of Shame,42.0,0.271,0.933,9.0,-4.544,1,0.121,0.00028,0.00643,0.0784,0.0773,135.977,317191.0,4,8 +Echopraxia,3s Without 4,34.0,0.467,0.983,8.0,-4.13,1,0.159,1.17e-05,0.922,0.342,0.301,130.017,231462.0,4,8 +Dexplicit,Forward Riddim,16.0,0.62,0.734,1.0,-9.659,1,0.564,0.0353,0.617,0.336,0.197,172.063,211139.0,5,5 +Behemoth,Blow Your Trumpets Gabriel,47.0,0.175,0.945,6.0,-4.632,1,0.0832,0.000226,0.0056,0.285,0.169,118.282,265440.0,4,8 +Joanne Shaw Taylor,Who Do You Love?,40.0,0.629,0.648,8.0,-14.063,1,0.0382,0.0203,0.0356,0.299,0.691,104.014,187246.0,4,10 +Outkast,B.O.B. - Bombs Over Baghdad,63.0,0.746,0.978,9.0,-5.324,1,0.0978,0.0555,4.11e-05,0.026,0.653,153.809,304227.0,4,5 +Spin Doctors,Two Princes,71.0,0.543,0.912,7.0,-10.71,1,0.0601,0.00162,2.1e-06,0.0565,0.836,103.731,256733.0,4,10 +Oli Brown,Open Road,36.0,0.628,0.576,11.0,-4.694,0,0.0565,0.212,4.47e-05,0.315,0.693,92.01,227680.0,4,2 +Moshe Peretz,◊ñ◊î ◊î◊ñ◊û◊ü,19.0,0.568,0.62,3.0,-4.776,0,0.0282,0.488,,0.109,0.197,126.06,235933.0,4,9 +Kelly Lee Owens,Re-Wild (Breaka Remix),26.0,0.623,0.852,6.0,-8.573,0,0.0446,0.0241,0.795,0.297,0.341,128.984,316304.0,4,6 +The Jungle Giants,In Her Eyes,60.0,0.89,0.505,11.0,-3.106,0,0.0481,0.00373,0.438,0.0474,0.94,119.011,174402.0,4,6 +KT Tunstall,Suddenly I See,70.0,0.587,0.767,,-5.713,1,0.0449,0.225,,0.112,0.664,100.38,201707.0,4,10 +Billy Charlotte,Everytime We Say Goodbye,51.0,0.46,0.215,5.0,-16.813,0,0.0291,0.914,0.772,0.125,0.198,96.269,4.095233333,4,7 +Awake Again,Busy Doing Nothing,,0.42,0.985,6.0,-4.362,1,0.109,4.74e-05,2.86e-05,0.277,0.506,111.566,190245.0,4,10 +Cory Marks,Blame It On The Double (feat. Tyler Connolly of Theory of a Deadman & Jason Hook),57.0,0.545,0.964,,-3.439,1,0.0378,0.0248,,0.19,0.719,94.053,207229.0,4,10 +Jared James Nichols,Threw Me To The Wolves,38.0,0.291,0.746,9.0,-5.459,0,0.0412,0.00192,0.000181,0.168,0.429,177.503,232088.0,4,2 +The Black Keys,Lo/Hi,66.0,0.606,0.679,2.0,-7.445,1,0.0321,0.0151,0.000433,0.0962,0.707,122.016,177768.0,4,1 +Set It Off,Catch Me If You Can,52.0,0.599,0.914,4.0,-4.926,0,0.0662,0.00246,9.21e-06,0.21,0.587,100.044,179685.0,4,9 +Van Halen,Dreams,60.0,0.455,0.758,,-11.361,1,0.0454,0.223,2.51e-06,0.0986,0.54,141.304,294000.0,4,10 +Robert Petway,Catfish Blues,36.0,0.596,0.308,1.0,-17.814,1,0.0495,0.977,0.0106,0.108,0.834,183.398,174472.0,4,2 +Priscilla Renea,Heavenly,24.0,0.535,0.257,4.0,-9.224,1,0.0317,0.608,,0.108,0.105,143.943,212266.0,3,2 +Poeta Magica,V√•rvindar friska,36.0,0.552,0.343,2.0,-11.082,1,0.0375,0.12,,0.087,0.0375,119.961,331213.0,3,8 +The Rolling Stones,Jumpin' Jack Flash - Mono Version,58.0,0.571,0.901,3.0,-9.152,1,0.0568,0.0457,0.205,0.0753,0.645,137.317,221747.0,4,10 +"Antonín Dvořák, Tamsin Waley-Cohen, Huw Watkins","4 Romantic Pieces, B.150: I. Allegro moderato",32.0,0.208,0.0314,10.0,-26.419,1,0.0466,0.994,0.542,0.103,0.0694,96.712,3.485116667,4,7 +Saint Louis,Carry Me Away,35.0,0.286,0.882,7.0,-2.362,1,0.039,0.00435,0.0406,0.107,0.0438,139.584,183214.0,4,10 +BLOODSPOT,Deadline Story (feat. Patrick Boos),27.0,0.435,0.951,8.0,-7.475,1,0.0576,5.24e-06,0.55,0.0952,0.203,135.034,282043.0,4,8 +Devon,WARNING SIGNS,36.0,0.6,0.736,9.0,-7.745,1,0.0362,0.00447,0.000434,0.353,0.48,121.933,171639.0,4,6 +Secrets Of The Moon,Sanctum,21.0,0.328,0.903,11.0,-9.951,0,0.0511,4.03e-05,0.11,0.0918,0.408,126.157,340870.0,4,8 +Lacuna Coil,Save Me,42.0,0.388,0.947,10.0,-4.367,1,0.0642,0.000221,0.00995,0.358,0.193,142.013,276560.0,4,8 +Clive From Accounts,Gravitate,26.0,0.709,0.631,7.0,-10.065,0,0.0546,0.19,0.611,0.141,0.379,121.994,287143.0,4,9 +Snow White Blood,You Belong to Me,39.0,0.441,0.941,4.0,-5.878,1,0.12,0.0111,2.26e-06,0.111,0.122,94.471,456467.0,4,8 +Annihilator,Alison Hell,50.0,0.365,0.978,9.0,-6.314,1,0.0698,0.00016,0.00241,0.206,0.108,101.886,301053.0,4,8 +SWMRS,Berkeley's On Fire,34.0,0.685,0.94,2.0,-2.713,1,0.0867,0.112,,0.276,0.58,140.001,227987.0,4,10 +Mario Cabrera,Merula,37.0,0.523,0.0989,,-17.411,0,0.0577,0.975,0.929,0.108,0.419,87.35,4.153333333,4,7 +"Aaron Krause, Liza Anne",Every Breath You Take (feat. Liza Anne),62.0,0.325,0.201,6.0,-11.595,0,0.0282,0.758,,0.0977,0.172,81.869,3.73155,4,0 +"Mukesh, Vyjayanthimala","Bol Radha Bol, Pt. 1",20.0,0.453,0.554,11.0,-11.327,0,0.0832,0.925,1.78e-06,0.667,0.939,99.11,4.364216667,4,3 +"Tanishk Bagchi, Zara Khan","Dil Nahin Todna (From ""Sardar Ka Grandson"")",53.0,0.656,0.399,2.0,-6.617,1,0.0283,0.758,,0.172,0.238,142.098,3.950866667,4,3 +Eshtadur,Lowborn Bastard,27.0,0.219,0.968,6.0,-4.233,1,0.107,2.54e-05,0.00769,0.333,0.0383,129.927,328800.0,4,8 +Kaiser Chiefs,Everyday I Love You Less And Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,6 +The Picturebooks,The Hands of Time,38.0,0.672,0.839,2.0,-6.196,1,0.0275,0.149,,0.335,0.74,111.007,187424.0,4,10 +MOD SUN,Amnesia,58.0,0.457,0.804,6.0,-4.756,0,0.0362,0.000206,,0.197,0.523,155.022,171033.0,4,1 +Temple Of The Dog,Say Hello 2 Heaven,60.0,0.306,0.647,,-9.969,1,0.0316,0.0768,,0.366,0.321,148.087,384467.0,3,10 +DIIV,Taker,38.0,0.378,0.611,9.0,-6.396,1,0.0335,0.000928,0.863,0.11,0.159,139.9,268800.0,4,10 +Bones Owens,Tell Me,50.0,0.591,0.42,10.0,-6.986,1,0.0317,0.0146,0.000121,0.101,0.52,129.918,197783.0,4,2 +Zonal,Wrecked,33.0,0.533,0.839,6.0,-9.474,0,0.0599,0.0779,0.828,0.224,0.778,139.949,386553.0,4,8 +Lewis Watson,spark - acoustic version,41.0,0.597,0.494,3.0,-8.718,1,0.0341,0.331,,0.0835,0.502,94.952,215213.0,4,9 +Dee Snider,Prove Me Wrong,25.0,0.39,0.971,1.0,-3.669,1,0.152,2.64e-05,0.0636,0.193,0.518,180.054,228880.0,4,8 +Marvelous 3,Freak of the Week,46.0,0.618,0.82,11.0,-4.593,0,0.0577,0.000543,,0.546,0.51,130.709,200640.0,4,10 +Japanese Breakfast,Posing In Bondage,57.0,0.581,0.658,1.0,-7.537,1,0.028,0.00534,0.0608,0.124,0.2,104.986,244691.0,4,6 +God Knows Why,Jenny O.,28.0,0.462,0.659,4.0,-7.343,1,0.0268,0.526,0.189,0.231,0.72,82.984,3.02925,4,0 +Def Leppard,Let It Go,52.0,0.409,0.915,2.0,-7.205,1,0.0667,0.00444,0.0022,0.342,0.409,138.143,283186.0,4,8 +Lynyrd Skynyrd,Last Of The Street Survivors,42.0,0.479,0.754,7.0,-5.537,1,0.0292,0.000898,0.00168,0.125,0.426,144.083,255133.0,4,10 +Lama Lo,Risky,45.0,0.817,0.504,11.0,-5.882,0,0.0427,0.101,,0.196,0.764,125.982,172143.0,4,9 +Feiertag,Pinstripes (feat. Feiertag),37.0,0.776,0.68,5.0,-7.157,0,0.151,0.186,1.67e-05,0.29,0.617,87.962,221820.0,4,1 +Cadence Weapon,Ghost,29.0,0.772,0.583,1.0,-5.84,1,0.223,0.0242,1.05e-06,0.267,0.382,136.017,134317.0,4,1 +Asha Bhosle,In Ankhon Ki Masti,45.0,0.522,0.461,5.0,-11.774,1,0.0367,0.798,2.5e-05,0.112,0.5,107.707,5.724216667,4,3 +Bobby Rush,Dust My Broom,45.0,0.721,0.458,9.0,-7.838,0,0.0619,0.758,7.65e-05,0.155,0.526,111.501,215662.0,4,2 +Manga Saint Hilare,Dumping Again,35.0,0.586,0.864,9.0,-6.326,1,0.35,0.173,,0.589,0.598,137.148,183000.0,4,5 +Novo Amor,Birdcage,54.0,0.574,0.407,1.0,-8.321,1,0.0243,0.902,0.637,0.0927,0.223,82.047,202227.0,4,6 +Westlife,Heart Without A Home,,0.45,0.604,,-3.659,1,0.0272,0.133,,0.331,0.363,141.35,4.79,4,9 +Metallica,Sad But True,69.0,0.633,0.846,7.0,-6.347,1,0.0337,0.000819,0.00139,0.0762,0.448,89.23,323933.0,4,8 +The Zombies,Care Of Cell 44,33.0,0.397,0.488,7.0,-10.011,1,0.0278,0.302,0.0047,0.108,0.353,130.055,236667.0,4,10 +The Mysterines,Love's Not Enough,43.0,0.379,0.691,7.0,-4.344,1,0.0614,0.00114,1.34e-05,0.105,0.264,142.941,228947.0,4,1 +LOYAL,Light up for You,44.0,0.738,0.632,7.0,-8.107,0,0.0862,0.242,,0.072,0.697,118.003,223792.0,4,6 +Geeta Dutt,Aaj Ki Raat Piya Dil Na Todo,9.0,0.542,0.292,8.0,-12.848,1,0.165,0.987,0.0262,0.06,0.85,170.958,2.892666667,3,3 +Karma To Burn,Fifty Seven,42.0,0.282,0.963,11.0,-5.558,1,0.0584,0.000651,0.566,0.338,0.643,96.155,266124.0,4,10 +Mike Zito,Judgment Day,36.0,0.493,0.716,11.0,-5.721,0,0.0283,0.0827,0.00837,0.84,0.757,81.904,437358.0,4,2 +Pink Floyd,Money - 2011 Remastered Version,,0.469,0.537,9.0,-10.421,1,0.152,0.0241,0.00201,0.269,0.783,124.193,6.38056667,1,10 +The Smashing Pumpkins,Today - Remastered,,0.457,0.825,8.0,-7.611,1,0.0268,3.29e-05,0.578,0.0548,0.414,82.539,201173.0,4,1 +The Feeling,Fill My Little World,55.0,0.455,0.892,7.0,-3.46,1,0.0345,0.0789,,0.341,0.666,175.979,247507.0,4,9 +Backstreet Boys,Shining Star,38.0,0.731,0.955,8.0,-2.843,1,0.0748,0.0172,,0.326,0.762,104.991,3.37155,4,9 +IDLES,Danny Nedelko,52.0,0.402,0.931,6.0,-4.455,1,0.0562,0.000277,0.00403,0.243,0.32,102.185,204844.0,4,10 +Hole,Malibu,61.0,0.528,0.904,2.0,-5.854,1,0.0343,0.000833,,0.174,0.678,122.372,230040.0,4,10 +"Amitabh Bachchan, Shashi Kapoor, Neetu Singh, Simi, Parikshat, Sahni, Waheeda Rehman, Rashi Kapoor",Main Apni Maa Ko (with Dialogues),8.0,0.475,0.208,5.0,-17.923,0,0.259,0.668,,0.171,0.292,84.661,18.70978333,4,3 +Wallice,Off the Rails,52.0,0.476,0.798,1.0,-4.208,1,0.0394,0.0581,0.0018,0.276,0.738,168.179,140673.0,4,6 +Globe,"Billy Strings, Fences",46.0,0.606,0.204,4.0,-15.159,1,0.0416,0.717,6.13e-06,0.127,0.434,130.078,3.6687,4,0 +Ehud Banai,◊ß◊°◊ù ◊í◊ú◊ô◊ú◊ô,13.0,0.516,0.719,9.0,-10.668,0,0.0399,0.0367,0.153,0.51,0.802,131.602,346987.0,4,10 +Audioslave,Like a Stone,76.0,0.614,0.568,7.0,-5.477,0,0.0276,0.00797,,0.0997,0.516,107.849,293960.0,4,10 +Warren Haynes,Soulshine,39.0,0.398,0.538,10.0,-7.972,1,0.0472,0.83,1.18e-06,0.746,0.369,124.625,402400.0,4,10 +Doja Cat,Streets,92.0,0.749,0.463,11.0,-8.433,1,0.0828,0.208,0.0371,0.337,0.19,90.028,226987.0,4,5 +Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,1 +*repeat repeat,Wind in My Sail,23.0,0.495,0.844,7.0,-4.448,1,0.0433,9.75e-05,0.81,0.447,0.46,119.958,185916.0,4,1 +Prophets Of Rage,Heart Afire,38.0,0.666,0.967,2.0,-4.573,1,0.104,0.00309,0.0293,0.331,0.504,131.982,157656.0,4,10 +Wait a Minute,Ana Egge,28.0,0.686,0.51,11.0,-7.495,1,0.0287,0.392,1.17e-05,0.0867,0.835,97.993,3.578033333,4,0 +Yehudit Ravitz,◊ú◊ß◊ó◊™ ◊ê◊™ ◊ô◊ì◊ô ◊ë◊ô◊ì◊ö,37.0,0.577,0.447,2.0,-16.187,0,0.0412,0.424,0.00065,0.0837,0.675,84.476,212827.0,4,10 +Tom Gregory,River,69.0,0.701,0.621,10.0,-4.972,1,0.0556,0.0237,,0.232,0.494,110.03,189995.0,4,9 +Goose,Arcadia (7.27.19),35.0,0.426,0.746,1.0,-8.706,1,0.0825,0.337,0.184,0.955,0.503,95.923,571895.0,4,10 +Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,10 +Arctic Monkeys,Do I Wanna Know?,85.0,0.548,0.532,5.0,-7.596,1,0.0323,0.186,0.000263,0.217,0.405,85.03,272394.0,4,6 +Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,1 +Infectious Grooves,Please Excuse This Funk Up,40.0,0.54,0.933,,-3.107,1,0.0782,0.0188,0.000495,0.0379,0.699,122.481,277173.0,4,10 +Adri√°n Otero,Me Gustas Mucho,23.0,0.728,0.626,11.0,-7.447,0,0.0371,0.0121,0.00145,0.056,0.918,108.037,186826.0,4,2 +Future Islands,Seasons (Waiting On You),65.0,0.498,0.721,10.0,-5.232,1,0.0282,0.136,0.699,0.0933,0.589,140.022,226440.0,4,6 +311,All Mixed Up,62.0,0.76,0.702,10.0,-9.404,0,0.0716,0.0104,,0.38,0.659,92.324,179600.0,4,10 +Itay Levi,◊®◊ï◊ß◊ì◊ô◊ù ◊¢◊ù ◊î◊ì◊û◊¢◊ï◊™,47.0,0.631,0.45,1.0,-7.74,1,0.0431,0.186,,0.164,0.237,137.934,194830.0,3,9 +"Lata Mangeshkar, Kishore Kumar",Sar Se Sarke,29.0,0.455,0.662,5.0,-7.767,1,0.0362,0.833,,0.0811,0.734,88.469,5.698616667,4,3 +Curved Air,Vivaldi,32.0,0.308,0.758,2.0,-8.132,1,0.061,0.204,0.928,0.166,0.215,130.156,449812.0,4,10 +The Head And The Heart,Rivers And Roads,58.0,0.5,0.197,,-8.93,1,0.0354,0.717,3.22e-05,0.0755,0.177,131.243,284000.0,3,6 +Country Joe & The Fish,Not So Sweet Martha Lorraine,32.0,0.525,0.374,4.0,-13.045,1,0.0346,0.331,,0.0775,0.344,110.305,264000.0,4,10 +Conan Gray,Overdrive,77.0,0.568,0.788,5.0,-6.28,1,0.0377,0.0101,,0.141,0.46,104.959,183070.0,4,9 +Guru,Loungin',57.0,0.716,0.58,10.0,-12.747,0,0.239,0.0694,6.71e-06,0.906,0.707,99.077,279640.0,4,5 +The Butler Twins,Hey Baby Don't You Know Your Daddy Loves You So,4.0,0.562,0.906,2.0,-3.789,1,0.053,0.542,0.00328,0.855,0.781,120.784,430293.0,4,2 +Bring Me The Horizon,Parasite Eve,69.0,0.589,0.797,9.0,-5.464,1,0.15,0.0289,4.35e-06,0.383,0.232,102.489,291813.0,4,1 +Mariallu√Øsa,La vida √©s curta per√≤ ampla,,0.67,0.648,9.0,-5.05,0,0.0249,0.773,0.0257,0.215,0.566,93.016,207301.0,4,6 +Joan Armatrading,Into The Blues,35.0,0.775,0.554,9.0,-6.439,0,0.0381,0.0854,0.00779,0.0533,0.513,120.068,263267.0,4,2 +Hacktivist,Armoured Core,42.0,0.618,0.963,9.0,-3.466,1,0.162,0.00172,3.41e-05,0.0359,0.375,103.031,247229.0,4,8 +The Gories,Thunderbird ESQ,25.0,0.629,0.736,11.0,-13.502,1,0.0808,0.375,9.55e-06,0.0576,0.677,167.635,138240.0,4,2 +The Notorious B.I.G.,Hypnotize - 2014 Remaster,78.0,0.901,0.697,9.0,-3.439,1,0.28,0.145,,0.287,0.67,93.941,229827.0,4,5 +Tom Grennan,Little Bit of Love,81.0,0.689,0.706,1.0,-4.48,0,0.0312,0.0833,,0.105,0.623,106.52,226268.0,4,9 +Emrah Alpat,Hunhar,20.0,0.477,0.806,9.0,-7.725,0,0.119,0.0118,0.545,0.45,0.758,187.527,208453.0,4,10 +Chapterhouse,Pearl,39.0,0.41,0.885,2.0,-7.042,1,0.0351,0.000104,0.823,0.307,0.618,100.051,290800.0,4,6 +Ronnie Milsap,Pure Love - Remastered,,0.521,0.718,2.0,-9.102,1,0.0324,0.31,,0.0648,0.849,151.216,2.349333333,4,4 +Nekrogoblikon,Chop Suey!,44.0,0.326,0.962,3.0,-3.823,1,0.198,0.00128,0.00864,0.248,0.188,126.983,214500.0,4,8 +Havok,Hang 'Em High,40.0,0.554,0.978,1.0,-5.07,1,0.106,0.000714,0.08,0.084,0.438,96.655,289520.0,4,8 +Nick Waterhouse,This Is A Game,31.0,0.679,0.789,,-8.184,1,0.0414,0.292,0.000562,0.108,0.962,164.345,172507.0,4,9 +MAGENTA,Avec toi,46.0,0.723,0.718,8.0,-7.714,0,0.0487,0.0082,0.00105,0.22,0.675,114.014,223160.0,4,6 +Koko Taylor,Money Is The Name Of The Game,19.0,0.38,0.539,4.0,-5.48,0,0.0284,0.505,2.17e-06,0.107,0.53,133.069,408413.0,3,2 +warner case,ok,45.0,0.904,0.542,,-6.99,1,0.103,0.229,0.801,0.0751,0.473,122.012,190119.0,4,6 +Sarah Cothran,As the World Caves In,84.0,0.372,0.255,7.0,-6.834,1,0.0344,0.436,,0.33,0.254,114.402,2.69355,1,9 +Geeta Dutt,Jane Kya Tune Kahi,21.0,0.472,0.259,3.0,-10.901,1,0.108,0.92,,0.1,0.647,180.871,4.150666667,4,3 +Yehudit Ravitz,◊ê◊í◊ì◊™ ◊ê◊ï◊§◊ú◊ô◊î,16.0,0.393,0.321,2.0,-12.376,0,0.0345,0.43,,0.0865,0.129,175.77,211000.0,3,10 +Josie Katz,◊©◊ï◊ë,30.0,0.276,0.56,9.0,-7.156,0,0.0343,0.867,0.51,0.0682,0.214,169.239,218520.0,4,10 +Kina Grannis,Can’t Help Falling in Love,,0.266,0.0596,,-18.515,1,0.0363,0.905,7.07e-05,0.132,0.143,181.74,3.36555,3,0 +Carole King,Child of Mine,45.0,0.492,0.117,,-17.819,1,0.0387,0.982,0.001,0.0812,0.332,120.839,242467.0,4,10 +Paul Grant,Connection - Remix,32.0,0.737,0.634,3.0,-10.164,0,0.508,0.891,0.00011,0.11,0.496,179.706,126667.0,4,5 +The Cure,Friday I'm In Love,75.0,0.526,0.763,,-12.663,0,0.0341,0.00126,6.75e-05,0.359,0.514,136.205,215160.0,4,6 +Conor Gains,Light Shine In,34.0,0.64,0.675,9.0,-7.171,0,0.0606,0.0401,2.93e-06,0.258,0.643,93.023,207253.0,4,2 +La Rata Bluesera,Extremaunci√≥n,23.0,0.598,0.567,9.0,-11.271,0,0.161,0.47,,0.317,0.78,120.701,183130.0,4,2 +Softcult,Take It Off,47.0,0.646,0.669,6.0,-7.31,0,0.0275,0.0148,0.000115,0.373,0.484,114.999,191685.0,4,6 +Hadag Nahash,◊ú◊ê ◊§◊®◊ê◊ô◊ô◊®◊ô◊ù,34.0,0.721,0.848,11.0,-3.892,0,0.0505,0.00383,0.000162,0.111,0.857,118.077,252107.0,4,5 +my bloody valentine,Soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,6 +Villagers,The First Day,55.0,0.485,0.669,10.0,-4.95,1,0.0336,0.0802,7.74e-05,0.422,0.486,134.008,250480.0,4,1 +Hot Chocolate,You Sexy Thing,72.0,0.791,0.734,5.0,-5.464,1,0.0629,0.522,0.00165,0.167,0.962,105.854,244920.0,4,9 +Mudhoney,Suck You Dry - 2008 Remaster,46.0,0.248,0.98,6.0,-7.1,1,0.0878,3.19e-06,0.795,0.0688,0.513,152.956,154347.0,4,10 +Badflower,30,59.0,0.548,0.971,9.0,-3.915,1,0.16,0.00324,0.000388,0.065,0.373,135.028,226568.0,3,10 +Dolly Parton,Love Is Like a Butterfly,36.0,0.686,0.187,8.0,-12.062,1,0.0391,0.721,,0.12,0.772,89.616,2.336216667,4,4 +Aphex Twin,Avril 14th,64.0,0.558,0.0259,8.0,-30.016,1,0.0458,0.996,0.871,0.0969,0.37,157.811,125520.0,4,1 +Danielle Durack,Broken Wings,33.0,0.356,0.247,4.0,-9.279,1,0.0282,0.433,1.2e-06,0.104,0.044,150.124,233507.0,4,6 +Jazz Gillum,Key To The Highway,1.0,0.547,0.18,,-14.609,1,0.0505,0.977,0.00423,0.131,0.544,130.038,178800.0,4,2 +Cake,"Mahna, Mahna",46.0,0.742,0.483,7.0,-11.369,1,0.155,0.213,0.471,0.0733,0.638,89.883,174067.0,4,10 +The Smashing Pumpkins,1979 - Acoustic,52.0,0.738,0.486,3.0,-10.293,1,0.0318,0.708,0.00108,0.124,0.411,129.511,252987.0,4,10 +Zehava Ben,◊û◊ó◊®◊ï◊ñ◊™ ◊û◊®◊ï◊ß◊ê◊ô◊™,26.0,0.435,0.786,7.0,-7.856,1,0.0526,0.368,1.39e-06,0.0489,0.735,99.895,310773.0,1,9 +Boris,Huge,25.0,0.217,0.373,3.0,-7.695,1,0.0473,0.0128,0.893,0.0769,0.154,114.364,554613.0,4,8 +D Double E,Street Fighter Riddim,41.0,0.54,0.963,9.0,-3.12,1,0.53,0.12,,0.262,0.766,89.87,193707.0,5,5 +LANY,dancing in the kitchen,77.0,0.619,0.736,11.0,-7.651,1,0.0425,0.0328,,0.0864,0.299,93.993,3.47666667,4,9 +Weathers,Losing Blood,50.0,0.687,0.773,5.0,-4.341,0,0.0551,0.0128,,0.148,0.674,100.009,184459.0,4,9 +Black Sabbath,Paranoid,77.0,0.429,0.631,4.0,-11.514,0,0.0769,7.85e-05,0.00411,0.175,0.376,162.734,168440.0,4,8 +Fred again..,Marea (We‚Äôve Lost Dancing),76.0,0.761,0.781,5.0,-6.778,0,0.141,0.0681,0.108,0.0607,0.473,123.023,285375.0,4,6 +Chris Lane,"Big, Big Plans",71.0,0.574,0.58,7.0,-6.091,1,0.0278,0.076,,0.12,0.4,149.974,3.121783333,4,4 +August Burns Red,Avalanche,32.0,0.43,0.962,11.0,-4.469,1,0.0798,0.00105,0.869,0.13,0.15,99.992,288875.0,4,8 +Eric Gales,Carry Yourself,39.0,0.675,0.575,7.0,-4.896,0,0.0303,0.736,0.0171,0.119,0.778,85.962,323427.0,4,2 +Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,8 +The Doors,Been down so Long,53.0,0.81,0.376,4.0,-7.941,1,0.0411,0.208,5.52e-05,0.0622,0.635,122.618,279867.0,4,10 +Yehudit Ravitz,◊°◊ï◊£ ◊ú◊°◊ô◊§◊ï◊®,21.0,0.583,0.18,,-15.012,1,0.0306,0.743,,0.12,0.39,168.646,272027.0,3,10 +Creedence Clearwater Revival,Have You Ever Seen The Rain,78.0,0.741,0.697,,-7.028,1,0.0277,0.0664,2.28e-05,0.133,0.774,116.109,160133.0,4,10 +APE,I Trusted U,11.0,0.693,0.577,7.0,-7.165,0,0.0281,0.268,0.000209,0.308,0.547,96.975,183810.0,4,6 +The Pink Slips,Texas,28.0,0.421,0.95,4.0,-1.226,0,0.238,0.000661,0.000429,0.126,0.572,171.949,195613.0,4,6 +MAVI,TIME TRAVEL,49.0,0.462,0.43,6.0,-11.384,0,0.474,0.874,,0.527,0.539,67.21,225354.0,3,5 +Lionel Richie,Endless Love - Live In Paris,24.0,0.389,0.613,10.0,-6.724,1,0.108,0.486,,0.689,0.505,131.098,2.30245,4,9 +"Hariharan, Kavita Krishnamurthy",Jhonka Hawa Ka,45.0,0.645,0.575,2.0,-10.482,1,0.0455,0.232,3.26e-06,0.116,0.333,131.844,5.793333333,4,3 +Savage Garden,I Knew I Loved You - Live,24.0,0.24,0.914,8.0,-4.929,1,0.0991,0.00313,0.000175,0.95,0.455,86.228,8.256,4,9 +Moshe Peretz,◊ê◊ï◊ú◊ô ◊î◊ú◊ô◊ú◊î,28.0,0.577,0.921,7.0,-4.048,1,0.0395,0.0177,,0.19,0.531,127.938,199472.0,4,9 +Shamir,Ocean Eyes,37.0,0.346,0.594,7.0,-7.44,1,0.0662,0.228,0.00275,0.0964,0.362,176.051,203728.0,4,9 +Sleater-Kinney,One More Hour,45.0,0.364,0.904,9.0,-4.168,1,0.0451,0.00341,1.9e-05,0.153,0.73,139.887,199693.0,4,6 +Gryffin,Body Back (feat. Maia Wright) - Acoustic,49.0,0.688,0.228,8.0,-12.337,1,0.0351,0.907,,0.131,0.419,109.771,196364.0,3,9 +The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,10 +Gang Of Four,I Love a Man In a Uniform,25.0,0.772,0.435,10.0,-12.612,1,0.088,0.0333,,0.514,0.92,112.264,247293.0,4,6 +Nordjevel,Rovdyr,28.0,0.206,0.971,8.0,-6.639,1,0.112,4.45e-06,0.586,0.256,0.139,132.436,327985.0,4,8 +Juice WRLD,Come & Go (with Marshmello),84.0,0.625,0.814,,-5.181,1,0.0657,0.0172,,0.158,0.535,144.991,205485.0,4,9 +Soundgarden,Rusty Cage,63.0,0.307,0.917,9.0,-7.599,1,0.0977,1.65e-05,0.00044,0.0566,0.266,101.879,266200.0,4,10 +Jenny O.,God Knows Why,31.0,0.462,0.659,4.0,-7.343,1,0.0268,0.526,0.189,0.231,0.72,82.984,181755.0,4,1 +„ǵ„ÇØ„É©SAKURA-LEE,Friends,32.0,0.715,0.601,6.0,-13.251,1,0.303,0.0495,0.000902,0.447,0.802,123.45,169551.0,4,6 +Agnostic Front,Gotta Go,52.0,0.218,0.947,,-5.188,1,0.135,0.00117,,0.127,0.234,196.76,214667.0,4,8 +Shola Ama,Imagine - Asylum Remix,51.0,0.786,0.854,1.0,-6.058,1,0.11,0.0436,0.0374,0.146,0.963,128.572,340693.0,4,5 +M√∂tley Cr√ºe,Home Sweet Home,69.0,0.403,0.777,5.0,-6.416,1,0.0354,0.0999,3.28e-06,0.124,0.149,76.329,240933.0,4,10 +Tortoise,Ten-Day Interval,36.0,0.787,0.416,9.0,-15.913,0,0.164,0.888,0.84,0.312,0.347,150.487,284667.0,3,10 +Eviatar Banai,◊õ◊ú◊ï◊ù ◊ú◊ê ◊¢◊¶◊ï◊ë,33.0,0.442,0.461,,-9.818,1,0.0392,0.562,,0.425,0.496,127.05,166240.0,4,10 +Night Tempo,Big City Night,37.0,0.801,0.854,9.0,-8.218,0,0.417,0.0824,0.108,0.0715,0.637,118.008,197288.0,4,6 +Tash Sultana,Willow Tree (feat. Jerome Farah),45.0,0.379,0.734,8.0,-5.648,0,0.204,0.188,0.00011,0.146,0.515,174.952,199062.0,4,6 +Luh Kel,F Love,58.0,0.644,0.71,,-4.078,0,0.04,0.312,,0.101,0.229,143.061,179372.0,4,5 +Daryl Hall & John Oates,Rich Girl,73.0,0.573,0.683,5.0,-6.644,1,0.176,0.461,,0.0935,0.817,169.519,142787.0,4,10 +Backstreet Boys,My Beautiful Woman,34.0,0.708,0.785,1.0,-3.303,1,0.0369,0.0125,,0.104,0.869,105.054,3.636216667,4,9 +TesseracT,Juno,48.0,0.588,0.897,5.0,-6.353,0,0.0484,0.00656,0.0102,0.139,0.264,108.006,312789.0,3,8 +Pearl Jam,Dance Of The Clairvoyants,58.0,0.741,0.711,11.0,-7.744,0,0.0416,0.0122,0.000696,0.0836,0.649,113.971,265307.0,4,10 +AlienBlaze,Hate Me,34.0,0.708,0.307,1.0,-15.327,1,0.0669,0.783,0.000321,0.0894,0.192,107.953,166139.0,4,1 +The Nice,The Thoughts Of Emerlist Davjack - 2009 Digital Remaster,41.0,0.405,0.556,10.0,-11.17,1,0.0321,0.095,3.84e-05,0.154,0.283,140.749,254707.0,4,10 +Villain of the Story,Stuck,46.0,0.423,0.808,4.0,-4.728,0,0.0347,0.000809,0.00251,0.068,0.0981,95.066,237474.0,4,8 +3TEETH,PRESIDENT X,37.0,0.484,0.957,1.0,-5.411,1,0.108,8.33e-06,0.216,0.126,0.158,101.052,220587.0,4,8 +Naliya,Handshakes,1.0,0.761,0.458,8.0,-7.248,1,0.0511,0.0968,5.84e-06,0.0841,0.785,139.961,154458.0,4,9 +The Bops,Runnin',16.0,0.487,0.609,9.0,-8.111,0,0.0249,0.291,0.769,0.336,0.349,99.983,175307.0,4,9 +Twenty One Pilots,Ride,82.0,0.645,0.713,6.0,-5.355,1,0.0393,0.00835,,0.113,0.566,74.989,214507.0,4,10 +Hegge,New Bromance,44.0,0.569,0.724,3.0,-6.931,1,0.0358,0.669,0.0559,0.288,0.857,140.094,5.45245,4,7 +Mike Posner,Please Don't Go,75.0,0.699,0.882,4.0,-3.896,0,0.0311,0.00296,0.0544,0.13,0.657,120.016,3.280216667,4,9 +Foo Fighters,Chasing Birds,56.0,0.62,0.532,2.0,-7.297,1,0.023,0.0392,0.0245,0.112,0.369,143.993,252293.0,4,1 +FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,10 +"nothing,nowhere.",nightmare,59.0,0.529,0.913,9.0,-3.843,0,0.0864,0.0379,,0.314,0.434,139.906,174023.0,4,10 +Lata Mangeshkar,Panditji Mere Marne Ke Baad,9.0,0.403,0.591,9.0,-9.16,1,0.0812,0.849,,0.153,0.774,108.8,6.191016667,4,3 +blink-182,The Rock Show,68.0,0.41,0.959,9.0,-4.563,1,0.0869,0.000324,,0.0766,0.83,193.155,171600.0,4,10 +"Hugo Alfvén, Ulf Schneider, Jan Philip Schulze","The Sleeping Forest, Op. 28 No. 6",26.0,0.186,0.0105,1.0,-32.796,1,0.0441,0.992,0.343,0.0723,0.0371,104.294,2.439566667,3,7 +Monuments,Leviathan,45.0,0.576,0.965,10.0,-3.689,0,0.156,0.000209,0.0539,0.0939,0.493,106.009,274528.0,4,8 +Junior Mesa,All Or Nothin,45.0,0.606,0.63,5.0,-7.867,0,0.0603,0.237,,0.149,0.707,74.982,148083.0,4,6 +carpetgarden,Beautiful Mind,45.0,0.677,0.725,9.0,-9.295,1,0.0745,0.0617,,0.357,0.561,95.75,199500.0,4,6 +ILLENIUM,Sideways,73.0,0.481,0.727,5.0,-5.861,1,0.0492,0.0564,1.01e-06,0.249,0.392,141.899,251831.0,4,9 +Dr. John,Mama Roux,42.0,0.84,0.393,5.0,-15.199,1,0.0405,0.557,2.9e-06,0.102,0.809,128.234,180600.0,4,2 +TU,Absinthe & A Cracker,26.0,0.66,0.726,7.0,-7.201,1,0.0508,0.00766,0.868,0.27,0.275,123.468,340933.0,5,10 +Moshe Peretz,◊ñ◊ô◊ß◊ï◊ß◊ô◊ù,30.0,0.528,0.658,2.0,-4.552,0,0.0299,0.178,,0.257,0.251,82.018,226933.0,4,9 +Little Hurt,Messed Up,44.0,0.59,0.762,2.0,-5.559,1,0.0361,0.0503,,0.317,0.662,95.017,156947.0,4,10 +Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,6 +Ulrich Schnauss,On My Own - 2019 remaster,42.0,0.398,0.664,11.0,-10.003,1,0.0393,0.0923,0.948,0.359,0.19,139.861,399720.0,4,6 +Arlo Parks,Black Dog,57.0,0.666,0.545,1.0,-8.031,0,0.0354,0.686,0.015,0.117,0.378,86.385,228760.0,4,6 +Rotting Christ,Demonon Vrosis,43.0,0.493,0.935,9.0,-3.148,0,0.0843,0.00431,0.638,0.138,0.221,107.994,296173.0,4,8 +Shlomo Artzi,◊™◊ó◊™ ◊©◊û◊ô ◊ô◊ù ◊î◊™◊ô◊õ◊ï◊ü,32.0,0.626,0.322,4.0,-15.166,0,0.0335,0.725,1.36e-05,0.131,0.382,85.409,350960.0,4,10 +Tall Juan,Atlantico,27.0,0.6,0.51,9.0,-8.318,1,0.0446,0.16,0.000314,0.424,0.512,120.4,190297.0,4,1 +R√∫nahild,Seidr√∫nar,42.0,0.509,0.569,,-11.183,1,0.046,0.0757,1.77e-05,0.0973,0.0859,119.969,489411.0,4,8 +All Them Witches,Bulls,39.0,0.234,0.596,5.0,-6.869,1,0.0441,0.0397,0.739,0.0878,0.104,103.198,400853.0,3,10 +South of Eden,Dancing With Fire,35.0,0.283,0.942,6.0,-4.877,1,0.0584,1.05e-05,0.155,0.4,0.618,102.221,256663.0,4,10 +The 1975,The Sound,62.0,0.648,0.936,,-4.745,1,0.0762,0.085,6.93e-06,0.482,0.566,120.708,248880.0,4,10 +Narendra Chanchal,Beshak Mandir Masjid Todo,13.0,0.396,0.412,9.0,-14.045,1,0.0389,0.882,,0.207,0.606,82.804,3.614,4,3 +As I Lay Dying,The Darkest Nights,52.0,0.367,0.983,8.0,-4.264,1,0.0649,9.49e-06,0.00049,0.184,0.85,175.006,231827.0,4,8 +Here At Last,Tongue,43.0,0.853,0.665,2.0,-4.877,1,0.0887,0.213,6.11e-06,0.0772,0.778,112.04,162617.0,4,9 +TAUR,Chicago,28.0,0.748,0.538,,-8.728,0,0.0748,0.207,0.000458,0.0869,0.654,119.994,234933.0,4,6 +Freddie King,I'm Tore Down,11.0,0.527,0.362,9.0,-12.265,0,0.0513,0.773,,0.102,0.908,130.25,157933.0,4,2 +Shinedown,How Did You Love - Acoustic,53.0,0.52,0.457,2.0,-7.877,0,0.0364,0.137,,0.102,0.61,185.945,185955.0,4,9 +Apoorva Krishna,Transcend,12.0,0.582,0.579,8.0,-7.053,1,0.0683,0.398,0.716,0.0587,0.494,127.034,577000.0,4,6 +Pantera,Hollow,56.0,0.273,0.688,11.0,-10.883,1,0.0326,9.48e-05,0.0504,0.051,0.347,100.077,345733.0,4,8 +Common,The Corner,49.0,0.729,0.82,10.0,-7.124,0,0.241,0.0191,0.000273,0.0927,0.471,156.412,225333.0,4,5 +Keef Hartley Band,Just To Cry,22.0,0.635,0.258,,-16.841,0,0.0308,0.566,0.675,0.121,0.208,124.108,380133.0,4,10 +Charley Pride,Is Anybody Goin' to San Antone,46.0,0.711,0.407,2.0,-11.142,1,0.0325,0.553,,0.171,0.875,116.626,2.223333333,4,4 +Wayward Sons,Even up the Score,31.0,0.364,0.968,1.0,-2.792,1,0.0547,6.92e-06,0.0655,0.0904,0.626,166.857,185527.0,4,10 +Korn,Here To Stay,55.0,0.564,0.947,2.0,-4.998,1,0.0448,7.81e-06,0.828,0.373,0.351,100.002,270960.0,4,8 +Lifehouse,Into The Sun,42.0,0.514,0.613,,-6.196,1,0.0247,0.000556,,0.0764,0.357,135.909,319560.0,4,10 +Moment Joon,DISTANCE,26.0,0.791,0.522,4.0,-9.455,0,0.104,0.351,0.0577,0.138,0.152,130.007,243926.0,4,9 +Samantha Crain,Holding to the Edge of Night,31.0,0.47,0.32,8.0,-11.859,1,0.0302,0.624,0.0179,0.145,0.0342,109.835,283080.0,4,1 +Yves Tumor,Romanticist,52.0,0.584,0.703,7.0,-7.236,0,0.0837,0.0211,1.64e-06,0.535,0.65,94.01,106102.0,4,6 +Avraham Tal,◊ê◊†◊ô ◊©◊ú◊ö,43.0,0.615,0.599,1.0,-6.345,1,0.0282,0.256,,0.0988,0.397,124.009,193548.0,4,9 +Run The Jewels,ooh la la (feat. Greg Nice & DJ Premier),61.0,0.686,0.824,11.0,-5.413,1,0.34,0.157,,0.242,0.405,170.079,183827.0,4,5 +–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–î—Ä—É–≥,43.0,0.435,0.883,11.0,-5.494,0,0.0346,0.426,0.594,0.182,0.446,146.972,196824.0,4,6 +Paul McCartney,Find My Way,50.0,0.67,0.819,5.0,-5.245,1,0.0325,0.00596,0.00332,0.343,0.395,122.983,234754.0,4,10 +Angels & Airwaves,The Adventure,51.0,0.543,0.878,11.0,-5.994,1,0.0472,0.0485,0.00101,0.125,0.189,144.157,312533.0,4,10 +Jeff Beck,Blues Deluxe,17.0,0.464,0.604,5.0,-10.691,1,0.0484,0.539,0.328,0.849,0.457,133.484,450133.0,3,2 +The Score,Money Run Low,60.0,0.651,0.933,7.0,-3.978,0,0.0457,0.0203,,0.306,0.798,134.048,185467.0,4,10 +"Francis Poulenc, Françoise Groben, Alexandre Tharaud","Cello Sonata, FP 143: Cavatine: Tres calme",35.0,0.223,0.0212,10.0,-24.983,0,0.043,0.988,0.866,0.14,0.0365,122.178,6.378216667,4,7 +Death From Above 1979,Trainwreck 1979,49.0,0.552,0.909,8.0,-4.87,1,0.0502,5.79e-05,0.0315,0.204,0.232,135.041,226689.0,4,10 +Harlea,Miss Me,25.0,0.508,0.874,3.0,-4.451,0,0.0335,5.41e-05,0.116,0.3,0.516,97.011,221623.0,4,10 +MY BABY,Seeing Red,39.0,0.903,0.365,5.0,-10.653,0,0.101,0.168,0.0465,0.0728,0.519,127.213,296533.0,4,2 +Paul Young,"Every Time You Go Away - Live at Live Aid, Wembley Stadium, 13th July 1985",29.0,0.555,0.805,5.0,-6.313,1,0.0632,0.117,,0.697,0.656,87.05,7.069133333,4,9 +Subliminal,Free - Afro Beat,21.0,0.788,0.822,2.0,-4.687,1,0.0495,0.146,,0.0938,0.853,115.99,274489.0,4,5 +R3HAB,We Do - Acoustic,41.0,0.56,0.28,10.0,-11.245,0,0.0392,0.797,,0.159,0.722,143.854,149167.0,4,9 +Lauv,"fuck, i‚Äôm lonely - stripped",46.0,0.735,0.378,9.0,-6.842,1,0.0488,0.209,,0.0737,0.726,95.073,187333.0,4,9 +Agnes Obel,Parliament Of Owls,45.0,0.212,0.239,11.0,-17.042,0,0.0365,0.919,0.942,0.149,0.117,119.345,149752.0,3,1 +Black Eyed Peas,RITMO (Bad Boys For Life),79.0,0.721,0.716,10.0,-7.037,0,0.0657,0.0334,0.00084,0.237,0.667,104.994,221714.0,4,9 +Freya Ridings,Castles - Acoustic,48.0,0.484,0.276,4.0,-4.32,1,0.0346,0.907,,0.0973,0.212,107.256,199535.0,4,9 +Car Seat Headrest,Fill in the Blank,55.0,0.339,0.829,9.0,-7.239,1,0.058,0.00737,1.26e-05,0.0596,0.5,162.794,244507.0,4,1 +The Lonely Island,Jack Sparrow,59.0,0.718,0.712,8.0,-5.242,1,0.222,0.0225,,0.0442,0.42,97.005,187747.0,4,9 +Sharada,Mere Alibaba,4.0,0.525,0.798,9.0,-5.619,1,0.0558,0.635,1.46e-05,0.365,0.766,114.309,3.873333333,4,3 +Oasis,I Am The Walrus - Live,27.0,0.247,0.984,4.0,-3.326,1,0.149,2.8e-05,0.631,0.379,0.0383,99.379,385867.0,4,10 +Rammstein,Du hast,72.0,0.64,0.922,9.0,-6.283,0,0.0385,0.00369,0.055,0.332,0.716,125.105,234227.0,4,8 +Amyl and The Sniffers,Some Mutts (Can't Be Muzzled),36.0,0.337,0.95,3.0,-2.218,0,0.0751,0.000943,0.00082,0.104,0.474,86.179,159566.0,4,6 +Papa Roach,Between Angels And Insects,66.0,0.519,0.961,2.0,-3.214,0,0.0642,0.000207,0.000419,0.195,0.344,93.466,234467.0,4,8 +Jades Goudreault,nuh uh,53.0,0.923,0.587,1.0,-2.98,1,0.122,0.0474,0.00245,0.0695,0.569,97.996,151686.0,4,9 +Elliott,Calm Americans,31.0,0.458,0.937,6.0,-6.143,1,0.0726,0.0481,2.28e-05,0.157,0.276,160.211,265973.0,4,10 +Westlife,Walk Away,,0.582,0.753,7.0,-4.653,1,0.0268,0.0659,,0.157,0.649,137.99,3.982216667,4,9 +Red Hot Chili Peppers,Californication,81.0,0.592,0.767,9.0,-2.788,0,0.027,0.0021,0.00165,0.127,0.328,96.483,329733.0,4,10 +Yehudit Ravitz,◊ê◊™ ◊î◊õ◊ú ◊ê◊ñ◊õ◊ï◊®,11.0,0.284,0.157,4.0,-11.954,0,0.0401,0.838,7.22e-06,0.0865,0.139,73.575,255600.0,5,10 +MISSIO,Bottom Of The Deep Blue Sea,61.0,0.573,0.754,4.0,-4.788,1,0.0329,0.0248,0.00019,0.104,0.241,132.964,231587.0,4,10 +Hadag Nahash,◊ô◊ï◊ù ◊©◊ô◊©◊ô,42.0,0.749,0.592,9.0,-7.04,0,0.0382,0.0427,,0.133,0.502,130.033,242160.0,4,5 +Prasanna,Pot Belly Blues,12.0,0.499,0.636,,-10.517,1,0.034,0.264,0.895,0.0575,0.98,105.642,292467.0,4,6 +Les Petits Pilous,Wake Up - Original,17.0,0.815,0.729,7.0,-6.594,0,0.422,0.00909,0.0181,0.0562,0.0284,132.02,238400.0,4,1 +Toby Keith,I Wanna Talk About Me,61.0,0.765,0.87,5.0,-5.191,1,0.0499,0.168,,0.125,0.684,106.06,3.066,4,4 +Luke Bryan,Waves,72.0,0.494,0.771,1.0,-4.309,1,0.0626,0.0649,,0.11,0.371,136.053,3.807333333,4,4 +beabadoobee,"Yoshimi, Forest, Magdalene",40.0,0.475,0.843,11.0,-4.528,0,0.038,0.000591,0.000134,0.346,0.428,108.034,204280.0,4,6 +DJ Eq,Ultra 45 - Original Mix,29.0,0.973,0.78,8.0,-6.255,1,0.377,0.0171,0.118,0.152,0.656,124.818,292788.0,4,6 +The Yardbirds,For Your Love,58.0,0.288,0.62,2.0,-10.103,1,0.0428,0.24,,0.0882,0.617,94.445,150627.0,4,10 +"Keith Urban, Carrie Underwood",The Fighter,62.0,0.681,0.845,11.0,-5.147,0,0.0525,0.0304,,0.197,0.761,132.023,3.067333333,4,4 +The Who,Baba O'Riley,16.0,0.489,0.724,5.0,-8.367,1,0.0352,0.313,0.185,0.287,0.15,117.292,5.00666667,4,10 +Whodini,Freaks Come Out at Night,34.0,0.866,0.861,1.0,-3.34,1,0.172,0.037,2.29e-05,0.0264,0.714,100.749,282867.0,4,5 +byelian,Thud,34.0,0.631,0.61,4.0,-7.048,0,0.118,0.0518,0.183,0.185,0.208,90.025,204667.0,4,6 +Pini Hadad,Ohev Aval Meziuti,18.0,0.652,0.807,1.0,-5.847,0,0.026,0.355,,0.103,0.829,110.028,228493.0,4,9 +The Very End,Zeitgeist,31.0,0.475,0.997,1.0,-3.141,1,0.0993,7.87e-05,0.00155,0.127,0.258,94.992,240240.0,4,8 +Napalm Death,Scum,41.0,0.184,0.954,4.0,-7.719,1,0.103,1.22e-05,0.804,0.0932,0.222,83.346,158200.0,3,8 +Earl Hooker,Two Bugs And A Roach,49.0,0.523,0.568,9.0,-12.584,1,0.0751,0.652,0.00534,0.1,0.813,135.448,259760.0,4,2 +Kuttem Reese,No Statements (feat. Lil Durk),58.0,0.842,0.827,7.0,-5.483,1,0.33,0.072,,0.126,0.791,149.971,172389.0,4,5 +Shungudzo,To be me,,0.568,0.276,10.0,-8.549,1,0.0304,0.896,,0.1,0.231,119.51,201062.0,4,6 +Talos,See Me,39.0,0.436,0.661,,-6.034,1,0.0353,0.247,1.77e-05,0.105,0.149,168.043,230680.0,4,6 +T. Rex,20th Century Boy - 2012 Remaster,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,6 +POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,10 +DJ Perro,Jazztas,27.0,0.648,0.882,9.0,-8.615,0,0.125,0.0041,0.589,0.0851,0.717,130.018,302869.0,4,10 +The Beach Boys,Surfin' U.S.A. - Remastered 2001,72.0,0.55,0.854,3.0,-5.968,1,0.036,0.661,,0.112,0.965,159.231,149373.0,4,10 +Concha Piquer,A la lima y al lim√≥n - Remastered,27.0,0.554,0.395,,-11.648,1,0.107,0.967,5.95e-05,0.378,0.765,82.882,195779.0,4,9 +Kygo,Gone Are The Days (feat. James Gillespie),79.0,0.528,0.453,4.0,-9.398,1,0.0396,0.355,1.06e-06,0.104,0.281,119.761,196678.0,4,9 +Green River,Swallow My Pride,45.0,0.349,0.869,4.0,-11.481,1,0.0934,0.423,,0.76,0.193,127.44,179800.0,4,10 +BREIMEN,Ëâ≤ÁúºÈè°,43.0,0.576,0.863,5.0,-6.037,1,0.219,0.0269,0.000245,0.547,0.563,108.068,255195.0,4,9 +Warren Zevon,"Lawyers, Guns and Money - 2007 Remaster",61.0,0.641,0.78,9.0,-6.675,1,0.0351,0.0671,0.00181,0.0562,0.746,94.228,210480.0,4,10 +Trobar de Morte,Summoning the Gods,44.0,0.358,0.4,,-10.715,0,0.0301,0.0115,0.507,0.162,0.0638,150.071,255348.0,4,8 +Skold,Small World,38.0,0.392,0.929,9.0,-3.635,1,0.442,0.11,3.51e-05,0.164,0.294,170.313,296471.0,4,8 +Friday Pilots Club,I Don't Care,40.0,0.583,0.573,8.0,-5.42,1,0.0811,0.208,,0.285,0.783,184.062,233630.0,4,10 +Orchards,Butterfly,46.0,0.587,0.932,7.0,-4.697,1,0.0687,0.00257,,0.0694,0.564,100.004,207882.0,4,10 +C.M.L.,Million Dolla Steppaz,2.0,0.64,0.83,11.0,-7.849,0,0.279,0.129,,0.331,0.894,171.933,212093.0,4,5 +Jimmy Rogers,That's All Right - Single Version,35.0,0.508,0.248,4.0,-13.409,1,0.0348,0.642,4.49e-05,0.291,0.497,74.283,170373.0,4,2 +Itay Levi,◊î◊©◊§◊ô◊ï◊™ ◊©◊ú◊ô,48.0,0.685,0.328,2.0,-11.655,0,0.0353,0.537,1.52e-06,0.0861,0.35,131.908,185640.0,4,9 +Jelly Roll,Promise,55.0,0.445,0.675,11.0,-8.774,1,0.0315,0.00122,0.00799,0.233,0.318,164.99,206545.0,4,10 +"Arvo Pärt, English Chamber Orchestra, Nigel Short",Summa,,0.168,0.0221,7.0,-30.351,0,0.0534,0.976,0.909,0.237,0.0753,99.953,5.006,3,7 +Nate Fredrick,Paducah,45.0,0.535,0.526,2.0,-7.431,0,0.0283,0.0491,0.000927,0.129,0.253,139.918,210614.0,4,1 +Crystal Castles,Vanished,63.0,0.713,0.868,,-6.644,0,0.0305,0.00206,9.23e-05,0.225,0.641,119.98,242960.0,4,6 +Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,6 +Doja Cat,Need To Know,86.0,0.664,0.609,1.0,-6.509,1,0.0707,0.304,,0.0926,0.194,130.041,3.50933333,4,9 +bbrainz,beta,27.0,0.736,0.771,1.0,-6.75,1,0.096,0.00302,0.524,0.0973,0.651,160.315,104928.0,4,6 +Flaming Wrekage,Running Blind,32.0,0.467,0.974,,-3.28,1,0.0848,4.74e-06,0.845,0.413,0.183,99.985,322062.0,4,8 +Mukesh,Kisi Ki Muskurahaton Se,36.0,0.394,0.303,,-13.401,0,0.0486,0.75,2.04e-05,0.0656,0.837,207.806,4.488883333,4,3 +Manna Dey,Mat Ro Mata Lal Tere,4.0,0.463,0.576,5.0,-9.567,1,0.0634,0.902,,0.101,0.767,103.704,3.990666667,4,3 +Gary Clark Jr.,Shake,35.0,0.326,0.922,11.0,-3.04,1,0.0433,0.0091,0.0554,0.164,0.753,192.907,197813.0,4,2 +Joe Bonamassa,Royal Tea,41.0,0.558,0.82,10.0,-4.377,0,0.0357,0.0146,0.0097,0.136,0.549,121.448,268733.0,3,2 +Paulo Mendonca,Just in case,37.0,0.536,0.969,6.0,-2.62,0,0.0915,0.43,1.26e-06,0.082,0.805,84.881,239575.0,4,10 +The Pharcyde,Passin' Me By,69.0,0.759,0.756,4.0,-8.145,0,0.266,0.0903,2.36e-06,0.265,0.613,87.059,303493.0,4,5 +Samantha Fish,Nearer to You,33.0,0.509,0.487,2.0,-7.478,0,0.0272,0.0641,0.000474,0.0886,0.512,146.202,204000.0,3,2 +Simon & Garfunkel,America,64.0,0.259,0.241,2.0,-15.955,1,0.042,0.554,6.62e-06,0.0849,0.275,178.453,3.58821667,3,0 +London Grammar,Lose Your Head,,0.556,0.712,6.0,-7.261,1,0.0604,0.376,0.185,0.201,0.467,98.008,199996.0,4,9 +Biffy Clyro,Instant History - Single Version,54.0,0.588,0.761,8.0,-3.78,0,0.0324,0.000753,,0.648,0.41,133.009,197912.0,4,10 +"nothing,nowhere.",fake friend,64.0,0.472,0.849,4.0,-3.738,1,0.0315,0.00362,,0.0973,0.31,144.065,169451.0,4,10 +Fortisakharof,◊†◊¢◊ú◊ô◊ô◊ù,26.0,0.623,0.723,9.0,-13.22,1,0.0418,0.00498,7.34e-06,0.0726,0.676,96.814,274000.0,4,10 +New Order,Blue Monday - 2016 Remaster,67.0,0.793,0.703,,-9.548,1,0.0581,0.000726,0.88,0.075,0.856,130.27,450800.0,4,10 +Dirkschneider & The Old Gang,Face of a Stranger,50.0,0.584,0.854,11.0,-4.13,0,0.0293,0.000999,8.81e-05,0.48,0.584,119.978,297227.0,4,8 +Hyro The Hero,We Believe (feat. David Draiman),49.0,0.513,0.874,2.0,-4.902,0,0.208,0.00166,,0.0647,0.2,149.823,198358.0,4,10 +Burna Boy,Onyeka (Baby),57.0,0.825,0.685,2.0,-5.21,1,0.0776,0.155,0.00977,0.102,0.304,102.03,202147.0,4,9 +The National,Light Years,63.0,0.543,0.316,4.0,-11.666,1,0.0307,0.95,0.672,0.0978,0.178,124.946,213373.0,4,6 +Iggy Pop,Real Wild Child (Wild One),63.0,0.59,0.851,4.0,-11.754,1,0.0297,0.0174,0.0975,0.154,0.968,146.213,218307.0,4,10 +Albert Cummings,Up Your Sleeve - Live,28.0,0.314,0.756,8.0,-9.607,1,0.0646,0.00175,0.0219,0.114,0.656,124.689,324441.0,4,2 +Folamour,Lost In Space (feat. SG Lewis),57.0,0.671,0.649,8.0,-6.869,0,0.379,0.0242,3.76e-06,0.0395,0.512,120.632,143947.0,4,6 +Mr. Breathless,Sugaree,30.0,0.518,0.87,,-7.577,1,0.0339,0.0845,0.00012,0.149,0.899,145.29,188080.0,4,10 +Delta Spirit,To Ramona,30.0,0.575,0.211,1.0,-10.509,1,0.0332,0.842,,0.1,0.215,115.109,308419.0,3,6 +The Kills,Cheap And Cheerful - Sebastian remix,43.0,0.586,0.781,8.0,-5.877,1,0.252,0.00375,3.41e-05,0.133,0.265,128.972,356400.0,4,1 +Smino,MLK Dr,49.0,0.598,0.924,6.0,-4.785,0,0.324,0.693,1.27e-06,0.2,0.538,127.9,90475.0,4,5 +Shordie Shordie,LOVE (feat. Trippie Redd),53.0,0.759,0.613,6.0,-6.167,0,0.0459,0.023,,0.106,0.482,129.011,255093.0,4,5 +Biffy Clyro,Bubbles,,0.351,0.724,3.0,-5.888,1,0.0315,0.00202,0.00144,0.113,0.196,147.343,301080.0,4,6 +Zeev Tene,Beirut,18.0,0.76,0.713,2.0,-11.087,1,0.0318,0.00248,,0.122,0.881,99.032,149813.0,4,6 +Scorpions,Wind Of Change,78.0,0.452,0.524,,-10.108,1,0.0351,0.315,,0.103,0.246,151.505,312360.0,4,10 +Lera Lynn,Shape Shifter,34.0,0.805,0.684,11.0,-8.304,0,0.0295,0.00601,0.0781,0.12,0.962,130.042,231227.0,4,10 +Neil Young,Old Man - 2009 Remaster,67.0,0.702,0.244,4.0,-15.286,0,0.0355,0.431,0.00867,0.0963,0.444,141.317,3.36911667,4,0 +The Wannadies,Hit,27.0,0.342,0.888,7.0,-4.404,1,0.0617,0.00116,1.18e-05,0.214,0.287,159.118,142147.0,4,6 +"Mohammed Aziz, Kavita Krishnamurthy",Tera Bemar Mera Dil,36.0,0.466,0.884,5.0,-6.434,0,0.15,0.573,9.82e-06,0.494,0.637,85.347,7.232216667,4,3 +"Sharada, Mohammed Rafi",Jane Chaman Shola Badan,16.0,0.493,0.624,2.0,-7.271,0,0.0316,0.888,1.31e-05,0.396,0.664,104.761,4.988883333,4,3 +Bathory,Ring of Gold,45.0,0.571,0.376,4.0,-10.433,0,0.0303,0.874,0.0559,0.522,0.18,129.884,334973.0,4,8 +Filter,Hey Man Nice Shot,64.0,0.479,0.588,2.0,-10.773,1,0.0339,0.00214,0.709,0.319,0.305,177.014,314440.0,4,10 +Poison,Nothin' But A Good Time - Remastered 2006,68.0,0.576,0.974,1.0,-2.785,1,0.0828,0.0202,,0.348,0.531,129.088,224867.0,4,8 +Slim Harpo,Shake Your Hips - Single Version,39.0,0.746,0.418,7.0,-13.563,1,0.0708,0.984,0.0925,0.132,0.736,94.459,149800.0,4,2 +"Valentin Silvestrov, Anja Lechner, Silke Avenhaus",Three Postludes (1981/82): Postlude No. 3,,0.0596,0.00121,2.0,-39.952,1,0.0559,0.987,0.262,0.0991,0.0383,62.51,4.266,5,7 +Prince,When Doves Cry,72.0,0.729,0.989,9.0,-4.613,0,0.049,0.0102,4.45e-05,0.443,0.84,126.47,352906.0,4,10 +Ghetts,One Take - Instrumental,21.0,0.579,0.841,10.0,-7.135,1,0.0708,0.147,0.54,0.0912,0.929,174.933,210862.0,5,5 +Idan Amedi,◊û◊†◊°◊ô◊ù,34.0,0.533,0.88,11.0,-5.106,0,0.0557,0.0508,1.62e-05,0.218,0.592,103.01,208587.0,4,9 +WHOKILLEDXIX,Kismet,58.0,0.659,0.743,6.0,-5.59,1,0.326,0.00647,,0.0741,0.849,160.025,171809.0,4,9 +As Everything Unfolds,Grayscale,42.0,0.488,0.875,1.0,-5.371,0,0.0497,0.00737,1.45e-06,0.233,0.174,123.106,216211.0,4,8 +Vistas,Stuck in Your Head,48.0,0.572,0.958,,-3.587,1,0.144,0.00302,1.45e-06,0.14,0.433,116.962,160907.0,4,9 +Clarence Edwards,Still a Fool,20.0,0.414,0.413,4.0,-10.809,1,0.104,0.628,,0.635,0.375,208.16,253427.0,3,2 +The Bamboos,On The Sly,41.0,0.622,0.899,6.0,-9.519,0,0.0516,0.0196,0.00477,0.395,0.885,88.515,217173.0,4,9 +Neon Trees,Used To Like - Acoustic,47.0,0.635,0.637,,-4.119,1,0.0272,0.0109,1.17e-06,0.102,0.472,134.974,265556.0,4,10 +Hanan Ben Ari,◊©◊ë◊ï◊®◊ô ◊ú◊ë,43.0,0.319,0.29,5.0,-9.51,0,0.037,0.445,,0.165,0.152,128.462,234923.0,4,9 +OneRepublic,Apologize,73.0,0.593,0.74,8.0,-6.12,1,0.0339,0.363,2.22e-05,0.102,0.502,118.008,208107.0,4,9 +VINCINT,All Over Again,38.0,0.712,0.748,2.0,-6.215,1,0.116,0.614,7.01e-05,0.113,0.536,120.908,201575.0,4,9 +Elvis Presley,Viva Las Vegas,,0.577,0.612,7.0,-12.181,1,0.0438,0.757,,0.283,0.761,145.029,2.34778333,4,10 +The War and Treaty,Take Me In,41.0,0.433,0.242,,-10.731,1,0.0322,0.353,,0.118,0.163,139.958,227893.0,4,2 +HYUKOH,Hey Sun,41.0,0.787,0.424,1.0,-9.452,0,0.034,0.408,0.022,0.111,0.843,114.977,205598.0,4,10 +Lou Ann Barton,Sugar Coated Love,35.0,0.629,0.471,1.0,-11.197,1,0.0304,0.314,5.91e-06,0.0936,0.814,121.039,236027.0,4,2 +Skegss,Bush TV,42.0,0.353,0.92,9.0,-2.339,1,0.0436,1.65e-05,0.000136,0.157,0.413,95.242,170187.0,4,6 +Low Island,I Do It For You,33.0,0.664,0.496,5.0,-9.51,1,0.0274,0.0551,1.23e-05,0.25,0.61,82.988,213634.0,4,6 +Fleetwood Mac,The Green Manalishi,35.0,0.533,0.564,11.0,-12.91,0,0.0358,0.242,0.0415,0.163,0.361,101.986,274267.0,4,10 +Tippa Irie,Move Your Body,20.0,0.835,0.48,1.0,-16.069,1,0.153,0.177,,0.191,0.697,92.17,252667.0,4,5 +"Sonu Nigam, Roop Kumar Rathod",Sandese Aate Hai,47.0,0.459,0.837,9.0,-9.168,1,0.0592,0.685,,0.173,0.729,88.942,10.54933333,4,3 +Fantastic Negrito,Searching for Captain Save a Hoe,38.0,0.724,0.56,10.0,-7.429,0,0.0375,0.085,,0.153,0.373,74.984,225551.0,4,2 +Josh Morningstar,Sanitarium Lovesick Blues #4702,30.0,0.466,0.673,10.0,-6.373,1,0.106,0.305,3.18e-06,0.322,0.82,202.836,169561.0,4,2 +Noy Alooshe,L.I.E,35.0,0.692,0.903,8.0,-6.041,0,0.0566,0.0525,3.8e-06,0.1,0.304,122.093,167213.0,4,9 +Chelsea Grin,Blind Kings,48.0,0.512,0.988,11.0,-3.62,1,0.137,5.56e-06,0.242,0.32,0.248,106.478,242535.0,3,8 +George Ezra,Blame It on Me,68.0,0.537,0.757,3.0,-3.374,1,0.0274,0.473,,0.341,0.421,103.882,196400.0,4,9 +Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,10 +url,bedroom floor - Moods Remix,33.0,0.765,0.522,,-9.466,1,0.301,0.356,0.00631,0.154,0.541,96.792,175670.0,4,6 +Jenn Champion,O.M.G. (I'm All Over It),43.0,0.8,0.545,11.0,-10.82,0,0.0406,0.365,0.000622,0.161,0.645,128.032,223866.0,4,6 +DNCE,Cake By The Ocean,80.0,0.774,0.753,4.0,-5.446,0,0.0517,0.152,,0.0371,0.896,119.002,219147.0,4,9 +Burning Witches,The Circle Of Five,32.0,0.417,0.902,9.0,-4.406,1,0.0688,3.22e-05,0.00368,0.516,0.405,129.553,325846.0,4,8 +Foxy Shazam,I Like It,24.0,0.517,0.982,1.0,-1.49,1,0.0485,0.000142,0.000234,0.212,0.831,97.991,168093.0,4,10 +Interpol,Rest My Chemistry,64.0,0.471,0.877,11.0,-5.576,0,0.0378,0.0193,0.0847,0.276,0.419,150.092,301093.0,4,1 +Ariana Grande,positions,89.0,0.737,0.802,,-4.771,1,0.0878,0.468,,0.0931,0.682,144.015,172325.0,4,9 +"Megan Davies, Keelan Donovan",Summertime Sadness (Acoustic Cover) feat. Keelan Donovan,57.0,0.62,0.403,1.0,-6.998,0,0.0393,0.636,,0.128,0.528,135.84,3.85023333,4,0 +Biffy Clyro,Weird Leisure,56.0,0.228,0.879,5.0,-4.326,1,0.0701,0.000141,8.7e-06,0.0484,0.352,145.418,248493.0,4,10 +Fightstar,The English Way - Acoustic Version,37.0,0.475,0.423,7.0,-10.163,1,0.0315,0.583,1.62e-06,0.0904,0.657,159.911,193453.0,4,10 +Carlos Cano,Chiclanera,30.0,0.76,0.564,5.0,-7.208,1,0.0479,0.677,,0.146,0.702,119.039,217640.0,4,9 +Berlin,Fenne Lily,38.0,0.526,0.357,8.0,-9.876,1,0.0269,0.54,0.801,0.119,0.293,142.607,3.661333333,4,0 +The Beatles,Come Together - Remastered 2009,78.0,0.533,0.376,9.0,-11.913,0,0.0393,0.0302,0.248,0.0926,0.187,165.007,4.33245,4,10 +Gymshorts,Gotta Get Away,23.0,0.15,0.843,9.0,-8.369,1,0.0439,0.000127,0.502,0.665,0.729,180.034,145932.0,4,10 +Metallica,The Memory Remains,59.0,0.435,0.901,10.0,-3.694,0,0.0429,0.000303,0.0072,0.185,0.547,143.646,279173.0,4,8 +Olivia Rodrigo,"1 step forward, 3 steps back",50.0,0.473,0.203,2.0,-12.627,1,0.102,0.941,,0.126,0.419,168.884,163587.0,4,9 +Noel Gallagher's High Flying Birds,AKA... What A Life!,40.0,0.447,0.927,6.0,-3.3,0,0.0508,0.000297,0.362,0.0972,0.104,119.034,264480.0,4,1 +Rob Base & DJ EZ Rock,It Takes Two,56.0,0.767,0.776,2.0,-8.915,1,0.144,0.0143,,0.326,0.608,111.686,301893.0,4,5 +R.E.M.,Radio Free Europe,42.0,0.361,0.645,4.0,-15.931,1,0.0461,0.00278,0.0248,0.11,0.874,154.868,245667.0,4,6 +The Troggs,Wild Thing,64.0,0.453,0.658,9.0,-13.472,1,0.0539,0.741,0.0288,0.135,0.761,203.871,155333.0,4,10 +◊ï◊ô◊™◊®◊™◊ô,◊°◊ô◊ì◊ï◊®◊ô◊ù ◊©◊ú ◊û◊ë◊ï◊í◊®◊ô◊ù,10.0,0.378,0.895,7.0,-3.922,1,0.151,0.00222,0.0154,0.303,0.405,122.225,156813.0,4,6 +Hole,Celebrity Skin,67.0,0.438,0.905,9.0,-6.161,1,0.0419,9.44e-06,5.4e-05,0.363,0.723,134.163,162667.0,4,6 +Vulfpeck,3 on E,56.0,0.782,0.825,11.0,-8.605,0,0.0436,0.0428,0.378,0.1,0.917,98.273,177792.0,4,9 +Rochelle Jordan,All Along,35.0,0.724,0.755,1.0,-5.936,1,0.08,0.114,0.000692,0.089,0.589,115.029,203425.0,4,1 +Disturbed,Open Your Eyes,56.0,0.579,0.973,5.0,-2.152,0,0.09,0.000145,0.0567,0.226,0.677,116.025,237347.0,4,10 +PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,6 +Queens of the Stone Age,The Lost Art Of Keeping A Secret,54.0,0.549,0.79,1.0,-4.781,1,0.0343,0.0655,0.0118,0.691,0.43,110.79,216013.0,4,10 +Blacktop Mojo,Dream On,53.0,0.49,0.678,5.0,-4.679,0,0.0253,0.0037,1.5e-06,0.0838,0.181,77.014,265477.0,4,10 +Ethan Tasch,Face Again,42.0,0.548,0.543,11.0,-7.309,1,0.0315,0.234,7.64e-06,0.107,0.584,80.979,134780.0,4,1 +God Is An Astronaut,Burial,40.0,0.391,0.684,2.0,-11.35,1,0.0302,0.000724,0.806,0.0913,0.283,107.074,364048.0,4,10 +The GOASTT (The Ghost Of A Saber Tooth Tiger),Animals,33.0,0.44,0.881,5.0,-3.357,1,0.0462,0.015,0.072,0.682,0.218,157.987,258907.0,4,10 +Daughtry,Heavy Is The Crown,58.0,0.188,0.844,1.0,-4.223,0,0.067,0.00135,0.000509,0.0855,0.216,159.336,235013.0,4,10 +Blood Lemon,Whistleblower,17.0,0.444,0.756,5.0,-8.034,1,0.0544,0.00164,0.36,0.101,0.397,109.592,272333.0,4,10 +LOSER,All I Need,27.0,0.374,0.815,8.0,-4.498,1,0.0374,6.9e-05,,0.287,0.501,172.099,184890.0,4,10 +Japandroids,North East South West,37.0,0.167,0.953,7.0,-2.919,1,0.0694,0.0472,,0.0941,0.46,145.06,260867.0,4,6 +John Conlee,Common Man,,0.792,0.605,7.0,-8.008,1,0.0462,0.546,,0.0439,0.899,128.789,2.71845,4,4 +Ducks Ltd.,As Big As All Outside,22.0,0.505,0.837,7.0,-6.843,1,0.0278,2.74e-06,0.81,0.368,0.635,152.039,200040.0,4,10 +K.Flay,Four Letter Words,61.0,0.696,0.83,8.0,-4.866,1,0.146,0.0717,2.39e-06,0.171,0.677,138.057,147562.0,4,9 +The Beatles,Norwegian Wood (This Bird Has Flown) - Remastered,,0.425,0.369,4.0,-11.876,1,0.0379,0.183,0.00126,0.112,0.65,176.625,2.07821667,3,0 +Dawn Landes,Try to Make a Fire Burn Again,5.0,0.498,0.167,,-16.381,1,0.0282,0.896,0.00431,0.136,0.352,85.35,3.03956667,4,0 +Fiddlehead,Heart to Heart,41.0,0.372,0.984,4.0,-5.835,0,0.0628,0.000172,0.00836,0.346,0.267,164.989,257468.0,4,10 +Jack Curley,I‚Äôm Here for You,51.0,0.663,0.649,8.0,-6.936,0,0.0296,0.0173,,0.113,0.594,137.955,198890.0,4,9 +The Rolling Stones,Brown Sugar,,0.637,0.847,,-8.18,1,0.033,0.242,0.000171,0.0806,0.964,128.613,228667.0,4,1 +The Paul Butterfield Blues Band,Driftin' and Driftin',24.0,0.241,0.634,3.0,-9.43,1,0.044,0.25,0.0297,0.0953,0.375,151.263,548270.0,3,10 +Unleash The Archers,Abyss,42.0,0.433,0.985,11.0,-6.361,0,0.173,0.000441,8.26e-06,0.367,0.0891,134.999,404093.0,4,8 +Aretha Franklin,Rock Steady,56.0,0.749,0.752,7.0,-10.3,1,0.126,0.0108,0.0954,0.235,0.887,104.7,193573.0,4,5 +Gravemind,Phantom Pain,33.0,0.394,0.988,3.0,-2.852,1,0.174,0.000309,0.000183,0.412,0.251,160.066,247412.0,4,8 +Late Bloomer,Heaven,24.0,0.178,0.684,,-6.301,1,0.0415,5.82e-05,0.00151,0.172,0.283,201.324,201333.0,4,6 +The Black Crowes,Remedy,60.0,0.411,0.978,10.0,-3.801,0,0.0532,0.00138,3.97e-06,0.0782,0.353,160.478,322640.0,4,10 +Anup Sastry,Where I Belong,40.0,0.411,0.977,5.0,-4.47,0,0.202,0.000449,,0.11,0.388,185.129,304865.0,4,8 +Def Leppard,Two Steps Behind - String / Acoustic Version,58.0,0.456,0.419,2.0,-10.594,1,0.0247,0.117,,0.178,0.425,146.148,256486.0,4,10 +St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,9 +Slayyyter,Cowboys,54.0,0.332,0.789,8.0,-4.788,0,0.0791,0.126,,0.0588,0.276,81.706,218586.0,4,10 +Fleetwood Mac,Over & Over - 2015 Remaster,41.0,0.733,0.212,7.0,-13.685,1,0.0292,0.346,0.271,0.0742,0.498,84.46,274667.0,4,10 +Saxon,Princess of the Night - 2009 Remastered Version,51.0,0.362,0.797,3.0,-8.824,0,0.0424,0.00328,2e-06,0.0668,0.753,107.249,242573.0,4,8 +Bullet For My Valentine,Tears Don't Fall,64.0,0.214,0.931,7.0,-3.347,0,0.143,0.000705,3.09e-06,0.0797,0.233,162.115,348387.0,4,8 +We Three Trio,Lexington Ave. Blues,43.0,0.708,0.188,,-19.226,1,0.0504,0.907,0.902,0.106,0.469,76.522,2.643466667,4,7 +Catfish and the Bottlemen,Hourglass,56.0,0.652,0.302,6.0,-9.949,1,0.0328,0.389,0.000251,0.153,0.398,129.902,138154.0,4,10 +Westlife,Queen of My Heart - Radio Edit,,0.517,0.486,11.0,-6.274,1,0.0267,0.143,,0.143,0.28,109.024,4.323333333,3,9 +CLUBZ,Nagano,52.0,0.588,0.783,5.0,-5.788,0,0.0421,0.0112,0.71,0.101,0.876,79.496,183813.0,4,6 +Sure Sure,Funky Galileo,63.0,0.802,0.325,10.0,-9.327,1,0.0466,0.164,0.162,0.156,0.648,110.995,246200.0,4,6 +Bella Poarch,Build a Bitch,90.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,2.046216667,4,9 +The Primitives,Crash,51.0,0.375,0.6,11.0,-9.313,1,0.033,0.0966,0.000972,0.759,0.916,169.976,151693.0,4,1 +Boys Night Out,I Got Punched in the Nose for Sticking My Face in Other People's Business,36.0,0.256,0.968,2.0,-4.597,1,0.346,0.039,,0.311,0.246,190.928,240147.0,5,10 +Run‚ÄìD.M.C.,My Adidas,48.0,0.83,0.907,1.0,-8.508,1,0.2,0.000867,,0.358,0.757,95.263,167880.0,4,5 +Noname,Rainforest,62.0,0.531,0.546,6.0,-10.936,0,0.372,0.26,0.00949,0.379,0.7,92.06,162437.0,4,1 +Suede,Beautiful Ones (Remastered),50.0,0.536,0.985,8.0,-4.982,0,0.0395,0.0489,,0.369,0.826,99.082,230867.0,4,6 +The Goo Goo Dolls,Over You,53.0,0.589,0.633,7.0,-5.15,1,0.0235,0.00506,1.39e-06,0.172,0.479,84.063,174374.0,3,10 +Clay and Friends,Bouge ton thang,42.0,0.837,0.646,5.0,-7.675,1,0.309,0.0851,,0.251,0.492,115.041,194812.0,4,6 +Carl Perkins,Blue Suede Shoes,55.0,0.548,0.675,4.0,-7.318,0,0.0364,0.448,8.53e-05,0.297,0.965,168.891,134446.0,4,10 +Deep Purple,Highway Star,67.0,0.307,0.909,9.0,-7.08,0,0.0574,0.135,0.0336,0.125,0.443,173.674,366136.0,4,10 +Gossip,Standing In the Way of Control,55.0,0.697,0.919,7.0,-6.174,1,0.029,0.00694,0.0621,0.203,0.943,118.341,256400.0,4,1 +Gary Numan,Cars,64.0,0.545,0.578,2.0,-8.745,1,0.0406,0.0114,6.57e-05,0.0692,0.819,128.038,238907.0,4,6 +bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,6 +Bread,Guitar Man,63.0,0.553,0.506,4.0,-13.271,0,0.046,0.144,3.78e-06,0.438,0.51,143.278,3.77021667,4,0 +Bauhaus,Stigmata Martyr,42.0,0.48,0.438,11.0,-13.568,0,0.0821,0.00696,0.0184,0.424,0.323,141.996,221707.0,4,10 +Roy Hall,Three Alley Cats,7.0,0.651,0.676,5.0,-4.224,0,0.0522,0.785,,0.148,0.779,175.366,148640.0,4,10 +Janis Joplin,"To Love Somebody - Live at The Woodstock Music & Art Fair, August 17, 1969",32.0,0.497,0.5,7.0,-10.225,1,0.0543,0.315,2.56e-05,0.687,0.626,132.526,316800.0,4,10 +Mosh Ben Ari,◊ô◊ï◊®◊ì ◊ú◊°◊ô◊†◊ô,40.0,0.539,0.48,11.0,-11.833,0,0.0705,0.558,0.000139,0.259,0.475,88.883,186928.0,4,9 +Sharon Roter,◊î◊†◊ô◊¶◊ï◊•,20.0,0.353,0.321,5.0,-11.44,1,0.0306,0.453,0.647,0.124,0.171,139.405,423293.0,4,10 +Orchards,Kill The Pain,46.0,0.617,0.901,7.0,-6.637,1,0.0747,0.00158,0.000504,0.202,0.583,108.017,185833.0,4,8 +Heartlay,Bloodright (No Way to Hide) - Moris Blak Remix,38.0,0.498,0.903,7.0,-3.521,1,0.0442,0.00229,0.763,0.134,0.254,95.058,252000.0,4,8 +Gossip,Standing in the Way of Control - Soulwax Nite Version,29.0,0.641,0.939,2.0,-7.822,1,0.0571,0.000223,0.871,0.0777,0.0963,128.015,412603.0,4,6 +Floor Jansen,Let It Go,44.0,0.485,0.835,8.0,-4.173,1,0.0312,0.000969,0.000284,0.0467,0.366,136.909,217600.0,4,8 +Jilted John,Jilted John - Single Version,42.0,0.351,0.883,,-6.952,1,0.0562,0.0363,,0.499,0.88,195.666,175400.0,4,6 +AC/DC,Back In Black,83.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,4.25821667,4,10 +Dermot Kennedy,After Rain,62.0,0.48,0.418,11.0,-9.622,0,0.0312,0.505,0.00416,0.11,0.319,132.404,294000.0,4,9 +HORSKH,Cut the Knot,35.0,0.556,0.939,1.0,-4.56,1,0.086,0.000126,0.0146,0.638,0.307,134.987,185187.0,4,8 +Colleen,Gazing at Taurus - Santa Eulalia,35.0,0.521,0.517,8.0,-18.555,0,0.042,0.678,0.879,0.0961,0.525,183.978,296973.0,4,6 +Afterlife,Burn It Down,43.0,0.508,0.855,4.0,-7.552,1,0.0619,0.000602,0.039,0.389,0.631,153.916,204032.0,4,10 +Noah Cyrus,re: Stacks - Spotify Singles,62.0,0.561,0.299,9.0,-11.392,1,0.0315,0.837,0.000143,0.357,0.107,123.92,309360.0,4,9 +Arlo Parks,Green Eyes,58.0,0.618,0.75,5.0,-6.938,0,0.0641,0.324,0.0168,0.431,0.864,88.179,197525.0,4,6 +Malena Villa,Lindos Problemas,44.0,0.792,0.724,3.0,-5.872,0,0.0442,0.322,0.00146,0.151,0.667,120.005,177818.0,4,6 +Focalistic,Ke Star - Remix,59.0,0.883,0.533,10.0,-12.851,0,0.0547,0.00597,0.00135,0.0731,0.2,112.017,328766.0,4,9 +Colter Wall,The Devil Wears a Suit and Tie,66.0,0.625,0.319,6.0,-12.119,0,0.0805,0.79,0.104,0.0921,0.438,127.799,236027.0,4,2 +Jack Johnson,Better Together,75.0,0.871,0.346,5.0,-9.481,1,0.0522,0.298,9.24e-06,0.108,0.659,110.054,207680.0,4,9 +Polo G,GANG GANG (with Lil Wayne),40.0,0.752,0.563,3.0,-8.066,0,0.209,0.146,,0.103,0.551,145.05,178776.0,4,5 +Static-X,Hollow (Project Regeneration),45.0,0.486,0.986,6.0,-6.466,1,0.0683,3.55e-05,0.201,0.342,0.531,155.65,161893.0,4,8 +shame,Water in the Well,43.0,0.447,0.923,11.0,-4.636,0,0.0669,2.91e-05,1.45e-05,0.171,0.683,131.552,187627.0,4,6 +Vas,Mandara,38.0,0.547,0.571,9.0,-10.075,1,0.0457,0.536,0.000785,0.096,0.694,176.191,383160.0,4,8 +DREAMERS,Still Not Dead,54.0,0.681,0.792,2.0,-3.441,1,0.131,0.00893,,0.234,0.648,97.966,199484.0,4,10 +Gaye Su Akyol,ƒ∞stikrarlƒ± Hayal Hakikattir,36.0,0.595,0.719,6.0,-10.105,1,0.0801,0.246,0.0447,0.113,0.405,99.953,320864.0,4,10 +Negative Gemini,Bad Baby - Satin Sheets Remix,34.0,0.594,0.959,1.0,-9.86,1,0.0366,0.00443,0.44,0.115,0.505,100.788,297143.0,4,6 +Marquise Knox,Sweet Smell (Live),34.0,0.682,0.512,11.0,-8.003,1,0.0797,0.28,3.52e-06,0.176,0.722,104.247,280573.0,4,2 +Alabama,Roll On (Eighteen Wheeler),52.0,0.583,0.456,5.0,-19.116,1,0.0578,0.115,,0.556,0.639,131.815,4.377116667,4,4 +ALESTI,Fooled by a Dream,40.0,0.161,0.973,4.0,-3.553,0,0.142,0.00657,,0.0931,0.216,93.699,217520.0,3,10 +Fontaines D.C.,Big,45.0,0.5,0.947,4.0,-3.602,1,0.0452,0.044,,0.205,0.966,181.834,105516.0,4,1 +Chris Stapleton,Cold,57.0,0.555,0.505,1.0,-7.334,0,0.0333,0.0519,0.00361,0.148,0.293,117.481,309853.0,4,9 +Courtney Marie Andrews,Border,24.0,0.542,0.387,7.0,-9.294,1,0.0301,0.222,0.00283,0.102,0.326,128.792,235067.0,4,2 +Dark Sarah,Melancholia,34.0,0.349,0.936,9.0,-6.301,0,0.0765,2.92e-05,0.0769,0.427,0.209,165.024,388624.0,4,8 +Drake,Passionfruit,83.0,0.809,0.463,11.0,-11.377,1,0.0396,0.256,0.085,0.109,0.364,111.98,298941.0,4,9 +Hellripper,The Affair of the Poisons,29.0,0.149,0.997,1.0,-2.349,0,0.16,0.00194,0.000945,0.0732,0.0954,91.447,295507.0,4,8 +Brownsville Station,Smokin' in the Boy's Room,48.0,0.575,0.756,2.0,-9.414,1,0.0544,0.735,0.0401,0.0755,0.844,127.434,176453.0,4,2 +"Ennio Morricone, Raphaela Gromes, Julian Riem",Cinema Paradiso,42.0,0.241,0.0532,10.0,-21.302,1,0.0439,0.986,0.928,0.141,0.125,66.053,2.725166667,4,7 +Pyrex Pryce,No Chaser,37.0,0.495,0.623,2.0,-9.041,1,0.4,0.126,,0.124,0.421,71.912,146730.0,4,5 +Daze of June,Son,33.0,0.188,0.971,1.0,-3.106,0,0.121,0.000297,,0.0733,0.358,86.666,252927.0,3,8 +Eddie Money,Take Me Home Tonight,69.0,0.608,0.768,1.0,-9.911,1,0.0364,0.101,1.41e-06,0.0942,0.748,132.699,211160.0,4,10 +The Greenhornes,There Is An End,40.0,0.699,0.521,11.0,-6.734,0,0.0268,0.148,0.000952,0.133,0.793,107.053,184893.0,4,9 +Dreamshade,Stone Cold Digital,41.0,0.56,0.946,7.0,-6.106,1,0.0816,0.00146,,0.312,0.334,114.989,198267.0,4,8 +elegant slims,Not Human,46.0,0.52,0.815,11.0,-4.758,0,0.0488,0.00172,1.92e-06,0.089,0.466,91.972,199387.0,4,1 +Myles Kennedy,In Stride,40.0,0.408,0.906,7.0,-4.594,1,0.106,0.00367,,0.329,0.454,135.051,227200.0,4,2 +Tony Spinner,Sweet Thang,12.0,0.549,0.824,6.0,-5.896,1,0.0403,0.117,1.35e-05,0.0467,0.778,170.016,291720.0,4,2 +Ninet Tayeb,◊®◊ß ◊©◊ú◊ê ◊™◊ô◊§◊ï◊ú ◊î◊®◊ï◊ó,38.0,0.233,0.373,9.0,-6.771,0,0.0275,0.526,,0.135,0.274,73.755,238005.0,4,9 +Curtis Harding,Need Your Love,60.0,0.713,0.8,7.0,-5.938,0,0.0349,0.0491,7.96e-05,0.0921,0.814,139.942,177200.0,4,2 +Alice Cooper,Social Debris,32.0,0.565,0.938,9.0,-2.027,0,0.0522,0.00863,1.72e-05,0.337,0.721,121.98,185066.0,4,10 +Fleetwood Mac,My Baby's Good to Me,28.0,0.51,0.683,9.0,-9.015,1,0.0383,0.19,,0.311,0.963,121.018,169693.0,4,2 +Biig Piig,Cuenta Lo,45.0,0.616,0.627,11.0,-9.806,1,0.167,0.197,0.17,0.189,0.237,159.864,185400.0,4,6 +Oh No! Yoko,Mimi Ashi,26.0,0.551,0.921,,-4.37,1,0.0437,0.00193,0.00244,0.174,0.495,94.986,138892.0,4,10 +Coldplay,Fix You,82.0,0.209,0.417,3.0,-8.74,1,0.0338,0.164,0.00196,0.113,0.124,138.178,295533.0,4,9 +Ferdinand Eisner,Horizonte,42.0,0.532,0.117,4.0,-16.777,0,0.0548,0.982,0.943,0.112,0.182,118.955,2.678666667,4,7 +The Strokes,Bad Decisions,68.0,0.374,0.922,,-3.4,1,0.056,0.0135,0.204,0.28,0.393,153.217,293360.0,4,10 +Billy Idol,Eyes Without A Face - Remastered,60.0,0.545,0.647,9.0,-9.693,1,0.0404,0.00823,0.22,0.159,0.552,85.76,297427.0,4,10 +Bernard Allison,Rocket 88 - Live,31.0,0.177,0.724,7.0,-9.536,1,0.0487,0.071,0.0718,0.958,0.657,144.803,446207.0,4,2 +"John Tavener, Nicola Benedetti, London Philharmonic Orchestra, Andrew Litton",Song For Athene,,0.123,0.0155,10.0,-22.164,1,0.0479,0.105,0.914,0.107,0.043,96.884,6.796666667,4,7 +Polo G,GNF (OKOKOK),74.0,0.753,0.659,8.0,-9.671,1,0.416,0.659,,0.098,0.459,146.022,116256.0,4,5 +Tedeschi Trucks Band,Midnight In Harlem (Swamp Raga intro with Little Martha) - Live,39.0,0.307,0.381,4.0,-12.349,1,0.0408,0.449,0.0725,0.962,0.234,150.358,623387.0,4,10 +Rodney Crowell,Frankie Please,51.0,0.538,0.838,4.0,-7.613,0,0.0383,0.215,,0.0875,0.936,157.041,163307.0,4,10 +Eden Ben Zaken,◊ó◊ô◊ô◊ù ◊©◊ú◊ô,44.0,0.292,0.451,3.0,-7.028,0,0.0332,0.792,7.92e-06,0.109,0.366,183.739,262500.0,3,9 +Alexi Murdoch,All My Days,53.0,0.438,0.319,2.0,-15.969,1,0.0305,0.788,0.758,0.106,0.529,88.446,297307.0,4,9 +CAN,Future Days,35.0,0.703,0.664,7.0,-17.789,0,0.0797,0.245,0.906,0.108,0.597,148.718,570613.0,4,10 +blink-182,Dammit,64.0,0.429,0.974,,-5.136,1,0.0899,0.00168,,0.164,0.33,110.373,165373.0,4,10 +Arcade Fire,We Used to Wait,48.0,0.573,0.642,8.0,-7.239,1,0.0279,0.0734,0.0232,0.105,0.49,120.753,301400.0,4,1 +Caleb Landry Jones,All I Am in You / The Big Worm,31.0,0.339,0.725,9.0,-4.506,1,0.0642,0.0121,0.723,0.301,0.689,180.379,204653.0,4,1 +"Christone ""Kingfish"" Ingram",Believe These Blues,44.0,0.645,0.496,9.0,-7.178,0,0.0479,0.541,0.0024,0.107,0.5,81.05,264812.0,4,2 +Michele Leao,Foggy Morning,47.0,0.612,0.0917,9.0,-18.88,1,0.0764,0.984,0.937,0.111,0.333,117.981,3.095833333,3,7 +Beyonc√©,Single Ladies (Put a Ring on It),68.0,0.426,0.584,1.0,-5.293,1,0.296,0.0383,,0.192,0.272,193.438,192587.0,4,9 +Land of Talk,A/B Futures,31.0,0.36,0.679,1.0,-8.924,0,0.0432,0.00531,0.406,0.0998,0.369,148.049,219606.0,4,1 +Carlos Cipa,Playful (variation),48.0,0.326,0.00395,7.0,-34.378,0,0.0355,0.973,0.875,0.0775,0.195,104.609,197507.0,3,6 +Chris Stapleton,Millionaire,69.0,0.616,0.474,10.0,-9.608,1,0.0266,0.192,0.00762,0.0989,0.493,142.689,3.502216667,4,4 +Aaron Lewis,Country Boy (feat. George Jones & Charlie Daniels),9.0,0.595,0.667,6.0,-6.442,1,0.034,0.296,,0.109,0.275,121.943,283347.0,4,10 +Montgomery Gentry,Something to Be Proud Of,63.0,0.645,0.693,,-6.481,1,0.0344,0.0811,1.22e-05,0.175,0.553,97.555,4.276666667,4,4 +Moshe Peretz,◊û◊ï◊ú ◊õ◊ú ◊î◊¢◊ï◊ú◊ù,25.0,0.617,0.895,3.0,-4.207,0,0.0497,0.00353,,0.598,0.471,134.972,260458.0,4,9 +Moshe Peretz,◊ê◊®◊ï◊• ◊¢◊ì ◊ê◊ú◊ô◊ô◊ö,23.0,0.636,0.897,6.0,-1.871,1,0.0379,0.243,,0.335,0.656,127.908,234000.0,4,9 +Cid Rim,Behind The Sun,38.0,0.696,0.63,5.0,-6.691,1,0.0664,0.0721,0.726,0.294,0.497,95.035,209817.0,4,6 +Dream State,Monsters,47.0,0.47,0.862,6.0,-5.494,0,0.112,0.00504,,0.059,0.473,162.226,222836.0,4,10 +Ehud Banai,◊®◊ï◊ó◊ï◊™ ◊î◊¶◊§◊ï◊ü,34.0,0.678,0.676,4.0,-11.606,1,0.0295,0.273,,0.0346,0.944,130.108,295000.0,4,10 +Meadowpoints,Everything I Love,58.0,0.625,0.106,5.0,-20.976,1,0.0351,0.974,0.897,0.0879,0.0785,111.309,3.74175,4,7 +Dust Bolt,Bloody Rain,21.0,0.22,0.97,3.0,-3.589,1,0.0646,1.7e-05,0.000303,0.339,0.431,145.036,316930.0,4,8 +TamaRadah,◊ê◊ì◊ô◊°◊í◊î,19.0,0.691,0.822,,-7.805,0,0.101,0.754,0.0488,0.261,0.733,118.981,186750.0,4,10 +Harvey Danger,"Wine, Women and Song",41.0,0.534,0.607,9.0,-5.097,0,0.0325,0.0685,,0.147,0.586,128.392,195560.0,4,10 +The Blues Magoos,(We Ain't Got) Nothin' Yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,6 +The Pineapple Thief,Far Below,37.0,0.481,0.818,11.0,-10.824,0,0.0325,0.0114,0.0581,0.129,0.559,92.008,275856.0,3,8 +999,Feelin' Alright with the Crew,32.0,0.532,0.675,,-8.526,1,0.0606,0.00968,0.124,0.0765,0.483,142.091,214093.0,4,1 +Westlife,Colour My World,,0.512,0.656,5.0,-4.882,1,0.0321,0.0994,,0.111,0.247,135.923,3.927116667,4,9 +"Shaarib Toshi, Arijit Singh","Bandeya (feat. Arijit Singh) - From ""Dil Juunglee""",60.0,0.465,0.551,7.0,-6.58,1,0.0362,0.619,6.03e-06,0.109,0.415,89.459,3.077766667,4,3 +Coheed and Cambria,Devil In Jersey City,47.0,0.337,0.976,2.0,-3.654,1,0.141,0.000491,,0.0984,0.494,82.22,287867.0,4,10 +Amen,Coma America - Single Version,33.0,0.316,0.994,2.0,-3.255,1,0.344,0.0124,1.64e-05,0.144,0.0398,153.466,138893.0,4,8 +Metallica,Fade To Black,67.0,0.256,0.924,7.0,-6.685,1,0.113,0.00369,0.234,0.114,0.28,113.574,417227.0,4,8 +This Mortal Coil,Song To The Siren (Remastered),55.0,0.215,0.24,10.0,-12.597,1,0.0407,0.842,5.9e-06,0.135,0.0892,128.729,211093.0,5,6 +Stone Sour,St. Marie,48.0,0.537,0.415,6.0,-7.996,1,0.0263,0.174,,0.386,0.421,139.964,267400.0,4,10 +Lonely God,Built For This,40.0,0.734,0.496,7.0,-9.517,1,0.0634,0.641,,0.412,0.496,99.904,145200.0,4,9 +Jimbo J,◊¢◊©◊ô◊™◊ô,34.0,0.594,0.733,7.0,-6.742,1,0.37,0.0183,,0.439,0.741,121.806,177640.0,4,5 +Defocus,Diverge,32.0,0.438,0.992,1.0,-3.754,1,0.135,0.000103,2.36e-06,0.441,0.129,104.953,197040.0,4,8 +Earth Dad,Good Dog,23.0,0.699,0.539,1.0,-9.335,0,0.0293,0.834,0.0985,0.0953,0.454,150.018,178400.0,4,6 +Esteban Delano,Lola,49.0,0.479,0.0572,4.0,-19.814,0,0.0687,0.956,0.928,0.0986,0.21,105.864,2.465783333,3,7 +Snapcase,Caboose,39.0,0.423,0.958,6.0,-4.167,1,0.0984,6.06e-05,9.97e-06,0.376,0.559,98.286,153587.0,4,8 +Pigeons Playing Ping Pong,Dawn A New Day - Jam in the Van Live Session,17.0,0.594,0.675,10.0,-9.939,0,0.0504,0.415,0.000833,0.144,0.965,97.725,402667.0,4,10 +Jimmie Vaughan,The Pleasure's All Mine,30.0,0.738,0.695,7.0,-5.593,0,0.0599,0.118,0.000101,0.174,0.774,116.681,223533.0,4,2 +10k.Caash,Where Do Wanna Go,18.0,0.889,0.345,,-7.957,1,0.521,0.227,,0.443,0.742,120.993,146756.0,4,5 +Blues Pills,Black Smoke,36.0,0.234,0.938,11.0,-2.49,0,0.116,0.00455,8.88e-05,0.225,0.52,176.989,278468.0,4,10 +Dudu Aharon,◊ê◊†◊ô ◊†◊ï◊°◊¢,14.0,0.707,0.939,,-2.193,0,0.0337,0.0707,2.12e-06,0.0868,0.934,121.957,175667.0,4,9 +Midival Punditz,Rebirth,34.0,0.778,0.436,2.0,-11.007,1,0.0297,0.267,0.799,0.128,0.399,123.998,417427.0,4,6 +King King,I Will Not Fall,39.0,0.619,0.779,9.0,-5.582,0,0.031,0.000758,3.92e-05,0.165,0.516,109.052,209760.0,4,2 +Bloc Party,Flux,54.0,0.49,0.963,1.0,-3.755,0,0.148,0.00052,0.00281,0.055,0.317,152.029,216613.0,4,6 +The Apples In Stereo,Energy,43.0,0.199,0.866,6.0,-4.88,1,0.0926,0.0803,6.46e-06,0.435,0.684,209.905,210693.0,4,10 +David Finck,The Best Thing for You (Would Be Me),39.0,0.668,0.224,,-18.794,0,0.0385,0.81,0.932,0.0977,0.511,81.472,3.648733333,4,7 +Lissie,Best Days - Acoustic,39.0,0.655,0.127,5.0,-11.036,1,0.0467,0.919,,0.105,0.436,150.407,2.9844,4,0 +LUI HILL,Creatures,39.0,0.804,0.78,,-6.222,1,0.119,0.126,0.000861,0.379,0.619,116.01,189408.0,4,6 +Rexx Life Raj,State of Mind,40.0,0.754,0.473,11.0,-8.884,0,0.4,0.276,2.18e-06,0.0872,0.148,143.87,206759.0,4,5 +The Monkees,I'm a Believer,5.0,0.789,0.185,7.0,-16.84,1,0.0676,0.982,0.894,0.121,0.47,120.257,183052.0,4,10 +S√≥lstafir,Dr√Ωsill,38.0,0.277,0.571,2.0,-7.954,0,0.0397,0.00664,0.359,0.326,0.157,119.821,532352.0,4,8 +Deftones,Ceremony,55.0,0.281,0.665,4.0,-5.003,1,0.0651,0.000792,0.0841,0.109,0.195,147.122,207752.0,4,10 +Rema,Peace Of Mind - Virgil Abloh Remix with Fela Kuti,42.0,0.757,0.602,7.0,-7.58,1,0.0434,0.00146,0.0209,0.0698,0.472,103.985,291389.0,4,9 +Sutej Singh,Timeless,15.0,0.212,0.623,1.0,-7.984,1,0.0395,0.000216,0.905,0.084,0.151,120.038,547187.0,4,6 +Bo Burnham,All Eyes On Me - Song Only,73.0,0.247,0.442,6.0,-8.703,1,0.041,0.716,,0.0655,0.261,62.952,3.547683333,4,9 +"Patsy Cline, The Jordanaires",I Fall To Pieces - Single Version,62.0,0.54,0.0568,10.0,-20.508,1,0.0351,0.917,1.01e-06,0.12,0.506,111.791,2.85555,4,4 +Molchat Doma,–°—É–¥–Ω–æ (–ë–æ—Ä–∏—Å –†–∏–∂–∏–π),75.0,0.484,0.749,1.0,-4.176,1,0.0687,0.699,0.861,0.105,0.468,160.006,141395.0,4,6 +Elvis Costello,Alison,58.0,0.557,0.32,1.0,-10.792,0,0.0438,0.739,3.99e-05,0.112,0.377,176.647,204533.0,4,1 +Elliott Smith,Between the Bars,64.0,0.522,0.074,7.0,-23.625,0,0.0598,0.929,0.765,0.108,0.342,135.298,141280.0,3,6 +JDM Global,Cake,26.0,0.727,0.801,10.0,-6.562,1,0.0307,0.251,0.817,0.0838,0.928,121.032,167603.0,4,9 +Taake,Myr,39.0,0.111,0.994,11.0,-4.578,0,0.149,5.78e-06,0.091,0.0633,0.0358,155.106,333893.0,4,8 +Shores Of Null,Beyond the Shores (Excerpt III),30.0,0.4,0.718,,-6.308,1,0.0315,0.00138,0.791,0.185,0.114,80.014,336750.0,4,8 +Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,1 +Nirvana,Lounge Act,57.0,0.341,0.964,11.0,-5.327,0,0.107,1.26e-05,0.000103,0.151,0.459,152.192,156427.0,4,10 +The Ting Tings,Shut Up and Let Me Go,54.0,0.852,0.927,7.0,-4.497,1,0.0581,0.0109,0.00268,0.054,0.887,107.993,171227.0,4,6 +The Vaccines,If You Wanna,64.0,0.353,0.866,2.0,-3.274,1,0.0392,3.03e-05,3e-05,0.295,0.544,165.215,174013.0,4,6 +Moshe Peretz,◊ë◊ó◊ï◊® ◊ó◊ì◊©,35.0,0.802,0.738,11.0,-6.08,0,0.0363,0.0478,0.000186,0.0781,0.428,128.021,195527.0,4,9 +Aretha Franklin,Call Me,46.0,0.517,0.375,7.0,-11.527,1,0.0341,0.682,1.28e-06,0.458,0.306,118.391,237067.0,3,5 +Higo,Company,41.0,0.814,0.712,8.0,-6.225,0,0.277,0.344,0.00561,0.0719,0.929,110.15,151898.0,4,9 +The Grogans,Dead Weight,38.0,0.434,0.926,2.0,-7.418,1,0.0556,0.000451,0.014,0.0895,0.545,156.977,223163.0,4,10 +Dudu Aharon,◊î◊õ◊ú ◊ß◊ï◊®◊î ◊ë◊™◊ú ◊ê◊ë◊ô◊ë,24.0,0.6,0.879,4.0,-3.43,0,0.129,0.266,,0.096,0.697,169.977,198360.0,4,9 +Royal & the Serpent,Overwhelmed,75.0,0.804,0.323,,-11.127,0,0.305,0.308,,0.15,0.456,87.019,159293.0,4,9 +Robert Lowe,The Highland,48.0,0.513,0.137,2.0,-19.288,1,0.0564,0.97,0.95,0.109,0.685,141.063,3.002083333,4,7 +Soulwax,Krack,45.0,0.58,0.91,10.0,-5.942,0,0.0316,0.247,0.909,0.0937,0.344,112.816,326387.0,4,6 +"Frederick Delius, English Chamber Orchestra, Benjamin Britten","Two Aquarelles: Lento, ma non troppo",13.0,0.0918,0.108,2.0,-22.925,0,0.0444,0.975,0.762,0.296,0.0327,86.707,2.806,4,7 +Shadecrown,The Loss,24.0,0.19,0.81,9.0,-8.837,0,0.053,0.000571,0.767,0.104,0.0456,121.991,351506.0,4,8 +Shadow and Light,Dhadkan,,0.531,0.553,7.0,-10.379,0,0.04,0.447,0.0603,0.112,0.357,171.962,4.616283333,4,0 +Shemekia Copeland,Givin' Up You,13.0,0.771,0.825,7.0,-4.103,1,0.0828,0.232,,0.099,0.821,94.038,206053.0,4,2 +"Dmitri Shostakovich, Sheku Kanneh-Mason, City Of Birmingham Symphony Orchestra, Mirga Gražinytė-Tyla","The Gadfly Suite, Op. 97a: 10. Nocturne - Live",37.0,0.124,0.0632,9.0,-25.258,0,0.0521,0.967,0.932,0.108,0.0361,82.475,5.056183333,4,7 +Kurtis Blow,The Breaks,47.0,0.818,0.67,11.0,-13.912,0,0.0757,0.122,0.00156,0.31,0.917,112.704,469267.0,4,5 +Pocket,Different Ways To Love You,40.0,0.673,0.704,4.0,-7.381,0,0.0559,0.0154,0.598,0.68,0.0965,136.999,231241.0,4,6 +Powerman 5000,Bombshell,53.0,0.533,0.977,8.0,-1.547,0,0.113,0.00162,,0.241,0.541,147.814,194173.0,4,8 +Peter Murphy,Cuts You Up,56.0,0.634,0.806,4.0,-10.725,0,0.0398,0.0237,0.00521,0.104,0.804,134.473,327133.0,4,10 +Unghetto Mathieu,Plastic,68.0,0.626,0.734,1.0,-3.96,0,0.331,0.023,,0.285,0.692,130.427,181015.0,4,9 +GAUPA,Febersvan,43.0,0.312,0.634,6.0,-6.839,1,0.0307,0.00117,0.882,0.103,0.0788,130.424,447681.0,4,8 +Claud,Guard Down,53.0,0.816,0.625,,-6.477,1,0.0391,0.11,0.000796,0.0935,0.855,126.022,206882.0,4,6 +Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,10 +Charli Baltimore,Stand Up (Featuring Ghostface Killah) (feat. Ghostface Killah),35.0,0.831,0.635,9.0,-10.896,1,0.281,0.285,,0.142,0.799,98.116,284867.0,4,5 +Richard Pryor,Niggers vs. The Police,22.0,0.531,0.674,8.0,-12.158,1,0.955,0.822,,0.908,0.468,78.778,101773.0,3,5 +Ariel Posen,Fade,30.0,0.719,0.591,7.0,-6.855,1,0.0294,0.122,0.000157,0.18,0.573,89.011,250253.0,4,2 +WuW,En souvenir des jours que nous n'aurons pas v√©cus,26.0,0.253,0.845,2.0,-6.982,0,0.0656,0.00142,0.839,0.101,0.164,114.235,431253.0,3,8 +Lizzie No,Please Don't Change Your Mind,42.0,0.473,0.287,9.0,-10.359,1,0.0272,0.268,,0.17,0.353,82.796,3.626,4,0 +Halestorm,Here's to Us,55.0,0.514,0.866,,-3.657,1,0.0449,0.0524,,0.17,0.45,159.973,177547.0,4,10 +Manolo Escobar,¬°ay Mi Sombrero!,32.0,0.583,0.503,7.0,-5.419,0,0.0348,0.793,7.42e-06,0.0779,0.763,117.49,203173.0,4,9 +Lil Peep,Star Shopping,84.0,0.585,0.471,4.0,-9.934,0,0.0616,0.0967,0.0184,0.115,0.323,93.099,142000.0,4,5 +Mohammed Rafi,Megha Re Bole,1.0,0.312,0.584,7.0,-9.241,0,0.0699,0.801,0.0144,0.0736,0.714,183.201,2.157783333,3,3 +Dudu Tassa,◊û◊¢◊ú◊ô◊ï◊™,47.0,0.607,0.333,7.0,-8.303,0,0.0307,0.721,,0.0895,0.416,143.304,182480.0,4,10 +Grace Pettis,Landon,36.0,0.435,0.51,,-6.074,1,0.0363,0.164,2.12e-05,0.183,0.409,85.635,201235.0,4,1 +Shemekia Copeland,I Always Get My Man,18.0,0.751,0.732,1.0,-6.825,0,0.0462,0.612,,0.719,0.909,109.021,229973.0,4,2 +Catfish and the Bottlemen,Heathrow,48.0,0.677,0.304,6.0,-11.669,0,0.036,0.732,9.32e-05,0.113,0.0659,113.889,171533.0,4,10 +Wake up Frankie,Shotgun Prophecy,31.0,0.527,0.96,1.0,-6.097,1,0.0708,0.000115,0.000153,0.281,0.316,125.047,263987.0,4,8 +ILLENIUM,First Time,74.0,0.526,0.667,9.0,-5.451,1,0.0437,0.0505,,0.321,0.43,155.085,165779.0,4,5 +Cut Worms,Every Once In A While,43.0,0.487,0.57,5.0,-9.199,1,0.0294,0.204,0.000115,0.152,0.864,150.184,277261.0,4,6 +Arrested Youth,My Friends Are Robots,53.0,0.544,0.574,,-8.363,0,0.0299,0.0217,0.000155,0.214,0.0902,100.059,188529.0,4,10 +Papa Roach,Born For Greatness (Felmax Remix),43.0,0.591,0.805,,-3.995,1,0.0598,0.0527,,0.259,0.243,150.229,195200.0,4,10 +Tom Morello,Voodoo Child,47.0,0.405,0.841,10.0,-5.023,0,0.067,6.69e-05,0.844,0.305,0.432,89.033,312263.0,4,10 +"Now, Now",MJ,38.0,0.677,0.772,10.0,-7.085,0,0.0359,0.418,0.816,0.0927,0.727,123.981,232360.0,4,6 +Scattered Hamlet,Friends (2020 Anniversary),27.0,0.467,0.937,1.0,-3.978,0,0.0459,6.12e-05,5.94e-05,0.0722,0.781,164.101,214555.0,4,10 +21 Savage,Emergency (feat. Gunna & Young Thug),71.0,0.754,0.817,2.0,-5.283,1,0.254,0.073,,0.379,0.269,142.783,177280.0,4,5 +No Love For The Middle Child,Happy Faces,42.0,0.571,0.654,9.0,-6.342,0,0.0314,0.000559,1.66e-06,0.194,0.383,74.987,196437.0,4,1 +Jerry Lee Lewis,Whole Lot of Shakin' Going On,58.0,0.377,0.626,,-9.662,1,0.033,0.832,6.46e-05,0.188,0.678,161.468,2.87333333,4,10 +Sarit Hadad,◊õ◊©◊î◊ú◊ë ◊ë◊ï◊õ◊î,35.0,0.333,0.407,5.0,-5.16,1,0.0278,0.879,,0.167,0.243,135.717,307187.0,4,9 +Jade Macrae,Handle Me with Care,37.0,0.516,0.401,8.0,-8.017,1,0.0284,0.388,1.17e-05,0.0903,0.274,95.909,435427.0,3,2 +Aric Lavie,◊ñ◊î ◊ß◊ï◊®◊î,37.0,0.334,0.584,,-8.52,1,0.0328,0.834,,0.17,0.261,94.278,241907.0,4,10 +Lenny Kravitz,Are You Gonna Go My Way,73.0,0.619,0.67,11.0,-10.322,0,0.0353,0.00165,0.0109,0.331,0.777,129.269,211933.0,4,10 +"A.R. Rahman, S. P. Balasubrahmanyam, K. S. Chithra",Yeh Haseen Vadiyan Yeh Khula Aasman,56.0,0.64,0.295,5.0,-16.357,1,0.0397,0.425,2.05e-06,0.0804,0.107,121.903,5.33355,4,3 +Lilly Wood and The Prick,In Love for the Last Time,,0.756,0.587,,-7.525,1,0.0335,0.138,9.3e-06,0.0993,0.531,125.015,243133.0,4,6 +Joe Louis Walker,Shake For Me,10.0,0.757,0.645,7.0,-10.069,0,0.0803,0.498,0.0161,0.469,0.893,121.091,410360.0,4,2 +Sigala,Sweet Lovin' - Radio Edit,65.0,0.68,0.85,10.0,-2.785,1,0.0661,0.207,1.98e-06,0.339,0.71,124.942,202213.0,4,9 +Arrested Development,People Everyday,61.0,0.843,0.508,10.0,-13.918,1,0.221,0.00852,2.1e-06,0.648,0.704,91.094,298773.0,4,5 +Glass Animals,Heart-Shaped Box,54.0,0.597,0.225,9.0,-11.588,0,0.0318,0.823,3.47e-05,0.142,0.119,88.956,183748.0,4,6 +Dylan Fraser,I‚Äôd Rather Be Here,42.0,0.608,0.571,2.0,-7.926,1,0.0662,0.423,,0.112,0.568,133.858,208722.0,4,6 +"Bickram Ghosh, Kala Ramnath, Lars Moller, V Suresh",Leela,13.0,0.725,0.625,2.0,-8.484,1,0.0477,0.651,0.92,0.13,0.206,129.992,5.096,4,0 +Gary Clark Jr.,Pearl Cadillac (feat. Andra Day),45.0,0.376,0.509,3.0,-4.995,0,0.0357,0.489,6.63e-06,0.115,0.259,119.47,210887.0,4,2 +"Hariharan, Milind, Santosh, Pratima",Ye Toh Sach Hai Ke Bhagwan,37.0,0.585,0.539,9.0,-10.052,0,0.0335,0.47,4.43e-05,0.319,0.709,95.085,6.80795,4,3 +Declan J Donovan,Fallen so Young,57.0,0.552,0.356,10.0,-7.608,1,0.027,0.852,,0.173,0.196,109.763,3.8694,4,0 +Hank Mizell,Jungle Rock,40.0,0.613,0.775,4.0,-9.302,1,0.0562,0.799,,0.112,0.86,169.198,166227.0,4,10 +Leon Bridges,Motorbike,67.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,6 +Mark Sherman,Ev'rytime We Say Goodbye,43.0,0.448,0.275,8.0,-17.203,1,0.0348,0.765,0.872,0.141,0.119,119.37,7.123866667,4,7 +Gang Starr,Full Clip,66.0,0.875,0.745,1.0,-5.878,1,0.269,0.0227,2.37e-06,0.287,0.749,95.201,217440.0,4,5 +Hollow,Medulla - Barren Gates Remix,36.0,0.314,0.634,6.0,-8.104,0,0.0654,0.0294,0.000309,0.0733,0.164,145.032,248276.0,4,10 +The Black Crowes,Hard To Handle,70.0,0.599,0.79,4.0,-3.58,1,0.043,0.00257,0.00181,0.312,0.961,103.783,188067.0,4,10 +Backstreet Boys,How Did I Fall in Love with You,43.0,0.364,0.157,5.0,-14.76,0,0.0314,0.893,,0.145,0.237,77.561,4.067333333,4,9 +The Rezillos,Top of the Pops,39.0,0.417,0.586,2.0,-12.217,1,0.04,0.000358,0.0457,0.0957,0.966,183.704,175640.0,4,6 +Sufjan Stevens,Meditation V,49.0,0.099,0.149,,-15.156,1,0.0372,0.954,0.937,0.156,0.0392,89.852,130877.0,3,6 +Wardruna,Andvevarljod,45.0,0.382,0.464,7.0,-8.745,1,0.0358,0.557,0.0477,0.227,0.0462,130.048,616080.0,1,8 +Oasis,Live Forever,58.0,0.335,0.776,9.0,-5.32,0,0.0325,9.27e-06,9.51e-06,0.369,0.219,90.59,276867.0,4,6 +St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,6 +Cool Dry Place,Katy Kirby,42.0,0.412,0.348,4.0,-10.229,1,0.029,0.255,0.00145,0.103,0.427,137.469,5.009783333,4,0 +The Clash,London Calling - Remastered,73.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,200480.0,4,6 +Norberg,Abisko,59.0,0.547,0.0608,2.0,-19.962,1,0.0317,0.883,0.552,0.0952,0.132,105.068,2.803166667,4,7 +Fenne Lily,Alapathy,37.0,0.554,0.911,8.0,-6.282,1,0.0292,0.482,0.542,0.0668,0.968,157.621,194973.0,4,9 +BRONCHO,Class Historian,51.0,0.576,0.97,6.0,-5.143,1,0.0507,0.214,0.706,0.262,0.965,158.111,212236.0,4,1 +Trippie Redd,WITHOUT YOU,61.0,0.59,0.838,6.0,-4.896,0,0.0425,0.000141,0.00277,0.115,0.572,118.056,189153.0,4,10 +Reigning Sound,When You Touch Me,15.0,0.195,0.91,2.0,-1.662,1,0.0411,1.03e-05,0.682,0.165,0.427,147.587,177200.0,4,2 +Premiata Forneria Marconi,Appena un po',35.0,0.375,0.206,2.0,-18.468,0,0.0372,0.457,0.139,0.158,0.205,134.45,463827.0,3,10 +Selwyn Birchwood,Living In A Burning House,41.0,0.562,0.912,5.0,-3.838,0,0.061,0.0258,0.000368,0.317,0.717,94.989,248252.0,4,2 +George Jones,The One I Loved Back Then (The Corvette Song),,0.636,0.479,2.0,-11.555,1,0.0812,0.519,,0.408,0.935,159.433,2.488883333,4,4 +Press to MECO,Gold,32.0,0.371,0.945,8.0,-3.422,1,0.0932,4.27e-05,9.45e-05,0.0528,0.418,168.259,241440.0,4,8 +Tune-Yards,Water Fountain,43.0,0.821,0.606,5.0,-9.253,0,0.06,0.00326,0.00386,0.378,0.579,110.48,183462.0,4,6 +Gene Vincent & His Blue Caps,Be-Bop-A-Lula,45.0,0.607,0.561,9.0,-10.099,1,0.0425,0.421,,0.298,0.841,127.638,157207.0,3,10 +Celeste,Tonight Tonight,61.0,0.611,0.834,11.0,-4.528,0,0.0299,0.0544,1.57e-05,0.232,0.643,109.997,219440.0,4,9 +Damu The Fudgemunk,Tulips,47.0,0.437,0.687,6.0,-9.171,1,0.189,0.125,0.000391,0.205,0.371,106.041,334375.0,4,5 +Full Trunk,◊ú◊ô◊©◊ï◊ü ◊ë◊¢◊û◊ô◊ì◊î,35.0,0.71,0.821,11.0,-5.963,0,0.106,0.0683,1.07e-06,0.21,0.331,95.029,189569.0,4,10 +Pit Pony,Dutch Courage,25.0,0.117,0.916,1.0,-3.281,1,0.0723,1.39e-05,0.0992,0.219,0.423,151.886,270205.0,4,6 +Luke Smith,It's Time,37.0,0.764,0.384,7.0,-12.593,0,0.169,0.183,0.00951,0.653,0.765,74.988,322000.0,4,1 +"Antonín Dvořák, Rudolf Kempe, Munich Philharmonic Orchestra","Serenade for Strings in E Major, Op. 22, B. 52: I. Moderato",22.0,0.13,0.0941,4.0,-21.2,1,0.0402,0.55,0.826,0.483,0.107,86.911,4.51445,4,7 +The Tallest Man On Earth,The Running Styles of New York,37.0,0.275,0.524,7.0,-8.656,1,0.0339,0.785,1.46e-05,0.0974,0.291,106.094,311613.0,3,1 +Beach Bunny,Good Girls (Don't Get Used),63.0,0.667,0.901,8.0,-4.221,1,0.0514,0.0178,0.000667,0.0825,0.714,150.015,215402.0,4,6 +"Mahendra Kapoor, Manhar Udhas",Raghupati Raghav Raja Ram,20.0,0.444,0.321,,-13.542,1,0.0632,0.973,,0.0993,0.348,85.654,2.893783333,4,3 +Balthazar,Losers - Purple Disco Machine Remix Edit,49.0,0.749,0.819,5.0,-5.532,0,0.031,0.0351,0.372,0.325,0.466,118.992,222880.0,4,6 +Eden Ben Zaken,◊õ◊©◊™◊ë◊ï◊ê,34.0,0.338,0.509,6.0,-6.736,0,0.0337,0.322,1.3e-06,0.0726,0.297,92.35,176933.0,3,9 +The Walkmen,The Rat,57.0,0.167,0.921,6.0,-4.881,0,0.061,0.000141,0.0716,0.239,0.315,168.225,262227.0,4,1 +Eric Bibb,With My Maker I Am One,41.0,0.791,0.213,3.0,-11.154,0,0.0479,0.773,2.39e-05,0.12,0.597,97.95,221120.0,4,2 +A Boogie Wit da Hoodie,24 Hours (feat. Lil Durk),,0.57,0.439,2.0,-9.238,0,0.166,0.331,3e-06,0.12,0.19,90.992,205702.0,4,5 +Malz Monday,Say It,44.0,0.699,0.583,,-6.953,1,0.131,0.0452,,0.114,0.495,99.934,215920.0,4,5 +Ronnie Milsap,Lost in the Fifties Tonight (In the Still of the Night),,0.508,0.302,5.0,-12.02,1,0.0271,0.573,6.35e-05,0.105,0.154,168.754,4.288216667,3,4 +Skid Row,In a Darkened Room,,0.348,0.668,4.0,-8.97,0,0.0313,0.00275,1.05e-06,0.192,0.364,62.919,235067.0,4,8 +Sharda Sinha,Kahe Toh Se Sajna,15.0,0.426,0.484,9.0,-10.593,0,0.035,0.883,1.78e-05,0.138,0.511,136.21,5.90555,4,3 +Beck,E-Pro,48.0,0.623,0.958,9.0,-6.264,1,0.0752,0.0014,0.131,0.0921,0.716,95.772,202360.0,4,10 +LUNA AURA,HONEY,55.0,0.468,0.902,9.0,-4.838,1,0.132,0.0325,2.65e-06,0.0664,0.451,119.017,155680.0,4,6 +Limp Bizkit,Rollin' (Air Raid Vehicle),75.0,0.603,0.933,1.0,-3.358,1,0.171,0.00591,,0.206,0.709,96.306,213760.0,4,8 +The Chain Gang Of 1974,Run,38.0,0.614,0.806,4.0,-5.03,0,0.0314,0.0313,0.00104,0.0479,0.339,104.938,214857.0,4,6 +Los Suculentos,Barracas Bird,41.0,0.487,0.194,9.0,-15.443,1,0.103,0.983,0.897,0.14,0.3,104.145,2.725,4,7 +DJ Khaled,GREECE (feat. Drake),81.0,0.695,0.343,5.0,-10.798,1,0.0432,0.0743,1.04e-06,0.107,0.229,85.84,218902.0,4,5 +Keith Wallen,Dream Away,43.0,0.401,0.815,2.0,-5.731,1,0.042,0.000139,0.0154,0.104,0.276,74.995,193800.0,4,10 +LaVern Baker,Love Me Right,39.0,0.523,0.482,1.0,-6.862,1,0.0447,0.703,,0.179,0.785,146.057,114947.0,4,2 +Slint,"Don, Aman",41.0,0.469,0.124,,-24.361,0,0.0486,0.164,0.884,0.0988,0.0328,136.59,388400.0,4,10 +PSY,Gangnam Style (Í∞ïÎÇ®Ïä§ÌÉÄÏùº),72.0,0.727,0.937,11.0,-2.871,0,0.286,0.00417,,0.091,0.749,132.067,219493.0,4,9 +Ben Flocks,Ebb Tide,45.0,0.179,0.211,5.0,-11.936,1,0.0326,0.896,0.76,0.431,0.231,174.248,3.101333333,3,7 +Slowdive,Star Roving,52.0,0.326,0.932,9.0,-4.909,1,0.0506,0.0733,0.725,0.293,0.397,143.927,338869.0,4,10 +Darkest Hour,DEMON(S),45.0,0.136,0.957,7.0,-4.391,1,0.144,2.18e-06,0.0892,0.365,0.105,80.773,228920.0,4,8 +Landon B. Fulton,Lineage,41.0,0.171,0.12,8.0,-19.209,1,0.05,0.979,0.937,0.116,0.0339,117.27,2.108333333,5,7 +The Jazz Cultivators,Speak Low,48.0,0.474,0.222,5.0,-18.985,1,0.0388,0.841,0.894,0.0939,0.464,127.623,3.697916667,4,7 +Drake,Toosie Slide,80.0,0.834,0.454,1.0,-9.75,0,0.201,0.321,6.15e-06,0.114,0.837,81.618,247059.0,4,9 +Palehound,How Long,34.0,0.571,0.695,11.0,-5.785,1,0.0579,0.373,,0.133,0.304,100.648,100572.0,4,6 +The Marcus King Band,Rita Is Gone,56.0,0.623,0.44,5.0,-8.216,1,0.0348,0.866,0.0675,0.0891,0.802,86.726,265587.0,4,10 +Pacman da Gunman,Zero Tolerance,57.0,0.787,0.53,6.0,-6.015,0,0.339,0.00545,,0.078,0.39,82.113,257063.0,4,5 +Time Zone,Wildstyle,26.0,0.805,0.942,10.0,-8.607,0,0.0767,0.189,0.254,0.103,0.697,111.876,498827.0,4,5 +August Burns Red,The Legend Of Zelda,46.0,0.126,0.759,11.0,-5.189,0,0.133,0.000566,0.922,0.111,0.113,183.501,248453.0,4,8 +Sugar Blue,Bad Boys Heaven,16.0,0.406,0.43,5.0,-7.702,1,0.0423,0.67,0.00205,0.338,0.417,176.21,548440.0,3,2 +Shalom Gad,◊ë◊©◊ë◊ô◊ú ◊î◊ë◊ô◊ì◊ï◊®,17.0,0.536,0.427,4.0,-10.08,0,0.0316,0.0444,2.42e-06,0.111,0.434,118.029,323276.0,4,6 +Dudu Tassa,◊°◊ó◊®◊ó◊ï◊®◊™,20.0,0.317,0.778,7.0,-7.354,0,0.0562,0.0975,0.00342,0.116,0.222,173.942,384973.0,4,10 +Aldous Harding,The Barrel,62.0,0.732,0.408,11.0,-8.475,1,0.036,0.747,0.000229,0.069,0.663,87.015,299440.0,4,6 +Bush,American Eyes,42.0,0.291,0.599,7.0,-5.05,1,0.0384,0.000171,0.00463,0.0771,0.4,79.063,216493.0,4,10 +Dor Hamabul,◊®◊ï◊¶◊î ◊ì◊ù,19.0,0.695,0.82,,-5.541,1,0.0607,0.00822,4.56e-06,0.367,0.743,118.976,201283.0,4,10 +Code Orange,Swallowing the Rabbit Whole,46.0,0.241,0.973,1.0,-2.103,1,0.171,0.000104,0.0327,0.182,0.453,148.847,227981.0,3,8 +The Bees,A Minha Menina,44.0,0.521,0.808,9.0,-8.201,0,0.052,0.805,0.0105,0.227,0.834,98.867,170733.0,4,6 +Pot√©,Stare,36.0,0.573,0.574,6.0,-10.924,1,0.0563,0.11,0.0438,0.329,0.3,154.01,221679.0,4,1 +Roisha,◊§◊ú◊ê◊©◊ô◊ù,17.0,0.701,0.415,8.0,-10.182,1,0.133,0.815,,0.157,0.471,81.464,194356.0,4,5 +Fortisakharof,◊ê◊ô◊ü ◊ß◊• ◊ú◊ô◊ú◊ì◊ï◊™,34.0,0.57,0.464,2.0,-14.59,0,0.0269,0.286,0.000287,0.229,0.532,103.276,241000.0,4,10 +Immortal,Northern Chaos Gods,32.0,0.325,0.98,4.0,-6.586,0,0.107,0.0,0.909,0.316,0.0378,112.553,265808.0,3,8 +Britney Spears,Piece of Me,67.0,0.769,0.638,11.0,-5.054,1,0.216,0.0902,,0.0857,0.782,115.007,3.535116667,4,9 +Liquid Tension Experiment,Acid Rain,50.0,0.414,0.945,9.0,-4.66,1,0.0897,0.000333,0.479,0.314,0.565,145.014,396067.0,4,8 +The Kid LAROI,TELL ME WHY,73.0,0.6,0.723,6.0,-4.928,0,0.158,0.109,,0.167,0.463,149.881,195268.0,4,5 +The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,9 +Arcade Fire,No Cars Go,57.0,0.324,0.772,1.0,-6.95,1,0.0371,0.000609,0.173,0.12,0.291,135.737,343627.0,4,6 +Sha Na Na,Teen Angel - Live at Woodstock,21.0,0.299,0.336,,-15.493,1,0.087,0.522,,0.709,0.434,105.931,211067.0,4,10 +The Pom-Poms,Watch Me,48.0,0.783,0.537,6.0,-5.715,0,0.0672,0.0113,0.473,0.126,0.193,109.972,176182.0,4,6 +Faces,Borstal Boys,29.0,0.42,0.956,,-6.475,1,0.0462,0.118,1.51e-05,0.26,0.904,152.758,173027.0,4,2 +Jerry Lee Lewis,Great Balls Of Fire,67.0,0.4,0.818,,-11.238,1,0.08,0.458,3.25e-06,0.132,0.936,166.287,1.82845,4,10 +Greenleaf,Our Mother Ash,37.0,0.212,0.865,10.0,-7.755,1,0.0511,0.00259,0.239,0.0933,0.681,163.335,194867.0,4,10 +Evergrey,The Beholder,49.0,0.512,0.875,9.0,-7.07,0,0.046,0.00161,1.02e-05,0.0957,0.497,137.014,349747.0,4,8 +C.W. McCall,Convoy,60.0,0.68,0.543,5.0,-14.876,1,0.141,0.857,0.000116,0.0881,0.796,111.62,3.843333333,4,4 +DEAR MOTHER,Satellite,41.0,0.469,0.86,1.0,-7.417,1,0.0591,3.95e-05,0.0452,0.152,0.245,122.027,210240.0,4,8 +Sui Uzi,Dangerous,34.0,0.675,0.911,11.0,-8.397,1,0.27,0.015,6.77e-06,0.304,0.578,109.947,221687.0,4,6 +Rich Dunk,Out The Mud,42.0,0.812,0.73,11.0,-4.678,1,0.16,0.0938,,0.126,0.758,140.031,138613.0,4,5 +Day by Day,Old Sea Brigade,37.0,0.65,0.616,6.0,-8.857,0,0.031,0.0923,0.00775,0.118,0.906,149.924,3.20755,4,0 +Don Henley,The Heart Of The Matter,49.0,0.582,0.521,2.0,-11.528,1,0.0249,0.221,,0.21,0.405,88.131,324667.0,4,10 +Russ,3:15 (Breathe),34.0,0.451,0.627,8.0,-4.59,1,0.127,0.591,0.00958,0.118,0.77,74.69,184000.0,4,5 +"Joshua Redman, Brad Mehldau",The Nearness of You,47.0,0.447,0.163,8.0,-14.835,1,0.0707,0.992,0.776,0.654,0.197,74.933,16.74378333,3,7 +Ron Gallo,CAN WE STILL BE FRIENDS? - Sports Remix,30.0,0.759,0.617,9.0,-8.984,0,0.0781,0.0386,0.00119,0.103,0.507,106.639,166853.0,4,6 +Bass Drum of Death,Too High,32.0,0.585,0.953,3.0,-6.2,1,0.0359,0.000135,4.78e-05,0.436,0.732,127.976,227280.0,4,10 +PinkPantheress,Break it off,75.0,0.577,0.788,11.0,-6.737,0,0.0977,0.014,2.56e-06,0.123,0.644,172.926,93970.0,4,9 +Serena-Maneesh,I Just Want To See Your Face,20.0,0.361,0.985,11.0,-6.644,0,0.144,0.000144,0.484,0.566,0.21,153.586,138747.0,4,10 +Rainbow,The Temple Of The King,62.0,0.486,0.487,9.0,-11.633,0,0.0341,0.445,1.44e-05,0.0648,0.373,81.972,282013.0,4,8 +347aidan,Dancing in My Room,82.0,0.98,0.413,8.0,-11.052,0,0.101,0.671,7.95e-05,0.17,0.764,119.993,180139.0,4,9 +The King Khan & BBQ Show,Fishfight,29.0,0.408,0.98,4.0,-0.489,1,0.0456,0.807,0.348,0.287,0.674,150.405,170520.0,4,2 +Ihsahn,Arcana Imperii,34.0,0.329,0.864,4.0,-6.067,0,0.053,0.000188,0.00207,0.0918,0.236,135.734,293173.0,4,8 +TOOL,Schism,69.0,0.567,0.714,9.0,-8.512,0,0.0302,0.0012,0.417,0.186,0.191,107.441,403533.0,3,10 +Current Joys,Breaking the Waves,52.0,0.697,0.621,9.0,-7.206,1,0.0401,0.00499,0.0242,0.0928,0.849,130.482,174623.0,3,6 +CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,10 +Songhoy Blues,Sekou Oumarou,37.0,0.635,0.559,4.0,-11.315,1,0.0844,0.335,0.00213,0.102,0.728,78.353,213653.0,4,2 +Creedence Clearwater Revival,I Put A Spell On You,,0.437,0.742,4.0,-7.062,0,0.0291,0.00651,0.037,0.112,0.688,102.186,270360.0,4,10 +T. Rex,Born To Boogie,26.0,0.502,0.787,7.0,-7.767,1,0.0961,0.00964,,0.153,0.801,160.131,124160.0,4,2 +Oliver Malcolm,Skywalker,54.0,0.629,0.773,,-6.965,0,0.0754,0.241,0.00173,0.382,0.489,173.927,242637.0,4,10 +Bladverk Band,Caerulea,61.0,0.475,0.105,9.0,-18.046,0,0.0351,0.962,0.695,0.115,0.0563,54.727,3.111083333,4,7 +Chromeo,Fancy Footwork,48.0,0.686,0.902,5.0,-3.154,0,0.0304,0.00575,0.0427,0.125,0.648,129.971,198020.0,4,6 +The Bravery,Believe,58.0,0.385,0.949,8.0,-3.369,1,0.0459,0.00501,2.13e-06,0.113,0.517,166.137,226347.0,4,10 +Magazine,Shot By Both Sides - Remastered,44.0,0.324,0.967,6.0,-5.655,1,0.0774,0.0278,0.000269,0.0566,0.392,165.92,244320.0,4,6 +Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,10 +Omer Adam,◊ê◊ñ ◊™◊ë◊ï◊ê◊ô,30.0,0.771,0.737,11.0,-4.398,0,0.0337,0.323,2.84e-06,0.0916,0.923,99.955,216853.0,4,9 +Ghost Iris,Final Tale,32.0,0.52,0.95,2.0,-3.912,1,0.0491,6.78e-06,0.0244,0.287,0.346,125.016,226320.0,4,8 +St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,1 +The Wreckers,Leave the Pieces,57.0,0.514,0.679,6.0,-6.117,1,0.0273,0.0255,,0.0594,0.496,164.109,3.503883333,4,4 +Mahavishnu Orchestra,Birds of Fire,34.0,0.249,0.986,4.0,-7.656,1,0.115,0.0613,0.473,0.0365,0.0792,108.575,342800.0,5,10 +Nancy Wilson,4 Edward,33.0,0.725,0.403,2.0,-9.113,1,0.0471,0.726,0.859,0.096,0.232,119.947,103078.0,4,2 +Crooked Teeth,Beg,44.0,0.486,0.806,1.0,-3.479,1,0.0384,0.0303,0.0854,0.0621,0.451,99.873,151288.0,4,10 +BLOW,Full Delight,45.0,0.794,0.648,3.0,-7.659,0,0.0651,0.0643,0.419,0.0995,0.94,144.038,196315.0,4,6 +Trudy Lynn,Thru Chasin' You,11.0,0.807,0.585,7.0,-6.702,0,0.0375,0.56,0.00349,0.0894,0.749,97.03,295627.0,4,2 +PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,10 +yaeow,I Need U (Remix),51.0,0.349,0.363,4.0,-11.718,1,0.0394,0.537,0.000282,0.0824,0.103,169.928,149647.0,4,5 +"Manna Dey, Asha Bhosle, Sudha Malhotra, S. D. Batish, Mohammed Rafi",Na To Caravan Ki Talash Hai,13.0,0.471,0.803,1.0,-5.8,1,0.125,0.968,0.817,0.22,0.765,101.028,11.80366667,4,3 +Danielle Nicole,Take It All,38.0,0.607,0.159,1.0,-12.223,1,0.0326,0.879,0.0215,0.182,0.662,162.005,177907.0,3,2 +Daniel Tompkins,The Gift,28.0,0.281,0.914,9.0,-5.805,0,0.0603,0.000668,0.0134,0.236,0.217,122.721,233111.0,4,8 +lady gleep,glorianna,22.0,0.679,0.621,,-6.17,1,0.033,0.0126,,0.104,0.306,120.028,183605.0,4,9 +Carpathian Forest,It's Darker Than You Think,35.0,0.282,0.916,4.0,-6.632,0,0.0749,2.75e-05,0.62,0.141,0.109,82.483,281733.0,4,8 +Causa Sui,Homage,41.0,0.275,0.658,10.0,-10.82,1,0.032,0.0242,0.779,0.121,0.451,159.201,608253.0,4,8 +Two Trains Left,Throw It All Away,35.0,0.35,0.917,,-5.127,1,0.0441,2.42e-05,,0.128,0.424,160.045,211875.0,4,10 +Rockfour,Oranges,11.0,0.318,0.906,1.0,-6.192,1,0.0581,0.0623,,0.155,0.547,134.363,217573.0,4,6 +Spoonie Gee,The Godfather,37.0,0.818,0.739,7.0,-9.991,0,0.0569,0.0117,,0.0653,0.92,104.657,293733.0,4,5 +Goth Babe,Moments / Tides,61.0,0.514,0.632,4.0,-7.544,1,0.145,0.453,0.0118,0.106,0.531,85.018,204127.0,4,6 +Lola Marsh,Like in the Movies,34.0,0.425,0.587,11.0,-6.134,1,0.0284,0.112,0.0114,0.0988,0.288,81.017,229800.0,4,10 +True Tiger,Slang Like This - Instrumental,13.0,0.654,0.607,5.0,-8.047,1,0.0394,0.000176,0.864,0.255,0.499,143.941,277788.0,4,5 +GUMX,HYMN TO LOVE,19.0,0.498,0.939,1.0,-4.934,1,0.0753,4.57e-05,,0.463,0.312,103.974,140320.0,4,10 +Porter Robinson,Look at the Sky,65.0,0.568,0.564,6.0,-8.231,1,0.0273,0.0105,0.000127,0.0766,0.385,115.059,309986.0,4,9 +They Might Be Giants,Birdhouse in Your Soul,59.0,0.61,0.819,8.0,-8.323,1,0.0666,0.00381,7.92e-06,0.285,0.454,100.057,198920.0,4,10 +Just-Ice,Cold Gettin' Dumb,31.0,0.795,0.775,1.0,-7.492,1,0.162,0.0294,0.139,0.0367,0.833,96.027,272787.0,4,5 +ILLENIUM,Feel Something (With I Prevail),63.0,0.428,0.877,5.0,-4.722,0,0.0835,0.00153,0.00372,0.0943,0.113,75.518,221000.0,4,10 +Usha Mangeshkar,Itihas Agar Likhna Chaho Azadi Ke,,0.799,0.303,3.0,-17.956,0,0.0762,0.842,2.7e-05,0.0487,0.965,102.827,2.968216667,4,3 +Delta 5,Mind Your Own Business,47.0,0.871,0.61,7.0,-7.565,1,0.239,0.0307,0.000203,0.0674,0.788,134.507,193373.0,4,6 +Evan Wilson,Starlight Lullaby,45.0,0.153,0.0289,5.0,-23.791,1,0.0405,0.984,0.00398,0.0872,0.0942,167.406,3.655233333,3,7 +Master P,"Bout It, Bout It II",50.0,0.484,0.69,6.0,-6.339,1,0.316,0.00757,,0.181,0.657,80.862,308973.0,3,5 +Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,6 +Jefferson Airplane,"Introduction - Live at The Woodstock Music & Art Fair, August 17, 1969",,0.302,0.211,,-19.351,1,0.105,0.165,6.53e-06,0.197,0.398,159.61,23320.0,4,10 +Fred again..,Diana (You Don't Even Know),42.0,0.837,0.71,2.0,-7.109,1,0.0762,0.0286,0.019,0.0649,0.694,123.021,204878.0,4,9 +Skip James,Devil Got My Woman,43.0,0.508,0.151,2.0,-14.984,1,0.0324,0.986,0.0465,0.172,0.523,85.128,181787.0,4,2 +Paper Idol,Feel Real Pretty,50.0,0.69,0.834,2.0,-4.155,1,0.0672,0.455,0.00038,0.066,0.313,108.032,183128.0,4,1 +Charley Patton,Down The Dirt Road Blues,39.0,0.473,0.281,1.0,-11.337,1,0.0354,0.97,0.0936,0.11,0.523,119.161,174576.0,4,2 +Eagle-Eye Cherry,Save Tonight,72.0,0.547,0.707,,-8.74,1,0.0338,8.14e-05,0.000149,0.285,0.654,119.576,242733.0,4,9 +Liam Gallagher,Wall of Glass,59.0,0.351,0.939,,-4.469,1,0.0564,6.42e-05,0.00113,0.296,0.321,182.067,223547.0,4,10 +Billy Idol,Eyes Without A Face - Remastered,58.0,0.545,0.647,9.0,-9.693,1,0.0404,0.00823,0.22,0.159,0.552,85.76,4.95711667,4,10 +Britney Spears,Now That I Found You,34.0,0.526,0.731,6.0,-4.901,1,0.0459,0.083,0.000787,0.0557,0.491,128.04,4.274,4,9 +brakence,fuckboy,61.0,0.73,0.61,8.0,-7.784,0,0.238,0.373,,0.144,0.8,146.572,157903.0,4,5 +Dawn Of Ashes,Blood of the Titans,39.0,0.584,0.692,,-8.247,0,0.0611,0.000425,0.0112,0.128,0.264,95.029,230500.0,4,8 +Phoebe Bridgers,Friday I‚Äôm In Love - Recorded at Spotify Studios NYC,66.0,0.373,0.123,7.0,-15.193,1,0.0407,0.948,,0.0816,0.138,97.129,220813.0,4,6 +Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,10 +Shinedown,Heroes,50.0,0.379,0.901,,-4.81,0,0.0349,6.84e-05,2.97e-05,0.0933,0.691,168.976,204027.0,4,10 +Henrik Freischlader,Openness,37.0,0.454,0.891,2.0,-5.101,1,0.0621,0.00229,0.0135,0.468,0.752,169.869,266466.0,4,2 +Slomosa,Kevin,45.0,0.472,0.63,5.0,-9.556,0,0.0369,0.00131,0.0012,0.161,0.511,151.913,167389.0,4,1 +Jimi Hendrix,Mannish Boy,50.0,0.568,0.898,8.0,-8.833,0,0.0862,0.0285,0.0787,0.484,0.833,110.824,301520.0,4,2 +Itay Levi,◊§◊¢◊ù,29.0,0.688,0.337,11.0,-10.991,0,0.031,0.758,,0.152,0.364,123.988,220000.0,4,9 +my bloody valentine,Only Shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,10 +Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,6 +MIKA,Grace Kelly,69.0,0.675,0.828,,-5.799,1,0.0454,0.0242,0.0102,0.364,0.669,122.229,187733.0,4,9 +Behemoth,Conquer All,45.0,0.235,0.927,6.0,-5.824,1,0.084,0.000173,0.893,0.0748,0.253,90.497,211267.0,4,8 +renforshort,fall apart (with glaive),55.0,0.572,0.747,10.0,-6.237,1,0.0943,0.13,2.93e-05,0.108,0.3,158.051,155275.0,4,1 +Dead Or Alive,You Spin Me Round (Like a Record),72.0,0.554,0.963,6.0,-3.762,0,0.035,0.000244,0.0702,0.431,0.918,128.175,195147.0,4,9 +Lush,For Love,50.0,0.509,0.611,6.0,-11.036,0,0.0291,0.15,,0.107,0.9,129.926,209133.0,4,6 +Nathan Goshen,◊°◊ô◊§◊ï◊® ◊ê◊ó◊® - ◊©◊ô◊® ◊î◊†◊ï◊©◊ê ◊û◊™◊ï◊ö ◊°◊®◊ò◊ï ◊©◊ú ◊ê◊ë◊ô ◊†◊©◊®,26.0,0.525,0.696,7.0,-5.963,0,0.0331,0.21,,0.259,0.414,92.065,211147.0,4,9 +Markul,2 –º–∏–Ω—É—Ç—ã,47.0,0.756,0.674,7.0,-7.036,0,0.0352,0.0782,0.0511,0.0804,0.429,103.982,150000.0,4,9 +PlayaPhonk,PHONKY TOWN,79.0,0.804,0.803,1.0,-4.673,1,0.346,0.409,0.786,0.119,0.339,125.0,2.356233333,4,9 +2FeetBino,Backstroke,39.0,0.772,0.327,8.0,-11.432,1,0.601,0.0154,,0.129,0.211,176.174,188400.0,4,5 +Zergananda,The Path to Valhalla,48.0,0.312,0.777,1.0,-9.267,0,0.054,9.64e-05,0.0191,0.121,0.286,176.072,290795.0,4,8 +HaBanot Nechama,So Far,49.0,0.628,0.308,9.0,-11.431,1,0.108,0.673,,0.0995,0.209,79.911,229427.0,4,9 +Neil Diamond,Sweet Caroline - Single Version,33.0,0.549,0.255,11.0,-8.823,1,0.0287,0.443,2.17e-05,0.454,0.638,127.368,200240.0,4,10 +IDLES,War,50.0,0.24,0.956,,-3.335,1,0.07,3.39e-05,0.000752,0.0579,0.205,93.486,187451.0,4,10 +Foo Fighters,Waiting On A War,65.0,0.53,0.759,7.0,-7.067,1,0.0351,0.00984,,0.319,0.502,131.999,253840.0,4,1 +Arcana,Inceptus,41.0,0.447,0.742,7.0,-5.015,1,0.0298,0.569,0.0589,0.149,0.214,150.254,389387.0,4,8 +Lou Reed,Perfect Day,69.0,0.4,0.267,10.0,-12.488,1,0.0323,0.744,0.00734,0.103,0.0872,144.799,225000.0,3,1 +Skalpel,Escape - Hania Rani Remix,47.0,0.308,0.361,7.0,-18.788,0,0.0333,0.949,0.913,0.19,0.0516,117.0,267330.0,4,6 +The Dip,Sure Don't Miss You,62.0,0.664,0.586,4.0,-7.985,0,0.0283,0.334,2.96e-06,0.16,0.727,102.991,174520.0,4,2 +Bloc Party,Banquet - Phones Disco Edit,28.0,0.635,0.875,10.0,-8.536,0,0.0421,0.000722,0.111,0.483,0.934,149.98,324667.0,4,6 +Romy,Lifetime,58.0,0.55,0.796,6.0,-5.39,1,0.0495,4.14e-05,,0.103,0.32,128.014,197661.0,4,6 +Marmozets,Captivate You,39.0,0.401,0.904,11.0,-5.297,0,0.098,0.000385,1.63e-06,0.0643,0.251,153.422,240667.0,4,10 +Def Leppard,Love Bites - Remastered 2017,65.0,0.59,0.743,,-7.078,0,0.0347,0.067,0.00093,0.0847,0.412,129.79,346960.0,4,10 +White Zombie,Thunder Kiss '65,66.0,0.684,0.851,9.0,-9.792,1,0.0407,0.000613,0.0029,0.535,0.512,112.662,234080.0,4,8 +Ivri Lider,◊û◊®◊ô ◊ú◊†◊¶◊ó,22.0,0.519,0.876,6.0,-7.49,0,0.05,0.000477,0.0476,0.102,0.378,97.002,223493.0,4,10 +Pepper,Date Rape,44.0,0.582,0.642,,-5.174,1,0.074,0.558,,0.148,0.918,80.745,268627.0,4,10 +Eric Clapton,"Layla - Acoustic; Live at MTV Unplugged, Bray Film Studios, Windsor, England, UK, 1/16/1992; 1999 Remaster",56.0,0.51,0.389,2.0,-14.317,0,0.0384,0.286,0.000398,0.644,0.621,94.04,4.34066667,4,0 +Dilated Peoples,This Way,50.0,0.51,0.863,4.0,-4.56,0,0.402,0.155,2.93e-06,0.375,0.628,85.599,245827.0,4,5 +Status Quo,Spinning Wheel Blues,24.0,0.748,0.538,2.0,-7.715,0,0.0488,0.0172,0.0617,0.11,0.795,130.45,199267.0,4,2 +The Brian Jonestown Massacre,Anemone,63.0,0.527,0.636,5.0,-12.888,0,0.0347,0.0599,0.843,0.204,0.607,83.101,334467.0,4,1 +Spoon,Rent I Pay,15.0,0.697,0.863,5.0,-4.799,1,0.0337,0.216,2.97e-05,0.0629,0.961,96.407,189440.0,4,6 +Folk9,Circles,29.0,0.686,0.598,3.0,-10.062,0,0.0266,0.118,0.129,0.0705,0.869,110.961,222703.0,4,9 +S-X,Woooo,19.0,0.784,0.369,,-9.379,0,0.292,0.752,0.935,0.125,0.568,137.05,243714.0,4,5 +42 Dugg,Still Catching Cases (feat. Fivio Foreign & Rowdy Rebel),,0.792,0.581,5.0,-9.275,0,0.336,0.066,,0.199,0.667,139.92,173494.0,3,5 +The Judds,Cry Myself To Sleep,43.0,0.901,0.354,11.0,-10.153,0,0.0323,0.377,9.87e-06,0.0752,0.878,115.335,3.715333333,4,4 +Roop Kumar Rathod,To Chalun,47.0,0.52,0.766,8.0,-9.242,0,0.085,0.239,0.00021,0.129,0.714,144.13,7.644883333,4,3 +Simple Minds,Mandela Day - Remastered 2002,57.0,0.494,0.693,5.0,-9.781,1,0.0345,0.000897,0.0384,0.32,0.481,94.154,345293.0,4,10 +VANNA,High Hopes - Ran Nir Remix,10.0,0.539,0.527,,-8.656,1,0.0414,0.0691,0.217,0.0923,0.232,75.006,328800.0,4,6 +Stromae,Alors on danse,80.0,0.791,0.59,1.0,-9.206,0,0.0793,0.0994,0.00203,0.065,0.714,119.951,3.43445,4,9 +Angelus Apatrida,Indoctrinate,33.0,0.218,0.982,,-4.3,0,0.224,0.000165,0.0207,0.329,0.319,192.847,339253.0,4,8 +"Camille Saint-Saëns, Gabriel Schwabe, Malmö Symphony Orchestra, Marc Soustrot","Suite in D Minor, Op. 16b, R. 211: IV. Romance",35.0,0.0847,0.0185,4.0,-30.252,1,0.0488,0.973,0.729,0.0718,0.0399,82.833,6.415333333,4,7 +Agam,Manavyalakinchara (Mist of Capricorn),38.0,0.388,0.458,2.0,-10.313,1,0.0292,0.299,4.74e-05,0.101,0.361,85.688,5.829766667,4,0 +Wooden Shjips,Staring At The Sun,49.0,0.556,0.546,9.0,-13.215,1,0.0285,0.117,0.845,0.115,0.427,91.887,447999.0,4,6 +Sylvan Esso,Ferris Wheel,57.0,0.836,0.74,9.0,-4.77,0,0.057,0.0622,0.0034,0.121,0.445,101.986,177920.0,4,9 +Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,6 +Ultravox,My Sex,33.0,0.573,0.304,,-14.31,1,0.0309,0.332,1.27e-06,0.111,0.256,102.686,182653.0,4,6 +Mountain Song,Ava Earl,36.0,0.471,0.211,5.0,-13.377,1,0.0362,0.912,0.000199,0.15,0.299,145.539,4.795116667,4,0 +Ehud Banai,◊ê◊ë◊ê ◊™◊ü ◊ú◊ô ◊ô◊ì,22.0,0.475,0.504,,-8.151,1,0.0282,0.0638,2.5e-05,0.123,0.211,128.959,269014.0,4,10 +Bob Dylan,Like a Rolling Stone,73.0,0.482,0.721,,-6.839,1,0.0321,0.731,,0.189,0.557,95.263,6.16,4,10 +Ed Sheeran,Perfect,86.0,0.599,0.448,8.0,-6.312,1,0.0232,0.163,,0.106,0.168,95.05,263400.0,3,9 +Royal Blood,Hole in Your Heart,53.0,0.596,0.811,1.0,-5.501,0,0.0587,0.00458,1.62e-05,0.0971,0.475,100.032,226093.0,4,10 +Jefferson Airplane,"Come Back Baby - Live at The Woodstock Music & Art Fair, August 16, 1969",26.0,0.456,0.861,2.0,-11.62,0,0.04,0.12,0.922,0.741,0.453,114.957,365080.0,4,10 +Myd,We Found It,57.0,0.724,0.61,7.0,-10.025,1,0.0358,0.413,0.0651,0.243,0.591,123.985,400867.0,4,1 +Robbie Williams,Let Me Entertain You,67.0,0.478,0.965,10.0,-5.022,1,0.0642,0.000169,0.00251,0.0854,0.347,125.152,262000.0,4,9 +Daemonia Nymphe,Deo's Erotas,42.0,0.523,0.394,7.0,-9.403,1,0.0259,0.163,0.665,0.0554,0.22,99.961,266493.0,4,8 +The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,10 +Dr. Feelgood,Going Back Home,31.0,0.386,0.764,9.0,-12.772,1,0.0355,0.0016,0.00258,0.295,0.706,171.713,240867.0,4,2 +Stevie Ray Vaughan,Texas Flood,59.0,0.256,0.423,6.0,-11.994,1,0.035,0.000788,0.402,0.25,0.441,173.27,320907.0,3,2 +ONR,It Gets To A Point,45.0,0.545,0.964,1.0,-4.326,1,0.0565,0.000114,3.87e-06,0.0842,0.698,142.002,233439.0,4,1 +U2,Running To Stand Still,54.0,0.537,0.199,2.0,-18.726,1,0.0287,0.861,0.0259,0.334,0.229,94.634,257366.0,4,10 +A Winged Victory for the Sullen,So That The City Can Begin To Exist,40.0,0.152,0.0625,5.0,-23.396,1,0.0358,0.619,0.904,0.0802,0.0355,85.971,286962.0,3,1 +"Jatin-Lalit, Kumar Sanu",Jab Kisiki Taraf Dil,43.0,0.517,0.584,9.0,-6.431,1,0.0385,0.514,,0.109,0.438,79.146,6.909333333,4,3 +keshi,beside you,76.0,0.711,0.747,,-6.335,1,0.0523,0.459,,0.0957,0.852,136.0,166023.0,4,9 +Nurit Galron,◊û◊¢◊ë◊ô◊® ◊ì◊£,32.0,0.678,0.84,,-6.439,0,0.0279,0.229,,0.329,0.684,132.327,303333.0,4,9 +Hanan Ben Ari,◊ê◊ó◊ô◊ù,33.0,0.423,0.281,2.0,-7.963,1,0.0291,0.846,,0.112,0.347,146.422,240732.0,4,9 +Equilibrium,One Folk,50.0,0.209,0.951,11.0,-8.108,0,0.149,0.000346,0.109,0.372,0.147,179.901,277417.0,4,8 +Villagers,Nothing Arrived - Live from Spotify London,65.0,0.579,0.415,7.0,-11.599,1,0.0397,0.929,0.0018,0.671,0.42,102.713,219093.0,4,9 +Meshuggah,Born in Dissonance,50.0,0.264,0.986,11.0,-5.059,1,0.102,4.1e-06,0.00624,0.0535,0.223,106.161,274587.0,4,8 +Dory-Loup,Nobody Likes You When You're 23,11.0,0.586,0.887,7.0,-6.924,1,0.0769,0.000119,,0.286,0.405,94.965,176082.0,4,10 +Iron Butterfly,Unconscious Power,34.0,0.439,0.561,4.0,-9.507,0,0.0345,0.0026,1.18e-05,0.319,0.794,162.903,150533.0,4,2 +Octopus Montage,"Mother Trucker Dude, That Hurt Like A Buttcheek On A Stick",42.0,0.471,0.971,7.0,-2.546,1,0.242,0.000137,,0.332,0.236,179.951,91000.0,4,8 +Refused,Economy Of Death,32.0,0.508,0.988,6.0,-4.537,0,0.064,7.76e-05,0.0103,0.201,0.262,142.031,241440.0,4,10 +Bukka White,Fixin' To Die Blues,30.0,0.565,0.266,11.0,-11.708,1,0.0375,0.897,0.571,0.103,0.577,109.976,168733.0,4,2 +Alice Merton,No Roots,53.0,0.864,0.656,7.0,-7.286,1,0.104,0.263,0.00495,0.0712,0.821,115.959,235813.0,4,10 +Sindy,BIG SCARE,19.0,0.47,0.416,11.0,-9.31,0,0.0266,0.622,0.00821,0.236,0.26,89.013,272720.0,4,10 +Omer Adam,◊û◊ï◊ì◊î ◊ê◊†◊ô,46.0,0.43,0.486,8.0,-5.776,0,0.0356,0.766,,0.214,0.421,137.992,220253.0,4,9 +Sarit Hadad,◊û◊ë◊®◊ï◊ß,23.0,0.658,0.944,5.0,-3.593,0,0.0305,0.0921,2.47e-05,0.0902,0.844,94.033,185147.0,4,9 +Screaming Trees,Shadow of the Season,48.0,0.163,0.937,,-5.502,1,0.0882,4.63e-05,0.00297,0.372,0.413,184.482,273813.0,4,10 +Asteroid,Garden,38.0,0.478,0.628,,-4.582,1,0.0377,0.000245,0.813,0.0907,0.581,115.07,266920.0,3,8 +Idan Raichel,◊ú◊û◊î ◊õ◊õ◊î ◊¢◊¶◊ï◊ë◊î (Lama Kacha Atzuva),43.0,0.717,0.803,7.0,-4.761,0,0.0589,0.18,,0.0827,0.728,104.024,215192.0,4,9 +Neverland In Ashes,Confined,16.0,0.367,0.96,7.0,-5.078,1,0.104,9.37e-05,0.00104,0.485,0.102,195.045,233841.0,4,8 +Smash Mouth,Walkin' On The Sun,66.0,0.745,0.972,6.0,-5.598,1,0.0316,0.346,,0.148,0.968,123.067,207787.0,4,9 +The Chemical Brothers,Let Forever Be,56.0,0.252,0.872,8.0,-3.752,1,0.0777,0.00912,8.79e-06,0.109,0.399,126.938,236360.0,4,1 +The Devil Wears Prada,Dez Moines,51.0,0.424,0.981,10.0,-2.749,1,0.163,0.000537,,0.357,0.0992,149.955,243600.0,4,8 +Eyal Golan,◊û◊ô◊ú◊î ◊ò◊ï◊ë◊î,29.0,0.702,0.909,6.0,-2.97,1,0.0429,0.0863,,0.0693,0.961,99.99,230573.0,4,9 +John Doe,The Golden State,31.0,0.535,0.726,2.0,-6.097,1,0.0273,0.118,,0.129,0.497,113.749,178867.0,4,10 +Darlingside,Knights Of Cydonia - Recorded at Spotify Studios NYC,46.0,0.214,0.349,11.0,-12.987,0,0.0323,0.8,0.212,0.0745,0.0651,130.291,277113.0,4,6 +Transvision Vamp,I Want Your Love,48.0,0.465,0.821,4.0,-11.115,1,0.0487,0.0133,0.00855,0.447,0.697,149.824,209907.0,4,10 +Jane n' the Jungle,Trouble,42.0,0.235,0.942,9.0,-2.191,0,0.0945,0.000113,,0.112,0.354,131.967,182158.0,4,10 +Part-Time Friends,2:00 AM,32.0,0.917,0.571,4.0,-7.659,1,0.0537,0.0131,,0.126,0.967,125.018,237253.0,4,6 +Phani Narayana,Raghuvamsa Sudha,17.0,0.577,0.636,9.0,-10.157,1,0.13,0.823,0.00173,0.142,0.567,98.055,301933.0,4,6 +Uly,i don't need to understand,37.0,0.737,0.302,4.0,-17.692,1,0.0425,0.814,0.878,0.366,0.688,91.018,146595.0,4,6 +"Asha Bhosle, Mohammed Rafi",Chura Liya Hai Tumne Jo Dil Ko,25.0,0.559,0.318,9.0,-11.106,0,0.0317,0.857,1.88e-06,0.11,0.684,80.242,4.797333333,4,3 +Sorcha Richardson,The Starlight Lounge,43.0,0.83,0.345,2.0,-9.941,1,0.0445,0.37,0.00158,0.11,0.55,120.966,214306.0,4,1 +Charlie Martin,September,32.0,0.695,0.612,6.0,-7.587,1,0.0264,0.136,0.492,0.108,0.801,104.963,227867.0,4,6 +Itzik Kala,Mechapes Et Haderech,26.0,0.7,0.828,10.0,-6.303,0,0.0577,0.00749,3.67e-06,0.044,0.756,110.01,229733.0,4,9 +Sabrina Song,Thaw,20.0,0.676,0.445,1.0,-10.058,1,0.0789,0.693,0.00531,0.089,0.566,157.995,202852.0,4,6 +Gorgeous Bully,I Can See,31.0,0.353,0.725,2.0,-10.131,1,0.0422,0.00681,0.101,0.0289,0.402,82.831,182169.0,4,1 +Nothing But Thieves,Particles - Piano Version,49.0,0.438,0.296,11.0,-6.433,0,0.0432,0.872,1.97e-06,0.105,0.304,111.153,219760.0,4,10 +Logic1000,Like My Way,47.0,0.803,0.581,9.0,-8.054,1,0.17,0.0258,0.84,0.0768,0.163,125.007,253440.0,4,1 +Coldplay,Adventure of a Lifetime,75.0,0.638,0.924,7.0,-3.887,1,0.036,0.00205,0.000175,0.149,0.53,111.995,263787.0,4,9 +Jaja Bu,Bibles,38.0,0.713,0.661,10.0,-6.874,0,0.0271,0.177,0.0473,0.0991,0.83,107.039,273467.0,4,6 +Bare King,Grim Sleep,22.0,0.279,0.975,7.0,-7.294,1,0.124,8.83e-05,0.0603,0.333,0.0447,144.943,204629.0,4,8 +ZXPH XLLXS,XCXD BXMB,27.0,0.247,0.944,3.0,-2.139,0,0.0394,1.71e-05,0.854,0.607,0.614,140.052,292962.0,4,5 +aswekeepsearching,We Sound Like Strangers,20.0,0.454,0.723,8.0,-8.325,1,0.0375,0.134,0.943,0.18,0.159,150.146,357125.0,4,6 +Eyal Golan,◊î◊ú◊ë ◊î◊ñ◊î,45.0,0.714,0.527,11.0,-7.96,0,0.0424,0.243,,0.12,0.606,130.023,204217.0,4,9 +Lindemann,Platz Eins,53.0,0.546,0.916,11.0,-6.737,0,0.0401,0.000282,0.0382,0.0401,0.411,119.997,235413.0,4,8 +diveliner,Gaslight!,53.0,0.494,0.713,3.0,-7.956,0,0.0777,0.0443,5.54e-05,0.168,0.445,90.482,165500.0,4,10 +Crystal Tides,Headcase,37.0,0.619,0.726,8.0,-5.305,0,0.0278,0.0167,0.00018,0.0596,0.831,134.999,191813.0,4,10 +Sabaton,To Hell And Back,68.0,0.536,0.849,,-4.702,1,0.0616,0.00318,0.00197,0.104,0.305,127.002,206547.0,4,8 +Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,1 +Desert Sessions,Crucifire,48.0,0.331,0.904,6.0,-6.297,0,0.0407,0.00629,0.275,0.413,0.923,154.675,104611.0,4,10 +CUBE,chestnut street,34.0,0.414,0.499,4.0,-7.327,0,0.0369,0.00819,,0.133,0.338,118.158,183552.0,4,1 +Gojira,The art of dying,52.0,0.493,0.83,,-5.983,0,0.105,0.000308,0.543,0.102,0.114,137.967,594213.0,4,8 +Hadag Nahash,◊î◊õ◊ê◊§◊î ◊î◊û◊¶◊ú◊¶◊ú◊™,25.0,0.804,0.77,10.0,-6.699,0,0.0438,0.00203,2.04e-05,0.0591,0.873,159.988,223560.0,4,5 +Coldplay,God Put a Smile upon Your Face,63.0,0.611,0.556,9.0,-5.761,1,0.0288,0.175,7.14e-05,0.0359,0.252,126.532,297307.0,4,10 +Solence,Deafening,55.0,0.42,0.949,7.0,-6.214,1,0.189,0.000181,0.00498,0.101,0.171,77.064,227379.0,4,8 +Estrella Morente,Yo Soy Esa,25.0,0.424,0.446,1.0,-7.602,1,0.0666,0.813,1.56e-06,0.0961,0.272,89.098,223635.0,4,9 +Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,6 +Kyuss,Supa Scoopa and Mighty Scoop,43.0,0.263,0.679,5.0,-11.883,0,0.0498,0.202,0.776,0.0969,0.406,82.261,355869.0,4,10 +cleopatrick,bernard trigger,48.0,0.374,0.792,11.0,-4.118,1,0.0365,0.00044,0.0822,0.185,0.339,117.548,209049.0,4,10 +The Missing Road,Radical Face,5.0,0.583,0.216,2.0,-13.345,1,0.0324,0.895,0.645,0.102,0.173,88.393,4.139766667,4,0 +Bastille,The Anchor,53.0,0.369,0.76,8.0,-3.901,0,0.0521,0.313,,0.139,0.261,131.605,204819.0,4,10 +Psymon Spine,Milk,34.0,0.765,0.476,,-8.069,0,0.0969,0.213,0.0177,0.106,0.598,107.004,254461.0,4,1 +"Elle King, Miranda Lambert",Drunk (And I Don't Wanna Go Home),76.0,0.612,0.884,5.0,-4.4,1,0.0459,0.00516,,0.0997,0.626,119.991,4.093766667,4,4 +The Ides Of March,Vehicle,51.0,0.474,0.734,10.0,-8.813,0,0.0426,0.0871,0.00356,0.26,0.926,101.751,178067.0,4,10 +Ted Nugent,Wango Tango,46.0,0.494,0.939,2.0,-6.889,1,0.296,0.0385,0.000546,0.708,0.552,171.233,289307.0,4,8 +Nas,N.Y. State of Mind,66.0,0.665,0.91,6.0,-4.682,0,0.223,0.0394,,0.227,0.887,84.099,293973.0,4,5 +Ehud Banai,◊î◊ï◊§◊¢◊™ ◊û◊ô◊ú◊ï◊ê◊ô◊ù,21.0,0.446,0.807,,-4.417,0,0.0302,0.00827,,0.194,0.346,86.003,284693.0,4,10 +Rammstein,ICH TU DIR WEH,62.0,0.295,0.878,2.0,-5.034,1,0.0541,0.00112,0.191,0.113,0.295,165.083,301853.0,3,8 +Goth Babe,Laurelhurst,54.0,0.498,0.887,9.0,-8.501,1,0.171,0.617,2.85e-06,0.144,0.0758,114.936,189382.0,4,6 +Tai Verdes,i deserve 2 b alone,31.0,0.837,0.514,7.0,-6.161,1,0.0518,0.31,,0.0809,0.676,130.004,165533.0,4,9 +Bruce Springsteen,Born in the U.S.A.,75.0,0.398,0.952,4.0,-6.042,1,0.061,0.000373,7.75e-05,0.1,0.584,122.093,278680.0,4,10 +Black Thought,State Prisoner,39.0,0.479,0.891,1.0,-5.067,1,0.392,0.0895,4.79e-06,0.358,0.699,165.428,178086.0,4,5 +DJ Mesh,◊ô◊î◊ô◊î ◊û◊î ◊©◊ô◊î◊ô◊î,27.0,0.682,0.743,7.0,-5.135,1,0.334,0.0865,,0.3,0.793,81.946,205601.0,4,5 +Kid Cudi,Show Out (with Skepta & Pop Smoke),79.0,0.619,0.589,1.0,-6.531,1,0.124,0.43,0.000392,0.378,0.158,143.896,174960.0,4,5 +Falling In Reverse,Popular Monster - NGHTMRE & Galantis Remix,48.0,0.321,0.895,11.0,-4.172,1,0.267,0.0558,0.00314,0.0863,0.248,159.657,176228.0,4,10 +Seventh Crystal,Broken Mirror,26.0,0.477,0.721,6.0,-5.342,0,0.0274,0.00663,,0.113,0.137,85.986,238373.0,4,10 +Japanese Breakfast,Be Sweet,64.0,0.653,0.875,2.0,-5.815,0,0.0274,0.00976,1.03e-05,0.329,0.61,109.988,195371.0,4,6 +Day Sulan,Bailar,58.0,0.852,0.535,7.0,-5.94,0,0.0896,0.439,8.18e-05,0.246,0.483,103.007,205056.0,4,5 +Mohammed Rafi,Tumne Mujhe Dekha Hokar Meherban,26.0,0.314,0.581,2.0,-7.867,1,0.0376,0.896,6.35e-06,0.23,0.458,114.958,4.08245,4,3 +BROS,Tell Me,47.0,0.733,0.568,4.0,-5.938,0,0.0359,0.199,0.000277,0.108,0.944,100.078,231155.0,4,6 +carolesdaughter,Violent,79.0,0.797,0.755,2.0,-5.393,1,0.0293,0.331,2.26e-06,0.124,0.411,129.955,135878.0,4,5 +Chris Stapleton,Midnight Train To Memphis,61.0,0.28,0.93,9.0,-7.573,1,0.104,0.0014,0.011,0.371,0.623,177.258,222653.0,3,10 +Deepayan Deep Maitra,Lost Still Dreaming,17.0,0.476,0.724,8.0,-12.96,0,0.032,0.0201,0.751,0.113,0.41,137.998,311100.0,4,6 +Brett Dennen,Cassidy,54.0,0.602,0.595,8.0,-10.337,1,0.0339,0.182,8.44e-06,0.0812,0.962,84.362,268440.0,4,9 +The Band,The Weight,49.0,0.639,0.431,9.0,-12.494,1,0.0489,0.414,7.11e-06,0.0867,0.526,144.048,4.58111667,4,0 +Adam Chaffins,Now I Don't Know,33.0,0.61,0.6,5.0,-4.465,1,0.0915,0.304,0.00105,0.102,0.757,132.447,211133.0,4,1 +Noga Erez,VIEWS,54.0,0.778,0.63,9.0,-7.135,0,0.182,0.216,,0.0968,0.705,97.035,165862.0,4,6 +Folamour,The Journey (feat. Zeke Manyika),49.0,0.765,0.871,1.0,-7.523,0,0.0536,0.07,0.0251,0.125,0.505,119.989,256467.0,4,1 +Megadeth,No More Mr. Nice Guy,39.0,0.449,0.797,9.0,-9.724,1,0.0831,0.0053,0.268,0.0422,0.731,144.491,183360.0,4,8 +Klaxons,Gravity's Rainbow - Van She Remix,25.0,0.659,0.754,4.0,-3.423,0,0.0375,0.00184,0.836,0.0923,0.0471,130.021,323227.0,4,6 +Rich Brian,Sydney,62.0,0.62,0.476,11.0,-12.759,0,0.0724,0.475,,0.135,0.602,161.168,194240.0,4,5 +Mark Ronson,Daffodils (feat. Kevin Parker),59.0,0.724,0.538,,-8.041,1,0.0381,0.0408,0.0139,0.0343,0.282,108.945,298133.0,4,1 +STARSET,INFECTED,63.0,0.538,0.867,2.0,-4.172,0,0.0618,9.38e-05,,0.055,0.439,107.669,189747.0,4,10 +Kate Bush,This Woman's Work,58.0,0.35,0.113,8.0,-18.804,1,0.0403,0.874,2.68e-05,0.0751,0.151,128.271,218907.0,4,10 +AC/DC,Hard as a Rock,61.0,0.481,0.724,4.0,-5.642,1,0.0324,0.0018,0.177,0.11,0.2,116.322,271000.0,4,8 +Red Hot Chili Peppers,Dark Necessities,73.0,0.7,0.742,5.0,-6.777,0,0.0716,0.0722,0.0199,0.11,0.197,91.959,302000.0,4,10 +Bass Drum of Death,Get Found,42.0,0.477,0.964,2.0,-4.948,0,0.0563,0.0137,0.0932,0.288,0.299,145.949,181400.0,4,10 +Temples,Certainty,43.0,0.488,0.811,5.0,-8.948,1,0.0551,0.00159,0.000576,0.208,0.316,92.493,264733.0,4,6 +Chumbawamba,Tubthumping,63.0,0.348,0.88,2.0,-7.366,1,0.0978,0.128,,0.357,0.606,101.185,278779.0,4,9 +"Travis Scott, HVME",Goosebumps - Remix,88.0,0.841,0.593,1.0,-7.846,1,0.0379,0.418,,0.124,0.808,124.917,2.71338333,4,9 +Brigitte Bardot,Bonnie And Clyde,26.0,0.471,0.632,2.0,-11.844,0,0.0568,0.0896,,0.261,0.582,97.239,253573.0,4,6 +Soulex,Rich Girl,46.0,0.47,0.911,7.0,-3.766,1,0.0591,0.00875,0.000443,0.361,0.308,149.985,225600.0,4,1 +Sleepy Sun,Desert God,38.0,0.312,0.543,9.0,-7.952,1,0.0313,0.0304,0.18,0.107,0.199,133.17,316777.0,4,8 +Movement At Night,Wake-Up Call,9.0,0.424,0.766,2.0,-6.197,1,0.0391,5.79e-05,0.00456,0.208,0.566,154.849,197250.0,4,10 +M√∂tley Cr√ºe,Looks That Kill,63.0,0.485,0.945,,-5.954,1,0.0402,0.0033,0.00525,0.0997,0.731,135.957,249013.0,4,8 +Cut Glass Kings,Shadow of Your Love,40.0,0.502,0.883,9.0,-5.205,1,0.0284,0.000136,0.315,0.154,0.129,129.993,155883.0,4,1 +The Wise Man's Fear,Firefall,30.0,0.302,0.989,5.0,-4.162,1,0.152,0.000156,0.00131,0.327,0.0931,133.737,205260.0,4,8 +Princess Nokia,The Conclusion,44.0,0.603,0.875,11.0,-10.394,0,0.063,0.475,0.936,0.15,0.566,150.008,165333.0,3,6 +Madge,Fight or Flight Club,41.0,0.518,0.873,8.0,-6.557,1,0.2,0.011,0.151,0.105,0.639,150.029,151117.0,4,6 +Snot,Stoopid,46.0,0.496,0.857,1.0,-4.515,1,0.0849,0.00185,0.000597,0.117,0.656,171.795,232427.0,4,8 +Cold,Wasted Years,44.0,0.462,0.574,8.0,-6.516,1,0.0259,0.0496,,0.145,0.128,87.029,247040.0,4,10 +Miri Mesika,◊ú◊ë ◊û◊ï◊ú ◊ú◊ë,15.0,0.566,0.238,6.0,-8.571,0,0.0312,0.893,,0.155,0.22,103.095,171633.0,4,9 +Carly Sands,Serra Calderona,48.0,0.575,0.105,2.0,-15.208,1,0.0662,0.993,0.919,0.108,0.286,92.085,2.986666667,4,7 +The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,295400.0,4,9 +Central Cee,Commitment Issues,76.0,0.8,0.71,5.0,-6.403,0,0.295,0.463,,0.339,0.795,147.171,150664.0,4,5 +ZZ Top,Tush - 2006 Remaster,66.0,0.58,0.885,,-5.154,0,0.0715,0.1,0.00157,0.146,0.788,145.405,137933.0,4,10 +Carrie Underwood,Dirty Laundry,59.0,0.456,0.874,10.0,-4.129,0,0.114,0.0595,1.12e-05,0.111,0.5,200.179,3.40155,4,4 +Devin Townsend Project,Failure,44.0,0.571,0.893,7.0,-5.994,0,0.0416,0.00054,0.468,0.386,0.466,128.992,362029.0,3,8 +Vampire Weekend,This Life,65.0,0.62,0.712,9.0,-6.434,1,0.1,0.228,3.39e-06,0.0561,0.83,170.234,268600.0,4,6 +Eclipse,Viva La Victoria,55.0,0.544,0.944,4.0,-6.161,1,0.0522,0.00266,1.48e-06,0.103,0.572,135.076,191670.0,4,8 +little hurricane,Sun Sets West,33.0,0.439,0.698,,-6.764,1,0.0643,0.171,3.73e-06,0.286,0.815,112.726,148800.0,3,2 +Toad The Wet Sprocket,Starting Now,37.0,0.568,0.787,1.0,-4.632,0,0.0285,0.00278,0.000766,0.0825,0.238,119.953,226238.0,4,10 +Machine Gun Kelly,my ex's best friend (with blackbear),85.0,0.731,0.675,5.0,-5.134,0,0.0434,0.00473,,0.141,0.298,124.939,139461.0,4,10 +Softspoken,Where the Heart Belongs,28.0,0.497,0.979,1.0,-3.214,1,0.103,0.00437,,0.177,0.494,140.065,207800.0,4,8 +Steely Dan,Night By Night,46.0,0.588,0.478,,-13.26,1,0.0379,0.227,0.0035,0.286,0.968,156.411,218467.0,4,10 +Iron Maiden,The Trooper - 2015 Remaster,72.0,0.285,0.908,4.0,-4.601,0,0.0705,0.0318,0.00909,0.311,0.669,159.756,252733.0,4,8 +Derek & The Dominos,Have You Ever Loved A Woman?,57.0,0.303,0.648,,-6.795,1,0.0512,0.642,0.053,0.407,0.644,170.379,412960.0,3,2 +Lilla Vargen,Blueprints,46.0,0.584,0.298,4.0,-9.104,1,0.0525,0.792,,0.106,0.227,79.061,212011.0,4,9 +Advaita,Miliha,7.0,0.526,0.453,9.0,-10.678,1,0.027,0.476,0.287,0.103,0.478,95.016,1.027483333,4,0 +Ten Tonnes,Everything You Got,42.0,0.438,0.758,1.0,-3.759,1,0.0302,0.000618,0.00012,0.215,0.552,139.992,216295.0,4,6 +Kiko,goblin,32.0,0.727,0.232,11.0,-19.045,0,0.379,0.628,0.00852,0.111,0.342,144.918,119172.0,4,6 +Low Island,Feel Young Again,37.0,0.681,0.717,9.0,-8.112,0,0.0346,0.143,0.000299,0.409,0.177,124.048,222284.0,4,6 +Dumpstaphunk,In Time,38.0,0.698,0.763,11.0,-5.09,0,0.131,0.00224,0.000443,0.0856,0.672,91.986,422813.0,4,10 +Sade,"Your Love Is King - Live at Live Aid, Wembley Stadium, 13th July 1985",27.0,0.48,0.638,9.0,-7.48,1,0.0406,0.451,7.98e-06,0.986,0.538,137.897,4.679066667,3,9 +Red Hot Chili Peppers,Fight Like A Brave,42.0,0.719,0.936,5.0,-3.936,1,0.0969,0.00524,5.05e-05,0.36,0.276,103.655,233760.0,4,10 +RILEY THE MUSICIAN,Miss America,28.0,0.515,0.787,,-3.151,1,0.162,0.00634,,0.0922,0.58,109.907,178091.0,4,9 +Itzhak Klepter,◊ì◊û◊ô◊ï◊ü ◊ó◊ï◊§◊©◊ô,36.0,0.602,0.81,4.0,-7.877,0,0.0346,0.311,0.0108,0.276,0.636,138.722,273053.0,4,10 +Shinedown,Simple Man - Acoustic,65.0,0.568,0.367,7.0,-8.15,1,0.0318,0.768,,0.279,0.41,121.074,320267.0,4,10 +beabadoobee,Worth It,51.0,0.576,0.751,2.0,-5.256,1,0.0269,0.0125,0.000459,0.0501,0.38,103.009,194173.0,4,1 +Ola Szmidt,C Tactile Afferent,25.0,0.401,0.186,3.0,-11.596,1,0.0315,0.951,0.255,0.108,0.165,101.949,216000.0,3,6 +Andy Mineo,Always In A Rush,43.0,0.628,0.503,1.0,-9.88,1,0.305,0.188,1.82e-05,0.178,0.768,81.594,161431.0,4,5 +Trick Daddy,Take It to da House,54.0,0.935,0.78,6.0,-5.795,0,0.197,0.0158,,0.164,0.918,123.895,226160.0,4,5 +Oasis,Wonderwall - Remastered,78.0,0.378,0.896,2.0,-4.066,1,0.0407,0.000452,,0.194,0.469,174.302,258773.0,4,10 +Black Label Society,Stillborn,62.0,0.585,0.881,5.0,-4.719,0,0.0366,2.27e-05,0.000939,0.376,0.425,107.028,196040.0,4,8 +Sonny Boy Nelson,Street Walkin',26.0,0.627,0.161,5.0,-16.318,1,0.0728,0.991,0.000205,0.109,0.773,122.476,153160.0,4,2 +Laurie Morvan,Stay with Me,30.0,0.27,0.7,9.0,-4.855,0,0.0454,0.182,7.64e-06,0.0924,0.619,188.996,269333.0,3,2 +Sam Fender,Play God,59.0,0.714,0.708,10.0,-6.286,0,0.0483,0.0891,0.0471,0.116,0.601,94.478,225600.0,4,10 +Starflyer 59,A House Wife Love Song,27.0,0.108,0.556,10.0,-7.719,1,0.0494,0.000134,0.854,0.639,0.35,175.661,253013.0,4,10 +Newington Green,In the Days of our Love,54.0,0.522,0.0696,9.0,-20.816,0,0.0419,0.974,0.907,0.111,0.132,106.006,3.666983333,4,7 +Ollie,Emotions,54.0,0.538,0.454,7.0,-9.607,1,0.414,0.044,,0.097,0.514,72.53,165232.0,4,5 +Tenille Arts,Somebody Like That,12.0,0.574,0.792,6.0,-5.868,1,0.0489,0.0135,,0.11,0.562,104.989,3.303483333,4,4 +Asking Alexandria,I Won't Give In,63.0,0.428,0.914,2.0,-3.017,1,0.0762,0.00594,,0.309,0.494,74.989,229600.0,4,10 +Darkthrone,Under A Funeral Moon,36.0,0.153,0.994,4.0,-5.902,1,0.196,0.026,0.0423,0.357,0.174,144.623,306880.0,4,8 +cleopatrick,2008,38.0,0.344,0.264,4.0,-12.228,1,0.0381,0.1,0.00749,0.0731,0.124,117.294,234953.0,4,10 +The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,1 +Omer Adam,◊ê◊ï◊î◊ë◊™ ◊ê◊ï◊™◊ô ◊ê◊û◊ô◊™◊ô,43.0,0.56,0.277,9.0,-10.81,1,0.0453,0.931,,0.0915,0.545,101.399,218698.0,4,9 +Lil Nas X,MONTERO (Call Me By Your Name),100.0,0.61,0.508,8.0,-6.682,0,0.152,0.297,,0.384,0.758,178.818,137876.0,4,9 +ECHO,Oh My Life,23.0,0.675,0.548,9.0,-6.857,0,0.0463,0.327,0.00308,0.0699,0.0857,90.023,205333.0,4,9 +"Johann Sebastian Bach, Dmitry Sitkovetsky, Orchestra of the Swan, David le Page","Goldberg Variations, BWV 988: Aria - Arr. for String trio",29.0,0.276,0.0377,7.0,-21.08,1,0.0575,0.919,0.000161,0.123,0.124,83.959,2.418666667,4,7 +Will Paquin,Chandelier,62.0,0.331,0.5,2.0,-9.119,0,0.0514,0.677,6.61e-06,0.116,0.421,86.963,127465.0,4,9 +Witness Trees,Henry Jamison,56.0,0.572,0.243,4.0,-12.085,1,0.0282,0.93,0.00421,0.0908,0.46,99.825,2.68035,4,0 +Pearl Jam,Elderly Woman Behind the Counter in a Small Town - Acoustic Version,46.0,0.318,0.405,7.0,-10.028,1,0.0328,0.305,0.00373,0.117,0.296,180.305,198400.0,3,10 +Monster Magnet,Look To Your Orb For The Warning,47.0,0.419,0.573,8.0,-9.166,1,0.0321,0.00026,0.609,0.597,0.165,145.637,392000.0,4,8 +Jean Grae,Hater's Anthem,39.0,0.773,0.851,,-3.563,0,0.214,0.618,0.00266,0.114,0.835,91.069,313667.0,4,5 +"Sigala, Rita Ora",You for Me,78.0,0.733,0.886,2.0,-1.856,0,0.0426,0.0481,1.81e-06,0.191,0.696,126.031,2.92391667,4,9 +Tutu Jones,Starting All Over,30.0,0.744,0.832,7.0,-4.268,0,0.0242,0.24,0.00391,0.653,0.967,94.68,246600.0,4,2 +Tigress,Power Lines,33.0,0.367,0.885,4.0,-5.201,1,0.0808,0.00274,1.05e-05,0.106,0.593,168.731,184024.0,4,10 +Rob Zombie,Helter Skelter,48.0,0.4,0.968,7.0,-4.421,1,0.0769,1.2e-05,0.155,0.106,0.434,144.054,215938.0,4,8 +Tylor Jay Santos,Cassiopeia,26.0,0.308,0.35,1.0,-11.179,0,0.0328,0.318,1.07e-06,0.125,0.213,143.679,304000.0,3,6 +U2,One,76.0,0.392,0.534,,-8.793,1,0.0369,0.245,0.00104,0.155,0.325,181.305,276187.0,4,10 +Don Diablo,Kill Me Better (feat. Imanbek & Trevor Daniel) - Travis Barker Alt Version,49.0,0.471,0.888,8.0,-3.724,1,0.0727,0.0306,,0.0892,0.46,160.004,195528.0,4,10 +Kalan.FrFr,"No Love ft. Mozzy, ft. Cypress Moreno",45.0,0.598,0.693,10.0,-6.334,0,0.47,0.292,,0.121,0.718,99.509,206430.0,4,5 +"Eric Weissberg, Steve Mandell",Dueling Banjos,47.0,0.417,0.484,9.0,-8.781,1,0.0791,0.409,0.959,0.0663,0.501,149.79,3.248,4,4 +Lightnin' Slim,G.I. Blues,12.0,0.701,0.292,11.0,-17.458,0,0.0461,0.978,0.0275,0.115,0.597,78.9,157431.0,4,2 +Itay Levi,◊¢◊ì◊ô◊ô◊ü ◊ê◊ï◊î◊ë◊™,30.0,0.562,0.319,5.0,-7.378,1,0.0367,0.807,2.58e-06,0.1,0.33,66.762,185000.0,4,9 +I Built the Sky,Translucidus (feat. Sithu Aye),39.0,0.427,0.993,5.0,-3.259,1,0.145,1.31e-06,0.92,0.325,0.195,92.501,219324.0,4,8 +Black Grape,Kelly's Heroes,44.0,0.633,0.939,7.0,-5.158,1,0.0642,0.000642,0.0024,0.0804,0.838,119.669,262400.0,4,1 +Mohammed Rafi,Mehbooba Teri Tasveer,7.0,0.43,0.27,6.0,-13.532,0,0.0332,0.959,0.000186,0.113,0.464,90.02,5.616,4,3 +Wilco,Everyone Hides,47.0,0.728,0.886,2.0,-8.098,1,0.0579,0.311,0.0441,0.0834,0.837,145.75,179976.0,4,10 +"Ricky Kej, Charanraj MR",The Awakening,22.0,0.487,0.773,5.0,-8.194,1,0.0441,0.0516,0.062,0.233,0.565,169.981,2.35765,4,0 +ishi vu,"Brightly burning, yet alone",11.0,0.568,0.45,9.0,-8.355,1,0.338,0.764,3.62e-05,0.181,0.754,88.91,66560.0,3,6 +nicopop.,Happy Again,46.0,0.743,0.608,6.0,-5.705,1,0.0411,0.0225,,0.137,0.801,106.021,192453.0,4,9 +Wiley,Stormy Weather,12.0,0.713,0.606,5.0,-5.041,0,0.104,0.321,1.73e-06,0.108,0.748,133.86,174480.0,4,5 +Gotham,Attention Span,36.0,0.629,0.74,6.0,-7.334,0,0.355,0.0929,,0.134,0.69,96.055,157493.0,4,5 +LBS Kee'vin,That's Life (feat. OMB Peezy),43.0,0.572,0.666,8.0,-6.144,0,0.416,0.193,,0.105,0.515,85.037,187847.0,4,5 +i don't wanna talk!,Philip Brooks,36.0,0.373,0.436,3.0,-14.528,1,0.0344,0.781,0.326,0.149,0.382,99.793,2.74,4,0 +Outloved,Hurt Me,43.0,0.504,0.741,,-4.612,1,0.0363,0.000941,6.76e-05,0.548,0.339,97.494,186535.0,4,8 +Metalite,Hunting High and Low,42.0,0.432,0.949,6.0,-6.262,1,0.0744,1.43e-05,0.000412,0.188,0.436,94.999,277040.0,4,8 +"Emerson, Lake & Palmer",Take A Pebble,31.0,0.405,0.28,3.0,-16.557,1,0.0458,0.5,0.0319,0.36,0.0981,115.959,753893.0,4,10 +Lianne La Havas,Paper Thin,63.0,0.714,0.243,,-13.513,1,0.0478,0.646,0.212,0.11,0.504,125.834,298720.0,4,6 +Conway Twitty,Slow Hand,57.0,0.796,0.337,5.0,-18.041,1,0.0334,0.22,,0.115,0.858,106.923,2.910666667,4,4 +Cherokee Rose,Eddie Berman,36.0,0.431,0.37,3.0,-10.826,1,0.0343,0.424,0.026,0.134,0.384,96.242,3.867783333,4,0 +Asian Doll,Facts (feat. Dreezy),27.0,0.878,0.596,7.0,-6.461,1,0.127,0.0125,0.000738,0.108,0.131,139.941,205776.0,4,5 +No Fit State,On Your Own,42.0,0.326,0.677,9.0,-5.449,1,0.116,0.0109,0.00281,0.385,0.586,184.8,180324.0,4,10 +Yung Fume,Down in Derby,38.0,0.735,0.752,6.0,-7.566,0,0.398,0.603,0.000228,0.0703,0.5,170.033,164067.0,4,5 +Nonpoint,In the Air Tonight,58.0,0.556,0.812,,-4.193,1,0.0469,0.0171,0.143,0.143,0.181,99.935,273067.0,4,8 +Sum 41,Never There,58.0,0.516,0.561,2.0,-5.364,1,0.0351,0.00264,,0.556,0.141,139.95,260094.0,4,10 +Lazerhawk,Electric Groove,47.0,0.656,0.843,6.0,-7.466,0,0.0389,0.06,0.85,0.518,0.88,120.022,290403.0,4,6 +Exhorder,Desecrator,40.0,0.332,0.992,9.0,-5.57,1,0.109,3.37e-06,0.419,0.135,0.185,135.08,368840.0,4,8 +Rave The Reqviem,Colossvs,46.0,0.511,0.947,9.0,-4.485,0,0.0449,0.000639,,0.417,0.84,131.991,217173.0,4,8 +George Jones,The Grand Tour,50.0,0.458,0.275,10.0,-11.498,1,0.0261,0.944,0.0194,0.271,0.449,88.718,3.122883333,4,4 +Dijon,alley-oop,41.0,0.536,0.227,11.0,-14.15,1,0.35,0.692,0.000112,0.112,0.555,116.411,173978.0,3,6 +Twisted Sister,The Kids Are Back,2.0,0.558,0.842,,-4.338,1,0.13,0.00371,1.62e-06,0.218,0.549,138.339,198800.0,4,8 +Smokin' Joe Kubek & Bnois King,"Have Blues, Will Travel",39.0,0.283,0.951,4.0,-3.488,0,0.101,0.000844,0.000551,0.088,0.464,165.969,247373.0,4,2 +The Delta Saints,California,43.0,0.585,0.741,4.0,-6.954,0,0.0326,0.00381,8.96e-06,0.3,0.676,124.678,222653.0,4,2 +umru,popular,39.0,0.67,0.654,4.0,-5.863,0,0.177,0.105,5.51e-06,0.342,0.175,118.979,213771.0,4,6 +Roomful Of Blues,Lower On Your List Of Priorities,27.0,0.565,0.928,,-4.02,1,0.0544,0.254,2.7e-06,0.295,0.91,146.401,200227.0,4,2 +The Coral,In the Morning,57.0,0.644,0.777,6.0,-6.165,0,0.0284,0.0252,,0.0554,0.966,126.257,152520.0,4,10 +Miiesha,Damaged,42.0,0.712,0.496,5.0,-7.329,0,0.0594,0.726,0.000308,0.234,0.389,82.926,196536.0,4,9 +KIRINJI,ÂÜ牺ö,51.0,0.729,0.666,11.0,-11.903,0,0.035,0.0966,0.107,0.222,0.713,105.463,277595.0,4,9 +Brandi Carlile,Whatever You Do,36.0,0.406,0.341,7.0,-7.747,1,0.0349,0.681,0.000568,0.0789,0.286,148.654,4.11888333,4,0 +R.E.M.,Stand - Remastered,59.0,0.653,0.738,4.0,-10.057,1,0.0285,0.397,,0.0931,0.932,109.322,192960.0,4,10 +Son House,John the Revelator,38.0,0.668,0.0423,2.0,-16.374,1,0.369,0.805,,0.433,0.564,129.482,149867.0,4,2 +Wynne,In The Morning,45.0,0.68,0.523,4.0,-5.619,0,0.262,0.148,,0.13,0.312,146.84,173147.0,4,5 +"Julian Arcas, Andrea González Caballero",Bolero in A Minor,41.0,0.323,0.0315,9.0,-30.707,0,0.0384,0.993,0.917,0.11,0.352,83.099,2.274666667,3,7 +Shlomi Bracha,◊ô◊ú◊ì ◊ò◊ï◊ë,21.0,0.796,0.533,7.0,-7.654,1,0.0263,0.538,0.166,0.0966,0.737,110.013,263895.0,4,10 +Haiti Babii,This That Shit,49.0,0.88,0.554,1.0,-7.444,1,0.114,0.125,,0.121,0.372,91.585,178361.0,4,5 +Guitar Shorty,We The People,36.0,0.31,0.863,,-3.094,1,0.0401,0.167,0.000956,0.868,0.747,177.546,260200.0,4,2 +Los Lobos,Framed,31.0,0.601,0.487,,-11.738,1,0.0994,0.285,5.53e-06,0.161,0.735,103.571,154133.0,4,2 +Potter Payper,Topshottas Freestyle,34.0,0.601,0.724,1.0,-6.769,0,0.48,0.0859,,0.14,0.669,125.117,130542.0,5,5 +"Mahesh Raghvan, Shravan Sridhar",Thillana 2.0 - Mohanakalyani (feat. Shravan Sridhar),22.0,0.682,0.747,2.0,-4.948,1,0.0552,0.294,0.0506,0.353,0.869,134.974,3.249183333,4,0 +Run The Jewels,"No Save Point - From ""Cyberpunk 2077""",62.0,0.654,0.848,6.0,-8.121,0,0.382,0.109,0.032,0.103,0.185,163.989,195240.0,4,5 +Yam Refaeli,◊©◊î◊õ◊ê◊ë ◊ô◊û◊¶◊ê ◊ú◊ï ◊ó◊ë◊®◊ô◊ù,44.0,0.764,0.515,10.0,-5.841,0,0.0353,0.031,,0.181,0.614,112.062,204524.0,4,9 +1000mods,Mirrors,35.0,0.333,0.82,5.0,-7.361,1,0.0531,0.000288,0.264,0.0891,0.162,115.12,436333.0,4,8 +B√òRNS,Electric Love,84.0,0.611,0.797,6.0,-7.627,0,0.0533,0.00543,0.00137,0.26,0.518,120.041,218107.0,4,9 +Sugar,If I Can't Change Your Mind,40.0,0.357,0.992,5.0,-3.663,1,0.0555,0.123,0.0128,0.14,0.77,160.916,198933.0,4,6 +Overcoats,Cherry Wine,49.0,0.479,0.177,10.0,-11.266,1,0.036,0.963,,0.116,0.136,124.033,4.10156667,3,0 +"Our Hollow, Our Home",Remember Me,45.0,0.433,0.97,7.0,-3.129,0,0.0767,0.00105,,0.363,0.249,94.999,210841.0,4,8 +Shalom Hanoch,◊©◊ú◊ò◊ï◊ü,29.0,0.6,0.784,11.0,-5.918,1,0.238,0.0736,0.000238,0.11,0.45,169.895,196380.0,4,10 +"Kavita Krishnamurthy, Chetan, Hema Sardesai",Gupt Gupt - Title Extended Version; Remix,25.0,0.742,0.837,,-13.817,0,0.0748,0.109,0.575,0.935,0.624,109.067,4.83745,4,3 +Arctic Monkeys,Do I Wanna Know?,85.0,0.548,0.532,5.0,-7.596,1,0.0323,0.186,0.000263,0.217,0.405,85.03,272394.0,4,1 +The Magic Gang,Think,38.0,0.387,0.772,10.0,-2.064,0,0.0522,0.000348,0.000387,0.0536,0.644,164.107,207429.0,4,6 +The Wallflowers,Roots And Wings,48.0,0.576,0.856,7.0,-5.048,1,0.0312,0.0145,0.0036,0.327,0.843,118.008,234695.0,4,10 +Jonny Lang,Before You Hit The Ground,41.0,0.724,0.876,11.0,-5.854,0,0.0873,0.16,0.00278,0.116,0.812,92.169,234133.0,4,2 +Eden Ben Zaken,◊î◊í◊¢◊†◊ï ◊î◊ë◊†◊ï◊™,46.0,0.534,0.721,9.0,-8.23,1,0.522,0.4,2.38e-05,0.0688,0.762,74.834,147375.0,3,9 +TOOL,Sober,68.0,0.385,0.673,2.0,-8.182,1,0.0329,0.000183,0.149,0.0721,0.187,149.271,306853.0,4,8 +MAGENTA,Monogramme (Edit),35.0,0.485,0.525,7.0,-8.542,0,0.0494,0.00388,0.00723,0.12,0.833,193.8,163918.0,4,6 +Death Blooms,Fuck Everything,40.0,0.599,0.979,1.0,-2.782,0,0.116,0.000425,,0.301,0.226,105.979,190387.0,4,10 +Adele,Chasing Pavements (Live at Hotel Cafe),2.0,0.545,0.267,,-9.492,0,0.0392,0.907,,0.669,0.202,78.075,3.87,4,9 +Cranes,Jewel,41.0,0.707,0.658,3.0,-13.442,0,0.0296,0.19,0.543,0.0908,0.955,117.73,185227.0,4,6 +The White Stripes,Icky Thump,68.0,0.417,0.63,9.0,-7.24,1,0.0898,0.0209,0.0134,0.0543,0.341,94.214,254533.0,4,6 +Dudu Aharon,◊™◊í◊ô◊ì◊ï ◊ú◊î,40.0,0.617,0.926,6.0,-1.654,1,0.0399,0.161,,0.142,0.728,125.027,253373.0,4,9 +Filthy Gears,Magneto,18.0,0.76,0.532,9.0,-9.246,1,0.0427,0.0112,0.715,0.119,0.139,140.079,197221.0,4,5 +Astoria Three,If you could see me now,51.0,0.515,0.0999,8.0,-21.126,1,0.0405,0.957,0.897,0.0928,0.152,113.563,4.533683333,4,7 +Never Not Nothing,Me.TV (feat. Bobby Gillespie),32.0,0.507,0.803,6.0,-6.555,0,0.0606,0.00212,0.571,0.507,0.312,140.047,214286.0,4,10 +Tigercub,Blue Mist in My Head,40.0,0.498,0.939,10.0,-4.354,0,0.087,0.000761,0.0401,0.0931,0.399,139.969,185665.0,4,10 +Yung Baby Tate,Eenie Meenie,66.0,0.884,0.639,1.0,-6.832,0,0.246,0.111,1.66e-06,0.608,0.625,100.049,142176.0,4,5 +Walls of Jericho,A Trigger Full of Promises,44.0,0.322,0.971,7.0,-2.801,1,0.155,3.49e-05,5.89e-05,0.211,0.323,139.94,228720.0,4,8 +Eliad,◊†◊ô◊¶◊ó◊ï◊ü,24.0,0.698,0.716,3.0,-4.281,1,0.046,0.273,,0.366,0.405,95.015,229292.0,4,9 +John Garcia,Jim's Whiskers,32.0,0.343,0.872,5.0,-5.602,0,0.0914,0.0207,0.364,0.147,0.588,115.991,222169.0,4,8 +Gracie Abrams,Mess It Up,68.0,0.765,0.582,,-4.528,1,0.12,0.245,8.21e-05,0.154,0.36,132.992,171280.0,4,6 +The Chemical Brothers,Let Forever Be,56.0,0.252,0.872,8.0,-3.752,1,0.0777,0.00912,8.79e-06,0.109,0.399,126.938,236360.0,4,6 +Sports Team,Going Soft,37.0,0.566,0.882,2.0,-3.597,1,0.0372,0.00112,0.00877,0.0552,0.814,134.973,203400.0,4,6 +Aram Zero,Virtuous Tragedy,36.0,0.413,0.758,7.0,-9.291,1,0.049,5.85e-05,0.939,0.337,0.198,119.944,246047.0,4,8 +The Flys,Got You (Where I Want You),46.0,0.427,0.644,8.0,-6.659,1,0.0294,0.00051,0.121,0.139,0.516,151.313,241933.0,4,10 +The Mars Volta,Inertiatic Esp,52.0,0.22,0.83,6.0,-3.584,0,0.0801,0.00419,3.06e-05,0.654,0.457,169.765,263773.0,3,10 +Duffy,Mercy,68.0,0.793,0.859,,-3.774,1,0.0332,0.266,0.000356,0.133,0.964,129.911,219920.0,4,9 +Bad Religion,The Profane Rights Of Man,31.0,0.538,0.96,2.0,-3.368,0,0.0525,0.00182,0.000826,0.134,0.731,149.023,126375.0,4,10 +Rot Ken,Baby Choppa,52.0,0.79,0.578,,-6.356,1,0.262,0.00299,,0.372,0.705,159.922,144000.0,4,5 +Nate Husser,Teriyaki,41.0,0.564,0.829,8.0,-6.207,1,0.276,0.31,1.27e-05,0.0943,0.546,86.733,176552.0,4,5 +SE SO NEON,Midnight Train Ïã¨ÏïºÌñâ,46.0,0.445,0.615,,-3.009,1,0.053,0.148,0.00196,0.106,0.259,143.768,257125.0,4,10 +Big X,Exodus,30.0,0.685,0.777,1.0,-3.806,1,0.169,0.00469,,0.0865,0.541,97.919,164082.0,4,10 +YG,Drop A Location,,0.427,0.594,,-6.992,1,0.441,0.115,,0.0947,0.222,203.617,134686.0,4,5 +–¢—Ä—É–¥,–î—Ä—É–≥,38.0,0.421,0.903,6.0,-3.213,0,0.0569,0.000385,0.86,0.136,0.913,138.436,208562.0,4,6 +Ruff Ryders,What Ya Want,48.0,0.827,0.847,2.0,-6.089,1,0.222,0.0478,,0.0691,0.769,91.278,261707.0,4,5 +Saint Asonia,Ghost,41.0,0.315,0.875,9.0,-4.709,0,0.0752,0.00194,2.79e-06,0.298,0.142,160.015,272418.0,4,8 +Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,9 +Disturbed,Down with the Sickness,76.0,0.695,0.876,3.0,-4.262,0,0.0553,0.000996,6.89e-06,0.106,0.941,89.954,279213.0,4,8 +Petit Biscuit,Problems,62.0,0.802,0.371,6.0,-9.087,0,0.131,0.571,3.82e-06,0.108,0.263,113.951,219933.0,4,6 +Clark,Small,34.0,0.511,0.25,9.0,-16.821,0,0.0328,0.92,0.00228,0.118,0.385,124.054,144841.0,4,6 +Hanan Ben Ari,◊§◊®◊ì◊° ◊ó◊†◊î,36.0,0.499,0.32,4.0,-11.35,1,0.0282,0.895,2.36e-06,0.0988,0.33,88.883,210233.0,4,9 +The Wild Reeds,Lose My Mind,47.0,0.184,0.644,4.0,-5.958,1,0.0328,0.468,0.000188,0.359,0.289,81.46,228708.0,4,1 +Pop Smoke,Questions,66.0,0.65,0.732,6.0,-7.754,0,0.226,0.498,,0.0557,0.886,95.928,2.41666667,4,9 +Yola,Diamond Studded Shoes,54.0,0.522,0.817,,-6.17,1,0.0512,0.329,1.6e-06,0.0807,0.562,151.106,204693.0,4,1 +Julia Wolf,In My Way,30.0,0.781,0.407,8.0,-9.695,1,0.143,0.325,,0.153,0.314,91.046,123280.0,4,9 +KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,10 +Prophets Of Rage,Unfuck The World,50.0,0.572,0.838,7.0,-5.531,0,0.0318,0.00148,0.0122,0.0518,0.512,101.979,250213.0,4,10 +Kishore Kumar,Mere Bhole Balam,17.0,0.4,0.445,7.0,-16.496,1,0.398,0.954,0.304,0.11,0.597,159.458,3.235116667,3,3 +Sam Gellaitry,Assumptions,51.0,0.639,0.815,11.0,-4.718,1,0.221,0.123,0.00113,0.193,0.443,126.055,220838.0,4,6 +"Frédéric Chopin, Maria Kliegel, Bernd Glemser","Cello Sonata in G Minor, Op. 65: III. Largo",39.0,0.0934,0.02,10.0,-33.082,1,0.0451,0.972,0.892,0.145,0.0452,85.332,3.447116667,4,7 +THE GOA EXPRESS,Second Time,32.0,0.515,0.914,6.0,-5.054,0,0.0288,1.73e-05,0.356,0.11,0.863,128.972,239987.0,4,10 +Snow Patrol,Grazed Knees,42.0,0.525,0.366,5.0,-14.255,1,0.0295,0.0585,0.00193,0.32,0.201,112.99,174600.0,4,10 +Peled,◊î◊ô◊ô◊ì◊î,32.0,0.881,0.691,5.0,-6.431,1,0.379,0.13,,0.469,0.792,134.042,197830.0,4,5 +Klone,Sealed,35.0,0.535,0.761,,-4.354,1,0.0294,0.00889,1.34e-06,0.191,0.191,120.117,286520.0,4,10 +Holly Dunn,Daddy's Hands,49.0,0.551,0.269,2.0,-9.782,1,0.028,0.54,,0.103,0.476,76.511,3.491116667,4,4 +Emarosa,The Past Should Stay Dead,49.0,0.386,0.941,6.0,-2.168,1,0.0515,0.00055,,0.14,0.483,90.913,273653.0,4,10 +Yuval Dayan,◊¢◊ì ◊©◊™◊ó◊ñ◊ï◊®,47.0,0.419,0.449,10.0,-10.064,1,0.0341,0.782,0.0101,0.0829,0.192,155.849,218146.0,4,9 +Lil Baby,We Paid (feat. 42 Dugg),78.0,0.926,0.542,1.0,-5.064,1,0.293,0.135,,0.0877,0.564,135.14,181929.0,4,5 +Parker Millsap,Hades Pleads,48.0,0.568,0.632,9.0,-6.958,1,0.161,0.0245,0.000246,0.401,0.711,164.823,156107.0,4,2 +If I Were You,Rescue Me,51.0,0.417,0.989,6.0,-2.898,1,0.167,6.67e-05,,0.0822,0.293,137.99,208964.0,4,10 +Hadag Nahash,◊ê◊†◊ô ◊û◊ê◊û◊ô◊ü,34.0,0.682,0.911,11.0,-2.719,0,0.0283,0.112,1.05e-06,0.31,0.693,110.977,238947.0,4,5 +Taylor Swift,Tim McGraw,61.0,0.58,0.491,,-6.462,1,0.0251,0.575,,0.121,0.425,76.009,3.86845,4,4 +Gary Numan,Are 'Friends' Electric?,34.0,0.423,0.748,5.0,-9.832,1,0.0387,0.0303,0.223,0.169,0.429,93.973,325200.0,4,1 +K.Flay,Four Letter Words,61.0,0.696,0.83,8.0,-4.866,1,0.146,0.0717,2.39e-06,0.171,0.677,138.057,147562.0,4,1 +Josh Gallagher,Bright Side,38.0,0.287,0.404,6.0,-8.948,1,0.027,0.34,0.0455,0.111,0.0511,94.829,200113.0,4,10 +The 69 Eyes,Brandon Lee,42.0,0.57,0.786,6.0,-5.572,1,0.0349,0.00739,0.838,0.0556,0.389,140.084,208867.0,4,8 +Procol Harum,A Whiter Shade Of Pale,69.0,0.249,0.66,,-6.905,1,0.0342,0.504,0.0026,0.0891,0.435,149.813,248947.0,4,6 +Hadag Nahash,Ma Sheba Ba (What Comes Around),33.0,0.791,0.756,10.0,-5.488,0,0.152,0.163,7.93e-05,0.0849,0.747,105.79,247133.0,4,5 +"Barbra Streisand, Barry Gibb",Guilty (feat. Barry Gibb) - Live Duet With Barry Gibb,31.0,0.625,0.697,6.0,-13.571,1,0.109,0.531,,0.964,0.849,155.653,4.541116667,4,9 +Sammy Arriaga,Something We Can Dance To,43.0,0.755,0.758,7.0,-4.473,1,0.0867,0.0316,,0.183,0.427,99.967,169034.0,4,9 +Holiday Ghosts,Off Grid,24.0,0.481,0.852,2.0,-7.819,1,0.0308,0.0837,0.00252,0.326,0.808,145.494,213187.0,4,10 +Gaia,Boca,63.0,0.815,0.66,4.0,-5.564,0,0.251,0.451,,0.324,0.665,99.958,156000.0,4,9 +Moon Duo,Eye 2 Eye,30.0,0.599,0.972,9.0,-6.614,1,0.0511,0.0103,0.748,0.128,0.638,130.002,261757.0,4,1 +yaeow,Lost In Between,48.0,0.628,0.329,9.0,-13.577,1,0.104,0.8,0.0855,0.256,0.407,79.976,124500.0,4,9 +Dan Evans-Parker,Lost in Orbit,56.0,0.28,0.0656,7.0,-21.513,0,0.0325,0.552,0.54,0.115,0.148,88.03,2.563083333,4,7 +Trippie Redd,PILL BREAKER (feat. blackbear & Machine Gun Kelly),71.0,0.527,0.79,2.0,-6.268,1,0.0788,0.016,,0.37,0.236,153.034,177059.0,3,1 +Edith Whiskers,Home,76.0,0.725,0.199,2.0,-12.478,1,0.0357,0.982,0.00395,0.1,0.264,120.031,195359.0,4,9 +Static-X,Looks That Kill,43.0,0.641,0.956,5.0,-4.006,0,0.0376,0.00037,0.00858,0.16,0.669,136.981,251600.0,4,8 +The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,1 +D-Block Europe,Ferrari Horses,77.0,0.526,0.491,5.0,-9.147,0,0.196,0.558,,0.186,0.336,128.093,225906.0,4,5 +Car Seat Headrest,There Must Be More Than Blood,48.0,0.684,0.711,9.0,-6.476,1,0.0263,0.013,0.24,0.0619,0.477,144.016,453750.0,4,6 +Ayra Starr,Away,55.0,0.596,0.31,3.0,-13.26,0,0.135,0.439,,0.116,0.611,159.85,169400.0,4,9 +Otis Rush,Working Man,52.0,0.633,0.625,,-10.951,1,0.0436,0.492,0.000418,0.204,0.841,103.355,147800.0,4,2 +Hot Milk,Wide Awake,49.0,0.574,0.857,6.0,-3.699,1,0.0779,0.000581,2.81e-06,0.0716,0.54,138.144,193905.0,4,10 +Abdallah Harati,Sons de Carrilhões,41.0,0.495,0.154,7.0,-22.005,1,0.0431,0.937,0.897,0.0944,0.606,151.757,3.618833333,4,7 +Taproot,Poem,59.0,0.364,0.912,7.0,-2.968,1,0.107,0.000104,0.0025,0.086,0.666,105.368,189200.0,4,8 +Ed Sheeran,Beautiful People (feat. Khalid),80.0,0.64,0.648,5.0,-8.113,0,0.187,0.124,,0.0802,0.548,92.977,197867.0,4,9 +Ryan Culwell,Head Like A Hole,,0.561,0.614,4.0,-6.358,0,0.0391,0.621,1.52e-05,0.109,0.164,112.892,230000.0,4,1 +Song for Nick Drake,Skullcrusher,41.0,0.425,0.284,4.0,-12.225,1,0.0287,0.89,0.0423,0.112,0.206,97.976,2.956466667,4,0 +Sapling,Foy Vance,57.0,0.447,0.458,10.0,-8.532,0,0.0702,0.585,0.000422,0.105,0.158,129.861,4.29755,4,0 +Blake Shelton,God Gave Me You,64.0,0.483,0.844,2.0,-5.043,1,0.0314,0.00481,7.29e-05,0.405,0.543,151.977,3.82555,4,4 +The Early November,Narrow Mouth,35.0,0.445,0.891,7.0,-2.573,1,0.0659,0.00461,,0.0849,0.192,130.038,270625.0,4,10 +Leikeli47,Zoom,54.0,0.874,0.392,5.0,-10.884,1,0.153,0.246,,0.359,0.543,76.544,170733.0,4,5 +Taylor Swift,exile (feat. Bon Iver),79.0,0.298,0.38,6.0,-8.426,1,0.0287,0.778,5.62e-05,0.11,0.152,75.602,285634.0,4,9 +Radiohead,Creep,82.0,0.515,0.43,7.0,-9.935,1,0.0372,0.0097,0.000133,0.129,0.104,91.844,238640.0,4,1 +Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,6 +The Sinis Spirit,Hope,40.0,0.44,0.478,2.0,-16.361,1,0.0326,0.363,0.0407,0.121,0.54,160.107,3.708333333,4,0 +White Flowers,Daylight,31.0,0.437,0.631,6.0,-8.87,0,0.0293,0.202,0.754,0.489,0.237,99.971,224947.0,3,6 +Eddie Rabbitt,Two Dollars in the Jukebox - 2008 Remaster,46.0,0.759,0.621,5.0,-12.539,1,0.0314,0.067,0.000291,0.0623,0.921,134.319,2.37955,4,4 +Del Amitri,Roll To Me,60.0,0.567,0.821,6.0,-5.894,1,0.0371,0.418,,0.108,0.895,150.106,132307.0,4,10 +Staind,Mudshovel,4.0,0.485,0.802,1.0,-5.497,1,0.0311,0.000243,0.00115,0.0886,0.361,107.352,281733.0,4,8 +Harry Styles,Watermelon Sugar,90.0,0.548,0.816,,-4.209,1,0.0465,0.122,,0.335,0.557,95.39,174000.0,4,9 +Ov Sulfur,Bathe in the Flame,30.0,0.445,0.995,6.0,-3.79,1,0.134,0.00209,0.000214,0.228,0.0363,129.971,240000.0,4,8 +Toby Lee,The Search For Happiness,29.0,0.657,0.601,11.0,-6.626,0,0.0319,0.252,3.04e-05,0.0817,0.458,133.963,361200.0,4,2 +Tommy B,No Dramas,28.0,0.666,0.765,1.0,-6.589,1,0.285,0.116,,0.0697,0.656,133.008,169624.0,4,5 +Against The Current,weapon,64.0,0.402,0.924,7.0,-4.089,0,0.156,0.00021,,0.237,0.443,180.075,197209.0,4,9 +GH√òSTKID,START A FIGHT,45.0,0.496,0.948,3.0,-5.772,0,0.112,0.000108,0.00261,0.236,0.329,126.364,235187.0,4,8 +CMC 3,Once I Had A Secret Love,58.0,0.276,0.232,5.0,-17.572,0,0.0336,0.966,0.952,0.107,0.157,81.423,4.303083333,3,7 +De La Soul,Breakadawn,50.0,0.839,0.533,2.0,-12.416,1,0.291,0.0197,0.00104,0.108,0.522,95.895,254929.0,4,5 +The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,10 +In The Whale,Drug Dealer,32.0,0.275,0.933,2.0,-5.14,0,0.0879,6.86e-05,0.0457,0.206,0.164,100.47,169284.0,4,10 +Magpie Jazz Trio,After You've Gone,46.0,0.385,0.0787,2.0,-18.747,0,0.0375,0.974,0.848,0.113,0.147,60.327,3.071333333,4,7 +Arlissa,Rules,45.0,0.627,0.688,1.0,-4.883,0,0.0682,0.171,2.29e-06,0.131,0.224,155.955,193875.0,4,9 +Joshoo,Sew Myself Together,39.0,0.649,0.798,5.0,-6.664,1,0.0369,0.00913,0.161,0.375,0.806,123.978,222581.0,4,6 +James Arthur,Falling Like The Stars,76.0,0.296,0.351,6.0,-9.538,1,0.0352,0.823,1.45e-06,0.11,0.19,177.06,212720.0,3,9 +Capital Cities,Safe And Sound,81.0,0.655,0.819,,-4.852,1,0.0316,0.000176,0.00374,0.104,0.766,117.956,192790.0,5,10 +Yung Lean,Acid at 7/11,51.0,0.624,0.421,7.0,-12.602,1,0.066,0.644,0.0673,0.089,0.284,76.004,192507.0,4,6 +Seckou Keita,Abdou N'diaye,30.0,0.336,0.251,4.0,-15.799,1,0.0523,0.935,0.782,0.0898,0.453,82.121,2.81245,3,7 +Hadag Nahash,◊ó◊ú◊ô◊§◊ï◊™,36.0,0.812,0.617,9.0,-6.345,1,0.264,0.154,,0.076,0.761,83.987,262893.0,4,5 +Two Door Cinema Club,What You Know,73.0,0.549,0.754,6.0,-4.011,0,0.0407,0.000675,6.24e-06,0.0912,0.828,139.052,189693.0,4,6 +Vektor,Dead by Dawn,38.0,0.53,0.984,11.0,-3.226,1,0.089,0.00411,0.0515,0.0674,0.225,95.945,375625.0,4,8 +Nothing,Zero Day,40.0,0.316,0.709,7.0,-4.214,0,0.0553,0.0131,0.847,0.0932,0.129,77.466,237133.0,4,6 +Beck,Chemical,43.0,0.546,0.445,9.0,-6.503,1,0.0268,0.0402,0.000307,0.3,0.143,75.012,258660.0,4,6 +Elle King,Drunk (And I Don't Wanna Go Home),76.0,0.612,0.884,5.0,-4.4,1,0.0459,0.00516,,0.0997,0.626,119.991,245626.0,4,10 +Sway,F UR EX,25.0,0.829,0.768,1.0,-6.256,1,0.121,0.0102,,0.0952,0.884,137.909,200772.0,4,5 +"Joe Lovano, Marilyn Crispell, Carmen Castaldi",Seeds Of Change,44.0,0.336,0.0452,8.0,-20.593,0,0.033,0.987,0.086,0.16,0.219,87.25,5.228216667,4,7 +Billy Swan,I Can Help,49.0,0.471,0.675,,-9.07,1,0.0513,0.511,0.019,0.232,0.53,125.313,3.972216667,4,4 +Dustystaytrue,Solar System,57.0,0.77,0.729,11.0,-5.004,0,0.208,0.335,,0.114,0.63,150.112,154225.0,4,5 +Sutej Singh,The Comeback Trail,13.0,0.358,0.793,11.0,-6.997,1,0.0384,0.00021,0.925,0.19,0.278,140.0,402000.0,4,6 +"Ricky Kej, Stewart Copeland, Varijashree Venugopal, Sumarani, Raveolution Strings, Manoj George, Arun Kumar, Jordan Buetov, Vanil Veigas, Devin Ekambaram",Himalayas,22.0,0.494,0.424,6.0,-10.189,1,0.0326,0.143,9.46e-06,0.1,0.176,119.981,3.530566667,4,0 +Waylon Payne,Santa Ana Winds,46.0,0.557,0.433,7.0,-9.104,1,0.0289,0.486,0.0115,0.0972,0.612,124.772,256353.0,4,1 +Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,8 +Family Jools,Georgia,40.0,0.664,0.664,6.0,-7.132,1,0.0498,0.284,0.000244,0.0627,0.674,74.931,211000.0,4,1 +The Cramps,I Can't Hardly Stand It,49.0,0.577,0.916,4.0,-7.305,1,0.101,0.445,,0.156,0.545,94.731,163133.0,4,2 +Jake Owen,Barefoot Blue Jean Night,72.0,0.599,0.807,4.0,-4.679,1,0.0402,0.202,,0.196,0.812,172.017,2.79045,4,4 +Tierra Whack,Link,60.0,0.86,0.547,,-10.638,1,0.0786,0.231,1.02e-06,0.146,0.467,150.074,129505.0,4,5 +Arctic Monkeys,Fluorescent Adolescent,76.0,0.654,0.828,1.0,-5.377,0,0.0281,0.00146,0.000144,0.122,0.79,112.056,183893.0,4,10 +Lou Price,Love Can Pass You By,10.0,0.525,0.51,8.0,-9.667,1,0.0289,0.465,6.21e-05,0.0988,0.575,134.934,239733.0,4,6 +Culture Wars,Hunger,,0.612,0.761,3.0,-6.317,0,0.0481,0.0979,0.108,0.111,0.531,154.042,200809.0,4,1 +Wavves,Help is on the Way,48.0,0.42,0.909,2.0,-2.405,1,0.0476,0.0243,0.0603,0.315,0.396,109.971,203141.0,4,10 +Badfinger,No Matter What,59.0,0.529,0.743,9.0,-5.523,1,0.0481,0.177,,0.0759,0.78,116.817,180547.0,4,10 +Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,1 +VAAV Social Club,Now!!,21.0,0.504,0.756,6.0,-10.444,0,0.0988,0.441,0.929,0.124,0.0592,94.901,267671.0,4,6 +Daft Punk,Technologic,58.0,0.812,0.516,9.0,-6.963,1,0.224,0.000369,1.09e-05,0.0991,0.633,127.498,284280.0,4,1 +Christine and the Queens,Tilted,59.0,0.872,0.361,7.0,-9.88,1,0.0609,0.283,0.00262,0.108,0.489,100.001,233247.0,4,6 +Requiem,Ben Abraham,41.0,0.36,0.332,11.0,-12.87,1,0.029,0.796,0.00274,0.104,0.632,71.516,3.645666667,4,0 +Yahel Doron,◊ú◊ï◊ï◊™◊® ◊ï◊ú◊ê ◊ú◊õ◊ë◊ï◊©,3.0,0.387,0.283,4.0,-11.75,1,0.0357,0.656,0.000738,0.117,0.135,120.1,194000.0,5,9 +Eric Church,Drink In My Hand,73.0,0.626,0.913,,-4.452,1,0.0318,0.00635,,0.293,0.946,113.044,3.18845,4,4 +AC/DC,Dirty Deeds Done Dirt Cheap,73.0,0.668,0.906,11.0,-4.881,0,0.17,0.214,0.00245,0.135,0.507,135.653,231933.0,4,10 +Wu-Tang Clan,Wu-Tang Clan Ain't Nuthing ta F' Wit,66.0,0.826,0.566,10.0,-10.747,0,0.31,0.197,,0.356,0.653,99.13,216133.0,4,5 +AURORA,Runaway - Guitar Version,46.0,0.455,0.186,11.0,-10.869,1,0.0412,0.823,,0.102,0.19,107.1,259800.0,4,9 +grandson,Stick Up,58.0,0.31,0.932,11.0,-4.764,0,0.262,0.000261,3.71e-06,0.349,0.304,135.944,222560.0,4,10 +Superlove,btw! i adore u,37.0,0.536,0.836,,-5.976,1,0.0948,0.000233,0.00177,0.402,0.576,82.526,200909.0,4,1 +Rich Homie Quan,To Be Worried,44.0,0.494,0.647,4.0,-8.424,0,0.375,0.019,,0.113,0.338,158.599,182303.0,4,5 +Boston Manor,Plasticine Dreams,47.0,0.507,0.883,,-3.553,1,0.0424,0.00209,0.0737,0.0728,0.386,103.074,245867.0,4,10 +Lustra,Scotty Doesn't Know,71.0,0.317,0.887,,-4.525,1,0.0472,0.000449,9.23e-06,0.363,0.544,174.009,175200.0,4,9 +Bruce Dickinson,All the Young Dudes,43.0,0.508,0.698,2.0,-8.829,1,0.0345,0.00591,,0.294,0.466,80.47,228160.0,4,8 +"Farhan Zameer, Kiran Waseem, Tehseen W. Chishty",Laapata (Original Soundtrack) [feat. Kiran Waseem & Tehseen W. Chishty],31.0,0.692,0.589,9.0,-9.759,0,0.0528,0.544,,0.0761,0.512,103.034,5.126216667,4,0 +Cookie Levanna,◊î◊õ◊ú ◊ê◊ï◊™◊ï ◊ì◊ë◊®,22.0,0.589,0.724,4.0,-5.865,0,0.0407,0.0159,1.8e-06,0.463,0.496,80.99,208761.0,4,10 +Poison,Something To Believe In - Remastered,57.0,0.52,0.711,3.0,-5.009,1,0.0386,0.266,1.09e-05,0.148,0.226,133.947,328360.0,4,10 +Metric,Youth Without Youth,28.0,0.516,0.933,1.0,-4.541,0,0.149,9.72e-05,0.715,0.149,0.386,128.632,257347.0,4,6 +Thyla,Everything,36.0,0.503,0.584,7.0,-10.464,1,0.0611,0.00166,0.00683,0.101,0.321,157.028,265000.0,4,1 +Bush,Machinehead,58.0,0.142,0.92,9.0,-4.426,1,0.115,2.65e-05,0.00518,0.126,0.193,171.763,256333.0,3,10 +Totemo,Origami,21.0,0.69,0.0905,1.0,-18.256,1,0.039,0.978,0.00951,0.377,0.299,96.988,182000.0,4,9 +I Could've Been Your Lover Too,Rachel Baiman,,0.784,0.213,11.0,-10.78,0,0.0422,0.925,3.48e-05,0.393,0.339,135.854,3.16045,4,0 +Albert Collins,Frosty (Live),27.0,0.205,0.917,2.0,-6.745,1,0.164,0.00494,0.806,0.982,0.493,164.444,350920.0,4,2 +U2,All I Want Is You,63.0,0.239,0.442,1.0,-11.494,1,0.0308,0.106,0.0411,0.0738,0.4,185.723,389933.0,4,10 +Big Jade,Dem Girlz (with Erica Banks feat. Beatking),52.0,0.928,0.749,10.0,-3.965,0,0.224,0.0425,,0.0879,0.47,142.985,189000.0,4,5 +Gaye Su Akyol,ƒ∞syan Manifestosu,40.0,0.602,0.711,5.0,-9.887,0,0.0438,0.166,0.0403,0.1,0.646,121.875,286000.0,4,6 +joe p,Off My Mind,54.0,0.57,0.688,,-7.48,1,0.032,0.308,1.96e-05,0.151,0.749,111.993,213716.0,4,1 +–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–ù–∞ —Ä–µ–∫–µ,33.0,0.304,0.766,1.0,-10.124,0,0.047,0.00238,0.884,0.125,0.269,176.904,313220.0,4,6 +Shungudzo,There's only so much a soul can take,,0.706,0.923,5.0,-3.818,0,0.0347,0.081,0.000599,0.0856,0.831,104.937,168262.0,4,1 +Enchanting,Freaky Deaky (feat. Coi Leray),46.0,0.802,0.759,7.0,-6.195,1,0.256,0.0147,,0.0906,0.635,93.482,163237.0,4,5 +Qoiet,saw BONES,34.0,0.428,0.979,1.0,-0.812,0,0.492,0.000958,0.0187,0.526,0.32,149.863,147200.0,4,8 +Stephen Malkmus & The Jicks,Chartjunk,29.0,0.361,0.795,3.0,-7.563,1,0.0347,0.0348,0.0858,0.114,0.556,143.445,228667.0,4,6 +Zakk Wylde,Sleeping Dogs,50.0,0.497,0.736,7.0,-7.096,0,0.0279,0.0835,0.000627,0.287,0.376,80.943,276400.0,4,8 +FRVRFRIDAY,OKAY (feat. Vory),59.0,0.731,0.41,9.0,-10.666,1,0.083,0.544,,0.11,0.457,114.104,210779.0,4,5 +Jacco Gardner,Clear the Air,33.0,0.601,0.861,4.0,-4.772,1,0.0332,0.00434,0.171,0.0621,0.489,119.998,219190.0,4,9 +Keane,Sovereign Light Caf√©,59.0,0.535,0.725,8.0,-5.861,0,0.0302,0.013,,0.156,0.509,122.84,218840.0,1,10 +Bailey Jehl,The Way She Does,15.0,0.416,0.412,11.0,-10.983,1,0.0486,0.927,2.37e-05,0.11,0.285,125.544,210667.0,4,9 +Ralph Castelli,Running,40.0,0.854,0.578,,-8.786,0,0.053,0.143,0.346,0.0732,0.891,136.019,158988.0,4,9 +Machine Gun Kelly,love race (feat. Kellin Quinn),81.0,0.517,0.848,10.0,-4.054,1,0.0521,0.00581,,0.214,0.429,95.906,188779.0,4,10 +The Workhorse Movement,Keep the Sabbath Dream Alive,27.0,0.57,0.919,2.0,-5.684,1,0.0403,0.00194,0.00387,0.0589,0.451,104.408,255427.0,4,8 +dhruv,double take,85.0,0.663,0.434,8.0,-11.177,1,0.0648,0.828,,0.249,0.225,109.075,2.86238333,4,9 +Tamikrest,Mawarniha Tartit,41.0,0.661,0.693,9.0,-10.965,1,0.0396,0.609,0.799,0.136,0.944,155.125,218076.0,4,2 +Skid Row,Quicksand Jesus,48.0,0.248,0.805,4.0,-7.847,0,0.0463,0.000478,0.00087,0.237,0.384,126.144,324307.0,4,8 +Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,6 +Chris Cornell,Patience,64.0,0.597,0.646,6.0,-7.378,0,0.0344,0.28,,0.111,0.364,126.951,253121.0,4,10 +Hariprasad Chaurasia,Bageshri,40.0,0.519,0.41,9.0,-16.927,1,0.0606,0.847,0.48,0.148,0.327,107.28,491520.0,4,6 +Parachute,Without You,61.0,0.564,0.864,4.0,-5.121,1,0.0341,0.0761,,0.182,0.534,95.984,228933.0,4,10 +The Glow,Heavy Glow,21.0,0.377,0.746,9.0,-5.87,1,0.0376,2.55e-05,0.902,0.153,0.215,95.04,416198.0,4,10 +Hole,Celebrity Skin,67.0,0.438,0.905,9.0,-6.161,1,0.0419,9.44e-06,5.4e-05,0.363,0.723,134.163,162667.0,4,10 +John Anderson,Black Sheep,50.0,0.596,0.626,7.0,-12.945,1,0.0634,0.402,,0.0498,0.962,155.556,2.96155,4,4 +Matthew K. Heafy,Toss A Coin To Your Witcher,45.0,0.574,0.85,10.0,-4.993,0,0.0753,0.00312,5.88e-06,0.12,0.188,120.0,179295.0,4,8 +Gunke,Football,16.0,0.582,0.776,8.0,-9.097,1,0.0319,0.000203,0.674,0.104,0.596,120.069,242261.0,4,10 +Moneybagg Yo,Shottas (Lala),77.0,0.925,0.463,6.0,-9.309,0,0.454,0.0681,,0.101,0.961,133.061,122729.0,4,5 +Black Pumas,Colors - Acoustic,49.0,0.619,0.433,1.0,-7.47,0,0.0309,0.647,3.91e-06,0.319,0.418,171.565,323009.0,4,2 +Brittany Howard,13th Century Metal - Michael Kiwanuka Mix,42.0,0.55,0.602,7.0,-10.286,1,0.0467,0.689,0.92,0.0866,0.681,101.328,302437.0,4,2 +Eden Ben Zaken,◊ê◊í◊®◊ï◊£,46.0,0.534,0.525,5.0,-8.763,0,0.0585,0.544,0.000132,0.208,0.278,120.014,189429.0,4,9 +Chez Kane,Rocket on the Radio,32.0,0.45,0.898,9.0,-7.959,1,0.0364,6.07e-05,0.0863,0.226,0.702,143.988,330481.0,4,8 +OurR,Well,19.0,0.449,0.558,11.0,-5.766,0,0.0281,0.00763,0.0172,0.14,0.172,140.073,279000.0,4,10 +Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,2 +Zeal & Ardor,Tuskegee,38.0,0.431,0.931,7.0,-4.644,1,0.117,0.00215,0.278,0.102,0.0379,142.927,228554.0,4,8 +HarrySong,Konna,40.0,0.809,0.745,7.0,-5.34,1,0.174,0.138,,0.334,0.897,102.967,200388.0,4,9 +Payday,"Beam, Pt. 2 (feat. Jackboy)",50.0,0.619,0.782,6.0,-3.987,1,0.342,0.494,,0.293,0.92,85.188,120713.0,4,5 +Hole,Violet,61.0,0.287,0.78,7.0,-6.493,1,0.0469,0.049,3.71e-05,0.184,0.383,167.278,204933.0,4,10 +Donor Lens,Turn the Fridge On,35.0,0.51,0.809,7.0,-10.134,1,0.0454,0.00895,0.811,0.412,0.598,78.996,157975.0,4,6 +Olivera,I Can't Sleep - Acoustic Version,44.0,0.683,0.274,9.0,-9.859,1,0.0652,0.892,1.48e-06,0.175,0.535,136.169,183165.0,4,9 +Efrat Gosh,◊ê◊î ◊ê◊î ◊ê◊î,35.0,0.733,0.846,5.0,-4.866,1,0.0601,0.0269,1.64e-06,0.147,0.576,104.926,202600.0,4,9 +"Mani Sharma, Amit Heri, Bombay Jayashri, Nandini Srikar, Ranjani Ramakrishnan",Jagado Dharana,17.0,0.613,0.468,2.0,-18.152,1,0.0464,0.0572,0.0321,0.0932,0.461,104.997,6.770933333,4,0 +Bruce Dickinson,Tears of the Dragon - 2001 Remastered Version,61.0,0.496,0.62,4.0,-7.458,0,0.0265,0.00386,1.47e-06,0.114,0.279,140.06,384013.0,4,8 +Amaro Freitas,Vila Bela,51.0,0.594,0.0971,2.0,-18.654,0,0.0384,0.879,0.932,0.116,0.151,139.808,4.7361,4,7 +Leprous,The Sky Is Red,41.0,0.305,0.678,9.0,-8.818,0,0.0688,0.17,0.667,0.0828,0.112,139.898,681560.0,4,10 +IDLES,Grounds,50.0,0.562,0.537,7.0,-6.273,0,0.073,0.00623,,0.316,0.465,100.757,188716.0,4,10 +The Devil Makes Three,Champagne And Reefer,56.0,0.735,0.836,2.0,-7.467,1,0.0451,0.353,0.0143,0.342,0.781,121.251,174248.0,4,10 +David Maxim Micic,Living Room,44.0,0.615,0.883,,-4.649,0,0.027,0.172,0.881,0.105,0.801,130.021,301034.0,4,8 +Bad Moves,The Bones of J.R. Jones,47.0,0.547,0.835,8.0,-7.033,1,0.0372,0.0731,0.589,0.111,0.388,177.143,4.113333333,4,0 +Shalom Hanoch,◊ê◊ï◊û◊®◊ô◊ù ◊©◊ë◊ú◊ô,20.0,0.776,0.467,11.0,-10.524,1,0.0399,0.288,0.000265,0.0646,0.932,95.361,290493.0,4,10 +McFly,Star Girl,60.0,0.481,0.662,3.0,-3.957,1,0.0311,0.00255,,0.0622,0.764,156.2,207507.0,4,10 +Marife De Triana,Encrucijada,27.0,0.48,0.388,,-11.212,0,0.06,0.789,5.79e-06,0.421,0.498,112.947,257800.0,4,9 +Caskets,Lost in Echoes,52.0,0.442,0.937,7.0,-6.693,0,0.0723,0.00368,0.000116,0.0814,0.444,75.034,217815.0,4,8 +Creedence Clearwater Revival,Suzie Q,57.0,0.435,0.618,4.0,-11.391,0,0.0324,0.0601,0.00282,0.167,0.695,129.911,517160.0,4,10 +Jamie Miller,Here's Your Perfect,84.0,0.558,0.454,6.0,-5.335,1,0.0551,0.499,,0.146,0.424,113.12,2.64323333,4,9 +"Our Hollow, Our Home",Remember Me,45.0,0.433,0.97,7.0,-3.129,0,0.0767,0.00105,,0.363,0.249,94.999,210841.0,4,10 +[Alexandros],ÈñÉÂÖâ - English ver.,40.0,0.545,0.961,5.0,-4.233,0,0.0488,3.57e-05,0.000592,0.091,0.448,104.024,265467.0,4,10 +Rhye,Black Rain,52.0,0.859,0.446,,-8.817,1,0.0344,0.131,0.0094,0.149,0.705,111.989,231267.0,4,6 +Jayda G,Both Of Us - Edit,63.0,0.735,0.71,11.0,-10.222,1,0.0766,0.00851,0.762,0.0684,0.507,123.962,229425.0,4,6 +Editors,An End Has A Start,54.0,0.349,0.923,6.0,-2.432,0,0.0539,1.95e-05,0.111,0.336,0.535,149.904,225533.0,4,10 +Backstreet Boys,Lose It All,39.0,0.41,0.803,3.0,-4.662,1,0.0383,0.034,,0.133,0.114,140.148,4.080883333,4,9 +Tunde Jegede,Still Moment,38.0,0.309,0.0531,10.0,-28.994,0,0.0343,0.985,0.942,0.162,0.0756,147.644,5.716666667,4,7 +Kishore Kumar,Yeh Dil Na Hota Bechara,18.0,0.609,0.58,,-12.191,1,0.0671,0.749,7.63e-05,0.0598,0.939,122.229,4.468216667,4,3 +Justin Bieber,Hold On,89.0,0.658,0.634,1.0,-5.797,0,0.0413,0.0106,,0.132,0.29,139.98,170813.0,4,9 +Ludovico Einaudi,Due tramonti,,0.0995,0.0619,2.0,-22.285,1,0.046,0.969,0.856,0.111,0.0596,174.263,4.877116667,3,7 +Del The Funky Homosapien,Mistadobalina,56.0,0.85,0.797,10.0,-7.429,0,0.136,0.0964,8.38e-06,0.34,0.63,99.615,260307.0,4,5 +Margaret Glaspy,Emotions And Math,35.0,0.677,0.543,5.0,-6.468,1,0.0322,0.331,6.25e-06,0.107,0.652,108.572,197267.0,4,6 +Heathen,The Blight,34.0,0.476,0.987,2.0,-3.684,1,0.115,1.33e-06,0.00783,0.316,0.116,104.972,278027.0,4,8 +Zoe Wees,Control,78.0,0.599,0.465,4.0,-4.95,1,0.0314,0.643,1.57e-06,0.149,0.0678,113.82,230880.0,4,9 +The Bamboos,King of the Rodeo,41.0,0.789,0.867,9.0,-6.104,1,0.0551,0.00961,5.15e-05,0.474,0.864,125.868,211347.0,4,9 +Doja Cat,Streets,92.0,0.749,0.463,11.0,-8.433,1,0.0828,0.208,0.0371,0.337,0.19,90.028,226987.0,4,9 +J Dilla,Think Twice - DJ Muro's KG Mix,45.0,0.785,0.448,5.0,-10.795,0,0.0735,0.0786,0.417,0.198,0.524,102.032,231398.0,4,1 +Imarhan,Tahabort,43.0,0.74,0.702,5.0,-6.992,0,0.0455,0.25,0.44,0.146,0.629,121.36,210880.0,4,2 +Astoria Three,On a rainy night,53.0,0.463,0.126,6.0,-20.359,0,0.0307,0.965,0.796,0.112,0.065,105.389,2.9134,4,7 +Danger,AHI,43.0,0.594,0.592,11.0,-8.136,0,0.0454,0.369,,0.13,0.523,100.214,3.422666667,4,0 +◊û◊õ◊ú◊ï◊£,◊ê◊ú ◊™◊ë◊ï◊ê◊ô ◊ê◊ú◊ô◊ô,42.0,0.781,0.437,2.0,-7.213,0,0.0739,0.48,,0.678,0.592,123.96,181890.0,4,9 +Earth Dad,Good Dog,23.0,0.699,0.539,1.0,-9.335,0,0.0293,0.834,0.0985,0.0953,0.454,150.018,178400.0,4,9 +Or Edry,◊ô◊û◊ô ◊®◊ê◊©◊ô◊™ ◊î◊ß◊ô◊•,28.0,0.612,0.676,7.0,-6.977,1,0.0267,0.272,0.00821,0.237,0.557,130.052,230100.0,4,10 +Marie Osmond,Paper Roses,40.0,0.359,0.504,8.0,-10.555,1,0.0349,0.272,1.52e-05,0.332,0.73,114.172,2.64955,4,4 +Enterprise Earth,Foundation of Bones,32.0,0.425,0.937,1.0,-8.555,0,0.128,8.18e-05,0.44,0.0469,0.164,104.931,204000.0,3,8 +The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,1 +The Lumineers,Gloria,28.0,0.379,0.638,11.0,-10.154,1,0.0823,0.577,7.49e-05,0.701,0.325,168.535,213213.0,4,9 +Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,6 +Eliad,◊™◊û◊ô◊ì ◊ó◊ú◊û◊™◊ô,42.0,0.62,0.586,2.0,-5.873,1,0.0447,0.0133,2.03e-06,0.0986,0.475,171.906,214884.0,4,9 +Together to the Stars,Wither,19.0,0.464,0.965,9.0,-8.258,0,0.0823,1.11e-05,0.0602,0.485,0.074,130.012,640250.0,4,8 +–ö–£–ó–ò–ù–ê,–°—Ç—Ä–∞–Ω–Ω–∏–∫,26.0,0.576,0.955,9.0,-4.122,1,0.123,0.0221,0.635,0.0469,0.624,80.006,262000.0,4,6 +Girls Against Boys,Super-fire,22.0,0.309,0.902,11.0,-6.707,0,0.0645,0.00327,0.219,0.214,0.479,177.235,198067.0,4,10 +Lonely The Brave,Trick of the Light,31.0,0.365,0.981,4.0,-2.948,0,0.0721,0.00029,,0.345,0.444,171.915,218520.0,4,10 +The White Stripes,Icky Thump,68.0,0.417,0.63,9.0,-7.24,1,0.0898,0.0209,0.0134,0.0543,0.341,94.214,254533.0,4,1 +Carpe Diem,Publiphobie,19.0,0.268,0.584,,-11.339,1,0.049,0.0168,0.224,0.199,0.331,97.158,594227.0,3,10 +Sarah Troedsson,Time Remembered,56.0,0.394,0.181,7.0,-20.645,1,0.0322,0.963,0.921,0.11,0.0536,107.234,3.0813,4,7 +The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,10 +To Kill Achilles,There's No Right Way to Say This....,37.0,0.324,0.843,4.0,-9.096,0,0.068,0.00125,2.4e-06,0.36,0.389,190.149,173091.0,3,10 +Manuel Limbucca,Lolita,45.0,0.497,0.0723,,-16.867,1,0.0611,0.984,0.914,0.108,0.169,97.916,2.65365,4,7 +Slightly Stoopid,Collie Man,63.0,0.61,0.706,,-7.084,1,0.0483,0.183,0.000587,0.218,0.344,170.087,133080.0,3,10 +Hemant Kumar,Hai Apna Dil To Aawara - Sad Version,7.0,0.355,0.336,7.0,-8.889,1,0.0314,0.769,0.221,0.175,0.393,107.348,4.01415,4,3 +Gabrielle Graves,Advice,25.0,0.248,0.85,2.0,-8.998,1,0.038,5.97e-06,0.0519,0.315,0.449,130.038,258325.0,4,1 +"Ludwig van Beethoven, Cuarteto Casals","String Quartet No. 13 in B-Flat Major, Op. 130: IV. Alla danza tedesca. Allegro assai",22.0,0.284,0.0557,7.0,-23.209,1,0.0603,0.912,0.0967,0.169,0.204,95.281,3.021116667,3,7 +Murderdolls,White Wedding,42.0,0.435,0.916,9.0,-5.685,1,0.0786,5.3e-05,0.415,0.119,0.502,145.1,196547.0,4,8 +Advaita,Light,9.0,0.558,0.378,5.0,-11.554,1,0.0255,0.579,,0.101,0.247,81.938,5.10645,4,0 +American Flowers,"Birds of Chicago, Allison Russell, JT Nero",37.0,0.595,0.256,4.0,-15.509,1,0.0545,0.895,5.45e-05,0.111,0.457,78.343,6.178883333,4,0 +fun.,Some Nights,71.0,0.672,0.738,,-7.045,1,0.0506,0.0178,6.75e-05,0.0927,0.392,107.938,277040.0,4,10 +Screaming Headless Torsos,Vinnie,36.0,0.569,0.933,8.0,-5.026,1,0.0604,0.0107,0.00417,0.0144,0.818,127.476,264933.0,4,10 +Jamie Lawson,Wasn't Expecting That,50.0,0.591,0.415,6.0,-6.936,1,0.0437,0.424,0.000299,0.111,0.197,90.483,3.3512,4,0 +Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,9 +KAM-BU,Dumpling,3.0,0.416,0.877,2.0,-5.518,1,0.402,0.159,,0.335,0.594,83.724,183013.0,4,5 +St. Vincent,Digital Witness,42.0,0.782,0.444,5.0,-7.081,1,0.0489,0.00904,0.0101,0.0887,0.882,104.975,202000.0,4,6 +Ravid Plotnik,◊ô◊ê◊ú◊î ◊ë◊ï◊ê◊ï! (◊†◊¶'◊ô ◊†◊¶'),28.0,0.443,0.851,1.0,-6.56,1,0.282,0.0202,,0.461,0.481,81.804,197213.0,4,5 +Rolling Blackouts Coastal Fever,Read My Mind,31.0,0.443,0.761,2.0,-5.338,1,0.043,0.0399,0.000316,0.359,0.562,123.026,263668.0,4,1 +Luke Wylde,God Damn,18.0,0.53,0.814,5.0,-4.981,0,0.0494,0.0541,,0.42,0.285,153.975,163636.0,4,2 +Iguana Death Cult,Miami Sun,20.0,0.618,0.595,8.0,-7.261,0,0.028,0.81,0.049,0.111,0.744,86.189,262893.0,4,10 +DUSTY LOCANE,ROLLIN N CONTROLLIN FREESTYLE,80.0,0.69,0.514,8.0,-11.81,0,0.328,0.0975,0.497,0.346,0.307,72.791,191209.0,4,5 +Iron Angel,Sacred Slaughter,2.0,0.279,0.963,2.0,-5.753,1,0.0747,6.96e-06,0.224,0.561,0.179,181.947,262213.0,4,8 +Kenny Wayne Shepherd,True Lies,50.0,0.367,0.769,9.0,-7.258,1,0.0317,0.00032,0.628,0.0631,0.7,173.186,348040.0,4,2 +Pulp,Common People,69.0,0.314,0.797,,-9.026,1,0.038,0.0057,5.59e-05,0.0718,0.569,145.393,351627.0,4,1 +The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,6 +MY BABY,Sunroof Diesel Blues,22.0,0.695,0.636,1.0,-9.238,1,0.0401,0.453,0.000557,0.0851,0.883,104.41,224511.0,4,2 +HEALTH,ISN‚ÄôT EVERYONE,63.0,0.459,0.698,2.0,-8.079,0,0.051,0.0294,0.777,0.139,0.165,147.954,314719.0,4,6 +Oneohtrix Point Never,Nothing‚Äôs Special,45.0,0.197,0.28,7.0,-8.395,1,0.0332,0.672,0.000937,0.0905,0.0718,90.639,213180.0,4,9 +Lamb of God,Laid to Rest,65.0,0.366,0.956,10.0,-3.725,0,0.108,0.000293,0.00447,0.449,0.159,104.016,230127.0,3,8 +toe,two moons,44.0,0.339,0.464,11.0,-11.205,1,0.0283,0.789,0.733,0.086,0.473,141.019,250253.0,4,10 +Superego,Riders,17.0,0.498,0.653,11.0,-5.61,1,0.029,0.00871,0.0591,0.393,0.619,150.05,210985.0,4,10 +Aviv Geffen,◊û◊ú◊ô◊ê◊®◊ì ◊ò◊ï◊¢◊ô◊ù,28.0,0.431,0.351,7.0,-14.336,1,0.0272,0.158,3.07e-06,0.0726,0.315,166.934,182827.0,4,10 +Baby Queen,Dover Beach,53.0,0.581,0.831,1.0,-5.484,1,0.057,0.0814,,0.078,0.665,99.913,218053.0,4,9 +Duran Duran,Hungry Like the Wolf - 2009 Remaster,73.0,0.691,0.812,,-7.772,1,0.0558,0.0433,1.16e-06,0.299,0.685,127.568,220627.0,4,10 +Chris Cornell,Nearly Forgot My Broken Heart,59.0,0.593,0.781,,-5.472,1,0.0285,0.0944,2.23e-06,0.173,0.657,119.522,234427.0,4,10 +"Rajery, Ballaké Sissoko, Driss El Maloumi",Kouroukanfouga,25.0,0.684,0.0742,,-17.855,0,0.0686,0.894,0.692,0.0784,0.185,83.718,5.218,4,7 +Stellie,22 Pieces,32.0,0.617,0.666,7.0,-7.403,1,0.0381,0.204,,0.223,0.424,109.979,197289.0,4,9 +India.Arie,Strength Courage & Wisdom,53.0,0.64,0.6,7.0,-6.341,1,0.0948,0.075,7.9e-05,0.0752,0.627,175.832,297800.0,4,5 +In Deception,Forever // Always,36.0,0.395,0.954,5.0,-5.497,0,0.19,0.000172,0.00116,0.207,0.17,161.075,211707.0,4,8 +"Medeski, Martin & Wood",Shine It,49.0,0.623,0.66,10.0,-9.175,0,0.0376,0.484,0.918,0.0631,0.562,110.221,299067.0,4,10 +Howlin' Wolf,I Ain't Superstitious,42.0,0.593,0.864,7.0,-7.829,1,0.032,0.0607,0.00028,0.114,0.785,96.361,210827.0,4,2 +Phafner,Plea From The Soul,33.0,0.457,0.546,7.0,-10.836,0,0.0434,0.952,0.264,0.118,0.382,113.591,329693.0,4,10 +iogi,so sad,33.0,0.608,0.617,11.0,-8.017,1,0.0315,0.111,0.0102,0.159,0.595,88.027,267837.0,4,6 +The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,6 +Junior Wells,She's A Sweet One,50.0,0.705,0.483,1.0,-12.209,1,0.0542,0.15,0.0265,0.202,0.713,122.863,181786.0,4,2 +As Everything Unfolds,On the Inside,54.0,0.479,0.963,8.0,-4.564,1,0.059,0.000306,3.63e-05,0.111,0.573,131.931,191338.0,4,10 +Eleine,Where Your Rotting Corpse Lie (W.Y.R.C.L.),42.0,0.553,0.977,4.0,-6.422,1,0.0663,1.44e-05,0.0205,0.0853,0.18,119.98,355880.0,4,8 +Five Horse Johnson,Mississippi King,44.0,0.41,0.95,,-4.09,1,0.0379,0.00133,0.000379,0.123,0.7,150.133,214600.0,4,8 +U2,Out Of Control - Remastered 2008,45.0,0.208,0.878,1.0,-8.731,1,0.13,0.000378,0.012,0.0935,0.401,155.162,254040.0,4,10 +Omer Adam,◊ê◊ñ ◊î◊ú◊õ◊™◊ô,38.0,0.837,0.549,11.0,-5.229,0,0.0328,0.445,,0.0582,0.702,100.021,194707.0,4,9 +The Selecter,On my Radio,48.0,0.783,0.706,7.0,-7.544,1,0.0434,0.0493,0.0617,0.158,0.96,141.021,185199.0,4,1 +OMNIA,Shaman of Chaos,43.0,0.552,0.536,7.0,-11.684,1,0.0302,0.211,0.883,0.114,0.207,100.039,251107.0,4,8 +Beartooth,Fed Up,,0.366,0.969,8.0,-3.49,1,0.162,3.41e-05,0.000672,0.358,0.227,179.92,201813.0,4,8 +VUKOVI,SLO,43.0,0.374,0.769,8.0,-4.691,1,0.0556,0.00024,,0.248,0.37,107.024,229393.0,4,10 +HAIM,Now I'm In It - Bonus Track,60.0,0.717,0.707,4.0,-9.495,1,0.0628,0.384,0.000117,0.161,0.206,105.014,204280.0,4,6 +Tango,Rodrigo Amarante,44.0,0.566,0.646,5.0,-9.456,1,0.0308,0.646,0.581,0.168,0.572,114.844,3.708233333,4,0 +Ehud Banai,◊ñ◊û◊†◊ö ◊¢◊ë◊®,29.0,0.661,0.901,7.0,-8.28,1,0.0339,0.0468,2.17e-06,0.0795,0.872,135.165,246800.0,4,10 +Idan Amedi,◊†◊í◊û◊®,45.0,0.434,0.445,8.0,-8.026,1,0.0295,0.657,,0.0957,0.291,94.503,259067.0,4,9 +IDK,SHOOT MY SHOT,72.0,0.76,0.52,4.0,-7.639,0,0.0417,0.00394,,0.179,0.668,91.984,174585.0,4,5 +Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,9 +Leikeli47,Girl Blunt,54.0,0.856,0.665,1.0,-4.618,1,0.189,0.0128,0.00508,0.0695,0.367,93.953,205480.0,4,5 +Thomas Rhett,Country Again,70.0,0.467,0.481,2.0,-6.947,1,0.0255,0.227,0.000189,0.11,0.248,147.886,3.687333333,4,4 +Pierce The Veil,King For A Day,72.0,0.403,0.965,6.0,-2.238,1,0.0964,3.81e-05,0.000276,0.341,0.431,112.363,236293.0,4,10 +New Dialogue,Flesh & Blood (feat. Smallpools),46.0,0.677,0.737,4.0,-6.143,1,0.0623,0.525,,0.139,0.783,115.954,178966.0,4,10 +Jimi Hendrix,All Along the Watchtower,77.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,4.01333333,4,10 +J.B. Lenoir,The Devil Is A Busy Man,24.0,0.468,0.531,11.0,-8.337,1,0.579,0.989,0.00262,0.702,0.633,70.417,287991.0,4,2 +Asher Roth,Flowers On The Weekend,45.0,0.541,0.596,9.0,-6.487,1,0.39,0.568,,0.172,0.6,80.469,152227.0,4,5 +Kygo,Happy Now,73.0,0.693,0.575,9.0,-6.998,1,0.0801,0.374,,0.252,0.492,117.999,211362.0,4,9 +Amos Milburn,Thinking And Drinking (01-29-52),32.0,0.765,0.317,7.0,-12.264,1,0.0992,0.992,0.00281,0.183,0.72,110.4,148880.0,4,2 +Moose Blood,It's Too Much,50.0,0.532,0.598,8.0,-5.826,0,0.0276,1.32e-05,2.33e-05,0.0729,0.133,92.036,236560.0,4,10 +Judas Priest,Living After Midnight,64.0,0.61,0.824,4.0,-6.046,1,0.0534,0.0136,1.75e-06,0.0606,0.819,134.992,210133.0,4,8 +Annie Lennox,I Put A Spell On You,65.0,0.563,0.383,2.0,-7.544,0,0.0322,0.283,2.59e-06,0.127,0.357,173.984,210520.0,3,10 +The Used,Buried Myself Alive,56.0,0.26,0.923,7.0,-5.023,1,0.157,0.00108,,0.763,0.387,170.605,242133.0,4,10 +Mexican Institute Of Sound,El Ant√≠doto,37.0,0.638,0.688,7.0,-7.672,1,0.161,0.0936,0.000159,0.116,0.59,172.203,181768.0,4,6 +Saosin,It's Far Better To Learn,48.0,0.32,0.94,2.0,-4.823,0,0.0866,0.000402,0.14,0.235,0.0724,182.189,234547.0,4,10 +Jack Rosenbaum,A Love Like No Other,48.0,0.483,0.156,,-20.994,0,0.0323,0.941,0.953,0.108,0.298,117.305,4.2625,3,7 +The Revivalists,All My Friends,55.0,0.602,0.837,4.0,-4.897,0,0.0408,0.111,3.01e-06,0.58,0.357,90.038,218333.0,4,10 +Juan Pablo Vega,Matando (feat. Vic Mirallas),,0.691,0.67,2.0,-7.093,0,0.0941,0.0757,0.0352,0.197,0.635,89.965,200000.0,4,6 +Chet Faker,Get High,61.0,0.699,0.573,5.0,-9.042,1,0.0431,0.543,0.145,0.196,0.565,81.024,222936.0,4,6 +Bow Down,At the Throne of Azathoth,20.0,0.492,0.977,6.0,-6.891,1,0.139,0.00326,0.899,0.296,0.171,107.528,240279.0,4,8 +Airwaves on Fire,Make Me Feel (All These Feelings),23.0,0.552,0.871,2.0,-6.548,1,0.0443,0.056,,0.339,0.695,146.932,228273.0,4,10 +The Rolling Stones,Gimme Shelter,75.0,0.634,0.63,1.0,-8.277,0,0.031,0.447,0.039,0.17,0.489,118.628,270773.0,4,10 +Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,10 +Asteroid,Garden,38.0,0.478,0.628,,-4.582,1,0.0377,0.000245,0.813,0.0907,0.581,115.07,266920.0,3,10 +Richie Kotzen,Make It Easy,37.0,0.505,0.908,5.0,-4.717,0,0.0561,3.71e-05,0.0092,0.207,0.494,123.928,204733.0,4,2 +Neil Cowley,Don‚Äôt Walk Alone,41.0,0.448,0.154,10.0,-23.811,1,0.0405,0.795,0.878,0.275,0.154,79.955,278436.0,4,1 +DICKPUNKS,Addicted to TV,35.0,0.718,0.658,9.0,-6.399,0,0.0546,0.314,,0.0966,0.71,137.984,224503.0,4,10 +Louyah,I Used to Care,68.0,0.698,0.558,9.0,-8.004,1,0.0324,0.395,,0.1,0.488,130.014,3.60193333,4,9 +BAD DESIRE,Noah Gundersen,,0.593,0.273,,-9.239,1,0.0292,0.893,0.00214,0.104,0.209,60.983,4.23035,4,0 +Bobby Lee,Four Skies Above,22.0,0.388,0.452,2.0,-8.704,1,0.036,0.858,0.816,0.111,0.0381,84.924,166367.0,4,6 +Suray Sertin,Super Good Times,50.0,0.837,0.518,6.0,-8.914,1,0.333,0.318,0.082,0.101,0.247,115.06,221217.0,4,6 +Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,6 +Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,6 +tortugan√≥nima,Espejos Dorados,25.0,0.587,0.917,9.0,-4.099,1,0.0335,0.0133,0.84,0.261,0.773,129.918,258137.0,4,10 +Nickelback,How You Remind Me,79.0,0.446,0.764,10.0,-5.042,1,0.033,0.00135,,0.099,0.543,172.094,223840.0,4,10 +E the profit,Bluegrass,32.0,0.781,0.479,,-8.385,1,0.411,0.0249,,0.168,0.72,149.904,117200.0,4,5 +The Lumineers,Have You Ever Seen The Rain - Recorded at Electric Lady Studios NYC,49.0,0.771,0.221,10.0,-10.144,1,0.0382,0.908,2.2e-06,0.294,0.431,99.793,2.5794,4,0 +Days Of The New,"Touch, Peel And Stand",64.0,0.58,0.627,11.0,-8.017,1,0.0316,0.05,1.68e-06,0.297,0.825,82.151,297147.0,4,10 +Moshe Peretz,◊ò◊ô◊°◊î 5325,31.0,0.727,0.856,3.0,-4.611,0,0.0463,0.324,,0.139,0.823,127.982,224793.0,4,9 +Motion City Soundtrack,The Future Freaks Me Out,53.0,0.661,0.874,5.0,-5.904,0,0.0456,0.0168,,0.41,0.682,127.915,216667.0,4,10 +Eagles Of Death Metal,Family Affair,47.0,0.736,0.55,8.0,-5.823,0,0.0292,0.248,,0.0815,0.969,92.926,224560.0,4,6 +JUBEE,Spotlight (feat. BIM),26.0,0.618,0.888,2.0,-6.312,1,0.0505,0.592,2.11e-05,0.176,0.614,159.934,185438.0,4,9 +1349,I Am Abomination,32.0,0.176,0.963,10.0,-4.817,0,0.154,2.97e-06,0.775,0.194,0.0512,123.779,250507.0,4,8 +Grimes,So Heavy I Fell Through the Earth - Art Mix,56.0,0.334,0.554,7.0,-9.366,1,0.0374,0.0185,0.359,0.344,0.191,179.997,368278.0,4,6 +Seether,Beg,53.0,0.514,0.911,7.0,-4.189,1,0.0493,2.41e-05,0.827,0.0716,0.651,147.956,220200.0,4,10 +Monie Love,It's a Shame (My Sister),47.0,0.858,0.609,1.0,-10.695,1,0.113,0.0542,9.04e-05,0.315,0.478,107.978,222840.0,4,5 +The 1975,She Lays Down,49.0,0.513,0.122,7.0,-22.008,1,0.04,0.792,0.000652,0.0871,0.501,82.865,238695.0,4,10 +DJ Snake,Turn Down for What,73.0,0.818,0.799,1.0,-4.1,0,0.156,0.00107,0.128,0.057,0.0815,100.014,213733.0,4,9 +Migos,Slippery (feat. Gucci Mane),72.0,0.92,0.674,1.0,-5.662,0,0.264,0.307,,0.104,0.741,141.967,304041.0,4,5 +Fatherson,Always,33.0,0.395,0.975,5.0,-3.255,0,0.12,0.000185,0.000174,0.0769,0.336,140.046,191657.0,4,10 +Zozo Ginzburg,Boots,16.0,0.31,0.911,7.0,-5.255,1,0.0621,0.000104,0.508,0.0927,0.345,107.009,113688.0,4,6 +Steve Kuhn,Lonely Town,37.0,0.572,0.107,7.0,-22.123,0,0.0335,0.963,0.883,0.123,0.194,93.049,5.783933333,4,7 +The Everly Brothers,Wake up Little Susie,61.0,0.709,0.62,2.0,-9.382,1,0.034,0.318,,0.0426,0.936,93.723,2.05866667,4,10 +Bathory,A Fine Day to Die,48.0,0.232,0.931,9.0,-8.804,1,0.0808,0.00413,0.756,0.0927,0.0371,122.684,516267.0,4,8 +Red Band,Baby Can I Hold You,36.0,0.497,0.483,4.0,-7.15,1,0.0279,0.0612,,0.238,0.229,152.057,204253.0,4,9 +Imelda May,Johnny Got A Boom Boom,44.0,0.809,0.749,9.0,-7.14,1,0.0408,0.0194,0.423,0.0936,0.829,110.561,179400.0,4,10 +LIONFIGHT,Heaviness,38.0,0.462,0.875,11.0,-6.767,0,0.0406,3.71e-05,0.000353,0.0891,0.433,150.041,235500.0,4,8 +Noy Fadlon,◊ê◊ú ◊™◊í◊ô◊ì,32.0,0.734,0.458,3.0,-7.45,0,0.313,0.338,,0.38,0.412,137.865,188116.0,4,9 +The Presidents Of The United States Of America,Peaches,64.0,0.417,0.849,1.0,-4.199,0,0.0481,0.0146,0.000387,0.0673,0.594,94.267,171693.0,4,10 +The Lovin' Spoonful,Do You Believe in Magic?,68.0,0.553,0.738,,-7.963,1,0.0457,0.213,,0.339,0.759,138.602,125827.0,4,10 +BAND-MAID,about Us,43.0,0.478,0.925,6.0,-4.73,1,0.0574,0.00186,0.00157,0.0877,0.354,100.0,278400.0,4,10 +Vintage Trouble,Shows What You Know,28.0,0.42,0.444,10.0,-6.357,1,0.0508,0.484,,0.0949,0.398,83.212,252489.0,3,2 +Angelus Apatrida,Betrayed,24.0,0.471,0.983,8.0,-3.092,1,0.0814,6.59e-06,0.173,0.35,0.336,92.489,365867.0,4,8 +Shinedown,State of My Head,66.0,0.486,0.94,7.0,-4.237,0,0.0605,0.00919,,0.0777,0.42,79.727,205653.0,4,10 +Itay Levi,◊î◊ô◊ô ◊ê◊™,29.0,0.292,0.687,2.0,-4.154,0,0.0805,0.112,,0.0977,0.136,61.185,230930.0,3,9 +Egg Drop Soup,Hard to Hold On,25.0,0.676,0.515,11.0,-7.987,0,0.0278,0.135,0.000248,0.123,0.624,108.008,232513.0,4,10 +Bryan Adams,Summer Of '69,81.0,0.508,0.834,2.0,-6.205,1,0.0386,0.0183,,0.0732,0.774,139.131,3.60088333,4,10 +Asobi Seksu,Thursday,39.0,0.359,0.721,2.0,-5.233,1,0.0362,0.000117,0.615,0.151,0.231,147.438,257173.0,4,6 +Nia Archives,Headz Gone West,48.0,0.609,0.868,7.0,-4.975,1,0.101,0.205,0.00129,0.106,0.705,175.11,142629.0,4,6 +Bat For Lashes,Daniel,55.0,0.593,0.658,8.0,-8.393,0,0.0364,0.0118,0.0204,0.137,0.422,135.053,251120.0,4,6 +The Veils,Low Lays the Devil,46.0,0.518,0.729,4.0,-5.231,0,0.11,0.0897,0.463,0.117,0.68,99.952,197520.0,4,10 +Frozen Crown,Towards the Sun,38.0,0.488,0.964,2.0,-4.292,0,0.053,7.31e-05,0.000174,0.294,0.47,99.966,339707.0,4,8 +Rasco,Flowers,10.0,0.43,0.763,7.0,-6.489,1,0.0457,0.151,0.301,0.148,0.383,124.91,177187.0,4,6 +"Sadhana Sargam, Sonali","Hanste Hanste Kat Jaye Raaste, Pt. 2",30.0,0.449,0.541,7.0,-10.609,0,0.0359,0.483,0.000328,0.324,0.725,103.689,4.073783333,4,3 +Lootpack,Whenimondamic,49.0,0.618,0.711,2.0,-6.841,1,0.342,0.41,,0.615,0.659,97.337,165693.0,4,5 +chemical club,double down,31.0,0.7,0.542,9.0,-4.986,1,0.0294,0.0283,0.0977,0.246,0.945,93.981,129139.0,4,6 +Stevie Ray Vaughan,Life By The Drop,51.0,0.659,0.163,6.0,-11.864,0,0.0388,0.766,1.41e-05,0.0735,0.473,95.882,147507.0,4,2 +Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,10 +Charlie Beale,Stick Em Up,13.0,0.589,0.925,7.0,-4.276,1,0.0748,0.00334,0.643,0.185,0.646,194.056,236289.0,4,2 +ZZ Top,Arrested for Driving While Blind,39.0,0.553,0.672,2.0,-10.917,0,0.0438,0.215,0.0127,0.103,0.582,137.414,186587.0,4,2 +Battle Tapes,Last Resort & Spa,51.0,0.478,0.899,5.0,-4.114,1,0.143,0.124,0.0035,0.109,0.679,186.028,254270.0,4,10 +pg.lost,Suffering,29.0,0.513,0.637,,-7.424,1,0.0293,0.000342,0.944,0.11,0.0844,110.018,351920.0,4,10 +–°–ø–∞—Å–∏–±–æ,–°—á–∏—Ç–∞–ª–æ—á–∫–∞,34.0,0.522,0.938,11.0,-4.23,0,0.0497,0.000672,0.145,0.125,0.304,111.093,255078.0,4,6 +The Arcs,Outta My Mind,44.0,0.519,0.737,11.0,-6.451,1,0.0615,0.00936,7.76e-05,0.378,0.763,131.042,214693.0,4,10 +The Pretty Things,Midnight To Six Man,27.0,0.529,0.671,4.0,-12.812,1,0.0313,0.469,0.00201,0.493,0.945,126.833,139240.0,4,2 +Moshe Peretz,◊ê◊†◊ô ◊©◊ú◊ö,22.0,0.683,0.856,5.0,-3.98,0,0.0309,0.0267,,0.365,0.928,119.993,220413.0,4,9 +Ben Howard,Only Love,70.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,4.15288333,4,0 +SpotemGottem,Federal,55.0,0.723,0.616,5.0,-6.224,0,0.428,0.265,,0.106,0.411,81.914,128832.0,4,5 +Atlas Genius,Elegant Strangers,,0.439,0.863,2.0,-5.242,1,0.0466,0.000964,,0.292,0.498,170.017,232853.0,4,1 +Da√∞i Freyr,Think About Things,70.0,0.871,0.341,3.0,-8.932,0,0.0576,0.0311,0.000124,0.0838,0.612,127.001,173386.0,4,1 +POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,6 +Les Petits Pilous,Wake Up - Original,17.0,0.815,0.729,7.0,-6.594,0,0.422,0.00909,0.0181,0.0562,0.0284,132.02,238400.0,4,6 +Shlomi Shabat,◊ë◊í◊ú◊ú ◊î◊®◊ï◊ó,30.0,0.684,0.51,7.0,-11.856,1,0.0274,0.161,,0.171,0.784,115.143,270000.0,4,9 +Aaron Lewis,State I‚Äôm In,43.0,0.605,0.561,1.0,-5.225,1,0.0248,0.109,,0.172,0.276,127.903,181173.0,4,10 +Black Eyed Peas,Imma Be,,0.597,0.519,,-6.963,1,0.366,0.178,,0.309,0.415,92.032,257560.0,4,9 +Pixey,The Mersey Line,40.0,0.568,0.791,10.0,-6.525,1,0.0417,0.00667,1.43e-06,0.124,0.656,125.921,134015.0,4,6 +Charli XCX,1999,63.0,0.739,0.742,7.0,-4.586,1,0.0329,0.0227,1.39e-06,0.229,0.659,124.016,189000.0,4,9 +Arctic Monkeys,Snap Out Of It,73.0,0.728,0.638,5.0,-6.455,0,0.0336,0.249,,0.116,0.872,130.014,193030.0,4,1 +Gregory Alan Isakov,San Luis,66.0,0.567,0.434,7.0,-12.755,0,0.0349,0.86,0.257,0.115,0.254,82.459,4.53911667,4,0 +Dorothy,Dark Nights,48.0,0.163,0.843,2.0,-4.175,1,0.0561,0.00107,,0.279,0.616,167.872,189770.0,3,10 +Adrian Younge,Light on the Horizon,29.0,0.258,0.446,,-6.747,0,0.0341,0.612,,0.0749,0.272,175.466,186984.0,3,5 +Django Django,Default,54.0,0.747,0.875,1.0,-5.635,1,0.0282,0.00733,1.1e-06,0.184,0.913,115.967,185640.0,4,6 +Poppy Ackroyd,Parallel (feat. Manu Delago),34.0,0.709,0.239,,-21.361,1,0.0427,0.946,0.923,0.0826,0.364,110.0,231285.0,4,1 +The Judds,Grandpa (Tell Me 'Bout The Good Old Days),54.0,0.565,0.456,4.0,-8.124,1,0.031,0.426,8.08e-06,0.0612,0.588,201.644,4.244,4,4 +Ed Sheeran,Castle on the Hill - Acoustic,59.0,0.563,0.26,2.0,-5.856,1,0.0391,0.518,,0.146,0.616,145.561,3.77045,4,0 +Agam Buhbut,◊¢◊ë◊®◊ï ◊ó◊ï◊ì◊©◊ô◊ô◊ù,44.0,0.638,0.465,1.0,-6.13,0,0.035,0.557,,0.118,0.522,137.649,168691.0,4,9 +Guvna B,Kingdom Skank,20.0,0.591,0.765,10.0,-3.661,0,0.246,0.0636,,0.059,0.589,129.04,190067.0,4,5 +Seals and Crofts,Summer Breeze,67.0,0.49,0.581,5.0,-6.566,1,0.0388,0.553,0.0177,0.0764,0.318,88.718,205480.0,4,10 +Peled,◊ó◊®◊ß◊ï◊™,22.0,0.624,0.706,11.0,-6.004,0,0.275,0.0314,,0.413,0.363,94.167,207467.0,4,5 +Dizzy,Sunflower,35.0,0.517,0.895,7.0,-3.411,1,0.0399,0.0255,0.232,0.129,0.325,97.932,214653.0,4,9 +English Teacher,R&B,30.0,0.587,0.789,,-5.764,1,0.0339,0.000262,0.449,0.264,0.777,151.012,171280.0,4,10 +Accept,The Undertaker,46.0,0.625,0.737,4.0,-8.438,0,0.0351,0.00939,0.0205,0.228,0.224,124.999,338255.0,4,8 +The Weeknd,In Your Eyes,84.0,0.667,0.719,7.0,-5.371,0,0.0346,0.00285,8.1e-05,0.0736,0.717,100.021,237520.0,4,9 +Shania Twain,You're Still The One - Live,41.0,0.539,0.845,2.0,-4.474,1,0.0307,0.0712,,0.702,0.679,134.016,3.59645,4,9 +War & Pierce,The Map,31.0,0.722,0.454,2.0,-8.61,1,0.0739,0.806,4.24e-06,0.0896,0.344,77.98,215705.0,4,2 +Hanan Ben Ari,◊ê◊†◊î ◊ê◊ú◊ö,32.0,0.391,0.628,9.0,-6.874,1,0.0394,0.545,1.09e-05,0.185,0.155,159.91,257050.0,4,9 +DJ Enimoney,Sugar Daddy,47.0,0.91,0.559,1.0,-10.883,1,0.0876,0.0205,0.509,0.103,0.412,114.005,153684.0,4,9 +The Byrds,5D (Fifth Dimension),34.0,0.186,0.546,2.0,-9.947,1,0.0373,0.451,,0.201,0.533,177.526,152453.0,3,10 +Terrace Martin,Freeze Tag (feat. Phoelix),65.0,0.653,0.598,11.0,-6.928,1,0.113,0.0596,,0.253,0.137,82.911,191937.0,4,6 +The Kid LAROI,SO DONE,78.0,0.719,0.598,9.0,-6.254,1,0.077,0.232,,0.115,0.303,142.592,126521.0,4,5 +Staind,It's Been Awhile,65.0,0.509,0.774,6.0,-4.054,1,0.0338,0.00189,0.000549,0.143,0.0824,116.529,264707.0,4,10 +Gengahr,Icarus,43.0,0.667,0.65,,-8.015,1,0.0353,0.337,2.48e-05,0.139,0.408,125.994,234000.0,4,6 +Mr. Big,Wild World - 2009 Remastered Version,63.0,0.573,0.722,5.0,-6.518,1,0.0295,0.182,,0.29,0.59,144.209,208560.0,4,10 +Brandi Carlile,"Take Me Home, Country Roads",53.0,0.327,0.168,9.0,-13.988,0,0.0499,0.912,0.0245,0.0973,0.0999,76.779,3.09036667,4,0 +Sum 41,The Hell Song,65.0,0.359,0.935,8.0,-5.529,0,0.0817,0.000143,0.0141,0.351,0.658,173.429,198493.0,4,10 +Sfera Ebbasta,Baby (with J Balvin),71.0,0.755,0.882,10.0,-1.957,0,0.0532,0.125,0.00142,0.103,0.606,99.984,193555.0,4,9 +Amitabh Bachchan,"Mere Angne Mein, Pt. 1",29.0,0.581,0.518,11.0,-13.427,1,0.0714,0.693,,0.481,0.851,116.35,5.290666667,4,3 +Hatchie,Sure,38.0,0.399,0.794,2.0,-5.693,1,0.0342,0.000986,0.00204,0.425,0.369,94.962,249022.0,4,6 +Chicken Shack,The Way It Is,38.0,0.627,0.282,4.0,-10.107,0,0.0263,0.189,0.00123,0.152,0.413,83.443,264293.0,3,2 +Sagol 59,◊ñ◊î◊ë ◊ï◊õ◊°◊£,15.0,0.868,0.878,6.0,-4.996,1,0.102,0.165,,0.145,0.868,110.015,251053.0,4,5 +Max Richter,Follower,,0.124,0.0693,2.0,-24.594,0,0.0387,0.77,0.931,0.0706,0.0329,86.891,303127.0,4,6 +"Aaron Parks, Ben Street, Billy Hart",Song For Sashou,39.0,0.509,0.145,11.0,-22.768,0,0.0317,0.93,0.898,0.116,0.317,134.676,6.366883333,4,7 +Corrosion Of Conformity,Albatross,53.0,0.344,0.911,10.0,-5.997,1,0.054,5.05e-05,0.00166,0.0642,0.51,135.213,320333.0,4,10 +Q-Tip,Vivrant Thing - Club Mix,48.0,0.914,0.698,9.0,-8.619,1,0.0541,0.00631,0.000295,0.0575,0.613,99.034,190440.0,4,5 +Johnny Shines,Travelling Back Home,29.0,0.499,0.132,4.0,-17.278,0,0.0403,0.852,0.00108,0.0621,0.362,89.165,238440.0,4,2 +Kacy Hill,Arm's Length,44.0,0.631,0.537,1.0,-6.896,1,0.0242,0.448,2.22e-06,0.0819,0.379,96.969,200947.0,4,6 +Deftones,Wax and Wane - 2005 Remaster,30.0,0.356,0.984,5.0,-4.548,1,0.175,0.00121,0.181,0.101,0.436,199.423,249013.0,4,6 +Sports Team,Happy (God‚Äôs Own Country),49.0,0.464,0.919,1.0,-2.497,1,0.111,0.00315,0.000497,0.154,0.703,167.865,151588.0,4,10 +Vistas,Comfort,41.0,0.729,0.745,2.0,-4.686,1,0.0488,0.0012,0.0642,0.0434,0.673,137.954,176173.0,4,6 +Westlife,Moments,2.0,0.57,0.371,4.0,-8.507,1,0.0296,0.499,,0.389,0.565,133.819,4.279333333,4,9 +Spin Doctors,What Time Is It?,38.0,0.544,0.885,7.0,-9.975,1,0.0732,0.0383,0.0121,0.369,0.208,115.302,289893.0,4,10 +Witchrider,Black,44.0,0.439,0.872,10.0,-7.367,0,0.0493,0.0307,0.339,0.189,0.207,105.304,407647.0,4,10 +OneRepublic,Kids,,0.633,0.853,2.0,-2.798,1,0.0537,0.13,,0.0774,0.444,102.077,195307.0,4,10 +Fenne Lily,Top to Toe,,0.569,0.184,1.0,-12.842,1,0.0584,0.908,,0.114,0.309,110.916,3.60693333,4,0 +Simon Provencher,Mesures,7.0,0.321,0.43,,-12.999,0,0.0336,0.726,0.889,0.142,0.244,132.396,155705.0,3,6 +Jay Portal,Turbulence,44.0,0.621,0.804,,-6.304,1,0.0296,0.289,,0.126,0.5,159.017,110204.0,4,5 +Homecomings,Here,32.0,0.638,0.515,10.0,-6.633,1,0.0272,0.0063,0.00907,0.0848,0.404,109.967,326907.0,4,9 +Narrow Head,Night Tryst,34.0,0.309,0.889,6.0,-3.529,0,0.0828,7.42e-06,0.49,0.0617,0.529,118.891,203600.0,4,10 +Creedence Clearwater Revival,Ramble Tamble,52.0,0.347,0.8,7.0,-6.651,1,0.0294,0.00147,0.769,0.0975,0.66,103.725,431227.0,4,10 +Jerry Reed,East Bound and Down,42.0,0.495,0.929,7.0,-9.373,1,0.065,0.396,,0.238,0.788,121.348,2.795116667,4,4 +Pavement,Gold Soundz,53.0,0.448,0.614,9.0,-9.357,1,0.031,0.0675,,0.14,0.479,126.459,159707.0,4,1 +The Snuts,Summer In the City,41.0,0.54,0.846,,-2.101,0,0.0328,0.019,,0.0581,0.434,105.79,188513.0,4,10 +Spinall,Sere - Remix,58.0,0.778,0.66,7.0,-6.662,0,0.0592,0.156,,0.137,0.747,110.016,194182.0,4,9 +Sharon Van Etten,Like I Used To,,0.534,0.712,4.0,-5.162,1,0.0364,0.122,0.000503,0.373,0.518,110.95,263754.0,4,6 +Creedence Clearwater Revival,Proud Mary - Live At The Woodstock Music & Art Fair / 1969,43.0,0.494,0.865,2.0,-7.761,1,0.0512,0.183,0.0334,0.8,0.418,125.655,231667.0,4,10 +Arik Einstein,Don Kishot,22.0,0.578,0.331,5.0,-14.938,1,0.0312,0.695,0.00456,0.0742,0.432,98.325,214152.0,4,10 +Little Snake,FEVER DREAM,30.0,0.277,0.552,1.0,-10.329,1,0.133,0.048,0.0219,0.101,0.0495,101.348,299000.0,4,6 +Olivia Rodrigo,enough for you,29.0,0.638,0.259,7.0,-10.706,1,0.0898,0.753,,0.219,0.269,88.485,202827.0,4,9 +Britney Spears,If U Seek Amy,70.0,0.717,0.587,4.0,-7.296,0,0.0339,0.0192,,0.0523,0.544,129.954,3.608666667,4,9 +David Allan Coe,The Ride,53.0,0.531,0.381,5.0,-13.142,1,0.0587,0.52,2.88e-06,0.213,0.554,167.117,3.11445,4,4 +Pop Smoke,The Woo (feat. 50 Cent & Roddy Ricch),81.0,0.49,0.618,1.0,-5.655,1,0.104,0.0221,3.77e-06,0.259,0.286,99.7,201600.0,4,5 +Bad Boy Chiller Crew,Clothes,50.0,0.808,0.809,7.0,-5.731,1,0.113,0.171,,0.207,0.881,130.013,161411.0,4,9 +Coldplay,Charlie Brown,67.0,0.43,0.74,10.0,-7.072,1,0.0375,0.0212,0.00165,0.33,0.0948,137.978,285160.0,4,10 +Mob Rich,Funeral,41.0,0.515,0.876,9.0,-7.278,1,0.0884,0.00703,0.00305,0.329,0.686,154.994,188882.0,4,10 +Dead Poet Society,.getawayfortheweekend.,42.0,0.472,0.859,,-6.551,0,0.0465,4.09e-05,0.0364,0.148,0.315,145.937,218733.0,4,10 +? & The Mysterians,96 Tears,44.0,0.681,0.499,7.0,-6.894,1,0.034,0.0589,6.39e-06,0.0743,0.841,123.458,177427.0,4,10 +George Ogilvie,Foreign Hands,56.0,0.406,0.449,3.0,-8.738,0,0.0321,0.52,,0.0942,0.335,140.008,258531.0,4,9 +Supertramp,Bloody Well Right,,0.596,0.551,,-9.603,0,0.134,0.441,0.0158,0.0491,0.529,75.03,274267.0,4,10 +Shenandoah,Two Dozen Roses,51.0,0.695,0.502,4.0,-12.01,1,0.0279,0.327,,0.097,0.543,117.083,3.726883333,4,4 +Fickle Friends,IRL,46.0,0.666,0.815,5.0,-5.692,1,0.0622,0.0702,3.57e-05,0.762,0.788,101.972,204065.0,4,6 +Moonspell,The Greater Good,38.0,0.469,0.679,2.0,-11.528,1,0.0335,0.00373,0.408,0.442,0.129,134.087,304360.0,4,8 +The Sleepy Jackson,Good Dancers,44.0,0.529,0.841,11.0,-4.724,0,0.0301,0.0426,0.0136,0.144,0.725,111.997,252133.0,4,6 +Merle Haggard,If We're Not Back In Love By Monday,39.0,0.696,0.193,3.0,-16.637,0,0.0299,0.813,1.34e-05,0.103,0.701,76.55,3.266666667,4,4 +The Derek Trucks Band,Crow Jane,35.0,0.508,0.526,8.0,-9.617,1,0.147,0.416,1.3e-05,0.113,0.716,143.804,233773.0,4,2 +2 Chainz,Spend It (Remix) (feat. T.I.),42.0,0.801,0.842,1.0,-5.245,1,0.329,0.0826,,0.263,0.791,138.426,211279.0,4,5 +Kate Bush,Running Up That Hill (A Deal With God) - 2018 Remaster,60.0,0.625,0.533,10.0,-11.903,0,0.0596,0.659,0.00266,0.0546,0.139,108.296,300840.0,4,6 +Denzel Curry,Pyro [Sango Leak Feat. Kenny Mason],49.0,0.723,0.785,7.0,-6.303,1,0.375,0.243,,0.216,0.52,85.991,163708.0,4,5 +Deep Sea Diver,Impossible Weight,47.0,0.606,0.62,8.0,-5.787,1,0.0461,0.0107,0.000903,0.106,0.667,124.169,202493.0,4,1 +Mr. Mister,Broken Wings,70.0,0.286,0.5,1.0,-14.281,0,0.0357,0.134,4.57e-05,0.108,0.443,99.162,343933.0,4,10 +Fu Manchu,Eatin' Dust,48.0,0.292,0.927,7.0,-5.142,0,0.081,0.000126,0.0417,0.178,0.403,92.236,190800.0,4,8 +DJ Khaled,LET IT GO (feat. Justin Bieber & 21 Savage),81.0,0.877,0.444,8.0,-7.547,1,0.172,0.24,,0.169,0.658,129.06,165527.0,4,9 +Guns N' Roses,November Rain,79.0,0.294,0.641,11.0,-9.316,1,0.0291,0.0163,0.22,0.112,0.226,79.759,536067.0,4,10 +Cedric Burnside,The World Can Be So Cold,,0.629,0.229,7.0,-6.663,1,0.0459,0.893,2.21e-05,0.122,0.514,138.775,206040.0,4,2 +Biffy Clyro,Space - Acoustic Version,52.0,0.562,0.324,7.0,-7.883,1,0.0274,0.552,,0.199,0.457,101.883,245427.0,4,10 +ABIR,Inferno,40.0,0.598,0.661,1.0,-3.597,0,0.0946,0.0106,3.33e-06,0.302,0.671,121.281,174205.0,5,9 +Kan Sano,Natsume,54.0,0.759,0.622,8.0,-8.956,1,0.039,0.419,0.138,0.0952,0.966,159.944,157999.0,4,9 +Dire Straits,Money for Nothing,61.0,0.674,0.649,2.0,-9.321,0,0.0356,0.0456,0.000766,0.0644,0.645,134.212,505333.0,4,10 +Ministry,Just One Fix,51.0,0.539,0.982,,-4.495,1,0.0592,1.42e-05,0.462,0.371,0.145,132.984,310293.0,4,8 +"Franz Schubert, Tanguy de Williencourt, Bruno Philippe","Ständchen, D. 889",43.0,0.151,0.019,2.0,-26.726,1,0.0371,0.983,0.94,0.0882,0.0866,75.676,3.814883333,3,7 +Crumb,Part III,55.0,0.333,0.506,1.0,-8.78,1,0.0281,0.197,0.84,0.235,0.187,83.807,222920.0,4,9 +Chris Cornell,Jump Into The Fire,42.0,0.644,0.94,11.0,-5.446,0,0.0427,0.0188,0.0571,0.0545,0.807,142.981,215693.0,4,10 +Claude McKay,Part II - The Glory: If We Must Die,4.0,0.71,0.0563,5.0,-18.856,0,0.84,0.949,,0.202,0.516,107.619,65827.0,3,5 +Imagine Dragons,Believer,87.0,0.776,0.78,10.0,-4.374,0,0.128,0.0622,,0.081,0.666,124.949,204347.0,4,10 +FVLCRVM,Come Get Some,,0.701,0.896,,-6.743,1,0.0523,0.000393,0.00166,0.211,0.294,123.983,213131.0,4,6 +Hannah Grace,Missing the Show,37.0,0.417,0.361,2.0,-6.996,1,0.0308,0.37,,0.0962,0.141,135.116,237839.0,4,9 +Tame Impala,Elephant,70.0,0.598,0.553,9.0,-6.742,0,0.0397,0.562,0.157,0.257,0.533,123.075,211227.0,4,6 +Westlife,Another World,1.0,0.331,0.512,,-4.793,1,0.0317,0.275,,0.335,0.13,141.523,3.277783333,4,9 +AJ Ghent [ j-ent ],Power,40.0,0.462,0.859,11.0,-5.34,0,0.043,0.00269,4.61e-05,0.36,0.69,147.982,221106.0,4,10 +The Sonics,Have Love Will Travel,58.0,0.506,0.948,10.0,-5.626,1,0.105,0.727,,0.0904,0.934,130.195,160400.0,4,10 +Av9,Sasuke,55.0,0.858,0.596,11.0,-7.587,0,0.399,0.621,,0.113,0.677,146.033,198904.0,4,5 +Van Halen,Runnin' With The Devil,70.0,0.472,0.9,8.0,-6.406,0,0.0582,0.148,0.000297,0.34,0.42,95.826,214960.0,4,10 +Kill The Lights,Battery,33.0,0.175,0.972,1.0,-6.033,1,0.137,2.23e-05,0.28,0.0828,0.141,195.084,310547.0,4,8 +Jme,Jme's Pattern,38.0,0.582,0.846,8.0,-5.053,0,0.358,0.215,,0.419,0.885,86.809,55775.0,5,5 +H.E.R.,Come Through (feat. Chris Brown),82.0,0.615,0.422,5.0,-8.019,0,0.0504,0.604,,0.112,0.185,135.859,214094.0,5,9 +Eric Clapton,Wonderful Tonight,76.0,0.572,0.214,7.0,-15.625,1,0.0293,0.649,0.129,0.125,0.485,95.542,225027.0,4,10 +Charlie Puth,We Don't Talk Anymore (feat. Selena Gomez),80.0,0.728,0.563,1.0,-8.053,0,0.134,0.621,,0.179,0.352,100.017,217707.0,4,9 +Robert Plant,In the Mood - 2006 Remaster,53.0,0.607,0.723,7.0,-7.452,1,0.0282,0.17,0.0492,0.0779,0.298,101.558,322960.0,4,10 +Snow Patrol,Just Say Yes,61.0,0.54,0.887,9.0,-5.518,1,0.0324,0.0187,3.19e-05,0.0275,0.255,108.02,281347.0,4,10 +Yuval Mendelson,◊í◊û◊ï◊® ◊ï◊û◊†◊ï◊ô,22.0,0.565,0.769,9.0,-6.617,0,0.0332,0.0151,,0.347,0.69,103.874,156350.0,4,10 +Y&T,Rescue Me,33.0,0.37,0.93,4.0,-4.377,0,0.1,0.128,,0.0974,0.209,110.642,283373.0,4,10 +Bino Rideaux,Incredible (feat. Drakeo the Ruler),56.0,0.767,0.56,9.0,-6.135,1,0.216,0.0322,,0.0675,0.232,96.04,153750.0,4,5 +LiL Lotus,Fake Love,50.0,0.661,0.686,9.0,-6.312,1,0.176,0.236,,0.646,0.8,174.017,136464.0,4,5 +Southern Avenue,Savior,45.0,0.48,0.641,11.0,-3.996,0,0.042,0.0694,,0.107,0.487,68.184,223490.0,4,2 +Boosie Badazz,Period (feat. DaBaby),61.0,0.863,0.61,1.0,-4.972,1,0.349,0.0655,,0.151,0.584,140.062,200013.0,4,5 +The Cars,Good Times Roll - 2016 Remaster,38.0,0.631,0.689,4.0,-8.358,1,0.0284,0.0731,0.000357,0.102,0.645,107.667,225227.0,4,10 +Black Sabbath,God Is Dead?,56.0,0.379,0.726,3.0,-4.935,0,0.0332,0.000193,0.00266,0.0578,0.178,120.012,532267.0,4,8 +Dillon Francis,"Hello There - ETC!ETC! x Whyel's ""It's not a phase MOM!"" Remix",32.0,0.399,0.922,7.0,0.732,1,0.0486,0.08,0.00165,0.906,0.329,110.137,192000.0,4,10 +Calvin Harris,How Deep Is Your Love,78.0,0.738,0.868,11.0,-4.373,0,0.0731,0.0392,0.00169,0.388,0.336,122.003,212640.0,4,9 +Mr. Airplane Man,Commit a Crime,25.0,0.428,0.725,6.0,-13.572,1,0.0459,0.186,0.76,0.108,0.633,153.655,210233.0,4,2 +Ormiston,Step from the Limelight,22.0,0.503,0.7,5.0,-7.907,0,0.0342,0.000801,0.000213,0.376,0.789,163.038,207086.0,4,10 +Yeah Yeah Yeahs,Maps,68.0,0.502,0.941,7.0,-5.194,1,0.0716,0.000346,0.319,0.553,0.124,119.783,219987.0,4,1 +Rauw Alejandro,Todo De Ti,95.0,0.78,0.718,3.0,-3.605,0,0.0506,0.31,0.000163,0.0932,0.342,127.949,3.32673333,4,9 +Kaiser Chiefs,Everyday I Love You Less And Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,1 +Twin Shadow,Alemania,51.0,0.533,0.686,1.0,-5.686,0,0.069,0.0885,5.2e-05,0.105,0.804,173.938,235920.0,4,6 +Backstreet Boys,Intro,28.0,0.252,0.0974,8.0,-14.898,0,0.0321,0.938,,0.103,0.121,156.495,0.979333333,3,9 +Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,6 +"John McLaughlin, Shankar Mahadevan, Zakir Hussain",The Search,20.0,0.394,0.372,7.0,-9.941,1,0.0395,0.919,0.565,0.0963,0.123,129.59,10.82266667,4,0 +Dylan Scott,Nobody,72.0,0.573,0.747,,-6.46,1,0.0319,0.519,1.13e-06,0.0867,0.645,79.952,2.67845,4,4 +Lean Logic,Living Beings Pt.2 (Metronomy Remix),17.0,0.565,0.661,2.0,-9.641,1,0.0395,0.00896,0.117,0.0667,0.339,160.052,201000.0,4,6 +Danny Vera,Pressure Makes Diamonds,38.0,0.376,0.472,1.0,-7.54,1,0.0307,0.0417,0.0299,0.196,0.491,168.666,209775.0,3,2 +Greenleaf,Our Mother Ash,37.0,0.212,0.865,10.0,-7.755,1,0.0511,0.00259,0.239,0.0933,0.681,163.335,194867.0,4,8 +Cat Lee King & His Cocks,Far Too Far Away,30.0,0.669,0.747,7.0,-4.528,0,0.0414,0.78,1.62e-05,0.108,0.628,109.744,157160.0,4,10 +Tash Sultana,Jungle,67.0,0.589,0.699,1.0,-5.883,0,0.0291,0.285,8.11e-05,0.0881,0.496,145.997,315603.0,4,9 +Kingsmen,Louie Louie,,0.622,0.706,1.0,-9.86,0,0.065,0.104,,0.0926,0.961,122.405,2.75555,4,10 +Pink Floyd,See Emily Play - 2016 Remastered Version,32.0,0.439,0.755,2.0,-7.035,1,0.0382,0.208,,0.122,0.427,123.74,174573.0,4,10 +Backstreet Boys,I Want It That Way,78.0,0.689,0.694,6.0,-5.83,0,0.027,0.257,,0.148,0.482,99.039,3.555116667,4,9 +Thunder,Last One Out Turn Off the Lights,37.0,0.338,0.932,,-4.408,1,0.0548,1.44e-05,0.0229,0.274,0.729,180.115,254909.0,4,10 +The Rolling Stones,Brown Sugar,,0.637,0.847,,-8.18,1,0.033,0.242,0.000171,0.0806,0.964,128.613,228667.0,4,6 +Chuck Berry,Big Boys,41.0,0.557,0.962,,-4.268,1,0.142,0.0488,,0.12,0.699,161.873,185845.0,4,10 +Jethro Tull,Aqualung - Steven Wilson Stereo Remix,38.0,0.455,0.57,7.0,-10.118,0,0.0486,0.0882,0.000118,0.246,0.668,122.83,395253.0,4,10 +Joel Hoekstra‚Äôs 13,Hard to Say Goodbye,30.0,0.433,0.885,6.0,-3.897,0,0.0618,0.00427,3.55e-06,0.214,0.493,123.104,284268.0,4,8 +Sharon Van Etten,Seventeen,63.0,0.538,0.77,5.0,-7.376,1,0.0487,0.0158,0.214,0.0686,0.238,127.103,265920.0,4,6 +Moneybagg Yo,Free Promo (with Polo G & Lil Durk),71.0,0.774,0.627,1.0,-6.874,1,0.246,0.0236,,0.181,0.437,155.116,179398.0,4,5 +MOSES,Cause You Got Me,46.0,0.494,0.805,1.0,-6.437,1,0.0293,0.000595,7.12e-05,0.0636,0.571,96.996,232526.0,4,1 +The Flaming Lips,She Don't Use Jelly,60.0,0.33,0.556,7.0,-11.494,1,0.0796,0.207,4.39e-05,0.315,0.506,173.828,222279.0,4,1 +Aynsley Lister,Soundman,37.0,0.436,0.801,10.0,-5.257,0,0.0391,0.000688,0.00406,0.0782,0.753,128.738,223640.0,4,2 +Caroline Polachek,So Hot You're Hurting My Feelings,64.0,0.795,0.576,6.0,-4.971,1,0.0289,0.0787,1.01e-05,0.121,0.847,111.975,183861.0,4,6 +The Black Crowes,Soul Singing,38.0,0.382,0.615,5.0,-11.285,1,0.037,0.0298,9.8e-05,0.228,0.578,168.614,255107.0,4,10 +New New New...Next Next Next,T. Hardy Morris,32.0,0.51,0.415,6.0,-13.368,0,0.0322,0.703,0.568,0.1,0.204,120.889,3.71355,4,0 +Myles Kennedy,A Thousand Words,43.0,0.457,0.932,4.0,-4.402,0,0.0629,0.00193,0.000146,0.337,0.327,110.013,221952.0,4,8 +The Ataris,The Boys of Summer,67.0,0.251,0.954,6.0,-2.879,1,0.0691,0.000674,0.000132,0.0975,0.264,191.059,258000.0,4,9 +Jethro Tull,Locomotive Breath,61.0,0.68,0.53,11.0,-13.105,0,0.0889,0.417,0.011,0.0559,0.352,124.551,266013.0,4,10 +Vistas,Start Again,48.0,0.609,0.895,2.0,-2.809,1,0.0375,0.000324,0.000438,0.0831,0.368,123.044,177560.0,4,6 +Crowded House,Don't Dream It's Over - Live at Sydney Opera House / 2006 Remaster,39.0,0.271,0.746,3.0,-8.828,1,0.0559,0.131,0.00202,0.765,0.173,79.02,6.379116667,4,9 +Maren Morris,My Church,69.0,0.517,0.743,9.0,-4.336,1,0.0363,0.243,3.36e-06,0.107,0.664,76.979,3.29885,4,4 +Vistas,Like An American,42.0,0.602,0.81,8.0,-4.562,1,0.0272,0.000151,0.00063,0.125,0.509,130.028,183440.0,4,6 +Christian Lindquist,It's for You Evelina,48.0,0.693,0.155,,-16.426,0,0.0601,0.99,0.948,0.11,0.68,75.985,3.258716667,4,7 +Panic! At The Disco,Hallelujah,62.0,0.578,0.886,11.0,-4.348,1,0.0633,0.011,,0.143,0.615,80.008,180627.0,4,10 +Roxy Music,Virginia Plain,52.0,0.588,0.708,6.0,-7.823,1,0.0351,0.445,3.94e-05,0.293,0.579,131.197,178376.0,4,6 +Tate McRae,bad ones,74.0,0.692,0.431,6.0,-11.884,1,0.0335,0.305,1.39e-05,0.132,0.327,138.925,183133.0,4,9 +The Night Flight Orchestra,White Jeans,45.0,0.514,0.823,,-5.336,1,0.0425,0.000273,9.97e-05,0.337,0.456,153.035,251507.0,4,8 +Spiritual Beggars,Wise As a Serpent,32.0,0.32,0.96,7.0,-7.01,1,0.055,0.00116,0.0986,0.334,0.562,140.861,154307.0,4,8 +Doctor & The Medics,Spirit in the Sky,50.0,0.619,0.546,11.0,-10.206,0,0.042,0.0192,,0.0676,0.479,120.675,3.46843333,4,10 +Alicia Keys,"Empire State of Mind (Part II) Broken Down - Live at Metropolis Studios, New York, NY - May 2013",38.0,0.509,0.439,5.0,-8.011,1,0.0395,0.294,3.46e-05,0.725,0.258,89.241,4.300666667,4,9 +Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,6 +Kxllswxtch,Disaster,3.0,0.877,0.628,9.0,-10.189,0,0.0349,0.84,0.0121,0.117,0.876,128.008,139219.0,4,5 +Jake Bugg,All I Need,64.0,0.5,0.732,5.0,-3.578,0,0.0418,0.000397,0.0554,0.0759,0.637,169.9,216218.0,4,6 +Lucy‚Äôs Pussy,◊®◊ß ◊ú◊ê ◊ê◊¶◊ú◊†◊ï ◊ë◊©◊õ◊ï◊†◊î,6.0,0.45,0.98,9.0,-1.585,1,0.13,0.0131,5.16e-06,0.0634,0.626,140.033,149123.0,4,6 +DJ Counselling,Cool Air,47.0,0.76,0.682,4.0,-8.906,0,0.134,0.209,0.877,0.0719,0.216,122.018,270506.0,4,1 +Designer Disguise,Undercurrent,45.0,0.384,0.885,2.0,-7.436,0,0.501,0.00465,,0.498,0.294,155.151,204269.0,4,8 +"Ola W Jansson, W JAZZ TRIO",Days Of Wine And Roses,47.0,0.399,0.234,7.0,-15.739,0,0.0316,0.957,0.834,0.116,0.172,96.005,3.5,4,7 +Ludacris,Southern Hospitality (Featuring Pharrell),53.0,0.623,0.896,,-4.719,1,0.247,0.035,,0.0941,0.613,95.158,300933.0,4,5 +Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,1 +Cody Fry,I Hear a Symphony,79.0,0.207,0.243,10.0,-8.181,1,0.0306,0.925,0.0342,0.118,0.394,171.648,185176.0,4,9 +David Bowie,Changes - 1999 Remaster,37.0,0.537,0.355,,-11.241,1,0.0363,0.357,,0.132,0.39,113.994,214573.0,4,1 +The Killers,I Can't Stay,52.0,0.588,0.812,8.0,-8.553,1,0.0696,0.182,,0.163,0.714,94.032,185360.0,4,10 +"Nitin Mukesh, Sadhana Sargam","Hanste Hanste Kat Jaye Raaste, Pt. 1",34.0,0.42,0.521,7.0,-11.354,0,0.0327,0.497,0.00338,0.752,0.702,104.765,5.746,4,3 +Lil Eazzyy,Onna Come Up,71.0,0.796,0.426,1.0,-13.207,1,0.285,0.356,2.73e-05,0.0941,0.649,150.043,128014.0,4,5 +Brian Dale Allen Strouse,Shot of Something,20.0,0.67,0.555,10.0,-8.985,1,0.0318,0.04,0.00133,0.14,0.503,121.067,174260.0,4,10 +The Velvet Underground,Heroin,58.0,0.201,0.777,1.0,-10.167,1,0.0705,0.304,0.78,0.0981,0.235,145.733,433573.0,4,6 +Robert Randolph & The Family Band,Shake It,35.0,0.351,0.964,4.0,-3.745,0,0.12,0.000697,0.0304,0.181,0.496,185.923,239853.0,4,2 +Royal Thunder,Parsonz Curse,37.0,0.168,0.813,1.0,-6.856,1,0.051,0.000361,0.00401,0.0922,0.291,156.969,417720.0,4,8 +Ben Harper And The Innocent Criminals,Call It What It Is,39.0,0.615,0.56,,-7.721,1,0.0389,0.442,3.99e-06,0.132,0.502,131.859,227600.0,4,10 +Michigander,Better,46.0,0.375,0.914,8.0,-3.241,1,0.0589,0.000558,4.55e-05,0.101,0.254,138.934,294072.0,4,1 +Bill Evans Trio,If You Could See Me Now,46.0,0.528,0.115,10.0,-21.438,0,0.0328,0.927,0.557,0.232,0.0874,61.512,4.49755,4,7 +Britney Spears,Swimming In The Stars,48.0,0.496,0.825,1.0,-5.251,1,0.0673,0.00105,,0.0809,0.521,139.824,3.353183333,4,9 +The Lemonheads,Mrs. Robinson,63.0,0.494,0.936,11.0,-7.195,0,0.0398,0.0112,0.000693,0.276,0.834,107.543,224480.0,4,6 +G√∂k√ße Kƒ±lƒ±n√ßer,Neyleyim,42.0,0.588,0.667,4.0,-7.483,0,0.0319,0.27,4.72e-06,0.105,0.307,96.064,245074.0,4,10 +RALPH TV,Making Movements,33.0,0.647,0.701,9.0,-10.689,0,0.0497,0.407,0.808,0.144,0.369,120.048,293900.0,4,6 +Nicola Wincenc,SXSPLXN,26.0,0.317,0.905,2.0,-7.521,1,0.0687,0.000639,0.162,0.0721,0.197,135.822,187200.0,4,10 +"Ben Webster, Oscar Peterson",Bye Bye Blackbird,42.0,0.613,0.213,7.0,-18.525,1,0.0414,0.778,0.0236,0.112,0.466,139.878,6.708883333,4,7 +Steppenwolf,Born To Be Wild,73.0,0.438,0.71,2.0,-12.412,1,0.0919,0.262,0.537,0.221,0.53,145.928,210373.0,4,10 +Bachelor,Sick of Spiraling,36.0,0.655,0.649,7.0,-7.805,1,0.0285,0.34,0.0721,0.143,0.718,137.937,267922.0,4,6 +Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,10 +Grandbrothers,What We See,42.0,0.489,0.502,3.0,-12.99,0,0.0305,0.829,0.924,0.11,0.245,109.993,332653.0,3,6 +Roosevelt Collier,Sun up Sun Down,35.0,0.357,0.766,5.0,-6.491,0,0.214,0.0104,0.85,0.149,0.499,176.358,327634.0,4,10 +Aya Korem,◊ô◊î◊ú◊ï◊û◊ô◊ù,27.0,0.44,0.341,1.0,-7.309,1,0.033,0.738,,0.105,0.228,124.815,299389.0,4,9 +Senser,Age of Panic,33.0,0.657,0.845,10.0,-5.581,0,0.047,0.00049,0.00157,0.043,0.537,125.608,248960.0,4,10 +Narrow Head,Ponderosa Sun Club,35.0,0.249,0.979,4.0,-4.063,1,0.0975,0.000202,0.0174,0.343,0.247,159.907,236869.0,4,1 +Lake Street Dive,Hypotheticals - Edit,53.0,0.703,0.691,1.0,-6.121,1,0.0417,0.00544,0.0914,0.23,0.715,164.101,190648.0,4,9 +Tim Montana,Cars On Blocks,42.0,0.565,0.887,11.0,-4.112,1,0.0355,0.0623,,0.143,0.802,146.068,189067.0,4,10 +Brothers Osborne,Younger Me,,0.55,0.683,4.0,-6.914,1,0.0362,0.0361,1.75e-06,0.334,0.24,87.053,206853.0,4,1 +Stan Getz,Nobody Else But Me,46.0,0.451,0.156,,-15.422,0,0.0415,0.964,0.0478,0.0993,0.379,137.405,4.189116667,4,7 +The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,6 +Mr. Max,Sidekick,26.0,0.503,0.853,11.0,-6.097,1,0.0443,5.72e-06,0.000779,0.144,0.619,124.93,177591.0,4,10 +"Nitin Mukesh, Alka Yagnik, Shabbir Kumar",So Gaya Yeh Jahan,45.0,0.53,0.51,4.0,-10.439,1,0.0307,0.93,0.189,0.107,0.491,141.621,6.067783333,4,3 +Steely Dan,Do It Again,71.0,0.682,0.537,2.0,-10.254,0,0.0323,0.218,3.07e-05,0.0556,0.963,124.574,356733.0,4,10 +The Cure,The Lovecats,60.0,0.747,0.571,9.0,-12.9,0,0.086,0.48,1.05e-06,0.242,0.965,91.838,220093.0,4,6 +Des Rocs,Used to the Darkness,61.0,0.676,0.747,4.0,-4.639,0,0.0342,0.177,,0.221,0.449,106.021,256344.0,4,10 +Blackbriar,The S√©ance,46.0,0.35,0.835,5.0,-6.243,1,0.0515,0.00424,3.78e-05,0.295,0.314,140.076,222367.0,4,8 +The Subways,Fight,42.0,0.446,0.963,6.0,-5.972,1,0.0987,0.0612,,0.323,0.727,165.028,161613.0,4,6 +Van Morrison,Latest Record Project,44.0,0.667,0.543,10.0,-7.467,1,0.0329,0.416,4e-06,0.102,0.818,118.332,306467.0,4,10 +The Devil and the Almighty Blues,The Ghosts of Charlie Barracuda,40.0,0.298,0.584,11.0,-7.257,1,0.0322,0.0435,0.328,0.1,0.388,143.927,466382.0,3,8 +Britney Spears,Body Ache,39.0,0.696,0.587,3.0,-6.992,0,0.059,0.128,2.17e-05,0.106,0.581,128.003,3.426666667,4,9 +Joy Oladokun,Shelter,41.0,0.639,0.463,4.0,-7.737,1,0.0336,0.721,,0.0789,0.323,94.064,235048.0,4,2 +Young RJ,Black Is Beautiful,35.0,0.743,0.462,11.0,-6.806,0,0.496,0.287,,0.035,0.785,89.521,189326.0,4,5 +The Monolith Deathcult,Gone Sour Doomed,26.0,0.264,0.904,7.0,-7.795,1,0.113,0.000107,0.597,0.21,0.145,117.494,303502.0,4,8 +Town Portal,Bonus Trigger,26.0,0.31,0.821,,-7.226,1,0.0338,1.16e-05,0.716,0.363,0.379,94.154,187027.0,3,10 +T. Rex,Life's A Gas,44.0,0.606,0.475,7.0,-9.344,1,0.044,0.224,0.000901,0.113,0.844,125.963,143147.0,4,10 +Rainbow,Long Live Rock N Roll,55.0,0.345,0.924,7.0,-7.767,0,0.0553,0.00376,,0.122,0.434,142.378,261733.0,4,8 +Trivium,Strife,59.0,0.461,0.987,1.0,-1.711,0,0.108,3.58e-05,8.48e-05,0.359,0.309,142.031,269266.0,4,8 +The Smiths,There Is a Light That Never Goes Out - 2011 Remaster,73.0,0.523,0.769,4.0,-5.855,1,0.0269,0.04,,0.136,0.876,136.162,244587.0,4,1 +System Of A Down,Suite-Pee,60.0,0.263,0.89,,-2.913,1,0.177,0.0022,0.00348,0.306,0.286,190.389,151733.0,4,8 +Lord Huron,Love Me Like You Used To,17.0,0.507,0.715,7.0,-5.93,0,0.0267,0.576,0.00416,0.155,0.793,76.01,220738.0,4,9 +Action Bronson,Latin Grammys,56.0,0.543,0.803,7.0,-4.013,1,0.348,0.184,,0.696,0.738,170.069,169813.0,4,5 +The Used,The Taste of Ink,67.0,0.541,0.904,7.0,-3.001,1,0.0435,0.00143,,0.193,0.541,98.122,208693.0,4,10 +Lissie,Dreams - Piano Version,39.0,0.562,0.187,,-9.156,1,0.0313,0.921,,0.0813,0.199,117.594,4.58321667,4,0 +Benny Esterkin,◊ß◊ó ◊ê◊™ ◊ñ◊î,18.0,0.68,0.599,11.0,-8.799,1,0.299,0.407,1.24e-06,0.145,0.617,82.335,187500.0,4,5 +October Drift,Losing My Touch,29.0,0.22,0.457,2.0,-8.8,1,0.0754,0.000765,0.0176,0.0972,0.258,134.094,238346.0,4,10 +Jimmy Eat World,Hear You Me,63.0,0.465,0.517,4.0,-6.189,1,0.0284,0.00854,0.0403,0.209,0.137,136.176,284373.0,3,10 +Eli Sostre,Sun Don't Shine,44.0,0.371,0.329,7.0,-11.794,0,0.036,0.234,0.00021,0.0977,0.0838,114.783,146071.0,4,5 +Friday Pilots Club,I Don't Care,40.0,0.583,0.573,8.0,-5.42,1,0.0811,0.208,,0.285,0.783,184.062,233630.0,4,1 +Black Joe Lewis & The Honeybears,Black Snake,45.0,0.778,0.718,,-4.556,1,0.0297,0.00674,0.00257,0.14,0.969,104.728,182880.0,4,9 +Elmore James,It Hurts Me Too,41.0,0.623,0.623,11.0,-8.403,0,0.0392,0.848,0.00114,0.0572,0.604,89.031,200240.0,3,2 +Tee Grizzley,Never Bend Never Fold,57.0,0.607,0.704,1.0,-4.433,1,0.225,0.0214,,0.0858,0.338,183.904,150000.0,4,5 +Kito,Recap (with VanJess & Channel Tres),65.0,0.771,0.553,11.0,-8.741,0,0.121,0.0166,3.78e-05,0.145,0.484,115.002,177725.0,4,6 +U2,Promenade - Remastered 2009,32.0,0.519,0.284,,-15.035,1,0.0304,0.283,2.23e-05,0.0881,0.141,131.427,152320.0,4,10 +Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,1 +Brandi Carlile,The Story,66.0,0.544,0.5,11.0,-8.253,1,0.026,0.0325,3.78e-06,0.109,0.177,93.621,238493.0,4,10 +Bon Jovi,Livin' On A Prayer,83.0,0.532,0.887,,-3.757,1,0.0335,0.0778,0.000214,0.294,0.795,122.511,249293.0,4,10 +Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,1 +Nectar,Birthday,24.0,0.467,0.896,4.0,-3.31,1,0.0441,7.97e-05,0.358,0.3,0.145,109.953,242116.0,4,1 +Groovy Kaiju,Chillin' With Some Koi Fish,31.0,0.673,0.748,7.0,-9.14,1,0.619,0.306,0.00107,0.323,0.671,119.961,240000.0,4,6 +Luna Li,cloud castle,58.0,0.556,0.563,,-6.731,1,0.0523,0.04,0.9,0.245,0.349,83.9,63214.0,4,1 +Khalid,New Normal,78.0,0.39,0.534,,-9.575,1,0.0709,0.0807,,0.184,0.244,92.047,3.31275,4,9 +The Kinks,You Really Got Me,,0.567,0.959,8.0,-3.822,1,0.102,0.0995,6.07e-05,0.1,0.961,137.377,2.23221667,4,10 +Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,1 +Olivia Rodrigo,drivers license,95.0,0.585,0.436,10.0,-8.761,1,0.0601,0.721,1.31e-05,0.105,0.132,143.874,242014.0,4,9 +Myd,Moving Men,54.0,0.815,0.661,10.0,-8.208,1,0.0996,0.106,0.266,0.284,0.699,124.991,167787.0,3,6 +American Head Charge,A Violent Reaction,43.0,0.463,0.965,1.0,-5.063,1,0.0734,9.6e-06,0.000347,0.582,0.296,92.995,252200.0,4,8 +Alice In Chains,Would?,71.0,0.305,0.833,6.0,-7.981,1,0.0398,0.000327,2.36e-05,0.091,0.586,100.675,206773.0,4,10 +The Steel Woods,All of Your Stones,52.0,0.554,0.449,2.0,-7.17,1,0.0336,0.0245,1.65e-06,0.257,0.441,137.946,290556.0,3,1 +Hayes McMullan,Goin' Away Mama Blues,23.0,0.701,0.205,3.0,-13.458,1,0.0582,0.959,0.00359,0.0716,0.839,101.734,145853.0,4,2 +The Grodeck Whipperjenny,Put Your Thing On Me,33.0,0.509,0.961,9.0,-4.845,1,0.0713,0.0897,0.769,0.253,0.753,110.1,276826.0,5,10 +Dolly Parton,Coat of Many Colors,57.0,0.624,0.257,5.0,-13.341,1,0.0444,0.93,7.56e-05,0.138,0.681,85.617,3.061116667,4,4 +Westlife,Maybe Tomorrow,,0.465,0.523,2.0,-6.491,1,0.0268,0.0231,,0.105,0.325,75.085,3.135116667,3,9 +Rotem Cohen,◊õ◊ï◊ú◊ù ◊ê◊ï◊û◊®◊ô◊ù,39.0,0.612,0.482,6.0,-10.056,0,0.0379,0.698,,0.0897,0.462,95.961,175935.0,4,9 +Built To Spill,Mountain Top,29.0,0.503,0.759,7.0,-8.7,1,0.0315,0.00755,2.15e-06,0.338,0.965,142.856,125765.0,4,1 +Shakey Graves,A World So Full of Love,52.0,0.744,0.391,,-8.374,1,0.0266,0.769,0.000762,0.109,0.533,104.874,171958.0,4,1 +"Meet Bros., Palak Muchhal, Altamash Faridi",Ik Mulaqaat,58.0,0.634,0.648,3.0,-6.781,0,0.0412,0.361,,0.619,0.667,95.989,4.1302,4,3 +"Ali Farka Touré, Toumani Diabaté",Mamadou boutiquier,35.0,0.711,0.404,,-10.059,1,0.0342,0.801,0.95,0.0597,0.449,96.591,5.05955,3,7 +Lil Tjay,Run It Up (feat. Offset & Moneybagg Yo),84.0,0.88,0.575,6.0,-6.091,1,0.163,0.415,,0.109,0.671,120.031,232048.0,4,5 +Asylums,The Distance Between Left And Right,23.0,0.378,0.724,1.0,-6.706,0,0.0499,3.23e-06,0.247,0.172,0.603,102.996,200405.0,4,6 +COUCOU CHLOE,NOBODY,46.0,0.844,0.787,11.0,-7.044,1,0.132,0.0941,0.000853,0.0841,0.54,110.985,116757.0,4,6 +Elles Bailey,Woman Like Me,35.0,0.61,0.574,5.0,-8.307,0,0.0349,0.123,6.68e-05,0.295,0.554,109.982,244429.0,4,2 +Meshuggah,Combustion,49.0,0.455,0.997,1.0,-4.992,0,0.0633,8.36e-06,0.898,0.138,0.529,110.021,248933.0,4,8 +Little Big Town,Boondocks,70.0,0.41,0.78,9.0,-5.391,1,0.0332,0.211,,0.48,0.695,88.016,4.539116667,4,4 +Mooski,Track Star,81.0,0.641,0.598,7.0,-5.7,0,0.324,0.381,,0.0921,0.285,131.459,199706.0,5,9 +Great White,Once Bitten Twice Shy,61.0,0.723,0.541,,-14.021,1,0.0303,0.028,0.00339,0.133,0.607,131.675,5.38161667,4,10 +Whitesnake,Here I Go Again - 2018 Remaster,69.0,0.292,0.823,7.0,-6.763,1,0.0407,0.0117,7.79e-05,0.155,0.244,89.939,4.58991667,4,10 +International Harvester,It's Only Love,14.0,0.389,0.0801,10.0,-22.977,1,0.0373,0.837,0.00325,0.135,0.125,124.164,100253.0,4,2 +Eminem,The Way I Am,71.0,0.785,0.871,4.0,-2.692,0,0.265,0.144,,0.309,0.315,87.248,290427.0,4,5 +Jayshri Prakash,Ennathavam Seidanai,20.0,0.623,0.833,7.0,-1.541,1,0.0765,0.662,,0.164,0.525,149.827,5.873333333,4,0 +The Prodigy,Breathe,65.0,0.673,0.808,9.0,-6.183,1,0.0491,0.0121,0.878,0.037,0.303,130.041,336280.0,4,6 +Whethan,Freefall (feat. Oliver Tree),54.0,0.559,0.674,7.0,-6.554,1,0.0552,0.00681,,0.546,0.808,127.009,155498.0,4,10 +Black Grape,Reverend Black Grape,41.0,0.606,0.923,8.0,-6.842,1,0.0661,0.000676,0.00289,0.081,0.599,108.107,313067.0,4,6 +Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,6 +Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,10 +Arik Einstein,◊ú◊û◊î ◊ú◊ô ◊ú◊ß◊ó◊™ ◊ú◊ú◊ë - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,31.0,0.221,0.243,9.0,-15.376,0,0.0304,0.618,1.33e-06,0.137,0.0685,80.393,293419.0,4,10 +Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,10 +The Libertines,Gunga Din,45.0,0.596,0.727,6.0,-5.763,0,0.0405,0.00481,3.28e-05,0.0554,0.678,135.091,178813.0,4,10 +Paulo Mendonca,Going Up,40.0,0.613,0.793,,-6.82,0,0.0666,0.0319,,0.341,0.806,180.026,187532.0,4,10 +Lorenzo_BITW,Pantea,31.0,0.789,0.695,7.0,-9.499,1,0.0532,0.00412,0.904,0.14,0.355,109.996,226909.0,4,6 +marinelli,Pity Party,46.0,0.386,0.933,9.0,-2.129,1,0.118,0.204,,0.236,0.447,175.515,91399.0,4,6 +Alice Cooper,Poison,72.0,0.28,0.908,2.0,-5.509,0,0.109,0.0327,8.85e-06,0.18,0.26,118.698,270080.0,4,8 +Guy Mar,◊©◊ï◊ë ◊ë◊õ◊ï◊™◊®◊ï◊™,16.0,0.727,0.684,1.0,-9.095,1,0.183,0.242,0.0075,0.0728,0.651,172.028,152093.0,4,5 +You Me At Six,Glasgow,50.0,0.53,0.676,7.0,-4.1,1,0.0285,0.448,0.000106,0.0883,0.234,88.206,339760.0,4,10 +Lil Durk,Still Trappin' (with King Von),77.0,0.877,0.677,5.0,-4.969,0,0.356,0.0439,,0.0986,0.627,144.941,172185.0,4,5 +The Black Keys,The Lengths,51.0,0.404,0.508,8.0,-5.893,0,0.0265,0.952,0.000807,0.164,0.278,143.911,294933.0,4,2 +"Antonio Vivaldi, Harriet Krijgh, Amsterdam Sinfonietta, Candida Thompson","Nisi Dominus, RV 608: 4. Cum dederit dilectis suis (Arr. Cello)",49.0,0.158,0.0122,7.0,-27.822,0,0.0458,0.927,0.829,0.0874,0.0394,106.244,5.239783333,3,7 +Band of Horses,The Funeral,71.0,0.319,0.757,,-6.117,0,0.0432,0.016,,0.102,0.101,122.465,322173.0,4,10 +Ben & Katsy,Charming,41.0,0.533,0.274,8.0,-13.971,1,0.0321,0.933,0.804,0.122,0.348,153.356,2.241466667,3,7 +Estrellita Castro,Mi jaca,26.0,0.689,0.424,7.0,-6.599,1,0.217,0.964,7.27e-06,0.578,0.545,129.533,211053.0,4,9 +3House,On The Floor,28.0,0.876,0.497,1.0,-6.001,0,0.147,0.587,0.00436,0.0718,0.407,103.944,131611.0,4,9 +Homeschool,Smartest Man (feat. Samia),40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,6 +Old Dominion,Break Up with Him,64.0,0.617,0.632,8.0,-5.381,1,0.0371,0.0675,,0.108,0.564,151.988,3.462216667,4,4 +Macklemore & Ryan Lewis,"Downtown (feat. Melle Mel, Grandmaster Caz, Kool Moe Dee & Eric Nally)",68.0,0.828,0.609,1.0,-4.402,1,0.0694,0.0916,1.21e-06,0.291,0.707,109.725,292593.0,4,9 +Vertilizar,Nobody's Favorite,26.0,0.426,0.961,6.0,-2.859,1,0.066,7.66e-06,0.18,0.118,0.344,95.0,236000.0,4,8 +Joy Denalane,Be Here In The Morning,36.0,0.567,0.631,,-8.739,1,0.0451,0.216,2.49e-06,0.426,0.673,135.858,243867.0,4,1 +Alice Merton,Vertigo,58.0,0.429,0.854,5.0,-5.404,1,0.0426,0.0012,0.00023,0.239,0.683,135.008,186014.0,4,10 +Imminence,Temptation,58.0,0.173,0.929,2.0,-4.231,1,0.0727,0.00177,0.0253,0.175,0.2,80.041,223188.0,4,8 +The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,1 +Iggy Pop,Sister Midnight,43.0,0.513,0.655,,-7.499,1,0.0428,0.0756,0.0323,0.246,0.736,108.712,260031.0,4,10 +Twiddle,When It Rains It Poors,51.0,0.524,0.872,5.0,-6.77,1,0.0528,0.462,1.62e-05,0.124,0.215,108.126,243160.0,4,10 +The Cold Stares,Any Way The Wind Blows,42.0,0.607,0.802,7.0,-7.345,1,0.0488,0.000645,0.000206,0.242,0.636,85.98,181218.0,4,2 +Switchfoot,Dare You To Move,4.0,0.421,0.891,4.0,-4.05,1,0.0386,0.00512,0.121,0.331,0.296,139.999,246813.0,4,10 +Diesel,Sausalito Summernight,48.0,0.629,0.846,5.0,-8.497,0,0.0927,0.0812,0.00265,0.103,0.569,125.462,309373.0,4,10 +"Tate McRae, Khalid",working,80.0,0.783,0.435,7.0,-7.78,1,0.0588,0.282,,0.0833,0.512,106.974,3.50366667,4,9 +Savatage,Edge of Thorns,42.0,0.407,0.668,7.0,-10.101,1,0.0378,0.00298,0.000119,0.217,0.303,92.375,356160.0,4,8 +U2,The Troubles,42.0,0.397,0.542,5.0,-9.699,1,0.0295,0.0427,0.00575,0.117,0.509,150.189,285843.0,4,10 +Everyone You Know,Just for the Times,53.0,0.616,0.824,6.0,-3.646,0,0.128,0.00658,0.0257,0.3,0.206,125.024,205208.0,4,1 +Celia Hollander,5:59 PM,29.0,0.295,0.357,8.0,-12.385,0,0.0424,0.98,0.826,0.0995,0.0652,65.584,204000.0,4,6 +Strange Overtones,Whitney,49.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,3.449916667,4,0 +Edward Sharpe & The Magnetic Zeros,Home,73.0,0.541,0.591,2.0,-6.688,1,0.0336,0.289,0.000431,0.124,0.116,111.676,306320.0,4,6 +Far East Family Band,Timeless,6.0,0.23,0.725,,-8.635,1,0.047,0.00174,0.189,0.858,0.421,149.602,278627.0,4,10 +Heath Sanders,Old School‚Äôs In,,0.489,0.819,8.0,-5.081,1,0.0589,0.0265,5.58e-05,0.376,0.332,146.02,233587.0,4,10 +St. Marys,Promise,27.0,0.643,0.289,9.0,-15.184,1,0.0471,0.326,0.000711,0.112,0.155,154.013,187013.0,4,6 +Seal,Crazy - Live,30.0,0.524,0.789,2.0,-6.783,1,0.114,0.263,1.65e-05,0.732,0.344,102.958,7.361116667,4,9 +Zara McFarlane,Everything Is Connected,33.0,0.699,0.53,9.0,-10.244,0,0.0983,0.746,0.183,0.147,0.472,147.996,219933.0,4,1 +Nathan Evans,Wellerman - Sea Shanty / 220 KID x Billen Ted Remix,89.0,0.722,0.893,,-3.255,0,0.0475,0.0441,0.000937,0.0673,0.439,119.932,116750.0,4,9 +Mother Song,Westerman,45.0,0.573,0.113,7.0,-16.915,1,0.0461,0.965,0.00113,0.11,0.252,136.246,2.8988,4,0 +Led Zeppelin,Stairway To Heaven,78.0,0.338,0.34,9.0,-12.049,0,0.0339,0.58,0.0032,0.116,0.197,82.433,482830.0,4,10 +Black Star,Definition,59.0,0.65,0.9,1.0,-4.099,0,0.374,0.0252,,0.176,0.659,89.788,206493.0,4,5 +The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,6 +Annihilator,Armed To The Teeth,43.0,0.362,0.974,1.0,-4.481,0,0.105,4.4e-05,0.0149,0.231,0.521,199.999,266015.0,4,8 +Run River North,Spiders,48.0,0.663,0.435,1.0,-7.2,1,0.0278,0.0912,,0.0539,0.391,92.016,198040.0,4,6 +Vampire Weekend,A-Punk,70.0,0.551,0.819,2.0,-4.489,1,0.0525,0.0103,0.0437,0.153,0.846,174.917,137760.0,4,6 +NOROZ,◊†◊®◊ß◊ï◊û◊ü,31.0,0.638,0.594,4.0,-6.103,0,0.0732,0.519,,0.0825,0.108,129.861,204827.0,4,5 +Ravid Plotnik,◊ê◊ô◊ô◊ì◊ô◊©◊¢ ◊®◊ê◊°◊ò◊î ◊û◊ê◊ü (◊†◊¶'◊ô ◊†◊¶'),35.0,0.42,0.62,6.0,-5.785,0,0.157,0.0194,,0.123,0.742,78.774,199747.0,4,5 +Marilyn Manson,The Fight Song,,0.499,0.983,1.0,-3.662,0,0.0882,0.000123,0.000246,0.0728,0.0378,129.903,177440.0,4,8 +Florence + The Machine,Kiss With A Fist,54.0,0.406,0.778,2.0,-5.383,1,0.114,0.00154,0.000287,0.0565,0.692,106.933,124240.0,4,6 +Itay Levi,◊§◊®◊ó ◊ë◊©◊û◊û◊î,35.0,0.834,0.692,1.0,-6.707,1,0.0784,0.304,,0.155,0.66,94.97,249781.0,4,9 +Motion City Soundtrack,True Romance,32.0,0.543,0.917,5.0,-4.302,0,0.0392,0.0373,,0.118,0.82,156.923,201640.0,4,10 +Spiritbox,Circle With Me,65.0,0.422,0.874,8.0,-4.606,0,0.0534,0.000166,0.231,0.143,0.392,102.743,233880.0,4,8 +Allison,Jamie Drake,37.0,0.535,0.0598,5.0,-17.601,1,0.0319,0.977,0.000375,0.108,0.322,91.891,3.271283333,4,0 +The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,1 +Tomer Yeshayahu,◊†◊ò◊ú◊ô,33.0,0.711,0.505,3.0,-11.035,1,0.0291,0.61,0.00132,0.101,0.605,125.961,208944.0,3,9 +allusinlove,Just Like Hell,37.0,0.542,0.904,,-5.002,0,0.0691,4.81e-05,0.000559,0.181,0.375,98.98,166093.0,4,10 +BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,1 +Geeder,I ́ll Be Seing You,46.0,0.535,0.173,3.0,-13.55,1,0.043,0.981,0.67,0.11,0.364,77.992,3.1498,1,7 +KID BRUNSWICK,When You Were Young,49.0,0.51,0.718,1.0,-6.129,0,0.0439,0.00183,,0.14,0.713,199.992,187907.0,4,9 +Grip,Peaks N Pitfalls,50.0,0.642,0.595,,-10.019,0,0.546,0.604,,0.0972,0.833,79.727,191482.0,4,5 +Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,6 +IBY,Drop In the Water,,0.845,0.33,7.0,-10.74,0,0.119,0.6,0.199,0.136,0.623,117.996,235680.0,4,9 +Planet of Zeus,Leftovers,38.0,0.452,0.915,11.0,-3.836,1,0.0355,9.51e-06,0.000188,0.0709,0.522,104.995,230653.0,3,10 +Arlo Guthrie,Coming into Los Angeles (Taking Woodstock - Original Motion Picture Soundtrack) - Live,34.0,0.62,0.848,,-7.201,1,0.0391,0.354,0.00103,0.698,0.732,133.557,132880.0,4,10 +Lindemann,Steh auf,59.0,0.396,0.956,,-4.726,1,0.042,8e-05,6.91e-05,0.0602,0.445,74.992,184080.0,4,8 +The Pretty Things,Get Yourself Home,27.0,0.689,0.715,9.0,-9.431,0,0.0732,0.419,,0.239,0.731,103.182,136905.0,4,2 +Ice Cube,True To The Game,35.0,0.786,0.91,7.0,-4.384,1,0.29,0.229,,0.266,0.435,91.447,250493.0,4,5 +Randy Travis,It's Just a Matter of Time,49.0,0.259,0.59,3.0,-8.343,1,0.0363,0.472,0.00128,0.135,0.474,201.016,3.932,3,4 +Jos√© Gonz√°lez,El Invento,60.0,0.518,0.365,9.0,-11.614,1,0.0381,0.949,0.0591,0.104,0.373,78.85,153413.0,4,6 +The Smashing Pumpkins,1979 - Remastered 2012,75.0,0.767,0.787,3.0,-9.897,1,0.0331,0.0163,0.583,0.0513,0.964,126.879,266200.0,4,1 +Sada Baby,Whole Lotta Choppas,65.0,0.926,0.762,1.0,-1.887,1,0.205,0.000718,,0.117,0.277,127.931,153750.0,4,9 +Barns Courtney,Hard To Be Alone,44.0,0.414,0.476,3.0,-6.52,1,0.0302,0.91,,0.0863,0.24,94.087,182053.0,4,10 +Swamp Dogg,Please Let Me Go Round Again,34.0,0.716,0.33,,-13.283,1,0.046,0.193,2.94e-05,0.124,0.572,139.927,280840.0,4,1 +Kyoto - Spotify Singles,"Phoebe Bridgers, Jackson Browne",51.0,0.362,0.268,11.0,-11.272,1,0.0351,0.926,0.0576,0.346,0.327,123.587,3.505883333,4,0 +The Peanut Butter Conspiracy,Too Many Do,22.0,0.436,0.482,2.0,-14.546,1,0.0385,0.0658,0.00318,0.177,0.501,119.249,392440.0,4,2 +Moshe Peretz,◊ë◊ó◊ú◊ï◊û◊ï◊™ ◊©◊ú◊ô,18.0,0.539,0.693,7.0,-5.245,1,0.0289,0.271,,0.105,0.452,144.049,238000.0,4,9 +Larry Gatlin & The Gatlin Brothers,All the Gold In California,47.0,0.471,0.445,2.0,-12.062,1,0.0456,0.631,,0.163,0.452,113.305,2.62555,4,4 +David Bowie,Space Oddity - 2015 Remaster,73.0,0.31,0.403,,-13.664,1,0.0326,0.0726,9.27e-05,0.139,0.466,134.48,318027.0,4,6 +Blind Willie McTell,I Got the Cross the River Jordan,38.0,0.538,0.177,,-14.158,1,0.0447,0.91,0.00825,0.0927,0.415,77.396,240360.0,4,2 +Holly Humberstone,The Walls Are Way Too Thin,33.0,0.763,0.599,6.0,-6.194,1,0.12,0.519,1.08e-06,0.148,0.614,122.802,220840.0,4,6 +Jaded Star,A Pain all Mine,36.0,0.72,0.573,1.0,-7.598,0,0.0347,0.0421,1.02e-06,0.0678,0.484,96.066,222251.0,4,8 +Borito,Nice & Slowly,9.0,0.61,0.832,5.0,-9.514,1,0.0403,0.000294,0.0427,0.0829,0.559,132.972,269938.0,4,6 +Richie Kotzen,Stand Tall,36.0,0.606,0.679,5.0,-6.091,0,0.0684,0.075,0.00274,0.677,0.964,183.8,238667.0,4,2 +R.L. Burnside,Shake 'Em on Down,29.0,0.25,0.804,,-6.873,1,0.0723,0.0963,0.844,0.531,0.729,174.232,350947.0,4,2 +Backstreet Boys,I Promise You (With Everything I Am),40.0,0.646,0.531,4.0,-6.626,1,0.0265,0.342,,0.132,0.187,130.009,4.382216667,4,9 +FCG Heem,Hood Story (feat. NoCap),,0.475,0.501,6.0,-11.287,0,0.474,0.418,,0.224,0.34,78.036,227973.0,4,5 +The Beta Band,Inner Meet Me,37.0,0.518,0.729,2.0,-11.856,1,0.174,0.469,0.803,0.302,0.369,90.661,380027.0,4,1 +The Normal,Warm Leatherette,34.0,0.482,0.368,2.0,-13.35,1,0.307,0.344,1.75e-05,0.0489,0.62,197.807,203907.0,4,1 +Them Crooked Vultures,No One Loves Me and Neither Do I,54.0,0.231,0.904,2.0,-5.506,1,0.0895,0.0304,2.74e-06,0.15,0.598,176.073,310377.0,4,10 +Hamish Anderson,Morning Light,28.0,0.486,0.75,11.0,-6.235,0,0.0492,0.0217,5.19e-05,0.361,0.872,202.334,203653.0,4,2 +Arcade Fire,Afterlife,58.0,0.64,0.868,11.0,-5.527,1,0.0341,0.0986,0.0454,0.242,0.798,115.968,353086.0,4,6 +Caroline Rose,Freak Like Me,42.0,0.634,0.747,6.0,-7.378,0,0.0495,0.336,0.189,0.0996,0.529,91.981,222294.0,4,1 +Tom Petty and the Heartbreakers,American Girl,75.0,0.55,0.824,2.0,-5.988,1,0.0334,0.448,0.000127,0.366,0.777,114.512,214733.0,4,10 +The Creation,Making Time,38.0,0.356,0.899,3.0,-6.211,1,0.243,0.00755,,0.28,0.456,140.82,177547.0,4,6 +Dwight Yoakam,Honky Tonk Man,44.0,0.673,0.84,4.0,-5.114,1,0.0381,0.126,5.88e-05,0.175,0.749,144.184,2.790433333,4,4 +Redlight,Every,,0.601,0.937,8.0,-4.314,0,0.0495,0.00349,0.908,0.0509,0.755,126.013,217143.0,4,6 +The Vaughan Brothers,Telephone Song,41.0,0.722,0.785,8.0,-12.155,1,0.0677,0.0659,0.00447,0.315,0.843,118.035,208240.0,4,2 +Backstreet Boys,Straight Through My Heart,51.0,0.634,0.836,,-4.601,0,0.0289,0.0396,,0.113,0.587,124.006,3.454666667,4,9 +Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,1 +Ben Abraham,War In Your Arms,49.0,0.345,0.484,10.0,-8.164,0,0.091,0.219,,0.115,0.429,69.643,213760.0,4,1 +Foushe√©,Deep End,79.0,0.711,0.592,4.0,-7.136,0,0.23,0.758,,0.156,0.535,124.749,141224.0,4,9 +YAMANTAKA // SONIC TITAN,Yandere,21.0,0.323,0.815,11.0,-10.172,0,0.0627,1.54e-05,0.639,0.444,0.524,159.922,291187.0,4,8 +Langhorne Slim,The Way We Move,58.0,0.539,0.836,11.0,-5.365,1,0.0654,0.217,0.000168,0.303,0.759,135.596,168760.0,4,6 +Five,Everybody Get Up - Radio Edit,54.0,0.724,0.867,,-5.913,1,0.08,0.00145,,0.135,0.681,96.015,183733.0,4,9 +Jay Som,Superbike,30.0,0.426,0.883,7.0,-5.597,1,0.0429,0.0512,0.839,0.121,0.657,95.042,233583.0,4,6 +Adam Zoolod,◊ñ◊ï◊ú◊ï◊ì ◊ê◊ì◊ù - ◊®◊ô◊°◊§◊ß◊ò,9.0,0.713,0.404,10.0,-11.395,1,0.0592,0.609,,0.125,0.579,96.993,153402.0,4,5 +Vern Gosdin,Mother Country Music,36.0,0.562,0.448,9.0,-13.113,1,0.0358,0.189,,0.144,0.603,132.622,2.89755,4,4 +The Rolling Stones,Angie,74.0,0.429,0.554,9.0,-6.128,0,0.0291,0.67,0.000152,0.105,0.407,136.302,272000.0,4,10 +Dead Meadow,What Needs Must Be,45.0,0.274,0.606,4.0,-6.493,1,0.03,0.00962,0.0264,0.115,0.685,77.336,256960.0,4,8 +Sisters of Mercy,Dominion / Mother Russia - New Version for Digital,48.0,0.613,0.937,5.0,-10.13,1,0.0498,0.00209,0.0501,0.518,0.414,121.062,420301.0,4,10 +Curtis Salgado,The Longer That I Live,35.0,0.757,0.86,,-4.648,1,0.0438,0.47,4.46e-06,0.0941,0.923,128.095,231244.0,4,2 +Pure Reason Revolution,New Obsession,31.0,0.569,0.804,6.0,-6.921,0,0.0542,0.000482,0.000289,0.321,0.148,120.014,307100.0,4,10 +Kresten Osgood,CRAZY WITCH GAME,2.0,0.523,0.503,4.0,-10.796,0,0.0384,0.627,0.0344,0.089,0.644,109.919,3.203783333,4,7 +Alice Cooper,$1000 High Heel Shoes,41.0,0.654,0.822,4.0,-3.16,1,0.0949,0.0228,3e-05,0.11,0.591,108.076,209071.0,4,10 +Engelwood,Lovin' Is Everywhere,42.0,0.638,0.896,,-6.411,0,0.102,0.0107,0.73,0.892,0.83,123.552,173232.0,4,6 +Beartooth,In Between,66.0,0.462,0.972,7.0,-2.642,0,0.138,0.00285,,0.666,0.449,128.092,213576.0,4,10 +Little Hurt,Messed Up,44.0,0.59,0.762,2.0,-5.559,1,0.0361,0.0503,,0.317,0.662,95.017,156947.0,4,1 +Night Tempo,Tokyo,33.0,0.937,0.86,10.0,-10.833,0,0.443,0.595,0.044,0.135,0.673,119.974,208000.0,4,6 +Antariksh,Quest,27.0,0.305,0.8,11.0,-7.152,1,0.0435,0.000908,0.00631,0.0693,0.273,114.007,374689.0,4,8 +Rafa El Tachuela,La Moraima,39.0,0.644,0.418,4.0,-14.548,0,0.0586,0.8,0.897,0.105,0.797,158.08,3.91845,1,7 +"Jatin-Lalit, Abhijeet, Alka Yagnik",Aaj Hai Sagaai,40.0,0.388,0.913,5.0,-5.155,1,0.218,0.469,0.000392,0.205,0.905,171.414,7.18,4,3 +Waterparks,Just Kidding,48.0,0.677,0.87,11.0,-4.569,0,0.0356,0.199,,0.304,0.737,94.984,149050.0,4,9 +Sick Puppies,Gunfight,61.0,0.386,0.812,,-5.435,1,0.054,7.19e-05,0.00036,0.0809,0.508,173.102,175720.0,4,10 +Kings of Leon,Radioactive,59.0,0.408,0.925,5.0,-4.88,1,0.0533,0.00877,0.000454,0.12,0.361,126.405,206187.0,4,6 +IDLES,Great,40.0,0.4,0.986,1.0,-3.248,1,0.145,6.17e-05,1.5e-06,0.105,0.238,108.352,164133.0,4,6 +"Calum Martin, Craig Armstrong, Cecilia Weston, Scottish Ensemble, Daniel Pioro",Ballantyne - Movement 5 Your Shadow,30.0,0.169,0.0612,3.0,-22.327,1,0.0397,0.846,0.719,0.0976,0.0337,74.525,2.535116667,4,7 +Princess Nokia,It's Not My Fault,65.0,0.957,0.737,8.0,-3.829,1,0.0857,0.0743,0.000107,0.0639,0.874,132.987,126440.0,4,5 +Megan Thee Stallion,Stalli (Freestyle),56.0,0.866,0.794,1.0,-5.085,1,0.207,0.0753,,0.091,0.225,140.043,116612.0,4,5 +The Rolling Stones,Bitch - 2009 Mix,51.0,0.655,0.972,7.0,-3.502,1,0.0362,0.257,0.297,0.165,0.973,135.922,217093.0,4,10 +Lit,My Own Worst Enemy,72.0,0.494,0.946,4.0,-2.757,1,0.0637,0.00129,,0.398,0.741,103.408,169027.0,4,9 +Dudu Tassa,◊¢◊ù ◊ó◊ú◊ï◊û◊ï◊™ ◊õ◊ê◊ú◊î,29.0,0.45,0.735,9.0,-6.289,0,0.0319,0.0358,0.000564,0.0686,0.149,77.528,211947.0,3,10 +InAbell,It Sends Me Home,15.0,0.604,0.818,4.0,-5.76,0,0.0295,0.569,0.761,0.103,0.434,114.999,211298.0,4,6 +Born Of Ire,Marionette,12.0,0.18,0.965,3.0,-6.382,0,0.153,4.87e-05,0.0209,0.0698,0.223,172.935,300600.0,4,8 +Armik,Solo Guitarra,42.0,0.337,0.374,11.0,-7.664,0,0.0434,0.974,0.839,0.114,0.621,86.998,3.108333333,4,7 +Buddy Holly & The Crickets,Maybe Baby,50.0,0.607,0.477,9.0,-12.904,1,0.0333,0.708,,0.253,0.887,136.614,122600.0,4,10 +Miles Davis,"All Blues (feat. John Coltrane, Cannonball Adderley & Bill Evans)",51.0,0.499,0.149,,-18.305,1,0.0314,0.771,0.00469,0.115,0.363,139.815,692747.0,3,2 +Jejune,This Afternoons Malady,22.0,0.247,0.786,2.0,-10.022,1,0.0508,3.55e-05,0.00501,0.106,0.449,143.386,261320.0,4,10 +Chris Smither,What They Say,40.0,0.566,0.57,2.0,-6.42,1,0.0329,0.688,1.73e-06,0.0943,0.96,83.403,166240.0,4,2 +Yves Tumor,Strawberry Privilege,48.0,0.751,0.528,5.0,-10.874,0,0.0495,0.5,0.799,0.125,0.342,117.969,232760.0,4,6 +George Clinton,Atomic Dog,,0.899,0.491,6.0,-11.043,0,0.259,0.148,3.82e-06,0.411,0.826,107.706,287107.0,4,10 +Imperio Argentina,Los piconeros,28.0,0.463,0.336,,-6.488,0,0.0644,0.989,0.00149,0.149,0.758,80.253,181653.0,4,9 +Tami Neilson,You Were Mine,45.0,0.374,0.542,,-8.136,0,0.0552,0.699,8.79e-05,0.102,0.419,183.745,223577.0,3,2 +The Silhouettes Project,Eucalyptus,35.0,0.545,0.348,8.0,-16.53,1,0.172,0.606,0.017,0.0935,0.346,88.91,213533.0,4,5 +Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,6 +Another Now,Outflow,31.0,0.478,0.9,11.0,-6.973,0,0.0857,0.000694,0.00159,0.425,0.192,105.047,206857.0,4,8 +"Sushma Shrestha, Padmini Kolhapure, R. D. Burman",Teri Hai Zameen Tera Aasman,34.0,0.415,0.245,2.0,-13.207,1,0.0282,0.496,,0.157,0.612,90.861,5.841116667,4,3 +Exodus,The Toxic Waltz,53.0,0.262,0.988,11.0,-4.922,0,0.253,0.00655,0.897,0.132,0.227,91.319,290280.0,4,8 +Pinkshinyultrablast,Holy Forest,39.0,0.392,0.885,2.0,-7.725,1,0.0894,0.00156,0.798,0.11,0.589,169.892,248744.0,3,6 +Yes-R,Galini,29.0,0.617,0.822,7.0,-4.543,0,0.251,0.39,,0.175,0.606,104.489,149598.0,4,9 +August Burns Red,Pangaea,57.0,0.195,0.991,11.0,-3.615,1,0.209,1.4e-05,0.0181,0.33,0.0853,96.541,270050.0,4,8 +Howling Giant,Rooster,33.0,0.186,0.922,5.0,-6.812,1,0.0877,0.000113,0.0505,0.119,0.174,153.376,341786.0,4,8 +WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,10 +McCoy Tyner,Satin Doll,22.0,0.721,0.238,,-17.28,1,0.0532,0.863,0.926,0.111,0.431,119.9,5.61445,4,7 +Elsmore Carey,Come on Love,41.0,0.481,0.174,2.0,-15.988,1,0.0342,0.826,7.81e-05,0.128,0.246,85.34,4.53623333,4,0 +Naushad,"Ram Aur Shyam Theme, Pt. 6 - Instrumental",2.0,0.511,0.357,5.0,-14.752,0,0.0334,0.807,0.058,0.181,0.673,155.158,3.31245,4,3 +Bruce Hornsby,The Rat King (feat. Rob Moose),23.0,0.28,0.276,3.0,-10.403,1,0.0446,0.901,1.89e-05,0.127,0.282,171.345,152333.0,5,10 +Faster Pussycat,House of Pain,54.0,0.519,0.61,,-10.256,1,0.036,0.0766,6.49e-05,0.248,0.232,121.324,346627.0,4,10 +Tuna,◊õ◊†◊§◊ô◊ô◊ù,42.0,0.6,0.563,2.0,-7.644,0,0.0907,0.387,3.02e-06,0.347,0.181,170.065,333256.0,4,5 +"The Kid LAROI, Justin Bieber",STAY (with Justin Bieber),97.0,0.591,0.764,1.0,-5.484,1,0.0483,0.0383,,0.103,0.478,169.928,2.36343333,4,9 +"Asha Bhosle, Mohammed Rafi",Aaja Aaja Main Hoon Pyar Tera,21.0,0.482,0.59,4.0,-13.831,1,0.143,0.823,0.057,0.394,0.772,112.685,6.686,4,3 +Cage The Elephant,Back Against The Wall,58.0,0.598,0.743,1.0,-6.163,1,0.0305,0.000643,,0.112,0.534,110.334,228320.0,4,10 +Hadag Nahash,◊í◊ü ◊î◊™◊ï◊™,25.0,0.77,0.664,7.0,-4.646,1,0.205,0.242,,0.0829,0.597,77.047,268067.0,4,5 +DENM,My Wave,58.0,0.65,0.606,1.0,-6.778,0,0.0294,0.478,,0.117,0.65,137.986,189264.0,4,10 +Status Quo,Rockin' All Over The World,64.0,0.632,0.933,,-7.874,1,0.0326,0.236,0.00151,0.604,0.968,131.487,215333.0,4,2 +Bury Tomorrow,Black Flame - Single Edit,56.0,0.376,0.982,5.0,-3.779,0,0.0625,5.7e-05,5.41e-06,0.16,0.15,148.926,233964.0,4,8 +Dirty Heads,That's All I Need,56.0,0.765,0.657,11.0,-6.394,0,0.0829,0.0175,,0.345,0.553,91.998,213147.0,4,10 +"Speed, Glue & Shinki",Big Headed Woman,16.0,0.4,0.45,7.0,-11.342,1,0.0597,0.0619,0.0293,0.109,0.514,139.294,375800.0,3,2 +William Elliott Whitmore,Johnny law,41.0,0.687,0.322,4.0,-13.015,1,0.06,0.962,,0.0818,0.312,107.753,269907.0,4,2 +The Dandy Warhols,Ride,33.0,0.11,0.729,9.0,-7.247,1,0.0395,0.000413,0.137,0.108,0.498,182.476,249963.0,4,6 +KALEO,Way down We Go,80.0,0.489,0.505,10.0,-8.022,0,0.117,0.579,0.000333,0.104,0.337,163.255,213707.0,4,10 +King Tuff,Eyes of the Muse,30.0,0.292,0.95,2.0,-4.567,1,0.134,0.000577,0.00889,0.198,0.221,115.298,254947.0,4,6 +Rad Horror,Narration of a Lost Millennial,27.0,0.584,0.754,11.0,-8.482,0,0.0404,0.0315,0.856,0.127,0.398,139.964,185143.0,4,6 +Bambounou,Up a While,29.0,0.695,0.757,2.0,-10.814,1,0.072,0.00182,0.0951,0.0997,0.4,127.009,215330.0,4,6 +Ski Lift,Portal,30.0,0.436,0.897,9.0,-3.695,1,0.0377,0.000192,3e-06,0.327,0.919,161.971,123104.0,4,6 +Victor Manu,Kékes,44.0,0.403,0.0652,,-15.494,1,0.054,0.989,0.902,0.0957,0.181,86.118,3.297716667,4,7 +Anup Ghoshal,Tujhse Naraz Nahin Zindagi - Male Vocals,25.0,0.569,0.428,7.0,-12.176,1,0.0327,0.225,2.83e-05,0.0773,0.574,97.97,5.678883333,4,3 +James Welburn,Raze,7.0,0.233,0.461,3.0,-13.837,1,0.0508,0.00969,0.788,0.113,0.0392,127.947,431126.0,3,6 +Megan Thee Stallion,Body,82.0,0.914,0.732,8.0,-6.1,0,0.241,0.0166,,0.107,0.469,94.066,171067.0,4,5 +Placebo,Nancy Boy,53.0,0.391,0.958,10.0,-5.494,1,0.0832,0.000181,0.000899,0.122,0.326,89.88,210933.0,4,6 +SpotemGottem,No Tik Tok,6.0,0.81,0.372,5.0,-8.965,1,0.402,0.00846,2.36e-05,0.193,0.254,160.024,94385.0,4,5 +Westlife,Don't Say It's Too Late,,0.501,0.617,10.0,-6.216,1,0.0304,0.369,,0.174,0.204,75.053,4.19045,4,9 +Hila Ruach,◊û◊ï◊°◊ô◊ß◊î ◊ú◊§◊®◊°◊ï◊û◊ï◊™,22.0,0.516,0.649,2.0,-7.21,1,0.0267,0.00498,0.0656,0.31,0.49,92.097,264960.0,4,9 +Cavetown,Sharpener,58.0,0.671,0.405,5.0,-10.811,1,0.0342,0.676,0.00053,0.122,0.272,105.971,237642.0,4,6 +Static-X,Push It,65.0,0.557,0.978,,-3.965,1,0.0493,0.000393,4.42e-06,0.287,0.499,149.887,154907.0,4,8 +Gossip,Standing in the Way of Control - Soulwax Nite Version,29.0,0.641,0.939,2.0,-7.822,1,0.0571,0.000223,0.871,0.0777,0.0963,128.015,412603.0,4,1 +Alexisonfire,Accidents,49.0,0.312,0.92,5.0,-5.729,0,0.0662,8.39e-06,0.000273,0.322,0.369,105.305,249067.0,4,10 +Lennon Stella,Kissing Other People - Acoustic,55.0,0.669,0.193,,-9.553,1,0.06,0.945,7.36e-06,0.107,0.435,79.721,192375.0,3,9 +Still Life (feat. Joseph),"Henry Jamison, JOSEPH",37.0,0.522,0.54,4.0,-8.743,1,0.0356,0.0513,0.000206,0.0788,0.267,132.087,3.81445,4,0 +Dawda Jobarteh,Winter Trees Stand Sleeping,34.0,0.439,0.162,2.0,-13.163,1,0.0429,0.938,0.943,0.111,0.224,140.249,2.348883333,3,7 +Miss Grit,Impostor,39.0,0.323,0.672,4.0,-7.079,1,0.0386,0.269,0.217,0.198,0.0545,148.143,265836.0,4,1 +Joeboy,Celebration,42.0,0.832,0.636,,-6.128,0,0.061,0.448,0.0516,0.11,0.681,109.996,159273.0,4,9 +John The Conqueror,All Alone,28.0,0.582,0.469,7.0,-9.062,1,0.0266,0.387,0.00787,0.0809,0.617,140.191,229720.0,4,2 +The Cult,Love Removal Machine,53.0,0.323,0.857,7.0,-6.972,1,0.109,0.00217,0.000502,0.0567,0.64,137.537,258907.0,4,10 +Tate McRae,wish i loved you in the 90s,66.0,0.435,0.481,1.0,-8.787,1,0.0327,0.871,,0.136,0.38,77.398,176853.0,4,9 +John Rae,We Will Never Meet Again,46.0,0.476,0.104,9.0,-19.165,0,0.0348,0.899,0.0625,0.0801,0.238,84.93,4.28975,4,7 +Yusuf / Cat Stevens,Wild World,12.0,0.484,0.508,,-9.308,1,0.0364,0.376,0.000791,0.0961,0.554,151.867,3.33621667,4,0 +Alka Yagnik,Ek Do Teen Char,41.0,0.423,0.903,1.0,-7.596,1,0.149,0.612,1.43e-05,0.923,0.774,130.675,7.621333333,4,3 +Smol Data,Salaried (Bankruptcy Eve),21.0,0.44,0.849,6.0,-3.981,1,0.104,0.00274,3.6e-05,0.101,0.459,77.514,185349.0,4,10 +thomTide,madMan,25.0,0.65,0.486,7.0,-9.517,1,0.0522,0.631,,0.088,0.262,96.017,119962.0,4,9 +Foster The People,Pumped Up Kicks,84.0,0.733,0.71,5.0,-5.849,0,0.0292,0.145,0.115,0.0956,0.965,127.975,239600.0,4,9 +Bastille,Good Grief,67.0,0.73,0.758,1.0,-4.888,1,0.0653,0.147,,0.311,0.877,120.041,206493.0,4,10 +UGK,One Day,53.0,0.813,0.544,4.0,-9.816,1,0.232,0.224,,0.134,0.699,146.073,324173.0,4,5 +young friend,PINCH ME,58.0,0.777,0.465,6.0,-10.55,0,0.0501,0.621,,0.0932,0.757,113.003,179363.0,4,9 +Westlife,When You're Looking Like That - Single Remix,,0.599,0.933,6.0,-4.588,1,0.0495,0.019,,0.0727,0.926,147.932,3.879333333,4,9 +"Arijit Singh, Asees Kaur",Ve Maahi,62.0,0.65,0.551,,-6.906,1,0.0274,0.405,,0.219,0.294,102.934,3.733316667,4,3 +Fake Blood,I Think I Like It,63.0,0.727,0.847,1.0,-6.021,1,0.217,0.014,0.128,0.144,0.64,128.015,335800.0,4,1 +Accuser,Phantom Graves,11.0,0.528,0.985,2.0,-3.665,1,0.0799,0.000171,0.103,0.445,0.208,101.995,239387.0,4,8 +Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,10 +j ember,Sleep Well,37.0,0.586,0.718,7.0,-7.834,1,0.0281,0.128,0.0273,0.197,0.763,90.972,248675.0,4,9 +Briston Maroney,Freakin' Out On the Interstate,73.0,0.45,0.794,4.0,-5.015,1,0.0538,0.388,,0.303,0.362,143.861,251906.0,4,10 +Anwar,Off@Night,46.0,0.42,0.759,7.0,-5.318,1,0.0355,0.00757,,0.117,0.108,173.919,148825.0,4,10 +Dream Theater,Space-Dye Vest,48.0,0.564,0.615,2.0,-8.957,0,0.0293,0.174,0.179,0.199,0.0814,101.888,449107.0,4,8 +Jimmie Allen,Best Shot,67.0,0.629,0.464,4.0,-8.72,1,0.0334,0.75,,0.0853,0.523,156.051,3.250883333,4,4 +Meir Ariel,◊†◊©◊ú ◊î◊†◊ó◊©,37.0,0.52,0.324,7.0,-10.974,1,0.0529,0.88,0.000151,0.655,0.166,70.531,325707.0,4,10 +Fozzy,Painless,54.0,0.391,0.93,2.0,-4.16,0,0.0509,4.9e-05,0.000569,0.674,0.502,179.99,239780.0,4,10 +Riton,Turn Me On (feat. Vula),78.0,0.737,0.828,11.0,-4.711,1,0.0396,0.0149,0.000588,0.0862,0.517,124.051,208474.0,4,9 +W.C. Clark,Stronger Than You Need To Be,14.0,0.687,0.718,,-3.796,1,0.0289,0.251,4.47e-05,0.202,0.777,111.142,245600.0,4,2 +Gathering in Jazz,The Shape of Blue,,0.613,0.357,10.0,-10.35,0,0.0452,0.841,0.447,0.11,0.71,80.871,3.294433333,3,7 +Eden Derso,◊™◊û◊ô◊ì,24.0,0.759,0.643,,-6.886,1,0.271,0.372,1.34e-05,0.226,0.638,176.068,132955.0,4,5 +Karsh Kale,Milan,33.0,0.603,0.864,11.0,-11.832,1,0.0524,0.427,0.892,0.329,0.49,165.033,8.905116667,4,0 +Gurr,She Says,36.0,0.63,0.768,6.0,-5.667,1,0.0294,0.353,0.0814,0.108,0.519,119.978,212638.0,4,1 +"Asha Bhosle, Vinod Rathod",Parbat Se Kali Ghata Takraee,17.0,0.401,0.727,7.0,-7.953,0,0.039,0.9,0.0116,0.0985,0.663,101.419,4.538,4,3 +Los Lobos,Chains Of Love,17.0,0.464,0.528,2.0,-8.528,1,0.0347,0.00119,0.000363,0.117,0.518,186.71,313627.0,3,2 +Frank Ocean,Cayendo (Side A - Acoustic),66.0,0.35,0.12,3.0,-11.104,0,0.0393,0.982,0.000289,0.103,0.121,68.995,202200.0,4,6 +Fugees,Fu-Gee-La,67.0,0.681,0.505,1.0,-11.709,1,0.138,0.137,,0.234,0.399,89.953,260067.0,4,5 +Extreme,Get The Funk Out,49.0,0.573,0.91,4.0,-7.515,1,0.0489,0.00259,0.0697,0.106,0.813,107.907,263760.0,4,10 +Waka Flocka Flame,Hard in Da Paint,67.0,0.611,0.66,11.0,-5.883,1,0.0839,0.198,,0.365,0.583,71.544,246387.0,4,5 +RedHook,Kamikaze,47.0,0.567,0.954,1.0,-2.502,1,0.0796,0.000224,0.000586,0.317,0.48,90.015,192920.0,4,8 +"Roman Alexander, Ashley Cooke",Between You & Me (feat. Ashley Cooke),72.0,0.629,0.615,4.0,-7.645,1,0.0326,0.00709,,0.0905,0.639,99.968,2.816983333,4,4 +John Michael Montgomery,I Swear,60.0,0.628,0.496,1.0,-7.103,1,0.0233,0.242,1.2e-05,0.147,0.266,85.523,4.375333333,4,4 +The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,10 +"Them, Van Morrison","Baby, Please Don't Go (feat. Van Morrison)",57.0,0.72,0.705,5.0,-6.82,1,0.0408,0.506,1.12e-06,0.147,0.775,106.332,2.70488333,4,10 +Premium Leisure,Easy FM,19.0,0.602,0.867,7.0,-6.511,1,0.0705,0.346,0.0014,0.225,0.877,90.04,187744.0,4,10 +Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,1 +Whookilledkenny,Gucci Umbrella,45.0,0.989,0.54,11.0,-7.02,0,0.176,0.000261,0.000275,0.265,0.604,120.004,112981.0,4,5 +Osaka Blue,Use Me Up,15.0,0.657,0.806,11.0,-6.665,1,0.0519,0.102,0.0157,0.106,0.748,154.848,147600.0,4,6 +Tate McRae,you broke me first,89.0,0.667,0.373,4.0,-9.389,1,0.05,0.785,,0.0906,0.0823,124.148,169266.0,4,9 +Westlife,Another Life,35.0,0.584,0.355,1.0,-5.373,1,0.0283,0.373,1.45e-06,0.0999,0.305,76.097,3.82245,3,9 +chloe moriondo,I Want To Be With You,1.0,0.746,0.434,4.0,-6.981,1,0.0388,0.0222,8.21e-06,0.101,0.389,119.974,178373.0,4,6 +Chris Carter,Solidit,29.0,0.391,0.0552,5.0,-30.558,1,0.0778,0.843,0.952,0.102,0.513,113.407,230165.0,4,6 +Spike 1000,Make Me Suffer,30.0,0.579,0.934,6.0,-4.324,1,0.0673,0.000469,,0.234,0.638,93.978,179160.0,4,8 +Triathalon,GARDEN 2,,0.647,0.535,3.0,-10.802,0,0.024,0.00573,0.497,0.144,0.523,95.036,89437.0,4,6 +Royal Blood,Boilermaker,66.0,0.446,0.778,7.0,-4.774,1,0.173,0.000201,0.662,0.0492,0.683,94.508,209480.0,4,10 +Gary Clark Jr.,Bright Lights,50.0,0.515,0.752,9.0,-1.853,0,0.0336,0.00207,2.5e-06,0.129,0.503,83.541,324787.0,4,10 +THE DRIVER ERA,A Kiss,64.0,0.696,0.923,6.0,-4.647,1,0.272,0.207,0.000741,0.158,0.635,170.003,271854.0,4,10 +Helices,Crucemos los Puentes...,22.0,0.335,0.817,2.0,-6.814,1,0.0412,0.0018,0.854,0.126,0.544,139.334,226173.0,4,10 +Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,1 +Run River North,Mr. Brightside,57.0,0.387,0.182,2.0,-12.077,1,0.0336,0.876,0.00302,0.115,0.163,122.351,272000.0,4,10 +Frances Forever,Space Girl,75.0,0.67,0.399,9.0,-9.137,1,0.0306,0.32,0.000126,0.38,0.211,125.981,231429.0,4,9 +DURDN,The Last Day,1.0,0.762,0.447,,-8.36,1,0.0398,0.682,,0.074,0.335,115.939,237672.0,3,9 +DJ Jazzy Jeff & The Fresh Prince,Summertime,63.0,0.677,0.539,7.0,-14.439,1,0.063,0.0455,1.84e-06,0.845,0.469,95.116,270973.0,4,5 +Kishore Kumar,Is Mod Se Jate Hain,13.0,0.35,0.379,8.0,-10.811,1,0.0413,0.973,0.000158,0.158,0.503,89.709,4.9037,4,3 +Prospective,Deadman,,0.438,0.987,1.0,-4.83,1,0.151,8.16e-05,0.0546,0.348,0.158,100.009,204002.0,4,8 +Royal Blood,Limbo,64.0,0.563,0.865,8.0,-5.573,1,0.0572,0.00022,0.0124,0.214,0.393,125.011,293093.0,4,10 +Incubus,Summer Romance (Anti-Gravity Love Song),50.0,0.667,0.721,7.0,-7.17,1,0.0329,0.00915,0.0137,0.105,0.567,110.094,265733.0,4,10 +Lightnin' Hopkins,Hello Central (Give Me Central),41.0,0.641,0.35,8.0,-12.653,1,0.0308,0.953,0.000214,0.127,0.351,69.537,178172.0,4,2 +Duran Duran,Falling Down (feat. Justin Timberlake),39.0,0.55,0.697,11.0,-4.602,1,0.0258,6.69e-05,0.03,0.0958,0.543,85.995,339933.0,4,10 +Omer Adam,◊¶◊ú◊ô◊ú ◊û◊ô◊™◊®,38.0,0.534,0.112,1.0,-9.528,0,0.0409,0.929,,0.104,0.358,132.008,222017.0,3,9 +Olivia Rodrigo,happier,49.0,0.395,0.443,6.0,-9.72,1,0.133,0.765,9.67e-06,0.0839,0.338,168.924,175933.0,3,9 +DUSTY LOCANE,"ROLLIN N CONTROLLIN, Pt.2 (PICTURE ME)",61.0,0.858,0.625,8.0,-4.666,1,0.404,0.225,,0.18,0.659,130.05,121837.0,4,5 +Rae Sremmurd,Unlock The Swag,44.0,0.922,0.54,6.0,-5.917,0,0.0677,0.135,1.32e-05,0.0772,0.255,113.969,322787.0,4,5 +Regina Costa,Seed,46.0,0.418,0.15,2.0,-16.706,1,0.0596,0.988,0.951,0.109,0.291,63.946,3.433333333,3,7 +KRS-One,Step into a World (Rapture's Delight),59.0,0.803,0.806,,-7.805,1,0.265,0.00761,0.00544,0.101,0.624,94.994,289907.0,4,5 +Juanse,Foxtrot,47.0,0.693,0.496,2.0,-11.323,1,0.0455,0.0763,0.00158,0.157,0.554,121.618,202571.0,4,2 +Juice WRLD,Real Shit (with benny blanco),74.0,0.703,0.703,1.0,-4.672,1,0.133,0.605,,0.12,0.697,76.017,183783.0,4,5 +Dr. Dre,Still D.R.E.,81.0,0.816,0.775,11.0,-3.323,1,0.234,0.16,0.00031,0.0543,0.527,93.431,270587.0,4,5 +Architects,Meteor,58.0,0.431,0.957,1.0,-3.071,0,0.106,0.000214,1.77e-06,0.0718,0.263,136.108,241034.0,4,10 +Caleborate,Clicquot Shower,46.0,0.824,0.524,5.0,-9.823,0,0.379,0.438,,0.0782,0.415,96.984,161478.0,4,5 +Gavin James,Boxes - Acoustic,44.0,0.303,0.337,3.0,-7.378,1,0.0315,0.776,,0.124,0.237,187.411,185782.0,4,9 +Miranda Lambert,Holding On to You,51.0,0.491,0.352,,-9.856,1,0.0426,0.388,5.87e-06,0.103,0.325,188.861,4.544,3,4 +Steve Miller Band,My Own Space,33.0,0.487,0.344,8.0,-14.834,1,0.0264,0.0249,0.00946,0.384,0.17,84.322,184533.0,4,10 +Luis Villegas,Daydream,46.0,0.725,0.417,8.0,-9.144,0,0.0849,0.802,0.901,0.12,0.789,216.02,6.36045,4,7 +Islander,What Do You Gotta Lose?,54.0,0.528,0.926,6.0,-4.49,0,0.0971,0.000253,,0.147,0.389,129.976,221986.0,4,10 +Os Mutantes,A Minha Menina,51.0,0.463,0.926,7.0,-3.204,1,0.122,0.0555,,0.478,0.437,91.197,284987.0,4,6 +Kyuss,Supa Scoopa and Mighty Scoop,43.0,0.263,0.679,5.0,-11.883,0,0.0498,0.202,0.776,0.0969,0.406,82.261,355869.0,4,8 +Rodney Atkins,If You're Going Through Hell (Before The Devil Even Knows),62.0,0.566,0.898,9.0,-3.659,1,0.0634,0.0613,,0.126,0.791,115.954,3.612883333,4,4 +JT Money,Who Dat,49.0,0.831,0.834,11.0,-5.327,0,0.222,0.0148,,0.303,0.381,87.027,231800.0,4,5 +LUCY,Jogging,48.0,0.698,0.872,5.0,-2.887,1,0.0405,0.386,3.22e-06,0.0853,0.937,138.016,203720.0,4,10 +Television,Marquee Moon - Remastered,47.0,0.494,0.657,7.0,-7.543,1,0.0397,0.0632,0.449,0.0849,0.737,118.194,645000.0,4,6 +Aviv Geffen,◊î◊ê◊ù ◊ú◊î◊ô◊ï◊™ ◊ë◊ö ◊û◊ê◊ï◊î◊ë,34.0,0.499,0.262,7.0,-14.224,1,0.0281,0.905,0.000485,0.122,0.24,106.679,158093.0,4,10 +YonYon,Beautiful Women,18.0,0.616,0.788,6.0,-6.384,0,0.117,0.132,0.453,0.125,0.397,164.979,337000.0,4,6 +LUHA,I Will Find You,32.0,0.445,0.657,1.0,-6.862,1,0.0271,0.0282,0.12,0.108,0.28,80.117,207378.0,4,6 +Pink Floyd,"Another Brick in the Wall, Pt. 2",76.0,0.694,0.394,,-15.881,1,0.0428,0.0781,0.000677,0.247,0.719,104.126,238747.0,4,10 +Rammstein,ZEIG DICH,62.0,0.545,0.942,,-4.283,0,0.0417,0.00108,0.0246,0.0585,0.365,165.066,255845.0,4,8 +T.I.,Why You Wanna,53.0,0.802,0.772,1.0,-4.893,0,0.192,0.358,,0.0603,0.654,96.046,215000.0,4,5 +Kelsea Ballerini,I Hate Love Songs,57.0,0.386,0.446,11.0,-7.807,1,0.0297,0.252,,0.18,0.4,179.995,3.18645,3,4 +Hidden Intent,Dead End Destiny,25.0,0.3,0.992,1.0,-2.401,0,0.285,0.000117,1.81e-06,0.342,0.466,185.264,184053.0,4,8 +The Chemical Brothers,The Darkness That You Fear - Edit,62.0,0.576,0.894,9.0,-4.659,1,0.0404,0.0351,0.0896,0.23,0.304,128.077,237772.0,4,6 +Leon Bridges,Like a Ship,57.0,0.313,0.846,5.0,-7.109,0,0.139,0.0179,0.127,0.18,0.509,174.074,353507.0,4,1 +Yehudit Ravitz,◊¢◊õ◊©◊ô◊ï ◊î◊õ◊ú ◊ë◊°◊ì◊®,30.0,0.604,0.54,9.0,-14.006,0,0.0359,0.171,0.0588,0.0602,0.864,114.143,281000.0,4,10 +Styx,Come Sail Away,68.0,0.324,0.335,,-15.595,1,0.0355,0.099,1.08e-06,0.0995,0.141,119.513,367000.0,4,10 +Jim-E Stack,Can We (with Kacy Hill),50.0,0.798,0.61,4.0,-4.983,1,0.0301,0.171,0.0688,0.105,0.52,95.343,171425.0,4,6 +Great Peacock,Let You Go,32.0,0.616,0.616,7.0,-8.662,1,0.0282,0.00104,0.0806,0.178,0.598,117.997,286891.0,4,2 +ZZ Top,Sharp Dressed Man - 2019 Remaster,41.0,0.647,0.787,5.0,-7.476,1,0.0255,0.00043,0.00247,0.105,0.393,125.111,252747.0,4,10 +Jasmin Moallem,◊ê◊ï◊® ◊î◊ô◊®◊ó,51.0,0.625,0.624,9.0,-8.391,1,0.14,0.179,7.15e-05,0.22,0.394,150.005,208200.0,4,9 +Eddie Berman,Joann,34.0,0.444,0.257,1.0,-11.913,1,0.0314,0.308,0.0382,0.191,0.267,95.038,4.19778333,4,0 +GFOTY,PAPER BOYFRIEND,34.0,0.937,0.706,9.0,-9.951,1,0.371,0.0137,0.488,0.0407,0.84,119.966,123571.0,4,6 +A Thousand Horses,Livin' My Best Life,48.0,0.578,0.948,7.0,-3.486,1,0.0407,0.000963,0.015,0.289,0.751,115.951,185191.0,4,10 +Surf Curse,Freaks,88.0,0.345,0.941,9.0,-9.918,1,0.0466,3.84e-05,0.633,0.0511,0.407,179.626,2.45103333,4,9 +Biffy Clyro,Instant History,1.0,0.588,0.761,8.0,-3.78,0,0.0324,0.000753,,0.648,0.41,133.009,197912.0,4,10 +Modest Mouse,Float On,72.0,0.649,0.888,6.0,-4.807,1,0.0293,0.013,2.23e-06,0.0888,0.553,100.975,208467.0,4,1 +The Verve,Lucky Man,65.0,0.407,0.663,2.0,-7.591,1,0.0305,0.255,0.000166,0.0913,0.211,75.989,293587.0,4,10 +Tony Spinner,Walkin' The Dawg,40.0,0.626,0.923,1.0,-4.448,1,0.0474,0.0132,0.000771,0.0331,0.845,87.377,224640.0,4,10 +Haich Ber Na,87 Days,35.0,0.73,0.864,1.0,-4.575,1,0.0806,0.00406,0.234,0.272,0.812,110.002,221130.0,4,6 +Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,6 +WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,6 +Talk Talk,Life's What You Make It - 1997 Remaster,60.0,0.525,0.804,1.0,-7.575,1,0.0321,0.00367,0.285,0.0382,0.935,91.951,268893.0,4,10 +Warrant,Cherry Pie,66.0,0.472,0.946,2.0,-4.591,1,0.145,0.0372,,0.352,0.486,177.489,201027.0,4,10 +Bitch Falcon,Turn to Gold,20.0,0.328,0.707,7.0,-8.066,1,0.0358,0.000274,0.086,0.0977,0.119,84.48,289334.0,4,10 +Lowgo,Control,39.0,0.769,0.517,,-9.419,0,0.543,0.373,,0.595,0.846,114.991,179413.0,4,6 +Kanye West,Jesus Walks,68.0,0.637,0.834,3.0,-4.686,0,0.323,0.614,,0.317,0.715,87.312,193733.0,4,5 +J. Cole,a p p l y i n g . p r e s s u r e,82.0,0.699,0.759,1.0,-5.302,1,0.311,0.0814,,0.312,0.404,83.092,177337.0,4,5 +The Swallows,It Ain't The Meat,31.0,0.67,0.357,10.0,-10.512,1,0.0657,0.861,6.14e-05,0.0828,0.834,149.257,156653.0,4,2 +Songhoy Blues,Worry,45.0,0.349,0.827,7.0,-6.915,1,0.0473,0.0431,0.0048,0.217,0.854,96.186,185160.0,4,10 +Chronixx,Black Is Beautiful,43.0,0.742,0.656,9.0,-7.091,0,0.058,0.257,0.000212,0.286,0.307,97.245,219640.0,4,5 +Eddie Boyd,Lovesick Soul,28.0,0.608,0.565,2.0,-7.807,1,0.0411,0.684,0.00136,0.145,0.775,87.583,236733.0,4,2 +Mudvayne,Happy?,69.0,0.546,0.97,5.0,-2.661,0,0.097,0.000823,2.08e-05,0.275,0.383,100.065,216427.0,4,8 +Queen Latifah,U.N.I.T.Y.,49.0,0.671,0.745,4.0,-4.095,0,0.343,0.00592,,0.288,0.503,94.261,252407.0,4,5 +Kishore Kumar,Tere Jaisa Yaar Kahan - Yaarana / Soundtrack Version,44.0,0.372,0.595,7.0,-11.152,1,0.0747,0.863,0.00221,0.31,0.393,104.427,4.646216667,4,3 +Beautify Junkyards,Reverie,31.0,0.545,0.647,1.0,-9.257,0,0.0333,0.721,0.817,0.173,0.177,111.011,258420.0,4,6 +"Mohammed Rafi, Asha Bhosle",Ek Pardesi Mera Dil Le Gaya,19.0,0.542,0.536,5.0,-8.708,0,0.0387,0.805,3.33e-06,0.306,0.916,116.202,4.039333333,4,3 +Baiju Dharmajan,Moham,20.0,0.688,0.441,7.0,-11.179,1,0.0393,0.362,0.00158,0.0949,0.652,140.026,316553.0,3,6 +Zella Day,Purple Haze,51.0,0.65,0.672,11.0,-7.964,0,0.0393,0.0387,0.0114,0.139,0.593,125.03,198763.0,4,9 +David Guetta,"Hey Mama (feat. Nicki Minaj, Bebe Rexha & Afrojack)",75.0,0.596,0.73,9.0,-4.091,1,0.151,0.24,,0.325,0.525,85.979,192560.0,4,9 +Concha Piquer,No Me Quieras Tanto,35.0,0.449,0.253,11.0,-9.819,0,0.0416,0.92,6.53e-05,0.0929,0.502,140.756,290373.0,4,9 +Bee Gees,"More Than A Woman - From ""Saturday Night Fever"" Soundtrack",76.0,0.601,0.703,7.0,-6.24,1,0.0379,0.175,8.4e-05,0.571,0.673,106.164,3.270216667,4,9 +Eagles,Hotel California - 2013 Remaster,82.0,0.579,0.508,2.0,-9.484,1,0.027,0.00574,0.000494,0.0575,0.609,147.125,6.52293333,4,10 +Monster Magnet,Powertrip,49.0,0.522,0.853,11.0,-5.861,1,0.0383,7.44e-05,0.582,0.131,0.637,140.727,211440.0,4,10 +"Abhijeet Srivastava, Amit Trivedi","Phisal Jaa Tu (From ""Haseen Dillruba"")",56.0,0.694,0.563,7.0,-10.421,1,0.0317,0.641,0.00105,0.16,0.203,132.118,4.021116667,4,3 +Bnny,Time Walk,24.0,0.617,0.501,2.0,-9.235,1,0.0341,0.051,0.759,0.0841,0.927,118.872,93470.0,4,6 +Writing The Future,As Above So Below,48.0,0.489,0.962,5.0,-5.497,0,0.105,0.000414,4.27e-05,0.252,0.34,160.055,210000.0,4,8 +Weezer,Buddy Holly,73.0,0.556,0.92,8.0,-4.606,1,0.0367,0.00271,0.00021,0.117,0.771,121.138,159227.0,4,6 +ne√†nder,aas,30.0,0.201,0.74,9.0,-7.263,0,0.0427,0.000756,0.899,0.0859,0.107,104.003,543760.0,4,8 +Howie Lee,The Door of Aspiration,19.0,0.282,0.231,,-14.456,1,0.0402,0.827,0.462,0.121,0.0414,71.538,218376.0,3,6 +Moneybagg Yo,Said Sum (feat. City Girls & DaBaby) - Remix,70.0,0.913,0.625,10.0,-6.901,0,0.334,0.0168,,0.125,0.298,126.915,177704.0,4,5 +Shuko,I Ain't Finished Yet,41.0,0.671,0.644,9.0,-5.126,0,0.421,0.317,,0.105,0.555,171.73,158137.0,4,5 +Ayron Jones,Mercy,55.0,0.238,0.946,10.0,-4.054,0,0.126,0.000147,0.000706,0.166,0.276,158.757,205831.0,4,10 +The OBGMs,Not Again,25.0,0.463,0.957,2.0,-4.55,1,0.0491,0.000469,0.00193,0.368,0.663,95.048,140691.0,4,1 +Thieves Like Us,Drugs in My Body - Designer Drugs Remix,19.0,0.751,0.624,7.0,-3.366,1,0.0519,0.000117,0.0566,0.305,0.71,125.854,279360.0,4,1 +Dani Wilde,Bumble Bee (Live),44.0,0.471,0.244,,-9.023,0,0.063,0.814,4.25e-05,0.116,0.444,75.727,220227.0,4,2 +Lola Flores,"Ay, pena, penita, pena",37.0,0.558,0.357,2.0,-9.382,1,0.0983,0.896,,0.342,0.691,119.958,211947.0,4,9 +Komsomolsk,–í—Å—ë –∏—Å—á–µ–∑–ª–æ,38.0,0.552,0.809,7.0,-5.013,1,0.045,0.135,,0.106,0.495,126.019,172881.0,4,6 +TOTALFAT,Better Luck,35.0,0.564,0.933,2.0,-4.045,1,0.0666,0.00571,,0.0744,0.767,141.028,225404.0,4,10 +Des Rocs,This is Our Life,58.0,0.367,0.877,7.0,-3.92,1,0.109,0.00108,1.08e-05,0.351,0.395,157.68,224307.0,4,10 +The Neighbourhood,Staying Up,54.0,0.394,0.855,2.0,-4.204,1,0.0554,0.0339,0.0132,0.243,0.316,175.902,268173.0,4,10 +Omer Adam,◊°◊ï◊§◊® ◊¢◊ï◊ì ◊ô◊ï◊ù,31.0,0.61,0.458,8.0,-6.963,0,0.046,0.829,,0.359,0.462,135.883,240000.0,4,9 +Snow Patrol,Set The Fire To The Third Bar,46.0,0.547,0.368,11.0,-7.053,0,0.0255,0.537,,0.0955,0.367,96.05,203613.0,4,10 +Black Stone Cherry,Blame It on the Boom Boom,57.0,0.574,0.889,10.0,-3.44,1,0.0524,0.00207,1.12e-05,0.0333,0.784,116.007,189133.0,4,10 +Pavement,Cut Your Hair (Remastered),20.0,0.469,0.825,4.0,-6.612,0,0.0319,0.00554,0.00199,0.133,0.659,110.841,185693.0,4,1 +RAY BLK,Dark Skinned,50.0,0.82,0.653,7.0,-4.261,1,0.157,0.116,0.00155,0.655,0.37,91.985,180100.0,4,5 +Mike Bloomfield,Albert's Shuffle,49.0,0.303,0.492,,-10.716,1,0.039,0.197,0.63,0.288,0.677,200.018,414960.0,3,2 +Britney Spears,Up N' Down,43.0,0.856,0.743,4.0,-4.71,0,0.054,0.085,,0.0739,0.833,120.006,3.704883333,4,9 +CKY,Disengage the Simulator,43.0,0.324,0.846,4.0,-8.883,1,0.0596,0.000187,9.11e-05,0.093,0.558,151.256,183653.0,4,8 +Glass Animals,Your Love (D√©j√† Vu),63.0,0.854,0.671,7.0,-7.158,1,0.0543,0.019,0.383,0.105,0.631,107.994,234372.0,4,6 +"Inalab, Dhruv Sangari",Sitaron Se Aage,17.0,0.305,0.646,5.0,-8.794,0,0.0421,0.0918,0.118,0.119,0.397,179.766,4.04,3,0 +Emanuel,Make Tonight,43.0,0.431,0.915,3.0,-4.048,0,0.0893,0.00444,,0.302,0.416,122.347,224560.0,4,10 +Cheat Codes,No Chill (feat. Lil Xxel),65.0,0.712,0.748,7.0,-4.866,1,0.0283,0.0143,,0.203,0.845,122.22,167223.0,4,9 +Killing Joke,Eighties - 2007 Digital Remaster,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,10 +POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,6 +Faith No More,Midlife Crisis,59.0,0.669,0.656,9.0,-10.549,1,0.0413,0.00113,0.000252,0.0989,0.464,108.098,259866.0,4,8 +John Mayer,New Light,77.0,0.828,0.689,7.0,-7.878,1,0.0326,0.325,0.0384,0.0808,0.853,123.931,216015.0,4,9 +The Quireboys,I Don't Love You Anymore,35.0,0.549,0.452,4.0,-11.945,1,0.0265,0.0745,,0.331,0.446,134.818,301747.0,4,10 +"Thaikkudam Bridge, Anandraj Benjamin Paul",Kanne - Namah,27.0,0.52,0.448,,-7.037,1,0.0314,0.189,1.44e-05,0.259,0.101,149.904,4.924266667,4,0 +American Authors,Brick By Brick,50.0,0.542,0.869,6.0,-4.047,0,0.086,0.00182,1.01e-05,0.488,0.61,81.966,205248.0,4,9 +Sixx:A.M.,"Maybe It‚Äôs Time (feat. Corey Taylor, Joe Elliott, Brantley Gilbert, Ivan Moody, Slash, AWOLNATION, Tommy Vext)",58.0,0.396,0.781,,-5.148,1,0.0377,0.00158,,0.185,0.201,145.06,254201.0,4,8 +Jean Loup,Valerio Benustelli,31.0,0.482,0.862,8.0,-4.236,1,0.0367,0.0109,2.24e-05,0.156,0.772,150.0,206007.0,4,10 +This Is The Kit,Coming to Get You Nowhere,49.0,0.688,0.523,7.0,-10.659,1,0.0401,0.898,0.375,0.127,0.864,94.89,200480.0,4,1 +The Last Shadow Puppets,In The Heat Of The Morning,51.0,0.339,0.881,7.0,-6.524,1,0.0668,3.04e-05,4.83e-05,0.119,0.59,126.367,161333.0,4,10 +serpentwithfeet,Fellowship,50.0,0.861,0.642,7.0,-8.634,0,0.0793,0.421,0.000262,0.0828,0.775,113.976,219320.0,4,6 +SPINN,Billie,40.0,0.462,0.911,11.0,-5.576,1,0.0538,0.000382,2.68e-06,0.151,0.899,161.979,214737.0,4,6 +Amythyst Kiah,Black Myself,53.0,0.553,0.828,9.0,-4.091,1,0.0609,0.11,,0.2,0.902,152.638,201194.0,4,1 +Vintage Trouble,You Better Believe It,25.0,0.659,0.782,10.0,-6.135,1,0.0278,0.0136,,0.105,0.879,117.14,250227.0,4,2 +Big Scarr,Frozone,51.0,0.854,0.817,11.0,-3.621,0,0.299,0.0302,,0.14,0.552,131.08,134757.0,4,5 +Rina Sawayama,Chosen Family (with Elton John),64.0,0.5,0.587,4.0,-6.979,1,0.0408,0.489,,0.0827,0.276,72.98,279680.0,4,9 +"Jeff Rupert, George Garzone, Jeremy Allen, Marty Morell, Richard Drexler",Detour Ahead,45.0,0.461,0.228,8.0,-12.875,1,0.0358,0.851,0.738,0.133,0.238,132.456,5.440216667,4,7 +Dharmasoul,Love Again,34.0,0.635,0.405,9.0,-8.682,1,0.0407,0.572,0.00767,0.444,0.525,137.67,223835.0,4,2 +Waldkauz,Dimna Juda,38.0,0.489,0.522,11.0,-9.878,0,0.0313,0.856,0.000123,0.1,0.0972,139.966,221493.0,4,8 +Luna Li,Cherry Pit,46.0,0.71,0.649,9.0,-7.058,1,0.0367,0.218,0.000109,0.105,0.772,120.798,253067.0,4,1 +"Does It Offend You, Yeah?",We Are Rockstars,35.0,0.603,0.954,10.0,-3.027,0,0.0417,0.000536,0.308,0.246,0.389,127.999,231634.0,4,6 +The Jam,Start!,50.0,0.633,0.351,,-8.896,1,0.0506,0.00675,6.38e-05,0.108,0.913,139.335,149867.0,4,10 +"Salim–Sulaiman, Rashid Khan",Cheene Re Mora Chain,21.0,0.494,0.844,,-4.431,1,0.0452,0.0376,2.39e-06,0.13,0.361,119.977,5.612,4,0 +Devour the Day,The Bottom,46.0,0.316,0.948,6.0,-2.06,1,0.108,0.00489,,0.0787,0.539,167.768,182893.0,4,10 +Gruntruck,Crazy Love,44.0,0.43,0.885,,-6.418,1,0.0354,2.11e-05,6.97e-05,0.447,0.56,106.096,294133.0,4,10 +Nine Inch Nails,Everything,30.0,0.515,0.911,1.0,-3.502,1,0.059,1.87e-05,0.646,0.131,0.912,155.028,199559.0,4,10 +Blue Stahli,Lakes of Flame,48.0,0.521,0.929,1.0,-6.135,0,0.05,1.03e-05,0.00492,0.365,0.45,104.004,218203.0,4,8 +Cory Hanson,Angeles,31.0,0.487,0.316,6.0,-12.778,0,0.0308,0.713,0.484,0.154,0.195,83.54,301545.0,4,9 +Adam Melchor,Last Time,52.0,0.493,0.556,7.0,-11.351,1,0.102,0.714,0.0439,0.287,0.409,146.057,3.23288333,4,0 +Southern Avenue,Switchup,22.0,0.799,0.917,4.0,-3.235,0,0.136,0.143,6.06e-05,0.331,0.728,104.1,147904.0,4,2 +Crowded House,Don't Dream It's Over,29.0,0.502,0.683,,-8.19,0,0.0472,0.71,1.98e-06,0.18,0.734,82.626,194948.0,4,10 +Jeki Mekayten,◊î◊û◊¢◊†◊ò◊ñ◊™,26.0,0.859,0.5,2.0,-14.216,1,0.0371,0.274,8.25e-06,0.0904,0.963,106.009,306133.0,4,9 +Killitorous,Married with Children,25.0,0.401,0.989,5.0,-3.144,1,0.165,1.06e-05,0.926,0.0771,0.103,125.011,196325.0,4,8 +Bloodhound Gang,It's Tricky,35.0,0.586,0.989,2.0,-7.808,1,0.111,2.72e-05,0.854,0.317,0.51,147.0,156240.0,4,10 +The Bob Davis Group,A Nightingale Sang In Berkeley Square,48.0,0.375,0.119,3.0,-16.209,1,0.0382,0.986,0.953,0.098,0.294,96.837,3.098616667,4,7 +Dieter Huber,Zitronen Garten,50.0,0.435,0.0767,9.0,-16.805,1,0.0498,0.992,0.9,0.123,0.178,77.242,2.3843,1,7 +Landwerm,Child's Play #1,45.0,0.605,0.0219,5.0,-24.082,1,0.044,0.98,0.787,0.15,0.145,120.026,1.775,4,7 +Joan As Police Woman,Kiss,36.0,0.429,0.507,7.0,-7.839,1,0.0741,0.779,6.16e-05,0.194,0.545,182.878,308560.0,4,6 +Erland Cooper,Haar over Hamnavoe - Bill Ryder-Jones Rework,42.0,0.0906,0.0817,8.0,-24.389,1,0.0375,0.969,0.927,0.062,0.0757,165.349,233253.0,4,1 +Erica Banks,Buss It,35.0,0.918,0.434,9.0,-9.541,1,0.173,0.569,3.14e-06,0.123,0.75,109.997,3.145583333,4,9 +Barry Harris Trio,Embraceable You,43.0,0.381,0.243,5.0,-13.277,1,0.0359,0.951,0.865,0.112,0.161,75.043,3.933333333,4,7 +Maeve,Bleach,38.0,0.757,0.401,11.0,-11.017,0,0.0412,0.476,0.0298,0.0952,0.456,104.014,143747.0,4,10 +The Beatles,Tomorrow Never Knows - Remastered,56.0,0.38,0.829,5.0,-6.105,1,0.0405,8.4e-05,0.00208,0.342,0.0534,125.887,179547.0,4,6 +Frank Carter & The Rattlesnakes,Battlefield,38.0,0.274,0.947,5.0,-5.729,1,0.104,0.000291,0.000445,0.192,0.191,79.917,111373.0,4,6 +Eddie Vedder,Growin' Up - acoustic at home,45.0,0.376,0.483,,-8.879,1,0.0289,0.666,,0.139,0.494,134.255,194427.0,4,10 +Starflyer 59,A House Wife Love Song,27.0,0.108,0.556,10.0,-7.719,1,0.0494,0.000134,0.854,0.639,0.35,175.661,253013.0,4,6 +Nick Leng,One More Time,43.0,0.667,0.757,,-6.818,1,0.0285,0.155,2.68e-05,0.414,0.77,112.029,199440.0,4,1 +M√©lonade,Best In Me,32.0,0.789,0.669,1.0,-11.276,1,0.11,0.00388,0.434,0.0981,0.722,125.968,186667.0,4,6 +Static & Ben El,◊ß◊ï◊ë◊ô◊ï◊™,47.0,0.803,0.693,1.0,-6.053,1,0.056,0.0383,1.17e-05,0.0453,0.43,105.049,142857.0,4,9 +The Primitives,Crash,51.0,0.375,0.6,11.0,-9.313,1,0.033,0.0966,0.000972,0.759,0.916,169.976,151693.0,4,6 +Philip Sayce,Fits Me Good,29.0,0.523,0.963,8.0,-4.594,1,0.0713,0.000434,0.00115,0.416,0.489,128.007,171646.0,4,2 +Muddy Waters,Good Morning Little School Girl,48.0,0.626,0.307,9.0,-14.645,1,0.0836,0.689,0.00663,0.0843,0.62,173.652,196040.0,4,2 +Queens of the Stone Age,Feel Good Hit Of The Summer,49.0,0.432,0.642,1.0,-7.069,0,0.0342,0.177,0.0277,0.0936,0.422,165.534,265347.0,4,6 +Zatua,Harimau,31.0,0.656,0.639,10.0,-12.546,0,0.0331,0.256,0.483,0.0763,0.626,100.995,313838.0,5,6 +Blackberry Smoke,Waiting for the Thunder,23.0,0.278,0.807,9.0,-6.251,1,0.04,0.0125,0.00152,0.976,0.665,140.83,258331.0,4,10 +"Anuradha Paudwal, Kumar Sanu",Main Duniya Bhula Doonga,50.0,0.361,0.716,9.0,-8.219,0,0.0399,0.765,0.00362,0.308,0.648,156.6,5.304883333,3,3 +The Hoosiers,Goodbye Mr A,60.0,0.468,0.841,4.0,-3.263,1,0.0294,0.085,0.00195,0.187,0.574,185.966,266813.0,4,6 +Lionel Hampton,Rag Mop - Single Version,40.0,0.715,0.341,,-11.612,1,0.0439,0.371,,0.123,0.889,94.602,169493.0,4,2 +The Record Company,Off The Ground,56.0,0.543,0.696,7.0,-4.572,1,0.0426,0.601,0.215,0.384,0.849,92.15,253747.0,4,2 +The Cranberries,Zombie,80.0,0.307,0.635,7.0,-8.957,1,0.0339,0.0154,0.00483,0.366,0.304,166.973,306427.0,4,10 +The Ocean,Pleistocene,36.0,0.456,0.841,7.0,-7.015,0,0.0546,0.00371,0.00314,0.0898,0.533,139.981,400200.0,4,8 +"Ludwig van Beethoven, Guido Schiefen, Alfredo Perl","Cello Sonata No. 4 in C Major, Op. 102 No. 1: I. Andante",34.0,0.158,0.0181,,-33.395,1,0.0447,0.987,0.956,0.107,0.177,158.152,2.55445,4,7 +Mot√∂rhead,Whiplash,48.0,0.408,0.973,11.0,-5.605,0,0.135,2.44e-05,0.00134,0.172,0.329,163.156,229500.0,4,8 +Alastair Greene,The Sweetest Honey (Live),34.0,0.216,0.954,,-5.659,1,0.146,0.000283,0.0161,0.953,0.483,138.647,227253.0,4,2 +Viagra Boys,Creatures,45.0,0.772,0.611,9.0,-6.52,1,0.0339,0.146,0.0082,0.142,0.865,120.029,212911.0,4,6 +Squeeze,Cool For Cats,54.0,0.792,0.747,,-15.366,1,0.149,0.202,0.00429,0.221,0.968,144.15,219827.0,4,1 +Johnny Cosmic,Sun and the Moon (with Collie Buddz),48.0,0.38,0.497,2.0,-9.827,1,0.0528,0.0751,0.0864,0.106,0.401,80.043,212995.0,4,10 +LEACH,Serenade (For the Broken Brave),,0.326,0.998,1.0,-1.382,1,0.102,0.00234,,0.417,0.139,174.91,255747.0,4,8 +The Hoosiers,Goodbye Mr A,60.0,0.468,0.841,4.0,-3.263,1,0.0294,0.085,0.00195,0.187,0.574,185.966,266813.0,4,9 +Winnetka Bowling League,barcelona,56.0,0.549,0.86,10.0,-4.147,1,0.0498,0.017,4.26e-06,0.206,0.512,83.971,225413.0,4,10 +Green Lung,Let the Devil In,36.0,0.361,0.8,5.0,-5.253,1,0.0446,2.2e-05,0.00859,0.0835,0.436,141.907,300227.0,4,8 +–î—É—Ä–Ω–æ–π –í–∫—É—Å,–∑–≤—É–∫ –∏ —Ç–µ–º–Ω–æ—Ç–∞,45.0,0.537,0.751,4.0,-6.36,0,0.0331,0.346,0.845,0.0944,0.776,163.963,210732.0,4,6 +Action Bronson,Golden Eye,47.0,0.584,0.904,11.0,-5.895,1,0.251,0.0571,,0.399,0.374,149.99,167693.0,4,5 +Denzel Curry,DIET_,60.0,0.724,0.771,5.0,-6.208,0,0.369,0.0889,,0.362,0.867,90.565,143733.0,4,5 +Jamie Lin Wilson,T Total Tommy,34.0,0.488,0.444,2.0,-9.412,1,0.0245,0.558,0.000461,0.108,0.547,93.474,252013.0,4,1 +Imagine Dragons,Shots,13.0,0.737,0.781,11.0,-7.101,0,0.0332,0.392,0.0696,0.0969,0.545,120.018,191573.0,4,10 +Half Waif,Party's Over,33.0,0.532,0.47,1.0,-8.564,1,0.0718,0.775,9.8e-06,0.142,0.297,152.762,203200.0,4,6 +Arik Einstein,◊ê◊†◊ô ◊®◊ï◊ê◊î ◊ê◊ï◊™◊î ◊ë◊ì◊®◊ö ◊ú◊í◊ô◊û◊†◊°◊ô◊î - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,32.0,0.504,0.442,9.0,-12.402,1,0.0338,0.119,,0.0746,0.632,148.722,187691.0,4,10 +Izabo,◊°◊ï◊õ◊®,16.0,0.603,0.637,9.0,-6.24,0,0.0274,0.516,6.68e-06,0.156,0.555,108.057,197886.0,4,10 +The Shins,Simple Song,62.0,0.546,0.878,7.0,-5.137,1,0.0525,0.0133,,0.135,0.35,119.945,255400.0,4,6 +Centaur,The Same Place,34.0,0.375,0.721,8.0,-9.487,1,0.0359,0.000751,0.9,0.12,0.12,147.932,455000.0,4,6 +Acceptance,So Contagious,51.0,0.411,0.702,1.0,-4.702,1,0.0334,0.133,,0.0973,0.407,178.493,184440.0,4,10 +The Blues Magoos,(We Ain't Got) Nothin' Yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,1 +Kyuss,Space Cadet,52.0,0.461,0.168,11.0,-16.225,0,0.042,0.449,0.886,0.265,0.309,169.675,422464.0,4,10 +Steven Wilson,The Same Asylum As Before,44.0,0.479,0.831,4.0,-9.242,0,0.044,0.00912,0.00124,0.341,0.531,78.975,314479.0,4,8 +Le Vitates,Wherever You Will Go,57.0,0.711,0.195,8.0,-8.167,1,0.0285,0.809,,0.119,0.369,91.903,223441.0,4,9 +Fall Out Boy,"Sugar, We're Goin Down",,0.5,0.887,7.0,-3.74,1,0.0726,0.00467,,0.114,0.631,162.003,230933.0,4,10 +Zig Zags,The Shout,19.0,0.196,0.893,8.0,-1.844,0,0.0484,1.62e-05,0.000313,0.0782,0.26,91.327,271667.0,4,8 +Brent Cobb,Black Crow,,0.706,0.329,5.0,-11.603,1,0.0676,0.718,0.0194,0.0958,0.625,131.312,270413.0,4,10 +Manfred Mann,I Put A Spell On You,31.0,0.302,0.51,3.0,-10.496,0,0.0373,0.164,2.68e-06,0.119,0.497,182.091,215453.0,3,2 +Meg Myers,Numb,46.0,0.51,0.693,5.0,-3.192,1,0.0284,0.006,2.04e-06,0.11,0.291,81.981,262815.0,4,1 +YG,Surgery,57.0,0.88,0.436,6.0,-10.07,1,0.108,0.184,,0.278,0.501,124.063,216954.0,4,5 +BLOXX,Everything I‚Äôve Ever Learned,46.0,0.379,0.949,11.0,-3.377,0,0.149,0.000673,0.000453,0.325,0.416,157.967,234410.0,4,6 +Jane's Addiction,Jane Says,66.0,0.402,0.597,2.0,-9.258,1,0.0327,0.0385,2.09e-06,0.109,0.496,81.806,287000.0,4,6 +"Mahesh Raghvan, Sharanya Srinivas",Thillana 2.0 - Dhanashree (feat. Sharanya Srinivas),34.0,0.747,0.567,4.0,-8.188,0,0.0436,0.545,,0.163,0.453,107.021,3.95175,4,0 +Bob Dylan,The Times They Are A-Changin',69.0,0.389,0.396,7.0,-7.999,1,0.0332,0.887,,0.0828,0.585,171.86,192053.0,3,10 +Ehud Banai,◊©◊ú◊ï◊© ◊î◊ü ◊ë◊†◊ï◊™ ◊î◊§◊ú◊ê,18.0,0.573,0.778,2.0,-6.509,1,0.0258,0.302,0.00468,0.162,0.641,90.065,228139.0,3,10 +Sl√∏tface,Luminous,27.0,0.426,0.538,10.0,-8.154,1,0.0367,0.00751,0.0031,0.0729,0.507,171.693,228507.0,4,6 +Squeeze,Cool For Cats,54.0,0.792,0.747,,-15.366,1,0.149,0.202,0.00429,0.221,0.968,144.15,219827.0,4,10 +Boubacar Traor√©,Hona,40.0,0.429,0.455,3.0,-10.092,0,0.0369,0.587,0.397,0.118,0.597,183.624,338747.0,4,2 +Shlomo Ydov,◊ô◊û◊ô◊ù ◊ú◊ë◊†◊ô◊ù,38.0,0.522,0.194,2.0,-15.228,1,0.0328,0.713,,0.0985,0.187,112.218,242373.0,4,10 +Pattie,Hey,14.0,0.437,0.475,6.0,-7.297,0,0.0284,0.00469,0.0206,0.0907,0.193,88.987,199870.0,4,6 +"Ólafur Arnalds, Alice Sara Ott",Verses,42.0,0.14,0.159,1.0,-17.845,0,0.0401,0.867,0.917,0.392,0.0331,142.239,4.052666667,3,7 +Tygers Of Pan Tang,Love Potion No. 9,40.0,0.542,0.925,9.0,-5.357,1,0.0871,0.0137,,0.49,0.419,143.156,124960.0,4,8 +Daniel Ash,Get Out of Control,33.0,0.566,0.975,9.0,-6.806,1,0.0471,0.00136,0.000543,0.435,0.574,119.659,264893.0,4,10 +WurlD,WAYO (KPE LE WU),41.0,0.696,0.535,4.0,-8.053,0,0.146,0.421,1.84e-05,0.107,0.662,91.943,196093.0,4,9 +Beastie Boys,So What'Cha Want,58.0,0.7,0.942,5.0,-7.355,0,0.237,0.0469,2.93e-05,0.0666,0.766,171.37,216941.0,4,5 +Pappo's Blues,Ruta 66,50.0,0.606,0.973,,-3.371,1,0.0834,0.255,,0.0858,0.813,153.99,186907.0,4,2 +SebastiAn,Walkman,42.0,0.77,0.748,2.0,-8.906,1,0.21,0.00217,0.881,0.0905,0.729,118.931,299947.0,4,1 +Visionist,Cast,11.0,0.158,0.134,8.0,-22.355,1,0.0371,0.971,0.977,0.1,0.303,88.363,190558.0,3,6 +Imagine Dragons,Natural,81.0,0.704,0.611,2.0,-6.112,1,0.0409,0.217,,0.0812,0.22,100.0,189467.0,4,10 +The Atomic Bitchwax,So Come On,41.0,0.293,0.928,2.0,-4.865,0,0.095,4.2e-05,0.0325,0.197,0.507,106.113,251973.0,4,8 +Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,10 +Jack Pe√±ate,Torn On The Platform,44.0,0.498,0.893,9.0,-4.558,1,0.114,0.00519,,0.112,0.451,116.142,233680.0,4,6 +Nirvana,Lake Of Fire,67.0,0.541,0.618,1.0,-9.652,0,0.179,0.277,4.02e-05,0.413,0.68,145.464,175973.0,4,10 +Q-Tip,Let's Ride,59.0,0.775,0.795,5.0,-4.171,1,0.206,0.148,0.00119,0.0411,0.796,95.212,246493.0,4,5 +Ronnie Atkins,Scorpio,34.0,0.465,0.979,7.0,-7.443,1,0.0575,1.08e-05,2.22e-06,0.0917,0.433,137.029,274547.0,4,8 +Robot Koch,Stars As Eyes - Hugar Rework,26.0,0.0756,0.0891,9.0,-25.279,0,0.0383,0.82,0.926,0.0847,0.0347,74.897,243431.0,5,6 +Backstreet Boys,The One,58.0,0.663,0.934,5.0,-4.227,0,0.0348,0.0646,,0.164,0.621,110.031,3.782216667,4,9 +Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,10 +Kati Ran,Unnr | MINDBEACH,44.0,0.412,0.402,9.0,-11.421,0,0.0335,0.795,0.365,0.089,0.0362,121.076,576250.0,4,8 +Slightly Stoopid,If You Want It,38.0,0.565,0.875,2.0,-5.905,0,0.0458,0.1,0.000325,0.244,0.891,155.546,241307.0,4,10 +my bloody valentine,All I Need,44.0,0.304,0.953,6.0,-7.701,0,0.128,0.000444,0.862,0.258,0.0865,107.395,185027.0,4,1 +Zaytoven,"The Click (feat. Zaybang, Lil Bean, KxNG LLAMA, Lil Yee, Prezi & Lil Pete)",48.0,0.859,0.544,7.0,-7.465,0,0.291,0.174,0.00528,0.373,0.43,100.024,150379.0,4,5 +"N.O.T Playing, Shubham Bharti, Vibhor Mathur",Raag Arambol,9.0,0.357,0.447,8.0,-12.069,1,0.0443,0.538,0.22,0.352,0.159,89.998,4.970833333,4,0 +Savannah Conley,Being Around You,26.0,0.598,0.591,8.0,-5.387,1,0.0262,0.179,0.00066,0.0714,0.467,93.071,178484.0,3,6 +Jet,She's A Genius,52.0,0.498,0.943,9.0,-2.394,1,0.137,0.0218,7.69e-06,0.112,0.569,152.216,178840.0,4,10 +Ben Stevenson,Yellow Bird,43.0,0.503,0.363,6.0,-10.625,0,0.0287,0.689,0.33,0.105,0.0682,114.019,222842.0,4,9 +Knapsack,Courage Was Confused,30.0,0.428,0.916,2.0,-7.75,1,0.0805,0.00038,0.001,0.104,0.241,114.819,231307.0,4,10 +Eddie Rabbitt,Every Which Way but Loose - 2009 Remaster,52.0,0.598,0.483,7.0,-7.474,1,0.0292,0.458,7.88e-06,0.36,0.452,130.663,2.860883333,4,4 +Metallica,I Disappear,59.0,0.536,0.928,1.0,-3.64,1,0.0498,0.000213,6.56e-05,0.0411,0.46,122.655,266240.0,4,10 +A Day To Remember,Paranoia,64.0,0.409,0.992,3.0,-2.803,0,0.108,4.82e-05,2.03e-06,0.1,0.344,149.859,200677.0,4,10 +John Mayer,Waiting On the World to Change,73.0,0.578,0.756,2.0,-5.82,1,0.115,0.157,0.000232,0.249,0.663,176.739,201173.0,4,9 +Machine Head,Is There Anybody out There?,63.0,0.408,0.953,7.0,-3.883,1,0.226,0.00532,,0.338,0.291,177.94,272666.0,4,8 +Deftones,Back to School (Mini Maggit),58.0,0.3,0.986,8.0,-3.022,1,0.107,0.000386,0.000136,0.0924,0.256,85.117,237360.0,4,8 +Fleetwood Mac,Child of Mine,27.0,0.482,0.649,4.0,-13.424,1,0.0298,0.223,0.145,0.294,0.717,143.13,327867.0,4,10 +Itay Levi,◊ô◊ó◊¶◊ü ◊©◊ú ◊î◊û◊ì◊ô◊†◊î,27.0,0.676,0.916,9.0,-4.094,0,0.0621,0.149,,0.281,0.695,129.968,241962.0,4,9 +Common,Say Peace Feat. Black Thought,35.0,0.568,0.847,5.0,-7.953,0,0.332,0.403,0.000436,0.173,0.833,188.001,251227.0,4,5 +Savage After Midnight,Remedy,44.0,0.493,0.908,,-5.582,1,0.0913,0.000623,3.04e-06,0.497,0.257,144.021,217867.0,4,10 +Hildegard,Jour 1,28.0,0.698,0.514,2.0,-9.574,1,0.0315,0.0187,0.538,0.113,0.141,137.985,294025.0,4,1 +Brad Paisley,We Danced,55.0,0.592,0.39,9.0,-10.642,1,0.027,0.477,,0.12,0.143,146.039,3.77045,4,4 +Love Renaissance (LVRN),"LVRN Cypher - Spotify Singles (feat. BRS Kash, OMB Bloodbath & NoonieVsEverybody)",62.0,0.9,0.487,8.0,-12.087,1,0.449,0.0165,,0.443,0.644,120.022,350505.0,4,5 +Ghost,If You Have Ghosts,52.0,0.508,0.782,6.0,-4.838,0,0.0385,0.00271,0.0004,0.0812,0.565,135.02,214880.0,4,8 +Jake Whiskin,Heavy,32.0,0.74,0.386,11.0,-9.698,1,0.0326,0.472,0.00073,0.129,0.209,129.995,225083.0,4,6 +I Prevail,Every Time You Leave (Feat. Delaney Jane) - Live Acoustic,45.0,0.553,0.449,7.0,-5.857,1,0.0322,0.635,,0.255,0.381,77.633,187401.0,4,10 +Nebula,To the Center,37.0,0.279,0.899,5.0,-6.588,1,0.0494,0.00135,0.807,0.107,0.402,132.209,391160.0,4,8 +The Smashing Pumpkins,Landslide - Remastered,59.0,0.422,0.208,10.0,-15.886,1,0.0318,0.896,0.0265,0.192,0.354,111.549,190587.0,3,10 +Bibio,Petals,59.0,0.359,0.286,9.0,-10.172,0,0.0338,0.908,0.0036,0.109,0.229,152.205,152333.0,4,6 +Charles Bradley,The World (Is Going Up In Flames),59.0,0.715,0.6,5.0,-7.728,0,0.0264,0.0714,0.00165,0.0876,0.77,86.989,202492.0,4,9 +Kayzo,Never Let You Down (with TELLE),44.0,0.446,0.999,9.0,-1.59,0,0.313,0.0289,0.0566,0.612,0.0624,149.919,166800.0,4,10 +Keef Hartley Band,Sinnin' For You,24.0,0.396,0.436,5.0,-15.616,1,0.0411,0.254,0.469,0.125,0.389,139.664,350760.0,4,10 +SASAMI,Not The Time,33.0,0.42,0.79,6.0,-7.824,0,0.06,0.00384,0.41,0.0943,0.507,137.968,170760.0,4,6 +T Derose,Naughty,35.0,0.683,0.473,5.0,-10.159,0,0.0723,0.201,,0.212,0.154,139.998,152633.0,4,5 +Parkwood,Screwdriver,34.0,0.446,0.989,7.0,-4.131,1,0.155,0.00125,9.2e-06,0.102,0.0437,105.955,197264.0,4,8 +Riverside,Vale of Tears,38.0,0.513,0.678,9.0,-8.697,1,0.0368,0.0405,0.123,0.126,0.432,140.052,288610.0,4,10 +Lime Cordiale,Reality Check Please,53.0,0.703,0.639,,-7.341,1,0.0316,0.00976,0.468,0.165,0.622,138.048,220597.0,4,6 +JP Cooper,Wait,,0.527,0.577,4.0,-8.112,1,0.0487,0.184,,0.111,0.291,79.95,3.85888333,4,0 +Sepultura,Tainted Love,44.0,0.532,0.953,6.0,-4.09,1,0.102,0.000113,3.49e-05,0.118,0.416,137.036,182188.0,4,8 +Joan Jett & The Blackhearts,I Love Rock 'N Roll,74.0,0.535,0.716,4.0,-5.025,1,0.0431,0.326,,0.659,0.901,94.379,175173.0,4,10 +Blind Melon,Change,62.0,0.433,0.46,2.0,-10.441,1,0.0343,0.606,4.36e-05,0.175,0.536,77.525,221867.0,4,10 +Noel Gallagher's High Flying Birds,Holy Mountain,42.0,0.429,0.974,1.0,-4.04,1,0.0419,4.51e-06,0.563,0.577,0.724,137.01,234880.0,4,10 +Jackie Payne Steve Edmonson Band,The Real Deal,8.0,0.561,0.715,5.0,-5.918,0,0.146,0.437,1.41e-05,0.0896,0.801,116.995,208747.0,4,2 +More Than We Know,"Aoife O'Donovan, The Milk Carton Kids",46.0,0.619,0.248,1.0,-15.649,0,0.0274,0.844,5.28e-05,0.137,0.289,104.872,3.179116667,4,0 +The Shaggs,Philosophy of the World,34.0,0.393,0.649,4.0,-9.103,0,0.0541,0.69,,0.159,0.697,114.054,177840.0,4,1 +The Cold Stares,Sleeping with Lions,36.0,0.365,0.778,5.0,-6.117,0,0.039,6.42e-05,1.35e-06,0.299,0.712,73.93,199787.0,4,10 +Animals As Leaders,An Infinite Regression,43.0,0.404,0.903,2.0,-6.237,1,0.108,0.000123,0.812,0.138,0.352,131.768,205853.0,5,8 +Love,The Red Telephone,46.0,0.471,0.258,7.0,-19.476,1,0.0346,0.576,8.16e-05,0.11,0.0908,110.634,284320.0,4,10 +Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,1 +Kenny Wayne Shepherd,Diamonds & Gold - Live,33.0,0.342,0.828,1.0,-6.802,1,0.0327,0.00383,0.00031,0.77,0.681,93.139,387347.0,4,2 +DREAMERS,Palm Reader,60.0,0.813,0.774,9.0,-3.923,0,0.0341,0.012,4.53e-06,0.0616,0.909,105.997,180667.0,4,10 +The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,10 +Bruno Mars,Marry You,75.0,0.62,0.832,10.0,-4.848,1,0.036,0.332,,0.104,0.481,144.926,230120.0,4,9 +Sister,Scream for Pleasure,32.0,0.438,0.964,8.0,-4.634,1,0.0715,1.59e-05,0.181,0.0307,0.664,169.957,232431.0,4,10 +In Flames,Cloud Connected,58.0,0.48,0.908,,-5.466,0,0.0452,5.45e-06,0.856,0.0932,0.313,95.084,220707.0,4,8 +Elvis Presley,Don't Be Cruel,60.0,0.697,0.55,2.0,-11.496,1,0.179,0.856,3.44e-05,0.0907,0.844,84.802,2.04821667,4,10 +Ramones,Sheena Is a Punk Rocker - 2001 Remaster,17.0,0.534,0.866,,-6.013,1,0.0309,0.213,,0.0921,0.792,176.268,167840.0,4,1 +Kylesimps,S.I.M.P,65.0,0.631,0.714,5.0,-10.218,0,0.186,0.613,,0.185,0.601,160.509,131944.0,4,6 +John Legend,All of Me,86.0,0.422,0.264,8.0,-7.064,1,0.0322,0.922,,0.132,0.331,119.93,269560.0,4,9 +Windows 96,Glass Prism,37.0,0.654,0.757,10.0,-9.208,1,0.0919,0.0498,0.918,0.493,0.183,133.951,210896.0,4,6 +Harakiri for the Sky,And Oceans Between Us,33.0,0.352,0.966,5.0,-6.302,0,0.0722,3.34e-05,0.917,0.403,0.393,155.019,537203.0,4,8 +"Hank Williams, Jr.",All My Rowdy Friends (Have Settled Down),54.0,0.711,0.542,,-10.319,1,0.0287,0.23,5.2e-06,0.28,0.813,127.002,4.006216667,4,4 +Destiny's Child,"Bills, Bills, Bills",82.0,0.845,0.576,11.0,-5.15,0,0.153,0.139,,0.0764,0.461,127.641,4.267116667,4,9 +Microwave,Mirrors,32.0,0.248,0.982,5.0,-7.208,0,0.123,2.07e-05,0.28,0.597,0.0722,80.952,177046.0,4,10 +easy life,have a great day,53.0,0.776,0.574,5.0,-5.971,0,0.0351,0.431,7.9e-05,0.147,0.427,102.895,202090.0,4,6 +Asking Alexandria,The Violence,60.0,0.646,0.851,8.0,-4.22,0,0.0662,0.00618,,0.629,0.333,129.921,208396.0,4,10 +George Bar,◊ï◊ï◊ê◊ú◊ô,19.0,0.648,0.872,,-6.924,0,0.0372,0.245,5.66e-06,0.0403,0.984,164.908,276133.0,4,9 +Stone Temple Pilots,Perdida,40.0,0.414,0.31,4.0,-11.54,0,0.0329,0.943,0.0217,0.1,0.11,128.243,209213.0,3,10 +Cedric Burnside,The Other Side (feat. J.R. & the Allnighters),29.0,0.739,0.219,7.0,-13.652,0,0.122,0.945,6.13e-05,0.112,0.49,143.695,192348.0,4,2 +The Backyard,◊î◊§◊°◊ô◊ß◊ï ◊ê◊™ ◊î◊û◊ï◊ñ◊ô◊ß◊î,35.0,0.755,0.746,6.0,-5.73,0,0.0861,0.198,,0.237,0.854,91.964,232764.0,4,6 +Harrison Storm,Breathe Again - Acoustic,53.0,0.651,0.433,10.0,-7.826,0,0.0362,0.631,,0.146,0.182,123.027,3.30636667,4,0 +"Doja Cat, SZA",Kiss Me More (feat. SZA),95.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,3.48111667,4,9 +Of Monsters and Men,Visitor,58.0,0.57,0.866,7.0,-4.587,0,0.0344,0.00332,0.000709,0.116,0.477,81.995,207227.0,4,6 +"Asha Bhosle, Mohammed Rafi","Uden Jab Jab Zulfen Teri, Pt. 1",18.0,0.559,0.551,6.0,-10.307,1,0.0731,0.745,0.858,0.0878,0.909,137.15,4.951133333,4,3 +Touch√© Amor√©,Lament,42.0,0.308,0.916,10.0,-7.455,0,0.153,1.57e-05,0.0127,0.095,0.361,167.078,200872.0,4,10 +Plastic Bertrand,√áa Plane Pour Moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,6 +Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,10 +Bring Me The Horizon,Throne,73.0,0.426,0.888,,-3.72,0,0.0987,0.000455,,0.306,0.387,144.111,191520.0,4,10 +Martha and the Muffins,Echo Beach,58.0,0.54,0.746,7.0,-9.412,1,0.045,0.13,8.73e-06,0.0976,0.826,163.809,219867.0,4,1 +Greta Van Fleet,Safari Song,65.0,0.362,0.928,2.0,-4.015,1,0.0503,0.164,1.61e-05,0.315,0.678,175.868,234600.0,4,10 +The Kooks,Always Where I Need To Be,58.0,0.331,0.961,11.0,-4.627,1,0.0663,0.000146,,0.322,0.882,168.355,161720.0,4,10 +Cut Copy,Hearts On Fire - Calvin Harris Remix,18.0,0.783,0.82,1.0,-6.102,1,0.0489,0.00054,0.499,0.0628,0.235,129.015,339213.0,4,1 +The Beatles,I Will - Remastered 2009,63.0,0.631,0.387,5.0,-11.529,1,0.0262,0.742,0.000406,0.0822,0.832,103.11,105933.0,4,10 +Au√∞n,Ver√∞ur von a√∞ br√°√∞,22.0,0.236,0.876,4.0,-6.487,0,0.0866,4.75e-05,0.0864,0.186,0.105,85.618,350027.0,4,8 +Tony Spinner,Walkin' The Dawg,40.0,0.626,0.923,1.0,-4.448,1,0.0474,0.0132,0.000771,0.0331,0.845,87.377,224640.0,4,2 +Ohhms,Alive! - Radio Edit,12.0,0.187,0.777,11.0,-5.267,0,0.0476,0.000669,0.896,0.167,0.293,139.905,312617.0,4,8 +Tuff Crew,My Part of Town,34.0,0.944,0.805,6.0,-9.578,0,0.327,0.182,,0.468,0.833,113.993,271333.0,4,5 +Code Orange,Forever,44.0,0.306,0.883,7.0,-4.205,1,0.0855,1.21e-05,0.774,0.185,0.43,81.188,187947.0,4,8 +36 Crazyfists,Renegades,39.0,0.506,0.964,,-2.494,0,0.215,2.21e-05,0.305,0.213,0.324,90.086,208907.0,4,8 +Backstreet Boys,Panic,31.0,0.567,0.873,9.0,-3.312,0,0.0411,0.0285,,0.326,0.799,76.0,2.88045,4,9 +Fred again..,Chika (Scared),50.0,0.687,0.413,6.0,-11.68,1,0.145,0.554,0.006,0.123,0.183,119.968,168245.0,4,6 +Bloomsday,Samantha Crain,19.0,0.458,0.529,8.0,-6.566,1,0.0286,0.286,3.22e-06,0.107,0.0767,119.924,3.3191,4,0 +TT Grace,Baby Come Back,42.0,0.402,0.913,9.0,-4.913,1,0.0644,0.00294,0.602,0.175,0.687,179.704,201667.0,4,10 +Lonely The Brave,Bound,39.0,0.364,0.776,2.0,-5.236,1,0.04,0.000648,0.000114,0.177,0.306,157.15,213125.0,3,10 +Westlife,Uptown Girl - Radio Edit,,0.649,0.9,6.0,-5.81,0,0.0311,0.0108,0.000395,0.523,0.893,128.995,3.1,4,9 +Oli Bloom,Sancy,47.0,0.618,0.088,2.0,-17.014,1,0.06,0.993,0.908,0.108,0.24,87.853,2.391083333,4,7 +Outloved,It's All Hate,,0.471,0.9,,-3.876,0,0.043,0.000922,5.59e-05,0.109,0.267,171.941,208657.0,4,8 +Adi Ulmansky,◊ê◊ô◊ö ◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ô,23.0,0.689,0.522,4.0,-7.795,0,0.043,0.755,,0.173,0.396,114.89,201391.0,4,9 +Sui Uzi,Your Secrets,35.0,0.755,0.895,5.0,-7.8,0,0.0538,0.000236,0.00247,0.223,0.672,134.081,240527.0,4,6 +Crystal Castles,Crimewave,67.0,0.746,0.691,4.0,-7.533,0,0.0403,0.184,0.0259,0.205,0.888,119.982,258453.0,4,6 +Shlomo Artzi,◊î◊ê◊ô◊© ◊î◊î◊ï◊ê,29.0,0.407,0.367,,-13.74,1,0.0356,0.752,,0.32,0.581,139.821,290000.0,4,10 +M.A.G.S.,Sunrise,37.0,0.653,0.843,4.0,-8.688,1,0.0327,0.211,0.46,0.161,0.767,103.053,135728.0,4,1 +Stephen Oaks,Es Amor (What Is Love) (feat. Nicky Jam & Emy Perez),46.0,0.729,0.922,6.0,-3.695,0,0.109,0.0857,6.12e-06,0.278,0.443,108.976,185947.0,4,9 +Katori Walker,INDEPENDENT,43.0,0.696,0.696,10.0,-6.257,1,0.285,0.461,,0.231,0.402,150.191,153652.0,4,5 +Khalid,Free Spirit,74.0,0.627,0.446,2.0,-9.477,0,0.0332,0.308,0.00077,0.111,0.11,139.994,182080.0,4,9 +Devil Electric,All My Friends Move Like The Night,33.0,0.418,0.886,,-3.6,1,0.0325,0.00112,0.00253,0.0886,0.551,113.65,173808.0,4,8 +Def Leppard,Pour Some Sugar On Me - Remastered 2017,74.0,0.267,0.953,1.0,-4.899,0,0.096,0.00211,,0.283,0.568,84.989,267307.0,4,10 +Grouplove,Deadline,56.0,0.627,0.94,11.0,-5.563,0,0.29,0.148,0.00333,0.623,0.592,158.012,218680.0,4,10 +Perila,Fallin Into Space,12.0,0.504,0.264,,-17.572,1,0.0579,0.812,0.888,0.112,0.0335,114.629,298909.0,4,6 +Kree Harrison,That's How Hearts Get Broken,39.0,0.713,0.506,2.0,-5.975,1,0.0242,0.15,2.42e-06,0.362,0.669,108.884,221840.0,4,1 +Divitius,Lucid - Instrumental,35.0,0.39,0.984,5.0,-4.257,0,0.149,0.000719,0.566,0.153,0.0973,149.922,270400.0,4,8 +The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,1 +Eyal Golan,◊õ◊û◊ï ◊ë◊°◊§◊®◊ô◊ù ◊î◊î◊ù,28.0,0.528,0.538,10.0,-5.054,1,0.0335,0.286,,0.25,0.343,189.841,210275.0,3,9 +The Cadets,I Want You,34.0,0.733,0.451,3.0,-8.006,1,0.127,0.698,5.31e-06,0.139,0.917,154.443,169250.0,4,2 +Moshe Peretz,◊õ◊û◊ï ◊û◊ú◊ö,23.0,0.639,0.961,5.0,-1.265,0,0.0597,0.0904,,0.351,0.588,127.967,234560.0,4,9 +Arlo McKinley,Die Midwestern,45.0,0.483,0.659,9.0,-5.583,1,0.0291,0.0442,6.73e-06,0.333,0.554,109.024,249280.0,4,1 +The Teskey Brothers,So Caught Up,51.0,0.744,0.693,4.0,-6.563,0,0.0261,0.293,0.00056,0.305,0.896,99.048,228553.0,4,9 +Ethan Gruska,Maybe I'll Go Nowhere,48.0,0.557,0.289,1.0,-17.424,1,0.0693,0.86,0.118,0.0929,0.454,160.914,243987.0,4,6 +Twisted Sister,We're Not Gonna Take It,,0.306,0.932,8.0,-6.602,1,0.13,0.000265,,0.381,0.571,167.719,208994.0,4,9 +Hinds,Good Bad Times,45.0,0.646,0.668,,-3.476,1,0.0281,0.04,1.31e-05,0.648,0.872,109.985,198547.0,4,6 +Charles Daisey & Friends,I Cover the Waterfront,56.0,0.406,0.1,7.0,-20.82,1,0.047,0.982,0.922,0.111,0.314,163.277,2.471716667,3,7 +Boj,Abracadabra,48.0,0.735,0.696,,-7.097,0,0.0574,0.0562,0.0292,0.0594,0.955,94.973,195789.0,4,9 +Nikita Stashevskiy,Tenderness,31.0,0.53,0.923,8.0,-3.911,1,0.0372,0.000587,0.884,0.151,0.365,132.964,291333.0,4,6 +Sarit Hadad,◊û◊ô◊©◊î◊ï ◊ô◊ó◊ë◊ß ◊ê◊ï◊™◊ô,22.0,0.519,0.647,3.0,-4.859,0,0.0373,0.741,,0.132,0.385,122.983,194043.0,4,9 +Russ,Give Up,54.0,0.865,0.457,11.0,-11.294,1,0.29,0.344,7.23e-05,0.0767,0.465,143.916,153333.0,4,5 +Martin Harley,Roll With the Punches,24.0,0.629,0.466,11.0,-9.969,1,0.0397,0.446,0.00995,0.258,0.91,124.88,191880.0,4,2 +Scarecrow Blues Hip Hop,Code Name Loppsi - My Lowd demo,24.0,0.653,0.711,4.0,-8.126,0,0.402,0.143,,0.0961,0.762,92.537,253000.0,4,2 +The End of Electronics,Proletarian Gothic,39.0,0.341,0.601,1.0,-14.393,1,0.0361,0.613,0.832,0.36,0.841,180.101,213333.0,4,6 +Methods of Mayhem,Get Naked,47.0,0.78,0.919,9.0,-4.751,1,0.156,0.0389,1.77e-05,0.025,0.902,100.006,201667.0,4,10 +Alonso Librado,Volar con el viento,45.0,0.695,0.102,4.0,-17.316,1,0.0618,0.94,0.92,0.0931,0.0375,121.391,2.620833333,3,7 +MAY-A,Apricots,56.0,0.688,0.629,4.0,-5.802,1,0.0878,0.585,,0.192,0.211,88.058,192715.0,4,9 +The Tracks,Strange Moments,22.0,0.329,0.905,7.0,-5.728,1,0.0546,8.63e-05,0.0037,0.11,0.711,145.149,183560.0,4,1 +Tim Franks Trio,Late Lament,53.0,0.348,0.168,3.0,-19.254,0,0.0353,0.985,0.917,0.0854,0.149,82.508,5.34765,3,7 +Luke Jordan,Church Bells Blues,14.0,0.729,0.0564,11.0,-19.28,0,0.0595,0.996,0.683,0.113,0.547,130.184,196653.0,4,2 +ASHES dIVIDE,The Stone,41.0,0.353,0.944,6.0,-5.013,1,0.0625,0.000298,0.246,0.102,0.362,95.072,229080.0,4,10 +Interpol,Slow Hands,55.0,0.245,0.974,11.0,-2.523,0,0.0496,0.00045,0.438,0.363,0.644,141.885,184133.0,4,10 +Muzz,Fade Into You,39.0,0.491,0.363,9.0,-9.267,1,0.0274,0.529,0.553,0.103,0.172,77.504,284665.0,3,6 +SOAK,Bloodbuzz Ohio,43.0,0.441,0.267,6.0,-8.171,1,0.031,0.715,1.48e-06,0.11,0.0566,140.076,279968.0,4,6 +Brothers Osborne,Back On The Bottle,,0.552,0.885,4.0,-5.339,1,0.0657,0.0111,0.0106,0.36,0.536,100.295,196333.0,4,10 +The Fray,How to Save a Life - Live in NYC - 2009,57.0,0.54,0.294,10.0,-12.181,1,0.0323,0.775,,0.708,0.204,119.134,290267.0,4,10 +Stone Temple Pilots,Plush - Acoustic,67.0,0.643,0.364,5.0,-11.018,0,0.04,0.715,,0.659,0.283,133.377,230293.0,4,10 +"Manuel de Falla, Mischa Maisky, Pavel Gililov",7 Canciones populares españolas - Arranged by Mischa Maisky: No.5: Nana,,0.179,0.0119,9.0,-31.3,0,0.0472,0.993,0.9,0.0548,0.0475,90.397,3.00555,4,7 +TransFixion,Tremolo,8.0,0.546,0.881,7.0,-5.045,1,0.0328,0.000181,0.000802,0.0962,0.421,99.998,294000.0,4,10 +Kodaline,All I Want,1.0,0.209,0.412,,-9.733,1,0.0443,0.172,0.15,0.0843,0.162,86.26,5.09578333,3,0 +Shlomo Artzi,◊©◊†◊ô◊ô◊ù,34.0,0.771,0.42,6.0,-6.696,0,0.0291,0.615,9.61e-06,0.0989,0.441,96.018,218707.0,3,10 +The Luka State,[Insert Girls Name Here],23.0,0.297,0.913,3.0,-7.853,0,0.128,1.71e-05,0.317,0.157,0.361,169.856,188267.0,4,10 +Red Garland,Back Slidin',31.0,0.572,0.183,5.0,-19.793,0,0.047,0.884,0.903,0.127,0.336,119.079,414667.0,4,2 +Dorothy,Who Do You Love,37.0,0.22,0.848,10.0,-3.686,1,0.0501,0.0429,0.000175,0.142,0.389,121.948,253613.0,4,10 +Deafheaven,Dream House,45.0,0.1,0.804,7.0,-4.669,1,0.0768,6.84e-06,0.916,0.384,0.0954,82.211,554573.0,4,8 +Elvie Shane,County Roads,51.0,0.658,0.813,8.0,-3.305,1,0.0486,0.0463,,0.388,0.518,116.06,191765.0,4,10 +Accept,Zombie Apocalypse,46.0,0.392,0.977,4.0,-6.009,0,0.101,3.78e-05,0.0776,0.119,0.207,195.984,335360.0,4,8 +Pink Mario,Eachday,31.0,0.454,0.643,3.0,-7.377,1,0.0344,0.261,0.0879,0.243,0.224,91.055,255147.0,4,6 +Iggy Pop,Lust For Life,67.0,0.383,0.97,9.0,-5.638,1,0.0435,0.0276,,0.0942,0.62,101.603,313926.0,4,6 +Black Sabbath,War Pigs,65.0,0.464,0.612,9.0,-12.019,1,0.0591,0.116,0.00559,0.171,0.496,91.499,474400.0,4,8 +Pretty Sick,Bet My Blood,1.0,0.423,0.984,9.0,-4.261,0,0.1,2.29e-05,0.00676,0.321,0.199,103.218,179785.0,4,1 +J. Cole,a m a r i,86.0,0.725,0.713,4.0,-6.173,0,0.187,0.127,,0.617,0.207,65.988,148421.0,4,9 +Alka Yagnik,Kahe Sataye,29.0,0.314,0.0643,,-17.086,1,0.044,0.973,0.0135,0.115,0.181,98.353,2.306216667,4,3 +Kuttem Reese,All 10 (feat. Chief Keef),46.0,0.807,0.773,11.0,-3.675,1,0.309,0.0657,,0.222,0.46,147.961,172399.0,4,5 +Fleet Foxes,Sunblind,61.0,0.562,0.686,7.0,-8.48,1,0.0249,0.31,0.0225,0.125,0.466,103.054,253613.0,4,6 +Drown This City,Borderline Existence,38.0,0.393,0.937,1.0,-3.562,1,0.0872,0.00105,0.185,0.269,0.152,155.035,187000.0,4,8 +Thessa,Rigel,34.0,0.234,0.943,1.0,-9.927,1,0.065,2.96e-06,0.868,0.116,0.29,114.823,283009.0,4,8 +Melvins,Revolve,52.0,0.448,0.796,2.0,-7.896,1,0.0283,0.000274,0.443,0.171,0.565,97.178,284907.0,4,10 +Nothing But Thieves,Forever & Ever More,55.0,0.289,0.841,8.0,-4.33,1,0.146,0.00582,0.00769,0.267,0.399,183.17,208134.0,3,10 +Mustasch,You Are Killing Me,41.0,0.663,0.835,,-5.194,1,0.0446,0.0039,0.000388,0.594,0.327,140.023,232313.0,4,8 +Donald Byrd,Sudwest Funk - Rudy Van Gelder Edition/Digital Remaster/2006,37.0,0.567,0.463,10.0,-7.91,1,0.0362,0.747,0.00776,0.151,0.499,130.207,6.857333333,4,7 +Nina Simone,Just Like a Woman,50.0,0.457,0.379,6.0,-13.618,1,0.0342,0.434,0.000276,0.202,0.363,78.49,4.83466667,3,0 +Backyard Babies,Brand New Hate,22.0,0.382,0.957,8.0,-2.859,1,0.0613,7.24e-05,0.000102,0.0902,0.7,181.094,179293.0,4,8 +–ó–∞–≥–æ–≤–æ—Ä,–ù–µ –∑–Ω–∞—é,26.0,0.619,0.706,10.0,-10.396,0,0.034,0.0918,0.629,0.0781,0.6,130.001,204000.0,4,6 +Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,10 +Super Whatevr,dwell on the guilt of saving myself,23.0,0.675,0.844,4.0,-5.92,0,0.0895,0.0212,,0.113,0.668,120.076,173741.0,4,10 +Dennis Lloyd,Like A Stone (feat. Tom Morello) - Recorded at Electric Lady Studios NYC,50.0,0.356,0.205,9.0,-7.617,0,0.0304,0.756,,0.0916,0.177,107.057,259189.0,4,10 +Satyricon,Black Crow on a Tombstone,41.0,0.629,0.914,2.0,-5.199,1,0.0461,2.79e-05,0.708,0.325,0.322,119.904,230000.0,4,8 +David Bowie,Starman - 2012 Remaster,73.0,0.486,0.449,5.0,-10.298,1,0.0267,0.166,2.23e-06,0.54,0.549,100.456,254293.0,4,10 +Lenny Kravitz,Let Love Rule,51.0,0.689,0.452,,-12.927,1,0.0407,0.0293,0.26,0.0672,0.696,152.814,342160.0,4,10 +Arcade Fire,Rebellion (Lies),65.0,0.401,0.933,8.0,-5.682,1,0.0344,0.00744,0.627,0.318,0.734,127.193,310893.0,4,10 +Eyal Golan,◊û◊õ◊ú ◊î◊õ◊ï◊õ◊ë◊ô◊ù ◊ë◊ú◊ô◊ú◊î,42.0,0.563,0.272,6.0,-7.821,0,0.0559,0.946,,0.108,0.406,130.633,192036.0,4,9 +Chris Brown,"Go Crazy (Remix) (feat. Young Thug, Future, Lil Durk & Mulatto)",72.0,0.721,0.565,,-9.157,0,0.28,0.248,,0.284,0.597,93.8,227234.0,4,5 +Chris Lane,Fill Them Boots,69.0,0.611,0.765,1.0,-5.122,1,0.0293,0.0473,,0.288,0.766,146.102,2.71475,4,4 +? & The Mysterians,96 Tears,44.0,0.681,0.499,7.0,-6.894,1,0.034,0.0589,6.39e-06,0.0743,0.841,123.458,177427.0,4,6 +Jason Bieler And The Baron Von Bielski Orchestra,Apology,15.0,0.18,0.919,2.0,-7.315,1,0.118,8.34e-05,2.52e-05,0.151,0.252,169.951,287800.0,4,8 +Richie Kotzen,Venom,42.0,0.471,0.886,8.0,-3.627,1,0.0496,0.00261,0.0942,0.124,0.473,100.025,236719.0,4,2 +The Faint,The Geeks Were Right,37.0,0.737,0.668,5.0,-6.261,0,0.0323,0.00405,6.04e-05,0.385,0.961,131.009,176240.0,4,1 +Shlomo Artzi,◊ú◊ê ◊î◊§◊°◊ß◊™◊ô ◊ú◊ó◊§◊© ◊ê◊ï◊™◊ö,41.0,0.597,0.666,7.0,-5.323,0,0.0372,0.183,,0.12,0.436,136.81,238421.0,4,9 +Motenko,The Thief,31.0,0.728,0.604,3.0,-6.788,1,0.0362,0.278,0.000337,0.11,0.75,76.078,276547.0,4,9 +GRiZ,Good Times Roll,49.0,0.677,0.874,1.0,-5.445,1,0.129,0.0219,0.00738,0.973,0.58,100.012,244828.0,4,10 +FEVER 333,SUPREMACY,47.0,0.662,0.774,2.0,-5.746,1,0.054,0.424,,0.221,0.718,100.006,174600.0,4,10 +Born Of Osiris,Angel Or Alien,55.0,0.447,0.979,4.0,-4.129,0,0.118,0.000893,0.00125,0.393,0.17,109.056,267649.0,4,10 +CHVRCHES,He Said She Said,56.0,0.574,0.625,7.0,-6.249,1,0.0304,0.0366,0.000243,0.114,0.281,126.923,189385.0,4,6 +ITZY,WANNABE,77.0,0.809,0.911,6.0,-4.41,0,0.0617,0.00795,0.000179,0.181,0.64,122.035,191242.0,4,9 +Genesis,Supper's Ready - Digital Remastered 2008,43.0,0.31,0.61,4.0,-9.415,0,0.0723,0.147,0.000476,0.179,0.144,88.132,1385907.0,4,10 +Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,6 +The Cadillac Three,Tabasco & Sweet Tea,54.0,0.674,0.754,7.0,-5.807,1,0.113,0.0382,,0.113,0.824,159.906,280066.0,4,10 +The Big Moon,Formidable,11.0,0.401,0.65,,-5.204,1,0.037,0.447,2.56e-06,0.105,0.385,144.802,175800.0,4,6 +DJ Chose,THICK (feat. Megan Thee Stallion) - Remix,64.0,0.877,0.747,4.0,-5.873,1,0.365,0.0288,,0.273,0.679,145.162,205296.0,4,5 +Los Retros,Amtrak,33.0,0.438,0.703,7.0,-7.069,1,0.0265,0.493,0.000979,0.0866,0.645,175.881,176751.0,4,6 +Lewis Capaldi,Bruises - Guitar Acoustic,53.0,0.745,0.308,3.0,-6.825,1,0.0498,0.806,,0.106,0.344,100.073,226453.0,4,9 +Pain,Gimme Shelter,47.0,0.523,0.891,9.0,-5.726,1,0.0368,0.000347,0.0088,0.128,0.228,120.011,238317.0,4,8 +Boys Night Out,Medicating,40.0,0.461,0.934,11.0,-5.187,0,0.0653,0.00353,,0.71,0.777,167.126,240187.0,4,10 +MANIK MC,Alchemy,46.0,0.677,0.221,3.0,-11.004,0,0.309,0.827,1.14e-05,0.11,0.561,89.905,193362.0,4,5 +MASTER BOOT RECORD,Virdem,34.0,0.31,0.921,11.0,-5.294,0,0.0598,1.27e-05,0.903,0.103,0.106,112.199,201350.0,4,8 +Kelly Lee Owens,Re-Wild,43.0,0.443,0.429,6.0,-10.169,0,0.0392,0.227,0.0083,0.112,0.185,111.968,222200.0,4,6 +Aviv Geffen,◊ó◊ú◊ï◊ú◊ô◊ù,16.0,0.144,0.288,4.0,-8.902,0,0.0301,0.152,0.127,0.126,0.0388,76.206,146267.0,3,10 +Eyeliner,Pictures,36.0,0.624,0.494,8.0,-11.319,1,0.0332,0.346,0.92,0.0995,0.128,99.991,162000.0,4,6 +Orla Gartland,Zombie!,52.0,0.525,0.739,7.0,-5.917,1,0.229,0.00678,1.18e-05,0.0815,0.62,88.202,177091.0,4,6 +$NOT,Whipski (feat. Lil Skies & Internet Money),76.0,0.841,0.545,9.0,-8.013,1,0.222,0.268,,0.25,0.305,94.528,183983.0,4,5 +Coast Contra,AF1,27.0,0.806,0.698,,-6.483,1,0.4,0.123,,0.443,0.738,147.07,133940.0,4,5 +Sultan of the Disco,Waiting For Your Calling Back,18.0,0.782,0.722,9.0,-4.803,0,0.0596,0.227,6.86e-06,0.0993,0.782,120.009,238758.0,4,10 +King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,1 +Soda State,Gold - Club Soda Mix,44.0,0.755,0.725,2.0,-4.886,0,0.041,0.0947,0.261,0.22,0.458,121.022,245950.0,4,6 +The Expendables,Bowl For Two,62.0,0.728,0.5,4.0,-6.214,0,0.0344,0.0749,5.84e-06,0.108,0.382,138.528,283427.0,4,10 +Guns N' Roses,Mama Kin,40.0,0.335,0.916,3.0,-8.521,1,0.0914,0.00397,0.584,0.938,0.67,155.115,235173.0,4,10 +Roger Eno,Moss,38.0,0.212,0.00124,1.0,-30.245,1,0.0467,0.992,0.826,0.118,0.0391,71.665,200210.0,3,6 +The Doors,The End,61.0,0.347,0.302,,-12.104,1,0.0291,0.163,9.17e-05,0.14,0.0332,105.702,703373.0,4,10 +Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,10 +The Rolling Stones,Paint It Black,79.0,0.464,0.795,1.0,-9.267,1,0.0926,0.0493,0.00244,0.399,0.612,158.691,202267.0,4,10 +Iron Maiden,Run to the Hills - 2015 Remaster,70.0,0.249,0.943,,-5.188,1,0.0669,0.0286,0.00401,0.162,0.458,173.671,233507.0,4,10 +Data,Rapture,27.0,0.541,0.882,3.0,-3.929,0,0.219,0.158,,0.079,0.423,142.867,218373.0,4,6 +Shivansh Jindal,Pata Nahin,29.0,0.763,0.498,9.0,-7.278,1,0.0746,0.192,0.0025,0.0781,0.603,143.949,3.497583333,4,0 +Erick the Architect,Let It Go,63.0,0.674,0.61,8.0,-8.156,0,0.45,0.12,0.00264,0.287,0.572,139.722,223642.0,4,5 +"Alka Yagnik, Udit Narayan",Tip Tip Barsa Paani (With Jhankar Beats),41.0,0.656,0.918,5.0,-9.747,0,0.0352,0.308,0.0103,0.0817,0.782,103.225,6.014883333,4,3 +Evolfo,Strange Lights,24.0,0.421,0.784,3.0,-8.457,1,0.0466,0.015,0.00204,0.186,0.648,176.659,211520.0,4,1 +Mukesh,Yeh Mera Diwanapan Hai,30.0,0.583,0.398,,-6.814,1,0.0326,0.928,4.72e-06,0.152,0.528,99.244,3.778,4,3 +Nirvana,Oh Me,61.0,0.538,0.51,8.0,-13.192,1,0.102,0.726,0.0187,0.205,0.262,72.471,206160.0,4,10 +Aviv Geffen,◊ñ◊î ◊®◊ß ◊î◊ú◊ë ◊©◊õ◊ï◊ê◊ë ◊ú◊ö,30.0,0.322,0.719,7.0,-5.142,1,0.0337,0.0328,9.76e-05,0.137,0.391,77.44,232627.0,4,10 +Rich Boy,Throw Some D's,58.0,0.697,0.86,11.0,-5.181,1,0.43,0.0368,,0.0721,0.433,160.895,263920.0,4,5 +John Lee Hooker,Let's Make It,33.0,0.441,0.598,11.0,-12.105,0,0.14,0.675,0.0496,0.188,0.904,164.848,246493.0,4,2 +Meredith Brooks,Bitch,68.0,0.617,0.886,9.0,-5.953,1,0.055,0.0112,9.63e-05,0.0523,0.629,96.328,252760.0,4,9 +"Akhil, Dhvani Bhanushali, Abhijit Vaghani, Bob","Duniyaa (From ""Luka Chuppi"")",65.0,0.435,0.658,7.0,-5.949,0,0.0368,0.699,,0.125,0.524,77.17,3.70835,4,3 +Ayoni,The Patriots,34.0,0.565,0.375,2.0,-8.647,1,0.033,0.639,,0.0943,0.417,138.745,255500.0,4,6 +Palma Violets,Best of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,1 +Ruger,Bounce,50.0,0.757,0.709,1.0,-5.961,0,0.0928,0.314,,0.111,0.642,98.008,184687.0,4,9 +Tiberius b,Big Deal,43.0,0.696,0.571,1.0,-5.472,1,0.0545,0.0285,,0.0917,0.456,136.036,258337.0,4,1 +Britney Spears,Blur,41.0,0.601,0.717,7.0,-5.458,1,0.0259,0.0155,0.000164,0.114,0.658,138.042,3.13155,4,9 +Greg Puciato,Down When I'm Not,31.0,0.209,0.928,10.0,-5.885,0,0.0783,8.57e-06,0.498,0.088,0.35,90.258,186584.0,4,1 +The Violent Youth,–°–æ–ª–Ω—Ü–µ,28.0,0.485,0.94,3.0,-4.598,1,0.294,0.0031,0.835,0.349,0.666,120.104,228111.0,4,6 +Munn,UTOP√çA,21.0,0.569,0.592,9.0,-9.99,0,0.0483,0.296,0.209,0.126,0.189,128.004,286000.0,4,6 +Tomorrow Is Lost,Hideaway,34.0,0.509,0.837,,-4.86,0,0.0371,0.000435,1.13e-06,0.337,0.569,97.568,242067.0,4,8 +Michl,Better With You,51.0,0.784,0.437,5.0,-7.868,1,0.0509,0.265,6.98e-05,0.126,0.47,90.003,196018.0,4,6 +XTC,Making Plans For Nigel,60.0,0.632,0.893,7.0,-6.04,1,0.0455,0.0143,5.24e-06,0.0741,0.773,149.97,253800.0,4,6 +Berry Sakharof,◊¢◊ï◊ì ◊ó◊ï◊ñ◊® ◊î◊†◊ô◊í◊ï◊ü,42.0,0.419,0.621,11.0,-6.833,0,0.0287,0.432,,0.098,0.307,154.016,228307.0,4,10 +Maroon 5,She Will Be Loved - Live,36.0,0.226,0.87,2.0,-6.907,1,0.0512,0.0353,,0.397,0.481,201.099,6.316883333,4,9 +Sofi Tukker,Swing - Mahmut Orhan Remix,56.0,0.814,0.674,5.0,-6.673,0,0.0494,0.488,0.1,0.102,0.263,118.018,269432.0,3,6 +Grrrl Gang,"Honey, Baby",40.0,0.366,0.866,7.0,-4.084,1,0.0706,0.000292,0.000292,0.324,0.221,124.895,272347.0,4,6 +Eviatar Banai,◊í◊†◊ë,26.0,0.513,0.853,9.0,-5.187,0,0.0317,0.0269,0.000153,0.0961,0.745,100.049,202427.0,4,10 +Eliad,◊ê◊ù ◊†◊ô◊í◊¢,20.0,0.613,0.671,11.0,-8.19,0,0.0698,0.563,2.77e-06,0.104,0.471,164.015,236653.0,4,9 +Broken Bells,Holding on for Life,55.0,0.342,0.587,11.0,-7.273,0,0.0537,0.00648,0.0995,0.207,0.484,168.847,236867.0,4,1 +Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,6 +Red Lorry Yellow Lorry,Hollow Eyes,35.0,0.541,0.789,,-11.187,1,0.0707,5.67e-05,0.917,0.0821,0.83,156.263,219427.0,4,10 +Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,6 +"Ennio Morricone, Renaud Capuçon, Stéphane Denève, Brussels Philharmonic","Gabriel's Oboe (From ""The Mission"")",50.0,0.186,0.183,2.0,-16.074,1,0.0369,0.925,0.821,0.0926,0.0661,86.283,3.706666667,4,7 +NEEDTOBREATHE,Brother (feat. Gavin DeGraw),65.0,0.526,0.803,11.0,-3.989,1,0.127,0.135,,0.119,0.564,157.887,208205.0,4,10 +Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,8 +The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,6 +Massimo Faraò Trio,Easy Living,9.0,0.523,0.188,5.0,-14.701,1,0.0345,0.609,0.597,0.285,0.0744,112.092,4.88755,4,7 +Amythyst Kiah,Black Myself,53.0,0.553,0.828,9.0,-4.091,1,0.0609,0.11,,0.2,0.902,152.638,201194.0,4,2 +Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,10 +Survivor,Eye of the Tiger,76.0,0.817,0.599,,-9.249,0,0.0328,0.132,0.000311,0.0873,0.548,108.873,245640.0,4,10 +Wooden Shjips,Back to Land,39.0,0.414,0.725,9.0,-8.713,1,0.0279,0.000179,0.69,0.157,0.317,141.083,317960.0,4,10 +Iggy Pop,Lust For Life,67.0,0.383,0.97,9.0,-5.638,1,0.0435,0.0276,,0.0942,0.62,101.603,313926.0,4,1 +Dumpstaphunk,In Time,38.0,0.698,0.763,11.0,-5.09,0,0.131,0.00224,0.000443,0.0856,0.672,91.986,422813.0,4,2 +Shocking Blue,Send Me A Postcard,53.0,0.344,0.81,11.0,-8.098,1,0.0448,0.0017,0.000409,0.119,0.667,153.801,160827.0,4,6 +Nio Garcia,Am,93.0,0.83,0.517,6.0,-6.416,0,0.333,0.399,8.95e-05,0.0916,0.616,171.959,182496.0,4,9 +Trinidad Cardona,Dinero,88.0,0.708,0.782,2.0,-4.687,1,0.0674,0.00772,,0.107,0.484,119.997,2.681333333,4,9 +Lewis Del Mar,Rosalie (CH. II),48.0,0.7,0.74,5.0,-6.547,0,0.041,0.152,0.000633,0.213,0.584,101.994,257627.0,4,1 +Corrosion Of Conformity,Albatross,53.0,0.344,0.911,10.0,-5.997,1,0.054,5.05e-05,0.00166,0.0642,0.51,135.213,320333.0,4,8 +theAngelcy,Mona Lisa,37.0,0.743,0.786,4.0,-7.522,0,0.0645,0.61,,0.0903,0.865,99.799,203199.0,4,6 +Smith & Thell,Nangilima,54.0,0.567,0.893,11.0,-5.747,1,0.0408,0.00941,,0.0873,0.706,77.492,226947.0,4,9 +CORPSE,Cat Girls Are Ruining My Life!,71.0,0.644,0.883,1.0,-6.985,1,0.473,0.0119,,0.377,0.522,164.158,97317.0,4,9 +Kelvyn Boy,Visa - Remix,50.0,0.63,0.557,1.0,-6.164,1,0.131,0.311,,0.155,0.603,103.68,242129.0,4,9 +Desert Sessions,Something You Can't See,45.0,0.617,0.588,11.0,-8.202,0,0.0263,0.0534,0.0599,0.101,0.587,99.05,206378.0,4,6 +M83,Kim & Jessie,45.0,0.492,0.567,5.0,-6.159,1,0.0327,0.000114,0.536,0.358,0.245,111.01,323373.0,4,10 +Nathan Day,Fade Like You,44.0,0.489,0.957,11.0,-5.604,1,0.0598,0.00303,0.00185,0.78,0.334,135.049,204444.0,4,1 +Elles Bailey,Medicine Man,47.0,0.644,0.433,2.0,-7.568,1,0.0346,0.742,,0.129,0.611,85.799,206003.0,4,2 +Jo Harman,Sideways,41.0,0.555,0.178,4.0,-11.771,0,0.0386,0.805,,0.131,0.161,115.737,261493.0,4,2 +Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,1 +Pelican,Midnight and Mescaline,33.0,0.398,0.971,9.0,-5.34,1,0.0527,4.32e-05,0.639,0.257,0.276,156.237,296907.0,4,8 +Sarit Hadad,◊™◊ú◊ö ◊õ◊§◊®◊î ◊¢◊ú◊ô,22.0,0.725,0.981,1.0,-3.126,0,0.0417,0.121,6.75e-05,0.0641,0.932,134.947,197440.0,4,9 +Gorgon City,Never Let Me Down,62.0,0.706,0.824,1.0,-7.036,1,0.133,0.0547,0.00162,0.0448,0.536,123.965,185133.0,4,9 +Chronologist,N√©v√©,33.0,0.296,0.892,11.0,-5.584,0,0.0925,0.00129,0.648,0.186,0.302,93.834,260225.0,3,8 +Rise Against,Swing Life Away,57.0,0.487,0.427,6.0,-6.949,1,0.0405,0.545,,0.0909,0.803,185.117,200067.0,3,10 +Hudson Harris & Haim,Blue in Green,54.0,0.557,0.0593,10.0,-23.714,1,0.0383,0.827,0.772,0.108,0.15,117.939,3.831416667,4,7 +Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,9 +Dudu Aharon,◊ú◊ê ◊ê◊ó◊ì ◊©◊ú ◊ê◊ó◊®◊ï◊™,39.0,0.608,0.48,5.0,-8.347,0,0.0317,0.402,,0.11,0.423,141.976,234355.0,4,9 +Warrant,The Bitter Pill,36.0,0.383,0.737,1.0,-8.357,0,0.0442,0.0131,1.73e-06,0.0919,0.334,165.52,246493.0,4,10 +Kings of Leon,Molly's Chambers,61.0,0.598,0.911,11.0,-3.97,1,0.0515,0.222,3.84e-06,0.216,0.953,146.469,134907.0,4,10 +Britney Spears,I'm a Slave 4 U,71.0,0.847,0.843,5.0,-3.579,0,0.106,0.415,0.000134,0.107,0.963,110.027,3.393333333,4,9 +Steve Aoki,"Mambo (feat. Sean Paul, El Alfa, Sfera Ebbasta & Play-N-Skillz)",62.0,0.718,0.93,6.0,-4.719,0,0.088,0.0166,,0.206,0.765,128.003,245098.0,4,9 +Yo La Tengo,Autumn Sweater,59.0,0.628,0.455,7.0,-12.436,1,0.0427,0.142,0.693,0.135,0.858,102.09,318373.0,4,1 +Yellowcard,Lights And Sounds,61.0,0.344,0.972,11.0,-3.675,0,0.116,8.48e-05,,0.293,0.387,167.819,208187.0,4,10 +Lalalar,Hi√ß Mutlu Olmam Daha ƒ∞yi,41.0,0.592,0.585,7.0,-10.582,1,0.0535,0.00318,0.707,0.389,0.597,140.01,339104.0,4,10 +Nirvana,All Apologies,69.0,0.446,0.632,1.0,-12.197,1,0.034,0.0793,0.000266,0.0881,0.359,113.176,233173.0,4,10 +The FaNaTiX,These Streets (Don't Luv U) (feat. Popcaan),54.0,0.562,0.64,11.0,-7.848,0,0.366,0.345,,0.296,0.539,142.767,149957.0,4,5 +Lil' Kim,"Not Tonight (feat. Da Brat, Left Eye, Missy ""Misdemeanor"" Elliott and Angie Martinez) - Remix",55.0,0.854,0.602,6.0,-10.162,0,0.32,0.0689,,0.292,0.592,99.429,252520.0,4,5 +AG Club,QUESO,51.0,0.715,0.817,7.0,-5.591,1,0.32,0.18,,0.432,0.728,90.015,150413.0,4,5 +Marilyn Manson,mOBSCENE,52.0,0.548,0.954,9.0,-4.008,1,0.0806,5.49e-05,0.000137,0.245,0.488,130.086,205720.0,4,8 +Samantha Fish,Love Your Lies,26.0,0.43,0.844,,-6.564,1,0.0577,0.08,0.00161,0.0995,0.595,175.647,167680.0,4,2 +Big & Rich,Save a Horse (Ride a Cowboy),69.0,0.7,0.896,2.0,-2.276,1,0.191,0.108,,0.453,0.817,102.065,3.33845,4,4 +Greta Van Fleet,Rolling In The Deep - Recorded At Spotify Studios NYC,60.0,0.614,0.474,11.0,-10.133,0,0.0264,0.00563,0.00285,0.1,0.388,104.987,237653.0,4,10 +Ali Gatie,Do You Believe,72.0,0.665,0.707,11.0,-5.144,1,0.03,0.193,,0.219,0.391,144.952,156331.0,4,9 +Chimaira,Power Trip,49.0,0.504,0.939,4.0,-4.357,1,0.0507,9.36e-05,,0.103,0.402,94.048,166147.0,4,8 +Juice WRLD,Come & Go (with Marshmello),84.0,0.625,0.814,,-5.181,1,0.0657,0.0172,,0.158,0.535,144.991,205485.0,4,10 +Backstreet Boys,Yes I Will,38.0,0.725,0.617,10.0,-5.549,1,0.0305,0.0432,,0.118,0.637,116.046,3.844,4,9 +Karen Nyame KG,Koko,38.0,0.812,0.725,8.0,-8.947,1,0.0579,0.0277,0.574,0.0826,0.617,115.038,172489.0,4,6 +Jay Som,Superbike,30.0,0.426,0.883,7.0,-5.597,1,0.0429,0.0512,0.839,0.121,0.657,95.042,233583.0,4,10 +Toronzo Cannon,Earnestine,10.0,0.645,0.872,1.0,-5.338,0,0.0419,0.105,0.00458,0.154,0.959,115.627,213920.0,4,2 +38 Special,Caught Up In You,66.0,0.425,0.681,1.0,-8.604,0,0.0316,0.0229,0.000219,0.0543,0.933,131.011,279333.0,4,10 +The Velvet Underground,Pale Blue Eyes,,0.636,0.107,5.0,-18.738,1,0.037,0.913,0.00123,0.103,0.31,82.641,5.65888333,4,0 +Rose Cousins,The Grate,36.0,0.318,0.254,5.0,-10.868,1,0.0331,0.926,0.0214,0.0968,0.201,111.821,273199.0,3,6 +NEFFEX,Are You Ok?,66.0,0.674,0.831,2.0,-6.654,0,0.065,0.0315,,0.183,0.415,148.02,135962.0,4,1 +Finish Ticket,Timebomb,40.0,0.515,0.826,1.0,-4.268,1,0.0414,0.0319,6.37e-05,0.077,0.685,149.954,220889.0,4,10 +Sui Uzi,Change,23.0,0.645,0.88,1.0,-8.493,1,0.325,0.0343,2.11e-05,0.404,0.416,124.252,175638.0,4,6 +Kelly Joe Phelps,Talkin' To Jehova,36.0,0.72,0.142,4.0,-18.26,0,0.05,0.941,0.0969,0.09,0.64,107.134,276107.0,4,2 +For All You Give (feat. Lucy Rose),"The Paper Kites, Lucy Rose",51.0,0.498,0.141,11.0,-17.14,0,0.0386,0.956,0.00348,0.109,0.352,139.099,3.18725,4,0 +Porcupine Tree,Lazarus,52.0,0.354,0.581,9.0,-6.074,1,0.0302,0.203,0.655,0.177,0.337,171.961,258587.0,4,8 +The Moody Blues,Legend Of A Mind,43.0,0.33,0.461,2.0,-12.407,1,0.0314,0.154,0.184,0.151,0.322,127.058,396613.0,4,10 +Stone Sour,Fabuless,52.0,0.429,0.995,1.0,-4.353,0,0.139,0.00301,9.46e-05,0.321,0.183,158.355,240707.0,4,10 +OCTAVIO the Dweeb,Someday I'll Be Happy,57.0,0.586,0.873,2.0,-2.442,1,0.119,0.0652,,0.143,0.458,145.992,165680.0,4,6 +Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,6 +Doug Kaufman,The Garden,43.0,0.214,0.243,6.0,-17.301,1,0.0319,0.917,0.912,0.0657,0.0381,80.187,2.934366667,4,7 +Trina,Here We Go (feat. Kelly Rowland),54.0,0.814,0.494,8.0,-7.167,1,0.0846,0.624,,0.0888,0.607,128.083,230973.0,4,5 +Blac Rabbit,Seize the Day,34.0,0.368,0.715,5.0,-7.718,1,0.0452,0.00394,0.000383,0.313,0.498,146.105,302877.0,4,6 +Ravid Plotnik,◊ë◊ï◊ù-◊©◊ê◊ß◊î-◊ú◊ê◊ß (◊†◊¶'◊ô ◊†◊¶'),29.0,0.638,0.874,11.0,-1.642,0,0.298,0.0328,,0.18,0.565,84.775,207613.0,4,5 +Unknown Mortal Orchestra,American Guilt,41.0,0.281,0.918,1.0,-3.845,1,0.32,0.166,0.00669,0.323,0.36,99.455,273137.0,4,6 +Mahesh Raghvan,Manasa Sancharare,21.0,0.566,0.751,2.0,-7.28,1,0.0374,0.227,0.000375,0.184,0.377,146.022,4.448033333,4,0 +Entombed,"To Ride, Shoot Straight and Speak the Truth",40.0,0.166,0.995,6.0,-5.137,0,0.161,3.52e-05,0.859,0.639,0.0382,111.763,190813.0,4,8 +"Ryan Hurd, Maren Morris",Chasing After You (with Maren Morris),77.0,0.596,0.679,4.0,-6.395,1,0.0394,0.723,,0.116,0.479,131.912,3.466233333,4,4 +Joy Williams,Sweet Love of Mine (Acoustic),43.0,0.565,0.136,11.0,-12.179,1,0.0299,0.943,1.68e-06,0.0952,0.349,83.013,2.91866667,4,0 +David Jacobs-Strain,Shoot The Devil,25.0,0.561,0.72,,-3.877,1,0.0357,0.0995,7.83e-06,0.152,0.472,119.98,258133.0,4,2 +Russell Dickerson,Yours,2.0,0.555,0.722,11.0,-6.005,1,0.034,0.119,,0.0861,0.559,134.058,3.616,4,4 +Berlin,Take My Breath Away - Live,33.0,0.159,0.76,1.0,-5.09,1,0.0402,0.485,0.00369,0.933,0.551,189.333,6.124883333,4,9 +Japanese Breakfast,Dreams - Recorded at Spotify Studios NYC,48.0,0.525,0.551,4.0,-9.131,1,0.0341,0.000297,0.0124,0.0789,0.575,128.055,279232.0,4,6 +Lazlo Bane,Superman,52.0,0.577,0.688,6.0,-8.735,1,0.032,0.109,2.78e-06,0.0788,0.843,81.032,225080.0,4,10 +There For Tomorrow,Pages,44.0,0.424,0.934,5.0,-5.813,0,0.0648,0.000146,,0.223,0.359,168.025,211933.0,4,10 +William Clarke,Lonesome Bedroom Blues,35.0,0.384,0.455,7.0,-13.386,0,0.0312,0.29,0.00241,0.116,0.481,179.803,345667.0,3,2 +Shannon Lay,Rare to Wake,44.0,0.486,0.391,3.0,-9.131,1,0.0333,0.832,5.45e-05,0.107,0.501,123.082,278317.0,4,6 +True God,Money Mitch,28.0,0.464,0.68,7.0,-9.297,0,0.483,0.342,,0.325,0.522,172.771,234632.0,4,5 +X-Ecutioners,It's Goin' Down (feat. Mike Shinoda & Mr. Hahn),47.0,0.685,0.89,8.0,-3.943,0,0.253,0.00183,0.0107,0.0473,0.878,104.919,248267.0,4,10 +Charlie Overbey,Ode to John Prine,35.0,0.512,0.858,4.0,-5.717,0,0.0349,0.0479,1.83e-05,0.374,0.392,125.065,225093.0,4,10 +A Light Divided,Radio Silence,38.0,0.53,0.959,9.0,-7.005,0,0.0553,0.000114,0.0104,0.394,0.392,120.012,188135.0,4,8 +"Felix Mendelssohn, Jacqueline du Pré, Gerald Moore","Mendelssohn: Song Without Words in D Major, Op. 109, MWV Q34",30.0,0.184,0.039,2.0,-24.906,1,0.0434,0.989,0.908,0.131,0.0396,92.631,5.502,4,7 +OneRepublic,All Fall Down,38.0,0.502,0.816,7.0,-4.826,1,0.03,0.241,,0.107,0.419,92.512,244440.0,4,10 +Hard Working Americans,The High Price of Inspiration,33.0,0.575,0.188,11.0,-16.499,0,0.0586,0.875,0.00205,0.166,0.322,130.63,208439.0,4,2 +10 Years,The Unknown,50.0,0.484,0.807,11.0,-5.386,1,0.0566,0.00299,1.19e-05,0.107,0.253,120.223,180592.0,4,10 +Kool Moe Dee,Go See the Doctor,34.0,0.781,0.447,10.0,-13.725,0,0.195,0.00502,0.000804,0.0352,0.736,89.264,333787.0,4,5 +Queen,We Will Rock You - Remastered,78.0,0.692,0.497,2.0,-7.316,1,0.119,0.676,,0.259,0.475,81.308,122067.0,4,10 +Alan Jackson,Don't Rock the Jukebox,61.0,0.641,0.637,7.0,-10.92,1,0.0262,0.0495,0.000138,0.267,0.793,147.502,2.851116667,4,4 +Paul Geremia,Devil Got My Woman,24.0,0.494,0.264,7.0,-14.155,1,0.0298,0.868,0.0012,0.109,0.42,93.673,269733.0,4,2 +Aviv Geffen,◊ê◊ï◊® ◊î◊ô◊®◊ó,39.0,0.305,0.597,9.0,-9.055,1,0.0307,0.0739,0.000129,0.098,0.415,150.558,226160.0,4,10 +Thirty Seconds To Mars,100 Suns,44.0,0.617,0.0608,6.0,-19.316,1,0.0295,0.424,,0.144,0.616,79.974,118107.0,4,10 +Debbie Davies,Life Of The Party,33.0,0.749,0.732,11.0,-7.897,0,0.0389,0.217,0.000469,0.0981,0.952,102.063,231080.0,4,2 +Lillian Hepler,I Only Love You When I'm Sad,55.0,0.818,0.439,5.0,-10.829,0,0.0759,0.273,0.000387,0.125,0.861,144.005,142933.0,4,9 +Red Hot Chili Peppers,Dani California,77.0,0.556,0.913,,-2.36,1,0.0437,0.0193,8.59e-06,0.346,0.73,96.184,282160.0,4,10 +Shiv Hari,Title Music - Silsila,21.0,0.182,0.21,7.0,-16.766,0,0.0358,0.987,0.977,0.11,0.175,64.633,2.211783333,4,3 +The Kooks,She Moves In Her Own Way,71.0,0.41,0.803,7.0,-5.363,1,0.0623,0.239,,0.103,0.814,153.315,169307.0,4,6 +Luke Combs,Beer Never Broke My Heart,2.0,0.54,0.863,1.0,-4.483,1,0.0481,0.0138,,0.0874,0.64,77.0,3.112216667,4,4 +Fabianossa,Crowd,34.0,0.607,0.817,,-5.561,1,0.0415,0.00409,0.000123,0.0851,0.749,125.005,204853.0,4,10 +Mansionair,MORE,41.0,0.45,0.803,1.0,-7.647,1,0.0421,0.000158,0.259,0.0876,0.334,157.0,159543.0,5,6 +Caravan,Magic Man - Stereo Version,35.0,0.167,0.539,,-10.654,1,0.0367,0.0567,0.0282,0.254,0.289,144.565,240840.0,3,10 +Killswitch Engage,My Last Serenade,52.0,0.441,0.943,3.0,-4.996,1,0.138,0.000506,0.0397,0.122,0.142,177.971,253760.0,4,8 +Lysistrata,Asylum,26.0,0.552,0.954,10.0,-2.56,1,0.0735,0.000771,0.000656,0.0775,0.587,105.186,191707.0,4,10 +Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,10 +Lucy Dacus,Hot & Heavy,63.0,0.551,0.78,,-6.659,1,0.055,0.0941,1.15e-06,0.11,0.421,135.023,250613.0,4,1 +Ringo Starr,Zoom In Zoom Out,40.0,0.743,0.619,,-6.187,1,0.0313,0.128,,0.156,0.763,115.069,237240.0,4,2 +Frankie Goes To Hollywood,Relax,71.0,0.676,0.695,11.0,-13.395,0,0.0392,0.326,1.09e-05,0.0462,0.691,114.93,236800.0,4,10 +Michael Kiwanuka,One More Night,60.0,0.684,0.764,6.0,-5.342,0,0.0254,0.0129,0.000171,0.141,0.944,107.806,233413.0,4,2 +"Giacomo Puccini, Metropolitan Opera Orchestra, James Levine",Manon Lescaut / Act 2: Intermezzo,30.0,0.0644,0.077,4.0,-19.871,1,0.0459,0.957,0.6,0.127,0.0357,63.164,5.256,4,7 +Scorpions,Rock You Like a Hurricane - 2015 - Remaster,67.0,0.402,0.873,4.0,-3.209,0,0.0586,0.00484,7.3e-05,0.157,0.684,125.443,253667.0,4,8 +Wayward Sons,Even up the Score,31.0,0.364,0.968,1.0,-2.792,1,0.0547,6.92e-06,0.0655,0.0904,0.626,166.857,185527.0,4,8 +The Teardrop Explodes,Reward,49.0,0.389,0.746,,-4.353,1,0.0321,0.000637,0.000322,0.31,0.899,159.876,162267.0,4,1 +Twin Atlantic,Whispers,31.0,0.493,0.604,9.0,-6.452,1,0.0345,0.434,0.00509,0.186,0.119,136.009,338286.0,4,10 +Steve Winwood,While You See A Chance,61.0,0.602,0.732,2.0,-8.29,1,0.0282,0.36,0.000314,0.0755,0.411,129.355,312773.0,4,10 +Steve Hackett,Ace Of Wands - Remastered 2005,35.0,0.208,0.87,2.0,-8.141,1,0.0643,0.0759,0.179,0.337,0.182,83.831,323040.0,4,10 +Roxette,It Must Have Been Love - Live from Santiago 2012,38.0,0.371,0.792,,-7.265,1,0.0468,0.0188,1.21e-06,1.0,0.38,160.013,5.632,4,9 +Shadow of Intent,Dirge of the Void (Instrumental),34.0,0.431,0.978,10.0,-3.851,0,0.163,3.48e-06,0.584,0.0514,0.254,139.988,198661.0,4,8 +Jax Anderson,Good Day (feat. MisterWives & Curtis Roach),49.0,0.557,0.673,1.0,-6.616,1,0.246,0.279,2.03e-05,0.0719,0.501,76.241,216000.0,4,9 +Big Jay McNeely,Deacon Rides Again,8.0,0.55,0.658,1.0,-4.166,1,0.0344,0.81,1.02e-05,0.113,0.828,92.96,167867.0,4,2 +Mohammed Rafi,Aayee Hai Baharen Mite Zulmo Sitam,5.0,0.552,0.483,8.0,-13.129,1,0.0366,0.994,0.854,0.138,0.932,108.177,4.74,4,3 +LCD Soundsystem,Daft Punk Is Playing at My House - Radio Edit,9.0,0.921,0.856,7.0,-6.267,1,0.0482,0.0205,0.000307,0.0215,0.976,135.978,201587.0,4,6 +Beck,Fuckin With My Head (Mountain Dew Rock),38.0,0.657,0.813,7.0,-7.861,1,0.216,0.00834,0.0492,0.208,0.589,82.035,219587.0,4,10 +Spinall,Sere - Remix,58.0,0.778,0.66,7.0,-6.662,0,0.0592,0.156,,0.137,0.747,110.016,194182.0,4,5 +Warpaint,Love Is to Die,52.0,0.331,0.639,11.0,-9.07,0,0.0361,0.253,0.356,0.0856,0.428,84.545,291758.0,4,6 +Nothing But Thieves,Impossible,58.0,0.51,0.52,5.0,-7.022,1,0.03,0.0435,6.76e-05,0.0971,0.132,82.99,248399.0,4,10 +The Judds,Why Not Me,57.0,0.732,0.667,10.0,-9.278,1,0.0278,0.502,4.07e-06,0.0524,0.727,125.6,3.521116667,4,4 +Sleater-Kinney,Worry With You,51.0,0.607,0.758,9.0,-6.855,1,0.0306,0.00505,0.435,0.372,0.727,90.031,231783.0,4,10 +"Shruti Iyer, Chintan Trivedi",Vilaiyada Idu Nerama,23.0,0.523,0.472,11.0,-10.578,0,0.0691,0.838,,0.103,0.359,169.994,4.623533333,4,0 +Black Orchid Empire,Death from Above,30.0,0.424,0.856,7.0,-6.342,1,0.0566,4.14e-05,0.028,0.39,0.0695,120.026,188413.0,4,8 +ANNA,Bando,60.0,0.97,0.739,10.0,-4.917,0,0.295,0.155,,0.111,0.414,120.061,168000.0,4,9 +Pierre Lune,Silberberg,45.0,0.554,0.0867,2.0,-16.493,0,0.0533,0.991,0.949,0.109,0.278,51.197,3.418216667,4,7 +Kisnue,BICCOY (Baby I Can‚Ä≤t Concentrate On You),11.0,0.545,0.865,9.0,-4.739,1,0.037,0.00551,0.0312,0.103,0.819,145.981,191650.0,4,10 +Peter Bradley Adams,My Arms Were Always Around You,51.0,0.643,0.436,1.0,-12.245,1,0.0273,0.724,0.459,0.11,0.422,91.485,3.34666667,4,0 +Within The Ruins,Black Heart,40.0,0.412,0.995,5.0,-2.851,0,0.216,9.19e-05,0.00126,0.344,0.0936,145.02,275875.0,4,8 +WARGASM (UK),Spit. (Hyper's Deconstruction Remix),41.0,0.378,0.947,10.0,-4.441,1,0.0917,0.000668,0.261,0.346,0.172,99.97,229924.0,4,8 +Unprocessed,Fear,40.0,0.385,0.848,2.0,-7.009,0,0.0837,0.000185,0.529,0.0878,0.322,131.338,282566.0,4,8 +Shovels & Rope,I Know,47.0,0.545,0.908,,-6.548,1,0.0512,0.115,,0.0877,0.391,120.155,218778.0,4,10 +This Is Turin,Absolution,16.0,0.514,0.962,5.0,-4.14,1,0.137,0.000208,,0.399,0.175,110.023,237886.0,4,8 +Switchfoot,i need you (to be wrong),58.0,0.696,0.434,7.0,-9.954,1,0.0333,0.692,0.122,0.113,0.463,116.011,213289.0,4,1 +La Roux,Bulletproof,72.0,0.674,0.882,3.0,-2.771,0,0.0477,0.000441,6.47e-05,0.068,0.682,123.016,205733.0,4,9 +Otis Rush,All Your Love (I Miss Loving),23.0,0.459,0.67,1.0,-9.568,0,0.0483,0.836,0.00171,0.23,0.665,127.855,157813.0,4,2 +Mustasch,You Are Killing Me,41.0,0.663,0.835,,-5.194,1,0.0446,0.0039,0.000388,0.594,0.327,140.023,232313.0,4,10 +Sufjan Stevens,Video Game,51.0,0.674,0.796,9.0,-8.139,0,0.0526,0.648,0.0101,0.111,0.155,129.986,255722.0,4,6 +Caleb Elliott,Makes Me Wonder,33.0,0.636,0.51,2.0,-8.955,0,0.0244,0.0688,0.371,0.131,0.718,84.198,213440.0,4,1 +Stray Cats,Wild Saxophone,35.0,0.56,0.423,11.0,-16.309,0,0.131,0.117,0.0591,0.0939,0.625,113.48,181493.0,4,10 +Yemi Alade,I Choose You,46.0,0.703,0.813,1.0,-4.016,0,0.0987,0.287,0.00659,0.0958,0.711,107.875,203310.0,4,9 +Guns N' Roses,Since I Don't Have You,63.0,0.466,0.632,6.0,-6.94,1,0.0326,0.465,0.000256,0.135,0.246,68.893,259907.0,4,10 +La Dispute,Such Small Hands,56.0,0.648,0.732,5.0,-5.194,1,0.0821,0.225,0.00132,0.0682,0.324,159.88,95587.0,4,10 +Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,10 +Transatlantic,The World We Used to Know,30.0,0.276,0.836,,-7.396,0,0.0511,0.00266,0.00467,0.219,0.411,136.62,561707.0,4,8 +Dani Wilde,Masters of War,34.0,0.426,0.352,8.0,-7.185,0,0.0401,0.55,,0.0744,0.329,139.105,296413.0,3,2 +Westside Gunn,Liz Loves Luger (feat. Armani Caesar),44.0,0.549,0.464,1.0,-7.375,0,0.079,0.0652,6.79e-06,0.112,0.553,71.658,200969.0,1,5 +Kamal.,lose,49.0,0.406,0.196,2.0,-13.202,1,0.0347,0.689,,0.119,0.107,127.719,176367.0,4,9 +The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,6 +The Bellamy Brothers,If I Said You Had A Beautiful Body Would You Hold It Against Me,43.0,0.741,0.508,4.0,-15.703,1,0.0294,0.0334,2.75e-06,0.12,0.872,116.572,3.200666667,4,4 +Czarina Frost,Solstice,50.0,0.456,0.112,1.0,-23.175,1,0.0361,0.955,0.845,0.0981,0.332,85.122,2.258466667,4,7 +Arik Einstein,◊¢◊ï◊£ ◊í◊ï◊ñ◊ú,37.0,0.514,0.267,6.0,-14.426,1,0.0268,0.788,9.34e-06,0.113,0.388,73.149,264493.0,4,10 +Prajakta Shukre,Ka Karoon Sajni - The Unwind Mix,21.0,0.634,0.486,1.0,-9.403,0,0.039,0.736,3.46e-05,0.0681,0.158,119.942,4.492883333,4,0 +Katla,S√°larsvefn,20.0,0.27,0.692,,-7.614,1,0.0478,0.00262,0.459,0.446,0.039,119.926,405147.0,4,8 +Moshiko Mor,◊§◊®◊û◊ô◊ò◊ô◊ë◊ô,37.0,0.536,0.619,11.0,-5.899,0,0.189,0.609,,0.146,0.634,168.046,178929.0,4,9 +"Jules Massenet, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd",Méditation de Thaïs,,0.0653,0.0547,2.0,-25.575,1,0.0481,0.975,0.862,0.113,0.0381,52.181,4.865116667,4,7 +A Tribe Called Quest,Electric Relaxation,67.0,0.866,0.534,11.0,-9.201,1,0.229,0.184,0.266,0.0929,0.841,98.243,226133.0,4,5 +Tuna,◊ê◊ó◊®◊ô ◊î◊ê◊î◊ë◊î,35.0,0.454,0.645,4.0,-8.201,1,0.258,0.365,,0.147,0.647,97.408,207107.0,4,5 +Prong,"Snap Your Fingers, Snap Your Neck",55.0,0.668,0.788,5.0,-6.752,1,0.0424,7.48e-05,0.108,0.0792,0.692,137.38,251533.0,4,8 +"Massimo Faraò, Jimmy Cobb, John Webber",Easy Living,46.0,0.502,0.175,5.0,-22.095,1,0.0379,0.62,0.0359,0.152,0.329,63.082,6.360883333,4,7 +Firewind,Maniac,51.0,0.3,0.884,10.0,-3.836,1,0.0504,0.000553,,0.065,0.407,160.011,295440.0,4,8 +Tate McRae,that way,78.0,0.453,0.383,,-11.015,1,0.163,0.728,,0.387,0.333,105.029,2.91711667,4,9 +Rami Kleinstein,◊î◊ô◊ô ◊ê◊™,24.0,0.549,0.401,1.0,-12.696,1,0.0289,0.499,4.1e-05,0.186,0.422,78.062,223132.0,4,9 +Nothing But Thieves,Trip Switch,57.0,0.615,0.798,10.0,-4.163,0,0.0815,0.0188,0.0081,0.0995,0.753,88.465,181133.0,4,10 +The Greyboy Allstars,V Neck Sweater,40.0,0.691,0.748,10.0,-8.414,0,0.109,0.0217,0.25,0.134,0.908,82.861,155280.0,4,10 +Powderfinger,My Kind Of Scene,,0.463,0.459,,-8.218,1,0.029,0.0134,0.0149,0.0723,0.144,159.541,277667.0,4,10 +The Black Keys,Shine A Little Light,62.0,0.44,0.719,8.0,-6.645,0,0.0445,0.0217,5.09e-06,0.0663,0.523,111.398,196777.0,4,10 +Wes Nelson,See Nobody - Acoustic,44.0,0.546,0.59,7.0,-5.37,0,0.0564,0.902,0.00298,0.0754,0.628,105.204,176000.0,4,9 +"Sur Theka, Shubham Bharti",Kaari Ratiyan,7.0,0.575,0.645,7.0,-6.421,1,0.0348,0.204,0.00013,0.194,0.166,123.955,5.658033333,3,0 +Os Mutantes,A Minha Menina,51.0,0.463,0.926,7.0,-3.204,1,0.122,0.0555,,0.478,0.437,91.197,284987.0,4,1 +Ben Woodward,Memories (Acoustic),52.0,0.802,0.183,8.0,-17.1,1,0.403,0.809,,0.109,0.664,91.078,183338.0,4,9 +Frisco,Sleepless Nights,38.0,0.634,0.78,1.0,-6.273,1,0.233,0.154,,0.0505,0.318,140.117,236571.0,4,5 +Big Head Todd and The Monsters,All True Man,49.0,0.726,0.385,9.0,-9.047,0,0.121,0.516,0.000924,0.332,0.713,101.704,244501.0,4,2 +Johnny Cash,Home of the Blues,32.0,0.508,0.373,4.0,-11.822,1,0.0265,0.86,8e-05,0.149,0.768,84.121,158373.0,4,10 +Ten Years After,I Woke up This Morning,37.0,0.326,0.545,9.0,-8.82,1,0.032,0.724,0.735,0.15,0.902,173.29,330400.0,3,2 +Afterlife,Burn It Down,43.0,0.508,0.855,4.0,-7.552,1,0.0619,0.000602,0.039,0.389,0.631,153.916,204032.0,4,8 +Murda,Bi Sonraki Hayatƒ±mda Gel,58.0,0.933,0.448,8.0,-4.491,0,0.136,0.0253,,0.104,0.737,103.981,167350.0,4,9 +John Lee Hooker,Boogie Chillen,54.0,0.679,0.367,4.0,-6.946,1,0.0534,0.857,0.0181,0.103,0.406,148.959,189640.0,4,2 +Cowboys & Aliens,Ghost In My Speaker,35.0,0.25,0.976,5.0,-5.978,0,0.0508,5.25e-06,0.77,0.238,0.737,161.61,257693.0,4,8 +Beta Radio,White Fawn,33.0,0.536,0.288,10.0,-9.212,1,0.0289,0.956,4.28e-05,0.112,0.119,115.725,3.1,4,0 +Rxmance,Second Chances,,0.506,0.701,5.0,-11.482,0,0.0336,0.000691,,0.125,0.174,152.972,171000.0,4,10 +Kezia Gill,The Mess I Made,29.0,0.305,0.658,4.0,-4.841,0,0.0388,0.252,,0.243,0.24,80.718,182117.0,4,2 +Wiley,Igloo,24.0,0.877,0.809,,-8.809,1,0.0365,0.0385,0.894,0.0817,0.581,137.063,198520.0,4,5 +BRS Kash,Kash App (feat. Mulatto),60.0,0.777,0.815,1.0,-5.365,1,0.0609,0.0598,,0.0768,0.495,101.984,137034.0,4,5 +The Birthday,„Éí„Éû„ÉØ„É™,32.0,0.455,0.812,,-3.19,1,0.0476,0.00829,0.00149,0.103,0.378,134.049,231933.0,4,10 +Sun Tailor,Losing Days,19.0,0.642,0.516,11.0,-7.804,1,0.0458,0.36,0.399,0.0835,0.695,83.442,222235.0,4,6 +Ben Platt,Imagine,72.0,0.541,0.41,1.0,-6.816,1,0.0411,0.0434,1.81e-06,0.0884,0.298,130.152,164203.0,5,9 +Palehound,How Long,34.0,0.571,0.695,11.0,-5.785,1,0.0579,0.373,,0.133,0.304,100.648,100572.0,4,1 +Millie B,M to the B,64.0,0.897,0.513,10.0,-6.973,0,0.309,0.571,,0.101,0.692,139.935,137744.0,4,9 +Black Rebel Motorcycle Club,Whatever Happened To My Rock 'N' Roll (Punk Song),49.0,0.176,0.974,2.0,-3.312,1,0.0798,0.00126,5.3e-05,0.681,0.102,146.393,278160.0,4,10 +Talib Kweli,Joy,37.0,0.685,0.718,6.0,-6.869,0,0.222,0.0281,,0.27,0.813,93.304,254627.0,4,5 +Madison Cunningham,In My Life,50.0,0.609,0.143,8.0,-12.388,1,0.0282,0.893,,0.156,0.189,87.153,2.93866667,4,0 +The 1975,Jesus Christ 2005 God Bless America,56.0,0.525,0.286,2.0,-15.92,1,0.0347,0.879,0.00799,0.334,0.574,78.945,264007.0,4,6 +Stereophonics,Maybe Tomorrow,66.0,0.495,0.653,7.0,-6.769,0,0.0361,0.217,0.000458,0.334,0.571,80.897,272947.0,4,10 +Måneskin,Beggin',100.0,0.714,0.8,11.0,-4.808,0,0.0504,0.127,,0.359,0.589,134.002,3.526,4,9 +Danny Brown,Best Life,47.0,0.702,0.764,1.0,-6.189,1,0.347,0.12,0.000307,0.146,0.471,85.991,153508.0,4,5 +Portishead,Roads,62.0,0.607,0.294,5.0,-11.836,1,0.0764,0.778,0.162,0.106,0.192,76.083,303973.0,4,6 +Taylor Swift,Mean,63.0,0.568,0.761,4.0,-3.987,1,0.0459,0.452,,0.217,0.789,163.974,3.962216667,4,4 +Manna Dey,Deewaaron Ka Jungle - Deewaar / Soundtrack Version,7.0,0.536,0.638,9.0,-4.81,1,0.0323,0.72,,0.353,0.405,110.405,2.648883333,4,3 +Westlife,Reach Out,1.0,0.312,0.681,8.0,-6.628,1,0.0329,0.00133,,0.121,0.222,179.964,3.934,4,9 +Chuck Berry,Maybellene,56.0,0.756,0.768,,-10.701,1,0.112,0.735,,0.182,0.783,118.208,2.38733333,4,10 +King Tuff,Neverending Sunshine,36.0,0.158,0.893,,-6.4,1,0.129,0.00782,0.00544,0.119,0.607,170.233,220037.0,4,6 +Wormy,Hungry Ghost (feat. Samia),42.0,0.634,0.637,2.0,-7.434,1,0.0331,0.108,9.65e-05,0.356,0.787,137.992,229123.0,4,6 +Rain Radio,Talk About,52.0,0.814,0.874,6.0,-5.316,1,0.0425,0.000222,0.522,0.276,0.434,123.992,161041.0,4,1 +Rivers of Nihil,The Silent Life,43.0,0.437,0.916,1.0,-6.515,0,0.0657,2.37e-05,0.8,0.306,0.255,99.995,394578.0,4,8 +The Oak Ridge Boys,Y'all Come Back Saloon,40.0,0.684,0.417,2.0,-14.849,1,0.0502,0.0994,3.69e-05,0.0789,0.743,82.837,2.903783333,4,4 +Club Intl,Never Be The Same (Andrew VanWyngarden Mix),27.0,0.566,0.872,,-4.88,1,0.0278,0.00509,0.000443,0.359,0.704,107.982,346373.0,4,1 +Country Joe & The Fish,The Love Machine,30.0,0.53,0.561,9.0,-16.324,0,0.0753,0.0199,0.0794,0.349,0.754,123.59,348717.0,4,10 +Vishwa Mohan Bhatt,Kesariya Balam - Instrumental,25.0,0.509,0.407,7.0,-9.063,1,0.0332,0.0582,1.25e-05,0.121,0.0411,115.847,429742.0,3,6 +Lund,Reckless,61.0,0.461,0.467,,-7.628,1,0.0586,0.00766,,0.11,0.167,74.686,206271.0,4,5 +JAY-Z,Hard Knock Life (Ghetto Anthem),68.0,0.884,0.679,10.0,-5.857,0,0.282,0.0957,0.00209,0.0289,0.591,76.993,238467.0,4,5 +Wallows,Virtual Aerobics,4.0,0.775,0.55,9.0,-3.765,1,0.0345,0.183,,0.0434,0.72,109.952,122333.0,4,6 +Jon Bon Jovi,"Blaze Of Glory - From ""Young Guns II"" Soundtrack",66.0,0.55,0.618,7.0,-9.822,1,0.0307,0.0564,2.62e-05,0.0937,0.429,78.61,335240.0,4,10 +Korn,Falling Away from Me,72.0,0.468,0.769,4.0,-7.036,1,0.041,0.00014,0.00124,0.271,0.17,104.102,270920.0,4,8 +Beck,Up All Night,58.0,0.635,0.909,1.0,-4.796,0,0.0553,0.00384,0.0852,0.239,0.639,110.005,190448.0,4,6 +Annelie,October,48.0,0.345,0.0562,5.0,-24.913,0,0.0458,0.979,0.911,0.108,0.0503,86.078,177187.0,4,1 +Emery,Studying Politics,43.0,0.446,0.964,10.0,-5.47,0,0.169,0.000906,,0.131,0.308,164.009,210987.0,4,10 +Conan Gray,People Watching,80.0,0.53,0.593,5.0,-7.286,1,0.0545,0.385,,0.314,0.538,125.723,2.64228333,4,9 +The Smashing Pumpkins,Rocket - Remastered,44.0,0.202,0.665,,-9.097,1,0.0342,2.8e-06,0.928,0.0723,0.36,88.925,246413.0,4,10 +Vain Valkyries,Table Rase,9.0,0.271,0.863,8.0,-3.856,1,0.0558,0.00106,,0.344,0.523,149.725,165814.0,4,10 +Waxahatchee,Lilacs,52.0,0.74,0.696,7.0,-9.447,1,0.0298,0.524,3.12e-05,0.0752,0.426,103.04,195600.0,4,1 +Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,6 +Blur,Out of Time,51.0,0.529,0.455,,-8.603,1,0.0274,0.0424,0.00364,0.364,0.318,138.678,233373.0,4,1 +Lissie,Daughters,29.0,0.471,0.732,4.0,-6.493,0,0.0517,0.059,7.89e-05,0.469,0.0569,119.991,257037.0,4,10 +Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,10 +Felix Cartal,My Last Song,15.0,0.821,0.645,11.0,-5.385,0,0.0515,0.0473,2.11e-06,0.0858,0.328,117.001,155897.0,4,9 +BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,5 +Lower Than Atlantis,Work For It,34.0,0.568,0.818,9.0,-5.576,1,0.13,0.00298,,0.0805,0.376,143.114,198840.0,4,10 +Pinballsound,–°–Ω–µ–≥ - New Mix,21.0,0.504,0.441,8.0,-10.01,1,0.21,0.066,0.00897,0.0873,0.602,80.012,250000.0,3,6 +Britney Spears,How I Roll,41.0,0.818,0.71,10.0,-5.716,1,0.0472,0.0753,0.0239,0.0581,0.791,145.97,3.609116667,4,9 +Queen,Breakthru - Remastered 2011,57.0,0.569,0.864,5.0,-5.697,1,0.0862,0.0614,0.00955,0.353,0.318,90.08,4.13978333,4,10 +Gin Wigmore,H B I C,43.0,0.528,0.929,4.0,-3.346,0,0.051,0.0102,0.00166,0.334,0.653,102.994,158465.0,4,10 +Carnifex,Seven Souls,43.0,0.181,0.949,11.0,-4.489,0,0.131,2.68e-06,0.672,0.181,0.0698,112.361,285726.0,3,8 +Westlife,What I Want Is What I Got,2.0,0.75,0.751,9.0,-4.343,1,0.0289,0.239,,0.39,0.913,92.02,3.533783333,4,9 +Hoobastank,The Reason,80.0,0.472,0.671,4.0,-4.649,1,0.029,0.0129,,0.159,0.0681,82.952,232800.0,4,9 +M1llionz,How Many Times,62.0,0.629,0.696,2.0,-4.848,0,0.332,0.52,,0.134,0.752,144.322,188194.0,4,5 +Electric Six,Danger! High Voltage - Soulchild Radio Mix,59.0,0.66,0.698,11.0,-4.722,0,0.0302,1.92e-05,0.166,0.0517,0.511,123.005,214600.0,4,6 +fanclubwallet,Car Crash in G Major,53.0,0.709,0.517,7.0,-8.077,1,0.0335,0.277,0.118,0.484,0.429,105.369,132000.0,4,6 +Gin Blossoms,Follow You Down,58.0,0.49,0.883,4.0,-8.736,0,0.0423,0.0121,,0.0635,0.684,155.832,227707.0,4,9 +Liquid Liquid,Cavern,45.0,0.682,0.78,7.0,-9.948,1,0.0538,0.0114,0.735,0.0862,0.317,115.564,319760.0,4,6 +North Mississippi Allstars,Katrina,31.0,0.596,0.14,,-13.349,1,0.0273,0.851,0.00198,0.0948,0.431,80.955,301320.0,4,2 +Highly Suspect,My Name Is Human,52.0,0.507,0.723,2.0,-5.577,0,0.0288,8.83e-05,0.000189,0.0852,0.188,140.032,258613.0,4,10 +Tuna,◊ê◊ë◊ï◊ì◊ô◊ù ◊ë◊ó◊ú◊ú,41.0,0.688,0.819,1.0,-8.827,1,0.0775,0.111,5.16e-05,0.101,0.688,89.985,292173.0,4,5 +"Shalmali, Mame Khan, Parth Bharat Thakkar, Purbayan Chatterjee, Nyzel Dlima, Darshan Doshi",Jugaadbandi,9.0,0.478,0.651,2.0,-5.559,0,0.0621,0.29,7.72e-05,0.49,0.577,93.191,3.6345,4,0 +The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,6 +Johnny Cash,You Are My Sunshine,60.0,0.421,0.257,9.0,-15.478,1,0.0893,0.842,1.07e-06,0.529,0.56,89.787,196733.0,4,10 +Moon Duo,Eternal Shore,34.0,0.775,0.863,9.0,-8.604,1,0.0384,0.102,0.644,0.168,0.915,95.01,338398.0,5,6 +Mohammed Rafi,Shirdi Wale Sai Baba - Amar Akbar Anthony / Soundtrack Version,29.0,0.531,0.8,8.0,-6.256,1,0.0746,0.751,,0.175,0.617,96.795,5.877333333,4,3 +Armored Saint,Can U Deliver,45.0,0.498,0.858,8.0,-9.48,1,0.0564,0.0299,,0.106,0.437,151.698,215307.0,4,8 +The 1975,Fallingforyou,62.0,0.264,0.285,1.0,-15.208,1,0.0385,0.892,0.000471,0.344,0.0776,84.825,240671.0,4,10 +The White Stripes,Fell in Love with a Girl,71.0,0.323,0.982,9.0,-1.742,0,0.113,0.706,5.93e-05,0.853,0.365,95.517,110093.0,4,6 +Rajhesh Vaidhya,Indian High Way,18.0,0.406,0.846,,-6.073,0,0.223,0.264,0.672,0.235,0.55,180.064,8.558216667,4,0 +"Carrie Underwood, Randy Travis",I Told You So - feat. Randy Travis,50.0,0.393,0.552,8.0,-3.526,1,0.0283,0.544,,0.101,0.217,147.515,4.33,4,4 +Shlomo Artzi,◊®◊ï◊ë ◊î◊ñ◊û◊ü ◊ê◊™ ◊ê◊ô◊©◊™◊ô,30.0,0.791,0.262,6.0,-15.584,0,0.0419,0.631,,0.0646,0.378,105.483,286000.0,3,10 +lil aaron,DRUGS,68.0,0.475,0.776,,-4.745,1,0.039,0.000715,,0.597,0.561,165.088,116413.0,4,10 +Ryan Montbleau,Ships in the Night,43.0,0.599,0.125,10.0,-14.472,0,0.0557,0.93,1.57e-06,0.0811,0.405,120.392,221379.0,4,2 +The Cure,To Wish Impossible Things,49.0,0.495,0.291,9.0,-19.429,1,0.0293,0.562,0.452,0.1,0.52,79.059,279827.0,4,10 +DYE CRAP,Cooloroonie,19.0,0.234,0.795,7.0,-6.686,1,0.0438,2.94e-05,0.846,0.127,0.66,109.676,158375.0,4,10 +Fall Out Boy,Dead on Arrival,2.0,0.543,0.968,,-4.028,1,0.0703,0.000189,,0.539,0.495,100.984,194493.0,4,10 +Hemant Kumar,Sahib Bibi Aur Ghulam Theme - Instrumental,6.0,0.453,0.322,8.0,-13.662,0,0.0296,0.291,0.684,0.0819,0.741,81.692,3.053783333,4,3 +"Maurice Ravel, Quatuor Ébène","Ravel: String Quartet, M. 35: II. Assez vif - Très rythmé",43.0,0.286,0.0439,5.0,-24.745,1,0.042,0.925,0.551,0.147,0.0932,152.867,6.486883333,3,7 +judas,Joy Oladokun,49.0,0.415,0.257,,-9.36,1,0.035,0.902,,0.128,0.265,120.927,2.695116667,3,0 +Wallice,Punching Bag,52.0,0.621,0.766,1.0,-1.73,0,0.0392,0.433,9.2e-06,0.323,0.612,138.974,153784.0,4,9 +Alabama Shakes,Hold On,59.0,0.575,0.666,5.0,-5.425,1,0.0301,0.206,0.341,0.0852,0.546,88.311,226187.0,4,10 +Barns Courtney,Golden Dandelions,52.0,0.566,0.579,7.0,-8.215,0,0.0336,0.3,,0.134,0.56,139.753,202577.0,4,10 +Channel Tres,"fuego (feat. Tyler, The Creator)",60.0,0.745,0.504,3.0,-10.405,0,0.307,0.0162,0.00122,0.432,0.434,114.901,248765.0,4,5 +Muddy Waters,Forty Days And Forty Nights,44.0,0.596,0.405,2.0,-10.497,1,0.0313,0.643,0.000289,0.205,0.812,88.593,174568.0,4,2 +Hans Theessink,Living With The Blues,37.0,0.774,0.11,,-18.928,1,0.16,0.869,9.27e-05,0.104,0.383,111.887,182813.0,4,2 +Devil Sold His Soul,Signal Fire,41.0,0.147,0.888,5.0,-6.105,0,0.0926,5.18e-05,0.0289,0.366,0.203,161.293,413829.0,3,8 +The Yardbirds,The Train Kept A-Rollin',38.0,0.483,0.692,11.0,-9.995,0,0.0363,0.102,1.21e-05,0.102,0.935,89.05,208493.0,4,2 +Calum Scott,Dancing On My Own,82.0,0.681,0.174,1.0,-8.745,1,0.0315,0.837,3.35e-05,0.0983,0.231,112.672,260285.0,4,9 +Seyi Shay,Pempe,44.0,0.845,0.744,11.0,-4.238,1,0.0636,0.0653,0.00017,0.11,0.467,109.999,174545.0,4,9 +Britney Spears,(You Drive Me) Crazy,63.0,0.748,0.939,,-4.288,0,0.0341,0.0534,,0.32,0.96,104.001,3.301116667,4,9 +"Mohammed Rafi, Mukesh",Saat Ajube Is Duniya Mein - Sad Version,16.0,0.255,0.403,,-10.187,1,0.0448,0.567,6.4e-06,0.92,0.621,157.656,1.130666667,4,3 +Pearl Jam,Jeremy,72.0,0.285,0.846,2.0,-6.472,1,0.0438,0.0404,,0.182,0.287,108.808,318227.0,4,10 +Miles Kane,Come Closer,57.0,0.511,0.696,6.0,-5.157,0,0.0421,0.0272,0.000249,0.0875,0.788,164.614,179240.0,4,10 +Ten F√©,Waterfalls,47.0,0.484,0.282,6.0,-8.644,1,0.0351,0.405,0.00246,0.124,0.281,179.836,266864.0,4,6 +Ruti,My Sunrise,51.0,0.506,0.68,2.0,-5.639,0,0.0406,0.452,3.29e-06,0.278,0.631,89.786,189333.0,4,1 +Lata Mangeshkar,Mila Hai Kisi Ka Jhumka,3.0,0.412,0.492,5.0,-7.991,1,0.0991,0.874,2.06e-06,0.115,0.969,81.305,2.817783333,4,3 +Electroforez,–†—É—Å—Å–∫–∞—è –ø—Ä–∏–Ω—Ü–µ—Å—Å–∞,52.0,0.577,0.92,,-6.16,1,0.086,0.0123,7.95e-05,0.0713,0.226,119.967,232000.0,4,6 +Howlin' Wolf,Killing Floor,46.0,0.721,0.62,9.0,-9.775,1,0.0326,0.379,4.31e-05,0.344,0.644,118.696,172827.0,4,2 +Nekrogoblikon,The Many Faces of Dr. Hubert Malbec,43.0,0.52,0.982,7.0,-3.855,0,0.0502,0.00134,0.0265,0.12,0.723,150.944,186137.0,4,8 +Simple Creatures,"Thanks, I Hate It",54.0,0.56,0.849,6.0,-4.949,0,0.164,0.0402,,0.408,0.541,92.319,177274.0,4,10 +Evildead,Annihilation of Civilization,30.0,0.433,0.947,8.0,-12.672,0,0.0781,0.00549,0.0257,0.383,0.251,99.824,257667.0,4,8 +Crowded House,Playing With Fire,47.0,0.519,0.702,9.0,-7.125,1,0.0289,0.218,0.00119,0.137,0.366,97.042,207522.0,4,10 +Finger Eleven,Paralyzer,72.0,0.644,0.939,11.0,-3.486,0,0.0456,0.157,,0.233,0.861,106.031,208107.0,4,8 +Mars Red Sky,Strong Reflection,49.0,0.416,0.466,9.0,-8.718,1,0.0363,0.00406,0.0511,0.12,0.357,119.085,329627.0,4,8 +Asking Alexandria,The Final Episode (Let's Change Channel),60.0,0.213,0.957,3.0,-2.967,1,0.235,0.00156,,0.394,0.157,196.118,242080.0,3,8 +Royal Blood,How Did We Get So Dark?,56.0,0.568,0.871,1.0,-5.235,1,0.0494,0.00177,0.000406,0.36,0.693,133.064,197933.0,4,10 +Orden Ogan,Let the Fire Rain,51.0,0.406,0.945,2.0,-2.278,0,0.0673,4.95e-05,0.000166,0.233,0.178,92.464,275746.0,4,8 +Radiohead,No Surprises,73.0,0.255,0.393,5.0,-10.654,1,0.0278,0.0577,0.00361,0.113,0.118,76.426,229120.0,4,6 +Jethro Tull,Thick as a Brick - Edit #1,38.0,0.443,0.401,5.0,-13.997,1,0.0426,0.263,,0.168,0.751,168.209,182587.0,3,10 +Big Mama Thornton,Hound Dog,54.0,0.563,0.542,9.0,-10.862,1,0.0962,0.706,3.59e-05,0.355,0.785,133.285,181000.0,4,2 +Adri√°n Otero,Vamos las Bandas,20.0,0.736,0.564,8.0,-6.871,1,0.055,0.072,,0.227,0.713,117.824,242706.0,4,2 +A,Nothing,69.0,0.508,0.33,4.0,-14.071,1,0.0265,0.259,0.154,0.114,0.101,96.818,286293.0,4,8 +Motel Marys,Designated Driver,26.0,0.324,0.832,2.0,-5.95,1,0.0765,7.05e-05,0.0141,0.281,0.372,130.044,155846.0,4,6 +The Chainsmokers,Something Just Like This,83.0,0.617,0.635,11.0,-6.769,0,0.0317,0.0498,1.44e-05,0.164,0.446,103.019,247160.0,4,9 +Dr. John,Creole Moon,47.0,0.453,0.562,5.0,-10.233,0,0.045,0.137,0.0029,0.0463,0.463,156.654,514867.0,4,2 +Anorak Patch,Blue Jeans,27.0,0.191,0.91,7.0,-8.936,1,0.0476,1.52e-05,0.0488,0.131,0.136,174.929,220355.0,4,10 +The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,6 +BERWYN,RUBBER BANDS,51.0,0.468,0.484,1.0,-7.432,0,0.302,0.438,0.0341,0.161,0.37,89.944,171568.0,4,9 +Eades,Coltrane,29.0,0.577,0.853,8.0,-4.492,1,0.0317,0.000216,,0.189,0.805,125.64,183065.0,4,10 +The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,6 +Punkband,Elegy Written in a Tesco Carpark,19.0,0.665,0.805,4.0,-5.754,1,0.0539,0.0366,0.449,0.445,0.417,135.065,179200.0,4,6 +Fizzler,Snakes & Fakes,53.0,0.858,0.737,3.0,-4.854,0,0.36,0.414,,0.0797,0.796,144.974,175448.0,4,5 +Violent Femmes,Add It Up,56.0,0.41,0.763,4.0,-7.904,1,0.338,0.274,1.36e-05,0.0553,0.649,172.295,284333.0,4,10 +The Black Crowes,Charming Mess,36.0,0.565,0.97,,-3.792,1,0.0413,0.00096,1.38e-06,0.0519,0.683,123.573,213693.0,4,2 +HMLTD,To the Door,32.0,0.261,0.908,8.0,-5.222,1,0.15,2e-05,0.0228,0.144,0.252,154.029,199107.0,4,6 +The Killers,All These Things That I've Done,,0.546,0.754,6.0,-5.04,1,0.0415,0.00154,1.57e-05,0.136,0.187,118.266,303213.0,4,10 +Dudu Faruk,◊û◊ú◊ö ◊î◊ß◊ô◊•,29.0,0.82,0.645,9.0,-7.233,0,0.18,0.145,0.0377,0.316,0.667,97.039,155138.0,4,5 +Korn,Freak On a Leash,74.0,0.353,0.898,2.0,-5.877,1,0.052,2.23e-05,0.105,0.39,0.525,103.293,255733.0,4,8 +Krystal Klear,Piano Banana,,0.803,0.941,10.0,-9.902,1,0.126,5.18e-05,0.917,0.105,0.389,127.011,242090.0,4,6 +Blake Shelton,Ol' Red,65.0,0.664,0.556,10.0,-7.713,1,0.0365,0.146,3.91e-06,0.113,0.494,75.049,3.687783333,4,4 +Venom,Black Metal,50.0,0.291,0.758,1.0,-12.103,1,0.0556,0.000918,6.84e-06,0.291,0.446,80.601,221693.0,4,8 +Yaron Herman Trio,Baby Mine,39.0,0.461,0.109,3.0,-21.082,1,0.0391,0.836,0.0202,0.103,0.132,118.379,4.442666667,5,7 +The Starting 5ive,Somethings Happening,35.0,0.739,0.791,10.0,-2.881,0,0.158,0.613,,0.13,0.675,96.998,170880.0,4,5 +Willie Jones,Down For It,48.0,0.614,0.869,9.0,-3.234,1,0.0379,0.203,,0.0903,0.506,82.021,3.2473,4,4 +Dodgy,Good Enough,51.0,0.578,0.967,,-6.02,1,0.0604,0.00111,0.000569,0.34,0.736,111.735,241307.0,4,6 +Catey Shaw,Brandy (You're a Fine Girl),52.0,0.841,0.26,11.0,-15.331,0,0.0565,0.686,,0.155,0.658,114.162,3.46998333,4,0 +Blackberry Smoke,Waiting for the Thunder,23.0,0.278,0.807,9.0,-6.251,1,0.04,0.0125,0.00152,0.976,0.665,140.83,258331.0,4,2 +Merrow,Spice Dealer,35.0,0.269,0.924,11.0,-4.446,1,0.0638,7.57e-05,0.638,0.0719,0.172,112.273,287939.0,3,8 +Phoebe Bridgers,Savior Complex,65.0,0.369,0.441,4.0,-11.879,1,0.0327,0.931,0.0199,0.105,0.218,128.968,241640.0,3,6 +Marta Jobim,Passing Rain,51.0,0.53,0.108,9.0,-17.208,1,0.0663,0.993,0.94,0.104,0.255,137.02,3.045833333,4,7 +Peled,◊ß◊ï◊ß◊ï◊°,23.0,0.772,0.761,1.0,-6.289,1,0.21,0.0539,,0.687,0.646,140.009,253283.0,4,5 +Ulver,I,40.0,0.149,0.908,9.0,-7.941,0,0.0862,1.71e-05,0.887,0.0713,0.147,143.237,471280.0,3,8 +Foals,Black Bull,49.0,0.468,0.988,7.0,-2.741,1,0.0844,0.000105,0.541,0.0982,0.117,140.95,187026.0,4,10 +Roxette,Listen to Your Heart - Live from Santiago 2012,36.0,0.203,0.717,11.0,-5.82,0,0.0381,0.00539,1.03e-05,0.976,0.461,175.923,5.761116667,4,9 +Buddy Guy,Feels Like Rain,57.0,0.572,0.348,,-13.454,1,0.0293,0.438,0.000731,0.235,0.34,73.303,275267.0,4,2 +Hugo Helmig,All That I Need,44.0,0.554,0.188,5.0,-11.739,1,0.0441,0.833,4.73e-06,0.118,0.273,131.481,225317.0,4,9 +Tyler Bryant & the Shakedown,Backbone,26.0,0.516,0.737,10.0,-5.22,1,0.0992,0.0229,5.98e-06,0.375,0.602,133.217,168293.0,4,2 +–î—É—Ä–Ω–æ–π –í–∫—É—Å,–ü–ª–∞—Å—Ç–∏–Ω–∫–∏,58.0,0.496,0.914,2.0,-6.368,0,0.0351,0.0963,0.765,0.085,0.723,172.965,184509.0,4,6 +You Me At Six,MAKEMEFEELALIVE,47.0,0.547,0.987,1.0,-1.789,1,0.0807,0.00262,0.00024,0.31,0.5,135.014,128613.0,4,10 +Frost*,Terrestrial,31.0,0.435,0.841,2.0,-6.332,1,0.0532,0.00019,0.146,0.191,0.481,160.099,312453.0,4,8 +Bauhaus,Bela Lugosi's Dead (Official Version),54.0,0.593,0.691,11.0,-9.442,0,0.113,0.0133,0.68,0.0691,0.532,153.486,576703.0,4,1 +Leyli,◊ë◊ô◊ô◊ë◊ô,33.0,0.472,0.846,5.0,-9.164,0,0.0351,0.0527,0.0447,0.115,0.549,200.038,272773.0,4,6 +Ulf Janson,Desire,40.0,0.508,0.103,7.0,-16.596,0,0.0337,0.985,0.937,0.108,0.12,120.027,2.402566667,4,7 +Rush,A Passage To Bangkok,50.0,0.222,0.837,2.0,-6.49,1,0.0794,0.483,6.21e-05,0.367,0.594,200.342,214893.0,4,10 +Shlomo Artzi,◊î◊ô◊ê ◊ú◊ê ◊ô◊ï◊ì◊¢◊™ ◊û◊î ◊¢◊ï◊ë◊® ◊¢◊ú◊ô◊ô,45.0,0.702,0.596,4.0,-8.403,0,0.0279,0.716,,0.105,0.758,131.996,303760.0,4,10 +Pure Obsessions & Red Nights,A Lovely Day - Combichrist Remix,35.0,0.536,0.592,8.0,-9.145,1,0.0295,0.00118,0.0224,0.0907,0.0549,100.015,376800.0,4,8 +Amit Kumar,Ek Do Teen Char,29.0,0.485,0.808,3.0,-8.522,0,0.0495,0.716,,0.613,0.732,64.934,6.303116667,4,3 +Hard-FI,Hard to Beat,57.0,0.557,0.833,10.0,-4.559,1,0.0663,0.00226,3.25e-06,0.161,0.815,125.205,253307.0,4,6 +Deadlights,Born of a Lie,40.0,0.3,0.993,2.0,-1.437,1,0.233,0.000534,0.000323,0.302,0.111,109.968,227500.0,4,10 +Incubus,Wish You Were Here,70.0,0.246,0.768,9.0,-7.48,1,0.0387,0.000631,0.301,0.102,0.35,169.873,212733.0,4,10 +White Rabbits,Percussion Gun,41.0,0.529,0.88,,-6.758,0,0.0473,0.152,0.000845,0.603,0.603,103.231,188307.0,4,1 +"Waylon Jennings, Willie Nelson","Mammas, Don't Let Your Babies Grow Up to Be Cowboys",55.0,0.373,0.423,9.0,-11.642,1,0.0618,0.578,0.00115,0.16,0.527,187.477,2.542216667,3,4 +Mikkel Adler,in den Bergen,46.0,0.56,0.132,9.0,-15.864,0,0.0641,0.993,0.924,0.112,0.23,88.071,3.9981,4,7 +N√ºrnberg,Abdymi,30.0,0.466,0.788,,-7.434,0,0.0308,2.65e-05,0.0956,0.634,0.636,149.941,196538.0,4,6 +DaBaby,Ball If I Want To,84.0,0.902,0.669,1.0,-5.049,1,0.457,0.161,,0.0728,0.628,139.949,1.875783333,4,9 +Tones And I,Just a Mess,52.0,0.675,0.561,1.0,-5.845,0,0.0469,0.535,,0.0921,0.12,131.957,3.85878333,4,9 +Duster Bennett,It's A Man Down There - Single Version,27.0,0.458,0.481,,-6.703,1,0.0571,0.814,9.52e-06,0.0458,0.636,165.041,168507.0,4,2 +grandson,Bury Me Face Down,63.0,0.39,0.629,1.0,-4.876,0,0.0469,0.0187,4.12e-05,0.0658,0.162,141.983,231667.0,4,10 +Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,10 +Eric Church,Where I Wanna Be,62.0,0.536,0.608,9.0,-6.385,1,0.0295,0.299,0.00143,0.128,0.681,147.957,244627.0,4,1 +The Goo Goo Dolls,Miracle Pill,49.0,0.503,0.727,,-3.256,1,0.0257,0.0487,,0.128,0.717,160.043,197968.0,4,9 +Duponte et Duponte,Chimes,59.0,0.458,0.0533,10.0,-20.472,0,0.0289,0.863,0.138,0.11,0.155,96.864,2.726516667,4,7 +Dark Funeral,The Secrets of the Black Arts,31.0,0.16,0.949,,-4.002,1,0.102,2.17e-06,0.85,0.0986,0.0393,109.021,221427.0,4,8 +Inhaler,Who's Your Money On? (Plastic House),53.0,0.318,0.646,5.0,-7.15,0,0.0392,0.00521,0.172,0.0679,0.172,125.986,382800.0,4,1 +Vinny Virgo,Shot Down,23.0,0.492,0.341,9.0,-9.538,0,0.0282,0.244,,0.3,0.385,149.9,193915.0,3,2 +Empyrium,A Lucid Tower Beckons on the Hills Afar,32.0,0.271,0.575,11.0,-9.638,0,0.0291,0.00572,0.258,0.181,0.0867,110.849,382947.0,3,8 +Limp Bizkit,Rollin' (Air Raid Vehicle),75.0,0.603,0.933,1.0,-3.358,1,0.171,0.00591,,0.206,0.709,96.306,213760.0,4,10 +A Bird Could Love a Fish,Lissie,41.0,0.49,0.516,2.0,-6.934,1,0.0421,0.12,,0.0654,0.383,156.671,4.013516667,4,0 +Vance Joy,Missing Piece,78.0,0.628,0.877,,-4.205,1,0.046,0.0155,5.97e-06,0.113,0.721,101.992,3.62346667,4,0 +Passenger,The Way That I Love You - single version,62.0,0.508,0.323,1.0,-13.239,1,0.0347,0.714,1.93e-05,0.118,0.472,120.861,159761.0,4,9 +Lurrie Bell,I Feel so Good,17.0,0.698,0.747,5.0,-5.364,1,0.0539,0.624,0.0977,0.281,0.864,125.795,254240.0,4,2 +Dead by April,Heartbeat Failing,56.0,0.422,0.919,2.0,-4.168,0,0.151,0.000245,0.000351,0.21,0.279,149.989,243600.0,4,8 +Xzibit,What U See Is What U Get,56.0,0.724,0.806,1.0,-6.843,0,0.295,0.0541,,0.314,0.586,93.863,308907.0,4,5 +408,Signal Mara,,0.572,0.741,6.0,-4.391,1,0.0321,0.00215,4.92e-06,0.16,0.367,125.993,213333.0,4,9 +Marshmello,Here With Me,76.0,0.791,0.565,5.0,-3.933,0,0.0439,0.0623,,0.156,0.181,99.961,156347.0,4,9 +Allysha Joy,Light It Again - Radio Edit,36.0,0.42,0.573,8.0,-10.353,0,0.332,0.54,0.0283,0.0911,0.236,138.003,278680.0,5,1 +Yoni Rechter,◊©◊ï◊ë ◊î◊ô◊ê ◊õ◊ê◊ü,42.0,0.601,0.257,7.0,-14.934,1,0.0593,0.928,0.0568,0.138,0.251,79.465,184000.0,4,10 +Small Faces,Itchycoo Park,55.0,0.613,0.555,9.0,-9.801,1,0.072,0.58,1.64e-06,0.119,0.556,127.267,166680.0,4,1 +Itay Levi,◊ê◊ù ◊î◊¢◊ï◊ú◊ù ◊ô◊í◊û◊®,46.0,0.638,0.332,3.0,-7.805,0,0.0439,0.889,,0.142,0.205,120.214,203777.0,4,9 +Tropidelic,Sunny Days (with Devin The Dude),45.0,0.774,0.801,7.0,-5.203,1,0.047,0.0438,,0.0419,0.835,141.014,210200.0,4,10 +Karen Lovely,Fish Outta Water,34.0,0.761,0.465,4.0,-7.967,0,0.0347,0.534,0.331,0.129,0.652,114.004,230533.0,4,2 +Onlap,My Generation,45.0,0.472,0.993,,-2.756,1,0.151,0.000978,,0.364,0.215,94.969,213474.0,4,8 +David Shaw,Got Me Feeling Good,42.0,0.56,0.649,7.0,-4.801,1,0.0404,0.0191,1.33e-05,0.342,0.385,87.934,252245.0,4,10 +Blind Lemon Jefferson,Match Box Blues (4446),36.0,0.475,0.157,10.0,-19.063,1,0.0567,0.976,0.0348,0.0776,0.519,169.224,183066.0,4,2 +Moneybagg Yo,Hard For The Next (with Future),71.0,0.619,0.573,1.0,-7.277,1,0.393,0.0352,,0.228,0.376,175.187,166392.0,3,5 +Ablaye Cissoko,Signare,24.0,0.519,0.404,5.0,-7.12,1,0.0749,0.906,0.864,0.101,0.35,134.366,4.391783333,3,7 +Digitalism,Idealistic,40.0,0.604,0.808,,-6.135,0,0.0438,0.0126,0.0813,0.484,0.369,128.958,250693.0,4,1 +AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,208400.0,4,10 +BARON.E,S√âMANTIQUE,35.0,0.651,0.695,6.0,-6.013,0,0.0411,0.107,2.73e-05,0.114,0.262,109.992,200440.0,4,6 +Paulo Mendonca,Mindcontrol,38.0,0.644,0.617,,-7.139,1,0.0287,0.000203,0.000125,0.0902,0.805,99.057,208212.0,4,10 +The Velvet Underground,Heroin,58.0,0.201,0.777,1.0,-10.167,1,0.0705,0.304,0.78,0.0981,0.235,145.733,433573.0,4,1 +Lata Mangeshkar,Maye Ni Maye-Lata Mangeshkar,36.0,0.587,0.502,6.0,-13.034,0,0.0498,0.769,0.0011,0.0813,0.831,165.074,4.356216667,4,3 +PURRS,Sink,25.0,0.401,0.897,,-4.318,0,0.0511,0.00131,7.72e-05,0.0628,0.426,96.992,205387.0,4,10 +Revenge Wife,Home,23.0,0.719,0.417,,-9.925,1,0.24,0.717,0.031,0.0984,0.327,185.994,224548.0,4,9 +"Emerson, Lake & Palmer",Tarkus,26.0,0.463,0.5,5.0,-13.366,1,0.0387,0.021,0.0656,0.071,0.399,130.749,1244613.0,4,10 +The Brian Jonestown Massacre,Anemone,63.0,0.527,0.636,5.0,-12.888,0,0.0347,0.0599,0.843,0.204,0.607,83.101,334467.0,4,6 +Joyous Wolf,Quiet Heart,38.0,0.375,0.969,7.0,-5.704,1,0.06,3.87e-05,0.000113,0.326,0.558,179.048,207455.0,4,10 +Transvision Vamp,I Want Your Love,48.0,0.465,0.821,4.0,-11.115,1,0.0487,0.0133,0.00855,0.447,0.697,149.824,3.49845,4,10 +Elvis Presley,Blue Suede Shoes - Remastered,56.0,0.545,0.714,2.0,-5.659,1,0.0562,0.675,2.52e-06,0.121,0.952,94.784,1.99333333,4,10 +Enemy Inside,Release Me,,0.37,0.985,,-3.907,1,0.126,8.58e-05,3.73e-06,0.267,0.261,169.978,211771.0,4,8 +Royal Blood,Oblivion,68.0,0.642,0.823,4.0,-3.68,0,0.0612,0.000281,0.00211,0.216,0.826,112.005,161253.0,4,9 +Black Marble,In Manchester,41.0,0.486,0.92,4.0,-6.27,0,0.0518,0.084,0.718,0.319,0.281,164.023,173476.0,4,6 +Filter,Welcome to the Fold,50.0,0.503,0.895,7.0,-6.228,1,0.0436,2.37e-05,0.0354,0.319,0.211,93.953,460400.0,4,10 +Xile,Hollow Point,11.0,0.513,0.977,8.0,-1.821,1,0.145,0.000509,0.708,0.057,0.134,140.027,204657.0,4,8 +Zor Beyler,G√∂z√ºndeki Ya≈ülarƒ±na,24.0,0.454,0.61,2.0,-10.629,0,0.0307,0.137,,0.368,0.492,88.765,183929.0,4,10 +Boney M.,Rasputin - Club Mix,64.0,0.719,0.907,6.0,-5.154,0,0.0502,0.167,0.00108,0.245,0.975,127.153,272227.0,4,9 +Shai Tsabari,◊ì◊¢,32.0,0.436,0.304,5.0,-9.016,0,0.0318,0.364,6.8e-05,0.101,0.283,114.008,220400.0,4,10 +Plants and Animals,Le Queens,34.0,0.59,0.608,1.0,-9.083,1,0.0266,0.207,0.733,0.211,0.536,129.393,254938.0,4,1 +N.O.R.E.,Nothin',55.0,0.791,0.863,3.0,-6.118,0,0.151,0.317,1.13e-06,0.27,0.742,97.035,264653.0,4,5 +MOLYBARON,Amongst The Boys And The Dead Flowers,,0.46,0.984,5.0,-3.572,1,0.123,4.98e-05,0.857,0.0418,0.376,108.677,253824.0,3,8 +Joel Hoekstra‚Äôs 13,Hard to Say Goodbye,30.0,0.433,0.885,6.0,-3.897,0,0.0618,0.00427,3.55e-06,0.214,0.493,123.104,284268.0,4,10 +Sleeping Wolf,You Don't Know What It's Like,31.0,0.488,0.407,2.0,-8.798,0,0.0288,0.057,9.9e-05,0.122,0.34,77.522,192533.0,4,10 +Jonathan Richman,I Was Dancing In The Lesbian Bar,54.0,0.829,0.388,9.0,-13.55,0,0.0421,0.675,0.00263,0.271,0.896,116.5,223840.0,4,6 +Itamar,Tomorrow Was Today,22.0,0.795,0.439,9.0,-9.116,1,0.0447,0.0472,0.218,0.0562,0.822,109.96,209973.0,4,6 +Mukesh,Chal Ri Sajni Ab Kya Soche,10.0,0.393,0.349,5.0,-11.555,1,0.0431,0.548,0.0167,0.825,0.546,139.002,6.030666667,3,3 +Prong,Beg To Differ,37.0,0.567,0.627,5.0,-12.229,1,0.0607,0.00678,0.274,0.14,0.704,94.869,254973.0,4,8 +Lou Reed,Walk on the Wild Side,75.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,254173.0,4,6 +spill tab,PISTOLWHIP,54.0,0.447,0.544,,-6.509,1,0.378,0.466,0.133,0.547,0.625,139.925,125643.0,4,6 +AriBeatz,Aqu√≠ (feat. Ozuna & Soolking),62.0,0.535,0.755,6.0,-5.354,0,0.0559,0.042,,0.152,0.311,191.931,169668.0,4,9 +We Butter The Bread With Butter,Klicks. Likes. Fame. Geil!,45.0,0.552,0.978,1.0,-3.873,1,0.173,0.000228,0.00222,0.212,0.213,135.035,223434.0,4,8 +Circles Around The Sun,Gilbert's Groove (feat. Neal Casal),40.0,0.559,0.511,,-11.167,0,0.0326,0.553,0.802,0.0865,0.742,87.999,740520.0,4,10 +Mukesh,Dost Dost Na Raha Pyar Pyar Na Raha,26.0,0.336,0.329,2.0,-11.501,0,0.0314,0.99,0.414,0.468,0.525,86.281,5.771333333,3,3 +Skiifall,Bentayga Dust,45.0,0.951,0.348,5.0,-13.05,0,0.574,0.572,2.01e-06,0.106,0.683,122.074,169180.0,4,5 +Zero 9:36,The End,62.0,0.561,0.966,1.0,-4.628,1,0.0735,0.00336,,0.384,0.572,108.038,169568.0,4,10 +Siouxsie and the Banshees,Hong Kong Garden,57.0,0.614,0.721,,-8.962,1,0.0322,0.000642,0.0817,0.167,0.708,146.629,175907.0,4,6 +Derby Motoreta‚Äôs Burrito Kachimba,El Valle,40.0,0.356,0.856,7.0,-4.278,1,0.0499,0.000146,0.00481,0.0947,0.582,133.076,185094.0,4,10 +Mauricio Galbardi,Caricia,45.0,0.596,0.233,4.0,-10.932,0,0.0569,0.896,0.948,0.097,0.411,98.548,2.547616667,4,7 +Wait for You,Ocie Elliott,49.0,0.654,0.237,1.0,-11.855,1,0.0342,0.945,0.0405,0.11,0.206,136.013,3.232266667,4,0 +L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,1 +Snoop Dogg,Snoop Bounce,35.0,0.914,0.672,5.0,-6.927,0,0.213,0.0213,,0.076,0.584,96.199,243560.0,4,10 +Britney Spears,Mmm Papi,41.0,0.679,0.795,6.0,-6.5,0,0.0669,0.0658,1.21e-06,0.0601,0.924,80.009,3.371783333,4,9 +Resolve,Seasick Sailor,43.0,0.468,0.964,1.0,-5.384,0,0.0931,0.00914,1.44e-05,0.35,0.185,95.035,219185.0,4,10 +Adi-Keshet Cohen,Battleships,9.0,0.377,0.17,3.0,-13.604,1,0.0323,0.963,0.00146,0.278,0.221,105.186,287795.0,3,6 +Yuksek,Tonight,28.0,0.667,0.758,8.0,-3.955,1,0.0471,0.0247,0.00487,0.0708,0.307,128.974,255293.0,4,1 +DJ BORING,Gardenia,37.0,0.684,0.691,4.0,-8.905,0,0.0522,0.000453,0.867,0.0593,0.554,124.007,330458.0,4,1 +Tone-Loc,Wild Thing,59.0,0.943,0.685,7.0,-11.903,1,0.188,0.000507,8.56e-06,0.0604,0.813,125.515,263573.0,4,5 +Love Fame Tragedy,5150,42.0,0.608,0.562,,-5.63,1,0.077,0.0756,,0.103,0.66,179.988,189293.0,4,6 +Fate DeStroyed,Crave,38.0,0.52,0.962,2.0,-4.294,1,0.131,7.92e-06,0.0437,0.103,0.177,102.039,216451.0,3,8 +Billie Marten,Live,46.0,0.332,0.319,4.0,-11.599,1,0.0434,0.832,0.00027,0.107,0.273,174.861,243973.0,3,6 +Holding Absence,Beyond Belief,40.0,0.543,0.948,1.0,-2.567,1,0.0462,0.000353,,0.35,0.458,123.035,256200.0,4,10 +easy life,skeletons,58.0,0.779,0.733,9.0,-8.137,0,0.0734,0.0177,0.0011,0.591,0.515,115.009,178714.0,4,9 +FishXGrits,The Sequel,26.0,0.77,0.506,10.0,-8.854,0,0.12,0.3,4.78e-06,0.125,0.507,124.042,124011.0,4,9 +Hot Chip,Boy From School - Erol Alkan's Extended Re-Work,19.0,0.677,0.763,8.0,-8.306,0,0.0395,0.00369,0.187,0.291,0.347,125.986,619787.0,4,1 +Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,6 +Amy Allen,Difficult,43.0,0.768,0.523,2.0,-5.088,1,0.0374,0.343,7.56e-05,0.1,0.538,115.934,200320.0,4,9 +Idan Amedi,◊ë◊ñ◊û◊ü ◊î◊ê◊ó◊®◊ï◊ü,43.0,0.338,0.904,,-3.855,1,0.0587,0.167,1.23e-06,0.0785,0.674,141.257,215573.0,4,9 +Edge Of Sanity,Black Tears,40.0,0.075,0.929,7.0,-5.371,1,0.107,4.51e-06,0.669,0.344,0.281,181.015,195587.0,4,8 +JAE5,Dimension (feat. Skepta & Rema),68.0,0.561,0.722,4.0,-6.437,0,0.068,0.173,4.86e-05,0.175,0.173,103.099,234027.0,4,9 +morgxn,LOSING MYSELF,46.0,0.696,0.79,8.0,-4.633,0,0.0438,0.00279,6.18e-05,0.172,0.555,115.015,176413.0,4,1 +Volbeat,A Warrior's Call,62.0,0.374,0.903,10.0,-4.49,1,0.0825,0.00075,5.85e-06,0.244,0.429,109.118,263080.0,3,10 +Danny Kroha,Detroit Blues,42.0,0.751,0.486,,-7.8,1,0.0523,0.921,,0.0849,0.928,105.997,169040.0,4,2 +Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,6 +Ramones,Sheena Is a Punk Rocker - 2017 Remaster,60.0,0.42,0.965,,-1.986,1,0.0403,0.0981,0.000335,0.0784,0.846,176.243,169920.0,4,10 +Angel Witch,Angel Witch,49.0,0.238,0.759,,-12.476,1,0.0624,0.000407,0.002,0.608,0.732,193.044,203933.0,4,8 +Cake,Love You Madly,57.0,0.752,0.809,9.0,-8.399,1,0.0598,0.0908,9.41e-05,0.169,0.658,106.999,237827.0,4,10 +Jazzbois,Live & Direct - Live,45.0,0.644,0.284,9.0,-14.867,0,0.179,0.567,0.0169,0.148,0.711,85.191,250000.0,4,5 +Cavetown,Ur Gonna Wish U Believed Me,62.0,0.568,0.453,4.0,-7.453,1,0.0258,0.626,0.0224,0.135,0.224,134.996,271420.0,4,9 +tiger bae,Where is the night flame,28.0,0.624,0.53,10.0,-9.092,0,0.0486,0.28,0.204,0.0839,0.715,145.047,219000.0,4,9 +R.E.M.,"What's The Frequency, Kenneth?",50.0,0.369,0.948,2.0,-3.923,1,0.0376,0.141,0.253,0.169,0.696,94.459,240307.0,4,10 +Liz Lawrence,California Screaming,41.0,0.609,0.796,9.0,-8.157,1,0.0331,0.0186,0.921,0.626,0.819,155.046,197000.0,4,6 +Brandi Carlile,Every Time I Hear That Song,58.0,0.577,0.53,7.0,-6.749,1,0.0312,0.544,3.29e-06,0.103,0.22,85.471,241147.0,4,9 +Twinkle,Terry,32.0,0.603,0.506,9.0,-9.531,1,0.0391,0.213,,0.0553,0.735,124.953,191493.0,4,6 +Theory of a Deadman,Strangers (feat. Zero 9:36),50.0,0.56,0.772,6.0,-6.096,0,0.0836,0.0375,,0.156,0.788,170.08,202179.0,4,10 +R. D. Burman,"Aandhi Theme, Pt. 2 - Instrumental",6.0,0.359,0.677,2.0,-8.616,1,0.0488,0.732,0.378,0.315,0.494,114.513,2.583783333,4,3 +Humble Pie,Desperation (Stereo Version),33.0,0.299,0.634,2.0,-13.589,1,0.0438,0.00437,5.46e-05,0.118,0.516,144.189,387640.0,3,2 +Salcao,Davos,49.0,0.485,0.0683,7.0,-17.572,1,0.0719,0.994,0.947,0.109,0.235,72.684,2.43635,4,7 +A Day To Remember,Mindreader,62.0,0.458,0.949,,-3.243,1,0.115,0.000385,,0.306,0.518,164.073,173520.0,4,10 +Counting Crows,"Mr. Jones - Live At Chelsea Studios, New York/1997",51.0,0.471,0.639,,-7.989,1,0.0885,0.593,,0.717,0.472,149.146,317027.0,4,10 +Hanan Ben Ari,◊ë◊©◊ï◊®◊ï◊™ ◊ò◊ï◊ë◊ï◊™,41.0,0.678,0.668,1.0,-6.994,0,0.0386,0.062,,0.156,0.737,74.997,223867.0,4,9 +Fleetwood Mac,Never Going Back Again - 2004 Remaster,68.0,0.654,0.336,6.0,-12.825,1,0.0379,0.858,0.385,0.0786,0.947,176.083,2.24,4,0 +J. Cole,a m a r i,86.0,0.725,0.713,4.0,-6.173,0,0.187,0.127,,0.617,0.207,65.988,148421.0,4,5 +Nikonn,Every Start Has an End,31.0,0.653,0.414,,-14.137,1,0.027,0.922,0.766,0.09,0.181,100.018,216590.0,4,6 +The Interrupters,She's Kerosene,60.0,0.577,0.936,11.0,-2.924,0,0.078,0.043,1.74e-05,0.413,0.899,168.879,170453.0,4,10 +Haiva Ru,Work It On Out,41.0,0.712,0.604,11.0,-8.961,0,0.0307,0.0478,1.02e-06,0.117,0.566,110.022,225969.0,4,9 +Willie Dixon,"I Can't Quit You, Baby",50.0,0.469,0.236,7.0,-16.981,1,0.0364,0.407,0.0434,0.215,0.415,82.232,399173.0,4,2 +Ana Popovic,She Was a Doorman,41.0,0.431,0.892,,-4.103,1,0.114,0.0768,1.49e-05,0.211,0.844,185.965,243200.0,4,2 +Living Colour,Love Rears Its Ugly Head,50.0,0.615,0.477,2.0,-8.816,1,0.092,0.0558,6.25e-05,0.231,0.731,156.008,259467.0,4,8 +Halflives,Rockstar Everyday,44.0,0.701,0.821,5.0,-4.496,0,0.0335,0.0276,0.00269,0.0875,0.651,107.99,203333.0,4,10 +Sixth Street Quartet,Freddie Freeloader,37.0,0.611,0.421,5.0,-11.988,0,0.0277,0.807,0.358,0.118,0.495,140.547,2.533216667,4,7 +The Recall,can you hear me,25.0,0.581,0.348,1.0,-13.138,1,0.0339,0.48,0.0675,0.263,0.135,112.123,205714.0,4,1 +Karl Hector & The Malcouns,Mother Seletta,36.0,0.361,0.91,9.0,-7.914,1,0.0943,0.0338,0.648,0.122,0.305,108.168,486861.0,4,10 +Eric Johnson,Cliffs Of Dover - Instrumental,60.0,0.449,0.775,7.0,-12.029,1,0.0405,0.162,0.149,0.248,0.313,94.907,249768.0,4,10 +Coldplay,Higher Power,85.0,0.507,0.828,10.0,-6.023,1,0.0449,0.00711,2.44e-05,0.261,0.489,178.032,211295.0,4,1 +Green Day,Bang Bang,60.0,0.499,0.958,9.0,-5.417,1,0.0898,0.000326,2.19e-06,0.432,0.359,127.491,205440.0,4,10 +The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,1 +"Westlife, Quiz & Larossi",You Light Up My Life,1.0,0.381,0.381,6.0,-6.132,1,0.0264,0.444,,0.08,0.0734,84.891,3.459116667,3,9 +Adam Baldych,Clouds,28.0,0.19,0.136,10.0,-14.818,1,0.0404,0.987,0.712,0.0768,0.0819,71.597,425905.0,4,6 +Andy Miller Group,If You Say Goodbye,54.0,0.46,0.115,1.0,-20.167,1,0.0363,0.971,0.915,0.23,0.0722,102.907,3.011516667,3,7 +Chava Alberstein,◊õ◊û◊ï ◊¶◊û◊ó ◊ë◊®,36.0,0.461,0.19,7.0,-11.626,1,0.0324,0.97,,0.185,0.412,75.693,202933.0,3,10 +The Cult,Wild Flower,50.0,0.532,0.699,4.0,-9.496,1,0.0618,0.00674,0.000269,0.0925,0.837,135.425,217467.0,4,10 +Ozzy Osbourne,"Mama, I'm Coming Home",69.0,0.282,0.656,8.0,-6.557,1,0.0302,0.0105,,0.0892,0.242,139.352,251867.0,4,8 +The Rolling Stones,Ruby Tuesday,,0.394,0.465,,-11.755,1,0.0501,0.835,,0.155,0.391,105.006,3.234,4,0 +The Lone Bellow,Dried Up River,54.0,0.526,0.837,4.0,-5.007,1,0.0526,0.0978,,0.298,0.625,79.715,231880.0,4,1 +Fantastic Negrito,Root City,46.0,0.645,0.74,4.0,-8.626,0,0.0324,0.223,4.3e-05,0.338,0.672,94.931,172333.0,4,2 +Bon Jovi,Lie To Me,52.0,0.408,0.634,9.0,-6.087,1,0.029,0.216,1.51e-05,0.0903,0.139,80.249,334240.0,4,10 +JP Saxe,The Few Things,62.0,0.536,0.426,7.0,-10.446,1,0.123,0.64,5.88e-06,0.147,0.375,135.872,211567.0,4,6 +Vandenberg,Sonnen Diamant,51.0,0.66,0.0863,2.0,-19.892,1,0.0597,0.94,0.92,0.117,0.153,131.096,2.579166667,4,7 +Cage The Elephant,In One Ear,59.0,0.326,0.948,1.0,-4.315,0,0.0606,0.000258,,0.367,0.358,166.397,241320.0,4,10 +Mudvayne,King Of Pain,49.0,0.602,0.935,11.0,-4.802,0,0.0755,0.000844,1.72e-05,0.0621,0.202,124.989,276307.0,4,8 +Spiritual Beggars,Wise As a Serpent,32.0,0.32,0.96,7.0,-7.01,1,0.055,0.00116,0.0986,0.334,0.562,140.861,154307.0,4,10 +Alter Bridge,Watch Over You,61.0,0.276,0.658,7.0,-5.418,1,0.0329,0.0836,0.000553,0.161,0.16,172.326,259133.0,4,10 +daysormay,The Trend,40.0,0.676,0.674,7.0,-5.301,0,0.0582,0.107,,0.153,0.462,103.951,187041.0,4,1 +Foreigner,I Want to Know What Love Is - Live,36.0,0.437,0.671,6.0,-6.574,1,0.0332,0.236,,0.972,0.47,83.875,6.280883333,4,9 +Claustrofobia,Riff Cult,19.0,0.312,0.987,1.0,-4.646,1,0.137,0.000351,0.0318,0.279,0.187,107.271,216715.0,4,8 +Philip Sayce,Sailin' Shoes,24.0,0.473,0.913,8.0,-6.05,1,0.0594,0.02,0.000109,0.487,0.594,94.518,203347.0,4,2 +Beach Bunny,Cloud 9,58.0,0.627,0.935,4.0,-3.257,1,0.0495,0.00145,1.72e-05,0.335,0.903,80.986,2.29335,4,9 +Eric Burdon,Tobacco Road,45.0,0.764,0.662,9.0,-10.231,0,0.263,0.28,0.000437,0.0918,0.808,88.784,237400.0,4,10 +Hanan Ben Ari,◊ô◊ú◊ì,33.0,0.472,0.207,2.0,-11.287,1,0.0326,0.913,3.24e-05,0.115,0.32,86.656,176896.0,4,9 +Megadeth,Paranoid,51.0,0.355,0.973,4.0,-7.004,0,0.071,0.000359,0.154,0.142,0.628,187.385,152600.0,4,8 +Nicki Minaj,Crocodile Teeth (with Skillibeng) - Remix,69.0,0.635,0.634,1.0,-8.91,0,0.356,0.195,0.000107,0.198,0.224,107.008,217883.0,4,5 +Donnoven,Gemini,29.0,0.683,0.298,9.0,-11.25,0,0.327,0.0672,2.31e-06,0.109,0.387,120.007,164009.0,4,9 +Metallica,Wherever I May Roam,65.0,0.55,0.824,9.0,-7.848,0,0.0347,0.000362,0.00115,0.0865,0.332,131.387,403867.0,4,8 +Enforced,Curtain Fire,30.0,0.332,0.995,8.0,-6.366,1,0.125,3.52e-05,0.76,0.0762,0.34,95.329,274816.0,4,8 +KiNG MALA,she calls me daddy,60.0,0.796,0.426,9.0,-7.994,1,0.0324,0.031,0.00446,0.171,0.572,100.006,183570.0,4,6 +Silver Lake by Esa Holopainen,Ray of Light,38.0,0.462,0.821,9.0,-5.531,0,0.0418,0.012,0.89,0.179,0.337,129.941,211316.0,4,8 +renforshort,fall apart (with glaive),55.0,0.572,0.747,10.0,-6.237,1,0.0943,0.13,2.93e-05,0.108,0.3,158.051,155275.0,4,10 +The Cold Stares,Any Way The Wind Blows,42.0,0.607,0.802,7.0,-7.345,1,0.0488,0.000645,0.000206,0.242,0.636,85.98,181218.0,4,10 +The Brook & The Bluff,Don't Worry Baby,53.0,0.546,0.279,6.0,-10.435,1,0.0279,0.817,,0.176,0.26,109.689,3.00781667,4,0 +Band Of Skulls,Black Magic,44.0,0.428,0.966,7.0,-2.207,1,0.116,0.00783,0.000167,0.0719,0.505,166.06,168937.0,4,2 +Kavita Krishnamurthy,Hawa Hawai,41.0,0.529,0.836,1.0,-8.429,1,0.0751,0.713,3.01e-05,0.156,0.652,97.22,7.03645,4,3 +Layten Kramer,Blue Lipstick,31.0,0.559,0.668,3.0,-5.511,1,0.0287,0.0438,0.0173,0.226,0.51,118.94,228271.0,4,10 +Shlomo Artzi,◊ô◊ï◊§◊ô◊î ◊ê◊ô◊†◊ï ◊ô◊ì◊ï◊¢,28.0,0.52,0.645,8.0,-8.926,1,0.0507,0.791,,0.132,0.546,105.646,173400.0,4,10 +Front Country,Do Re Mi,19.0,0.705,0.633,7.0,-7.631,1,0.044,0.0847,1.45e-05,0.106,0.662,92.039,268195.0,4,1 +Kamo Mphela,Percy Tau,52.0,0.775,0.479,8.0,-12.928,1,0.341,0.138,0.0121,0.105,0.399,150.648,365365.0,5,9 +Roger Eno,Celeste,45.0,0.277,0.0456,10.0,-21.903,0,0.0529,0.984,0.928,0.107,0.0398,99.421,262920.0,3,1 +Joshua Henry,Guarantee,45.0,0.742,0.846,11.0,-3.956,0,0.126,0.0754,0.000174,0.129,0.91,159.991,171240.0,4,9 +Kai Ca$h,Gilmore,36.0,0.723,0.598,11.0,-8.146,0,0.215,0.489,,0.168,0.641,139.929,180271.0,4,5 +220 KID,Too Many Nights - Acoustic,42.0,0.488,0.279,2.0,-9.292,1,0.0506,0.838,,0.125,0.414,145.728,175240.0,5,9 +Rizzle Kicks,Down With The Trumpets,61.0,0.753,0.88,4.0,-4.689,0,0.0806,0.087,,0.24,0.794,115.057,186851.0,4,9 +The Shins,So Says I,51.0,0.462,0.754,7.0,-3.361,1,0.0459,0.00843,,0.118,0.475,110.397,168533.0,3,1 +Foster The People,The Things We Do,48.0,0.735,0.689,3.0,-4.575,0,0.0379,0.0204,0.00344,0.0499,0.624,114.983,252067.0,4,6 +The Greenhornes,Too Much Sorrow,24.0,0.39,0.407,9.0,-9.737,1,0.0284,0.00317,0.00632,0.129,0.681,95.75,247307.0,4,2 +Otis Kane,Run,47.0,0.756,0.732,7.0,-7.713,1,0.0692,0.00845,0.509,0.115,0.505,169.001,156270.0,4,1 +The Stone Roses,Beautiful Thing,40.0,0.643,0.726,,-8.973,1,0.0529,0.00065,0.0108,0.0801,0.553,94.026,422173.0,4,10 +American Authors,What We Live For,56.0,0.686,0.885,,-4.754,1,0.0377,0.0503,,0.147,0.616,120.066,178560.0,4,10 +Stepson,Come with Me,42.0,0.468,0.998,11.0,-2.158,1,0.235,0.000405,7.13e-06,0.39,0.0705,99.928,171880.0,4,10 +Job Kurian,Thaalam - Theme Version,17.0,0.302,0.842,,-8.307,0,0.0586,0.466,0.83,0.0937,0.505,94.614,229973.0,4,6 +Survivor,Eye of the Tiger,73.0,0.815,0.438,,-14.522,0,0.0346,0.216,0.000466,0.0787,0.552,108.965,4.06288333,4,10 +Yo La Tengo,Autumn Sweater,59.0,0.628,0.455,7.0,-12.436,1,0.0427,0.142,0.693,0.135,0.858,102.09,318373.0,4,6 +Forty Foot,Zeros,27.0,0.383,0.916,9.0,-5.562,1,0.0467,1.16e-06,0.0266,0.125,0.271,89.927,233225.0,4,10 +P√ÜRISH,Fixed It All,31.0,0.324,0.883,2.0,-3.544,0,0.0444,3.65e-05,0.212,0.212,0.24,158.035,261301.0,4,10 +Peled,◊û◊ô◊ú◊î,16.0,0.463,0.562,,-7.574,0,0.0902,0.222,,0.227,0.383,121.43,250175.0,4,5 +Lala Lala,‚Ǩ ‚Ǩ ‚Ǩ ‚Ǩ^^%%!!!!!heaven!!!!!!,46.0,0.591,0.286,5.0,-9.439,0,0.0261,0.419,0.0171,0.133,0.311,73.367,263727.0,4,6 +Jutes,Fvck Your Boyfriend,45.0,0.472,0.858,7.0,-5.814,1,0.0461,0.0036,,0.234,0.552,160.05,175871.0,4,9 +TeeZandos,Page 45,45.0,0.649,0.57,9.0,-7.537,0,0.213,0.648,1.26e-06,0.114,0.463,139.831,240000.0,4,5 +The Outfield,Since You've Been Gone,48.0,0.491,0.834,2.0,-11.204,1,0.0571,0.26,1.07e-05,0.196,0.481,124.122,4.77445,4,10 +Another Now,Trojan,38.0,0.533,0.972,11.0,-5.913,0,0.254,0.00041,1.04e-05,0.336,0.117,130.071,196880.0,4,10 +Papooz,The Garden,46.0,0.456,0.527,,-9.697,1,0.0257,0.185,0.0513,0.109,0.126,146.061,248085.0,4,6 +Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,10 +"Ash King, Sachin-Jigar","Nazar Na Lag Jaaye (From ""Stree"")",58.0,0.527,0.622,7.0,-8.172,0,0.0842,0.7,2.82e-06,0.126,0.672,173.709,3.43625,4,3 +Robbie Williams,"Feel - Live at Live 8, Hyde Park, London, 2nd July 2005",28.0,0.333,0.742,,-9.151,1,0.0393,0.000713,0.019,0.96,0.303,98.099,4.4544,4,9 +Beck,Morning,54.0,0.55,0.377,4.0,-9.933,1,0.0254,0.442,0.0955,0.126,0.261,113.608,319787.0,4,10 +Gang Of Four,At Home He's a Tourist,38.0,0.65,0.518,,-9.069,1,0.301,0.00721,0.13,0.0969,0.603,138.822,210867.0,4,6 +Watain,Satan's Hunger,32.0,0.175,0.993,4.0,-3.179,1,0.143,5.81e-05,0.412,0.185,0.0396,123.699,405867.0,4,8 +Ravid Plotnik,◊ú◊û◊¢◊ú◊î,35.0,0.545,0.671,9.0,-9.54,1,0.0817,0.147,,0.61,0.473,81.863,169107.0,4,5 +Jimbo J,◊ó◊™◊ï◊ú◊ô◊ù,53.0,0.665,0.583,9.0,-7.271,0,0.043,0.272,2.82e-05,0.311,0.365,105.004,218370.0,4,9 +Coldplay,Flags,68.0,0.55,0.796,7.0,-7.262,1,0.0378,0.00107,1.18e-05,0.123,0.51,89.876,216493.0,4,9 +Hila Ruach,◊™◊õ◊£ ◊ë◊™ 30,12.0,0.475,0.473,,-10.272,1,0.0789,0.461,0.676,0.161,0.118,78.806,145293.0,4,6 +Chris Cornell,When Bad Does Good,51.0,0.142,0.657,1.0,-5.767,1,0.0423,0.039,,0.319,0.0377,179.119,265973.0,4,10 +Pale Honey,Lay All Your Love on Me,40.0,0.631,0.531,6.0,-8.238,0,0.0267,0.723,0.148,0.124,0.301,111.938,239276.0,4,6 +Louisahhh,Chaos,52.0,0.585,0.969,6.0,-5.58,1,0.0587,0.00131,0.844,0.286,0.138,131.987,309107.0,4,8 +Mr. Oizo,Flat Beat - Radio Edit,51.0,0.94,0.425,,-11.584,1,0.55,0.00021,0.486,0.273,0.499,128.989,316973.0,4,1 +Coldplay,Princess of China - Acoustic,50.0,0.245,0.471,9.0,-7.952,0,0.0313,0.652,0.00717,0.126,0.287,165.996,206693.0,4,9 +The Rock-A-Teens,Woo-Hoo,34.0,0.586,0.784,4.0,-12.678,1,0.0433,0.764,0.565,0.115,0.802,115.062,129587.0,4,10 +Holehearted,Forlorn,29.0,0.225,0.967,7.0,-2.785,1,0.247,0.000168,0.00119,0.693,0.255,189.557,173403.0,4,8 +Loud Luxury,Red Handed,60.0,0.741,0.722,8.0,-5.471,0,0.0824,0.0172,,0.0678,0.774,120.086,171294.0,4,9 +Chubby Checker,The Twist,60.0,0.571,0.618,4.0,-5.682,1,0.0371,0.18,2.69e-06,0.178,0.852,156.892,155040.0,4,10 +Mystikal,Shake Ya Ass,58.0,0.914,0.607,7.0,-5.658,1,0.32,0.0626,,0.0515,0.666,98.054,256973.0,4,5 +The Dead Daisies,Fortunate Son,52.0,0.358,0.93,7.0,-3.389,1,0.0715,7.73e-06,1.28e-06,0.191,0.309,142.011,203413.0,4,10 +ROMES,Chillthefuckout.,,0.671,0.756,2.0,-5.914,1,0.0504,0.00178,0.00224,0.273,0.277,110.016,167000.0,4,10 +Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,10 +"Xavier Davis, Carl Allen, Dwayne Burno",Old Folks,44.0,0.458,0.217,5.0,-16.582,1,0.0328,0.827,0.805,0.194,0.128,107.506,8.03645,4,7 +Middle Kids,Stacking Chairs,39.0,0.549,0.758,8.0,-5.991,1,0.0262,0.0267,0.000376,0.213,0.486,109.975,188347.0,4,1 +TED,Rupantara - Instrumental Version,11.0,0.645,0.475,4.0,-13.727,0,0.0455,0.0368,0.847,0.0984,0.0793,110.003,248727.0,4,6 +Love Sculpture,3 O'Clock Blues - 1999 RemasterStereo,33.0,0.532,0.377,3.0,-11.323,1,0.0404,0.0398,0.0364,0.0998,0.654,81.475,310360.0,3,2 +Black Honey,Disinfect,40.0,0.561,0.492,2.0,-6.086,0,0.032,0.0194,0.0297,0.0579,0.305,140.041,169473.0,4,10 +Fourth Circle,Survive,35.0,0.415,0.928,9.0,-3.045,1,0.0762,6.07e-05,0.689,0.0661,0.426,150.017,250600.0,4,8 +Mayhem,Deathcrush,48.0,0.219,0.908,7.0,-8.505,1,0.1,1.92e-06,0.933,0.319,0.208,121.476,212987.0,3,8 +The Moody Blues,Nights In White Satin - Single Version / Mono Mix,68.0,0.195,0.483,4.0,-4.991,0,0.03,0.465,0.497,0.0686,0.173,84.71,269107.0,4,10 +Thom Yorke,Suspirium,62.0,0.457,0.223,1.0,-15.432,0,0.0317,0.988,0.918,0.135,0.438,150.998,201768.0,3,1 +Edward Simon,Simplicity,50.0,0.493,0.107,2.0,-22.122,1,0.0336,0.881,0.906,0.122,0.126,91.326,5.159783333,4,7 +Ed Sheeran,Bad Habits,97.0,0.808,0.897,11.0,-3.712,0,0.0348,0.0469,3.14e-05,0.364,0.591,126.026,3.85068333,4,9 +Etherius,The Rivers of Sand and Blood,27.0,0.302,0.963,1.0,-6.881,0,0.142,1.26e-05,0.866,0.361,0.0901,200.051,206093.0,4,8 +Young Stoner Life,"Mob Ties Remix (feat. Unfoonk, 24Heavy, Future & YTB Trench)",55.0,0.531,0.672,11.0,-8.446,1,0.461,0.0276,,0.18,0.511,170.656,203787.0,4,5 +Orgy,Karma Kastles,43.0,0.503,0.906,8.0,-4.627,1,0.0538,0.000553,0.000128,0.127,0.723,151.001,243249.0,4,8 +Maddie & Tae,Woman You Got,67.0,0.523,0.896,10.0,-3.556,1,0.0575,0.105,,0.143,0.729,169.94,2.96585,4,4 +Richie Kotzen,Stand Tall,36.0,0.606,0.679,5.0,-6.091,0,0.0684,0.075,0.00274,0.677,0.964,183.8,238667.0,4,10 +Audioslave,Show Me How to Live,71.0,0.433,0.854,9.0,-3.868,1,0.0483,0.000336,0.000177,0.162,0.368,89.4,277840.0,4,1 +The Pigeon Detectives,Take Her Back,56.0,0.488,0.962,,-1.589,1,0.0338,0.00202,2.03e-06,0.261,0.658,109.07,197133.0,4,6 +Edin,Tanzen / Baile,44.0,0.764,0.52,8.0,-5.499,0,0.122,0.131,0.000135,0.291,0.324,108.024,138897.0,4,9 +Becca Mancari,Hunter,44.0,0.713,0.677,,-6.301,1,0.0332,0.302,0.00924,0.162,0.884,149.959,169258.0,4,1 +Weezer,Hash Pipe,5.0,0.578,0.883,7.0,-6.354,1,0.0439,0.000123,0.459,0.284,0.627,125.603,186533.0,4,10 +Beegie Adair,Can't Help Loving,48.0,0.533,0.148,,-18.275,1,0.0329,0.924,0.932,0.112,0.108,63.637,3.69555,4,7 +Cedric Burnside,Step In,48.0,0.739,0.79,2.0,-4.503,0,0.0658,0.567,0.000322,0.1,0.492,117.394,155027.0,4,10 +Hitman Blues Band,The World Moves On,25.0,0.305,0.59,,-6.402,1,0.0497,0.319,5.56e-06,0.0876,0.36,69.98,284000.0,4,2 +Coolooloosh,The Stakes Are High,14.0,0.645,0.798,9.0,-9.737,1,0.123,0.0849,0.000218,0.352,0.408,106.077,168252.0,4,5 +Menahan Street Band,The Starchaser,37.0,0.538,0.767,10.0,-7.182,0,0.0346,0.0627,0.914,0.403,0.868,119.246,168400.0,4,6 +Sarai Zak Levi,◊©◊ï◊ë ◊û◊ú◊ë◊ú◊ë,14.0,0.323,0.233,4.0,-13.149,0,0.0331,0.641,0.000958,0.183,0.152,124.621,138791.0,4,6 +Motionless In White,Somebody Told Me,62.0,0.486,0.961,10.0,-3.687,0,0.0776,1.01e-05,0.000232,0.121,0.65,138.029,199478.0,4,10 +Nathan Goshen,◊ê◊ô◊ü ◊î◊®◊ë◊î ◊û◊î ◊ú◊¢◊©◊ï◊™,34.0,0.593,0.362,10.0,-10.636,1,0.0405,0.71,,0.16,0.355,129.561,206769.0,4,9 +Jon Batiste,I NEED YOU,59.0,0.818,0.639,6.0,-6.383,1,0.165,0.0172,,0.137,0.886,112.955,157133.0,4,1 +Tamar Eisenman,Ding Dong,8.0,0.541,0.745,4.0,-7.888,1,0.0569,0.42,0.00443,0.111,0.432,130.096,255199.0,4,6 +Liily,Toro,47.0,0.432,0.878,1.0,-4.109,1,0.132,0.00315,0.0398,0.11,0.554,177.922,219342.0,4,1 +Hardo,Murda Boyz - Remix,25.0,0.808,0.627,8.0,-6.855,0,0.33,0.0368,,0.706,0.492,180.045,192000.0,4,5 +Lou Donaldson,Autumn Nocturne,53.0,0.539,0.0678,,-18.039,1,0.0468,0.967,0.168,0.114,0.263,124.105,4.911116667,4,7 +Smokepurpp,Prom Queen,58.0,0.889,0.624,1.0,-3.589,1,0.132,0.00225,,0.0926,0.311,78.019,110795.0,4,5 +Rob Zombie,Feel So Numb,61.0,0.566,0.889,8.0,-5.22,1,0.0426,4.3e-05,0.00907,0.292,0.141,127.045,233667.0,4,8 +The Contortionist,Clairvoyant,42.0,0.295,0.772,7.0,-5.937,1,0.0448,2.84e-05,0.736,0.123,0.0407,89.942,457227.0,4,8 +Billy Swan,I Can Help,51.0,0.471,0.675,,-9.07,1,0.0513,0.511,0.019,0.232,0.53,125.313,238333.0,4,10 +TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,1 +Heilung,In Maidjan,52.0,0.357,0.565,8.0,-9.915,0,0.0419,0.216,0.835,0.98,0.218,158.032,758360.0,4,8 +JUNE,Now (Feat. THAMA),35.0,0.58,0.714,3.0,-4.607,0,0.0985,0.147,,0.46,0.858,99.698,235987.0,4,10 +Bob Dylan,Forever Young,54.0,0.488,0.493,2.0,-9.878,1,0.0464,0.255,0.000181,0.102,0.389,135.093,296133.0,4,10 +Sawyer Fredericks,This Fire,43.0,0.358,0.423,7.0,-7.828,1,0.0338,0.565,3.38e-05,0.0846,0.309,182.959,3.77666667,3,0 +Danny Sanderson,◊ú◊¢◊ï◊ú◊ù ◊ú◊ê ◊™◊ï◊õ◊ú ◊ú◊ó◊ñ◊ï◊®,16.0,0.671,0.713,11.0,-7.171,0,0.0289,0.817,0.101,0.363,0.626,126.237,182160.0,4,10 +Airbourne,"Too Much, Too Young, Too Fast",60.0,0.592,0.813,9.0,-7.154,1,0.0465,0.0014,0.000966,0.336,0.384,114.038,224773.0,4,8 +FLETCHER,Healing,70.0,0.572,0.621,2.0,-7.298,1,0.0336,0.543,2.19e-06,0.124,0.35,159.989,3.12573333,4,9 +Boston Manor,Bad Machine,42.0,0.288,0.629,2.0,-3.252,1,0.039,0.000223,3.91e-06,0.262,0.267,170.15,188720.0,4,1 +AFI,Miss Murder,71.0,0.308,0.873,8.0,-4.542,1,0.0533,0.00022,0.000729,0.0974,0.686,143.519,206587.0,4,10 +Paramore,crushcrushcrush,63.0,0.631,0.793,1.0,-4.086,0,0.0468,0.000218,5.65e-05,0.0976,0.648,136.96,189373.0,4,10 +Set and Setting,Ecdysis,25.0,0.504,0.879,4.0,-6.489,0,0.0575,8.34e-05,0.791,0.108,0.259,119.985,429093.0,3,8 +Dress the Dead,1969,39.0,0.437,0.932,5.0,-4.633,1,0.0745,0.00234,0.034,0.212,0.162,98.277,290259.0,4,8 +(Hed) P.E.,Suck It Up,40.0,0.619,0.871,1.0,-5.214,0,0.0837,0.000337,0.000833,0.0585,0.412,91.507,235543.0,4,8 +Alanis Morissette,You Oughta Know,68.0,0.665,0.834,4.0,-7.737,1,0.0576,0.21,,0.452,0.411,105.292,249493.0,4,10 +Portugal. The Man,Feel It Still,78.0,0.801,0.795,1.0,-5.115,0,0.0504,0.0417,0.000113,0.0717,0.754,79.028,163253.0,4,9 +Nitin Sawhney,Taj Mahal,27.0,0.315,0.12,9.0,-15.267,0,0.0452,0.995,0.353,0.0747,0.273,86.486,40640.0,4,6 +Shadow and Light,Blue,11.0,0.658,0.431,1.0,-12.718,0,0.03,0.615,0.292,0.0902,0.528,132.045,3.893933333,5,0 +Lilith Czar,Anarchy,54.0,0.427,0.617,5.0,-6.246,0,0.084,0.00207,2.89e-05,0.241,0.403,113.216,234798.0,4,10 +All Them Witches,The Children of Coyote Woman,46.0,0.611,0.447,7.0,-8.695,1,0.026,0.767,0.00737,0.196,0.153,101.037,216370.0,4,10 +Lou Reed,Walk On the Wild Side,75.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,254173.0,4,10 +Freak Slug,Number,24.0,0.638,0.407,6.0,-10.328,1,0.0519,0.887,0.497,0.107,0.43,83.004,221232.0,4,6 +Daft Punk,Lose Yourself to Dance (feat. Pharrell Williams),71.0,0.832,0.659,10.0,-7.828,0,0.057,0.0839,0.00114,0.0753,0.674,100.163,353893.0,4,9 +The Breeders,Wait in the Car,35.0,0.466,0.77,6.0,-5.852,0,0.0322,0.00596,0.000513,0.202,0.475,140.233,122878.0,4,1 +U.S. Maple,Letter To ZZ Top,24.0,0.399,0.917,4.0,-6.906,0,0.0428,0.00166,0.482,0.0975,0.39,142.782,187693.0,4,10 +Childish Major,Disrespectful,54.0,0.924,0.5,5.0,-8.906,0,0.513,0.065,,0.111,0.731,145.062,137887.0,4,5 +Meg Myers,Numb,46.0,0.51,0.693,5.0,-3.192,1,0.0284,0.006,2.04e-06,0.11,0.291,81.981,262815.0,4,10 +Backstreet Boys,I Need You Tonight,51.0,0.446,0.468,11.0,-9.844,1,0.0323,0.235,,0.0963,0.223,169.983,4.38845,4,9 +Proc Fiskal,Choco Frito (Calamari),14.0,0.59,0.562,6.0,-12.892,1,0.234,0.0128,0.661,0.654,0.293,101.332,198480.0,3,6 +Johnny Thunders & The Heartbreakers,Born to Lose,44.0,0.395,0.892,11.0,-8.07,1,0.0537,0.0797,,0.706,0.67,148.43,184120.0,4,6 +Laurence Guy,Mutual Excitement is a Wonderful Thing,43.0,0.683,0.47,11.0,-15.561,1,0.0494,0.0268,0.827,0.11,0.205,128.02,293709.0,4,1 +Manic Street Preachers,A Design for Life - 2016 Remastered Version,45.0,0.406,0.849,,-3.841,1,0.0391,8.08e-05,,0.0421,0.312,88.05,257653.0,4,6 +Hot Chip,Ready For The Floor,60.0,0.764,0.759,1.0,-5.443,0,0.0413,0.00903,,0.0746,0.937,128.999,234240.0,4,6 +Juice WRLD,Bad Boy (with Young Thug),80.0,0.697,0.674,1.0,-6.326,1,0.0533,0.00215,,0.138,0.198,81.535,157355.0,4,5 +Julian Cope,World Shut Your Mouth,46.0,0.642,0.82,9.0,-6.789,0,0.0619,0.0128,1.16e-06,0.299,0.782,126.25,215000.0,4,1 +Bruce Springsteen,My Hometown,63.0,0.652,0.338,9.0,-11.58,1,0.0367,0.486,5.9e-05,0.0744,0.392,116.881,279667.0,4,10 +Voyager,Entropy,28.0,0.563,0.951,2.0,-4.777,0,0.0616,0.00733,0.0214,0.136,0.321,115.931,282824.0,4,10 +Tuna,◊ô◊ï◊ù ◊ß◊ô◊•,36.0,0.582,0.57,11.0,-9.379,0,0.0691,0.63,,0.116,0.747,153.907,355973.0,4,5 +Sakoya,Scarred,26.0,0.356,0.937,2.0,-7.337,1,0.0732,2.47e-05,0.000114,0.123,0.239,192.039,260201.0,4,8 +BluntOne,Timing,55.0,0.636,0.241,7.0,-9.551,1,0.0564,0.691,0.793,0.216,0.256,75.959,123452.0,4,1 +Gonzalez,Dusted,28.0,0.242,0.948,5.0,-6.003,1,0.066,4.8e-05,0.000951,0.215,0.601,147.049,235013.0,4,8 +Aerosmith,Cryin',72.0,0.445,0.856,9.0,-3.674,1,0.0327,0.000202,0.0101,0.367,0.486,105.872,308333.0,3,8 +Elton John,Sacrifice - Live,34.0,0.635,0.68,1.0,-6.945,1,0.0268,0.485,0.00151,0.738,0.534,113.979,5.34,4,9 +Limp Bizkit,N 2 Gether Now,62.0,0.752,0.753,6.0,-7.721,0,0.357,0.114,,0.317,0.604,102.549,289867.0,4,5 +JJ Appleton,Jason Solo,16.0,0.584,0.906,7.0,-8.69,1,0.597,0.769,0.447,0.101,0.799,79.633,362487.0,4,2 +Idan Amedi,◊¢◊ì ◊©◊ô◊¢◊ú◊î ◊î◊ô◊ï◊ù ◊î◊ë◊ê,34.0,0.618,0.469,10.0,-8.38,0,0.0262,0.504,0.000224,0.124,0.45,104.986,263240.0,4,9 +Jungle,Busy Earnin',64.0,0.552,0.883,10.0,-5.61,0,0.0355,0.209,4.91e-06,0.0912,0.745,99.967,181773.0,4,1 +"nothing,nowhere.",fake friend,64.0,0.472,0.849,4.0,-3.738,1,0.0315,0.00362,,0.0973,0.31,144.065,169451.0,4,1 +With Confidence,Moving Boxes,54.0,0.607,0.743,2.0,-4.984,1,0.0375,0.000569,1.11e-05,0.201,0.751,127.942,195867.0,4,10 +Briston Maroney,Freakin' Out On the Interstate,73.0,0.45,0.794,4.0,-5.015,1,0.0538,0.388,,0.303,0.362,143.861,251906.0,4,1 +Bongeziwe Mabandla,jikeleza,40.0,0.785,0.532,11.0,-9.535,0,0.268,0.396,1e-06,0.109,0.33,94.935,214316.0,4,9 +Ma Rainey,Runaway Blues,39.0,0.81,0.233,5.0,-15.719,0,0.0515,0.981,0.00517,0.132,0.555,86.258,146227.0,4,2 +Fortisakharof,◊ó◊ú◊ï◊ù ◊õ◊ó◊ï◊ú,32.0,0.214,0.328,7.0,-13.528,1,0.0349,0.722,,0.0843,0.062,97.244,281160.0,3,10 +Kit Sebastian,Abandoned,33.0,0.444,0.698,7.0,-8.158,0,0.0343,0.0996,0.00403,0.105,0.432,185.975,293404.0,4,6 +Frightened Rabbit,Holy,44.0,0.342,0.978,9.0,-3.55,1,0.0969,0.174,0.345,0.1,0.252,171.348,219080.0,4,10 +Richard Marx,Right Here Waiting,75.0,0.395,0.252,,-13.589,1,0.0301,0.8,,0.101,0.126,177.679,264333.0,4,10 +Jorja Smith,Bussdown (feat. Shaybo),71.0,0.661,0.618,4.0,-8.422,0,0.313,0.368,0.000563,0.0743,0.81,148.544,201942.0,4,9 +Aya Nakamura,Copines,80.0,0.701,0.787,8.0,-3.941,0,0.0855,0.27,,0.105,0.904,180.027,171720.0,4,9 +Alex Shield,Du √§r en √§ngel,37.0,0.658,0.502,4.0,-10.346,1,0.214,0.524,0.00164,0.099,0.419,94.936,260842.0,4,9 +Nuclear Power Trio,A Clear and Present Rager,31.0,0.477,0.972,4.0,-5.858,0,0.0569,5.24e-05,0.802,0.136,0.397,122.002,186551.0,4,8 +Adam Douglas,Build A Fire,27.0,0.53,0.956,4.0,-6.327,0,0.0861,0.00577,0.00808,0.101,0.907,171.982,278367.0,4,2 +Wynton Kelly,Old Clothes,31.0,0.52,0.216,7.0,-19.432,1,0.0404,0.787,0.318,0.117,0.368,144.849,464613.0,4,2 +Don Patricio,Cambio de Temperatura,45.0,0.82,0.604,8.0,-4.64,1,0.137,0.446,0.000125,0.0984,0.886,162.776,189320.0,4,9 +Peter Gregson,The Dive,41.0,0.152,0.0542,2.0,-23.323,0,0.0378,0.956,0.844,0.104,0.153,90.94,225475.0,4,1 +Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,1 +Calma Flow,Riposo,40.0,0.151,0.213,5.0,-12.97,1,0.0426,0.961,0.894,0.106,0.0377,70.968,2.283683333,4,7 +"Max Richter, Daniel Hope, Konzerthaus Kammerorchester Berlin, Andre de Ridder","Recomposed By Max Richter: Vivaldi, The Four Seasons: Spring 1",63.0,0.701,0.341,1.0,-12.26,0,0.0418,0.499,0.903,0.359,0.163,105.513,2.525116667,3,7 +Mint Field,Delicadeza,32.0,0.531,0.559,4.0,-7.839,0,0.0272,0.269,0.2,0.149,0.389,147.043,178147.0,4,6 +Full Scale,Party Political,32.0,0.696,0.873,5.0,-6.941,1,0.0582,0.00137,0.000733,0.144,0.784,109.846,236893.0,4,10 +Dorothy,Flawless,46.0,0.426,0.768,,-4.723,1,0.0315,0.0489,0.0554,0.297,0.535,148.108,242307.0,4,10 +Tinariwen,Cler Achel,41.0,0.684,0.792,2.0,-5.377,1,0.0576,0.508,0.00633,0.069,0.927,98.527,267720.0,4,2 +Moshe Peretz,◊ë◊†◊ê◊ì◊ù,20.0,0.662,0.918,6.0,-3.468,0,0.0414,0.108,1.45e-06,0.2,0.919,100.001,236027.0,4,9 +Fallstar,Cloud Chamber,38.0,0.32,0.887,6.0,-5.11,1,0.0509,6.64e-05,4.94e-06,0.348,0.431,175.088,255857.0,4,8 +Oya Paya,Myself,22.0,0.651,0.729,1.0,-5.326,0,0.0272,0.122,0.00782,0.217,0.756,87.965,225485.0,4,10 +Clean Bandit,I Miss You (feat. Julia Michaels),73.0,0.693,0.624,,-7.482,0,0.0448,0.299,7.64e-06,0.0955,0.369,105.002,205987.0,4,9 +Eyedress,Romantic Lover,77.0,0.657,0.447,9.0,-9.299,0,0.087,0.701,0.924,0.198,0.537,184.315,86739.0,4,9 +Earthless,Acid Crusher,39.0,0.417,0.671,7.0,-9.714,1,0.0348,0.0407,0.87,0.282,0.338,78.953,896227.0,4,10 +The Mysterines,Who's Ur Girl,35.0,0.391,0.931,11.0,-4.193,1,0.0997,0.00068,2.98e-06,0.371,0.613,164.075,132867.0,4,10 +The Judds,Mama He's Crazy,54.0,0.728,0.398,7.0,-11.036,1,0.027,0.34,,0.137,0.425,95.959,3.246,4,4 +psykhi,White Picket Fence,20.0,0.551,0.8,,-4.813,1,0.0347,0.103,,0.111,0.811,164.127,176341.0,4,10 +Fantastic Negrito,How Long?,42.0,0.643,0.619,6.0,-7.111,0,0.0439,0.131,4.24e-05,0.0784,0.466,71.742,256466.0,4,2 +DAMN NATION,Race to the End,41.0,0.532,0.925,2.0,-3.509,1,0.0341,3.5e-05,6.77e-05,0.112,0.563,95.019,232421.0,4,8 +Ozzy Osbourne,Mr. Crowley,64.0,0.307,0.748,2.0,-6.514,0,0.0568,0.212,0.000153,0.368,0.347,108.227,302648.0,4,8 +Britney Spears,Just Luv Me,,0.613,0.492,9.0,-9.79,0,0.0661,0.158,0.00695,0.139,0.36,91.992,4.024216667,4,9 +Unprocessed,Abandoned,44.0,0.568,0.877,4.0,-7.043,0,0.0526,0.00357,0.214,0.125,0.172,108.524,327373.0,4,8 +neve give up,Son Little,50.0,0.573,0.494,7.0,-8.938,0,0.0735,0.48,0.0259,0.121,0.762,149.883,3.691266667,4,0 +"Pritam, Darshan Raval, Antara Mitra",Mehrama,64.0,0.56,0.632,7.0,-9.033,1,0.0334,0.861,0.013,0.0985,0.373,107.987,4.156933333,4,3 +Guns N' Roses,Welcome To The Jungle,78.0,0.447,0.954,8.0,-8.069,1,0.0751,0.0235,0.403,0.298,0.331,123.453,272027.0,4,9 +Biffy Clyro,Space - Acoustic Version,52.0,0.562,0.324,7.0,-7.883,1,0.0274,0.552,,0.199,0.457,101.883,245427.0,4,9 +The Telescopes,Splashdown,26.0,0.437,0.522,9.0,-10.668,0,0.0259,0.000499,0.763,0.0895,0.392,94.791,191147.0,4,6 +Ti√´sto,The Business,94.0,0.798,0.62,8.0,-7.079,0,0.232,0.414,0.0192,0.112,0.235,120.031,164000.0,4,9 +Peled,◊ê◊ó◊ú◊ï◊ù ◊ú◊†◊¶◊ó,35.0,0.739,0.572,9.0,-6.762,0,0.0436,0.346,2.29e-06,0.303,0.566,139.063,171799.0,4,5 +Carl Perkins,Boppin' the Blues,45.0,0.659,0.902,2.0,-7.464,1,0.133,0.462,3.94e-05,0.0712,0.674,175.468,2.79733333,4,10 +Sun Seeker,IFSN,18.0,0.61,0.801,2.0,-5.937,1,0.0257,0.0117,0.000124,0.61,0.755,104.976,209464.0,4,10 +Arcade Fire,Electric Blue,53.0,0.663,0.774,,-5.157,1,0.0863,0.113,0.112,0.462,0.681,102.982,242373.0,4,6 +Weaves,Candy,13.0,0.364,0.805,1.0,-5.015,1,0.103,0.00468,0.000262,0.262,0.467,134.948,189672.0,4,6 +Ying Yang Twins,Twerkin in the Mirror,50.0,0.846,0.599,8.0,-9.675,0,0.0526,0.000294,4.53e-05,0.121,0.111,100.07,174600.0,4,5 +Caspian,Echo and Abyss,34.0,0.407,0.682,10.0,-9.066,1,0.0431,0.00215,0.899,0.0618,0.0519,122.011,344587.0,4,6 +Deadlights,Schedule 1,,0.441,0.992,1.0,-1.516,1,0.26,0.000388,0.000556,0.392,0.266,156.139,223892.0,4,8 +Eyal Golan,◊ô◊©◊®◊ê◊ú,38.0,0.63,0.951,2.0,-4.255,0,0.0612,0.222,,0.0816,0.496,132.081,234053.0,4,9 +Bleached,Shitty Ballet,27.0,0.761,0.273,9.0,-9.251,1,0.041,0.776,,0.0866,0.412,130.914,223173.0,4,6 +Sullivan King,LOUD (feat. Jason Aalon from FEVER 333),,0.401,0.969,11.0,-3.636,1,0.157,0.000246,7.84e-06,0.326,0.273,144.706,208000.0,4,10 +Limp Bizkit,Nookie,67.0,0.573,0.929,11.0,-5.996,1,0.082,0.00218,0.0723,0.718,0.284,97.57,289560.0,4,8 +Altin G√ºn,Y√ºce Daƒü Ba≈üƒ±nda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,1 +Roy Orbison,Crying,61.0,0.35,0.293,2.0,-9.502,1,0.0258,0.758,8.21e-06,0.104,0.162,96.685,166467.0,4,10 +Kalandra,Slow Motion,34.0,0.443,0.332,,-11.102,0,0.0346,0.496,0.147,0.0773,0.117,158.946,319292.0,3,8 +Manna Dey,Dil Ka Haal Sune Dilwala,23.0,0.617,0.465,3.0,-10.551,1,0.0668,0.809,1.03e-06,0.141,0.96,153.636,4.925,3,3 +Glass Dove,Just a Conversation,6.0,0.493,0.911,8.0,-6.087,1,0.0584,0.0443,4.47e-06,0.227,0.4,143.021,188993.0,4,6 +Dor3,◊ß◊ï◊†◊§◊ò◊ô,36.0,0.812,0.755,2.0,-7.606,1,0.141,0.0624,2.66e-05,0.157,0.178,171.985,136744.0,4,5 +Bring Me The Horizon,Happy Song,67.0,0.295,0.924,5.0,-3.407,1,0.0678,4.02e-05,0.00462,0.377,0.219,171.941,239387.0,4,8 +sendflowrs,novocaine,32.0,0.657,0.669,5.0,-5.847,0,0.0304,0.55,2.4e-05,0.254,0.611,146.04,118656.0,4,6 +Lockdown On Date Night Tuesday,Ondara,50.0,0.488,0.341,4.0,-8.582,1,0.0302,0.726,6.77e-05,0.263,0.142,120.93,5.06045,4,0 +"Dolly Parton, Kenny Rogers",Islands In the Stream,57.0,0.595,0.473,8.0,-9.828,1,0.0347,0.702,,0.0725,0.716,204.016,4.154883333,4,4 +George Strait,Unwound,48.0,0.715,0.461,10.0,-14.473,1,0.0394,0.124,1.99e-06,0.0662,0.775,139.291,2.419333333,4,4 +Florence Black,Bird On A Chain,53.0,0.281,0.941,10.0,-4.448,0,0.115,6.8e-06,7.92e-06,0.346,0.553,140.048,172572.0,4,10 +Dream State,Monsters,47.0,0.47,0.862,6.0,-5.494,0,0.112,0.00504,,0.059,0.473,162.226,222836.0,4,8 +Kitten,American Football,36.0,0.531,0.826,9.0,-5.13,1,0.0391,0.00386,2.1e-05,0.48,0.455,90.035,201847.0,4,9 +Otis Spann,Someday (Electric),41.0,0.581,0.333,,-14.209,1,0.032,0.944,0.472,0.332,0.488,94.197,206800.0,3,2 +Larkin Poe,Keep Diggin‚Äô,34.0,0.523,0.684,2.0,-5.449,1,0.0374,0.00448,1.92e-05,0.0822,0.693,136.983,193390.0,4,2 +Marty Robbins,"My Woman, My Woman, My Wife",41.0,0.429,0.317,,-11.322,1,0.0292,0.927,3.5e-06,0.116,0.302,102.109,3.51845,3,4 +The Cold Stares,Hard Times,39.0,0.366,0.825,2.0,-8.324,1,0.0622,0.00031,0.0277,0.327,0.769,174.027,206619.0,4,2 +Chinmayi Tripathi,Sakhi Vasant Aaya,15.0,0.518,0.53,1.0,-8.325,0,0.0309,0.442,7.98e-06,0.0927,0.131,80.015,4.31605,4,0 +Ludacris,My Chick Bad,,0.672,0.712,,-6.891,0,0.371,0.165,,0.434,0.724,84.9,216867.0,4,9 +The Specials,Ghost Town,61.0,0.665,0.766,10.0,-9.454,0,0.0505,0.0492,0.338,0.113,0.905,73.683,219307.0,4,1 +Westlife,Shadows,1.0,0.409,0.488,2.0,-7.186,1,0.0337,0.299,,0.107,0.181,67.314,4.03155,4,9 +ODB,Brooklyn Zoo,1.0,0.547,0.764,2.0,-6.804,1,0.595,0.42,,0.222,0.551,182.956,228760.0,4,5 +The Rembrandts,"Just the Way It Is, Baby",51.0,0.794,0.613,3.0,-8.711,1,0.0295,0.329,2.67e-06,0.0764,0.823,110.738,243893.0,4,10 +Quruli,I Love You,31.0,0.488,0.71,9.0,-5.846,1,0.0302,0.0169,0.000172,0.139,0.634,113.704,238400.0,4,10 +Esbjörn Svensson Trio,Where We Used To Live,40.0,0.421,0.0867,,-18.732,1,0.037,0.871,0.429,0.115,0.07,95.438,4.422,4,7 +Stevie Salas,Tell Your Story Walkin',45.0,0.555,0.977,8.0,-5.083,1,0.155,0.00103,0.0202,0.617,0.509,113.651,241240.0,4,10 +Sonn,Rumours,49.0,0.75,0.596,3.0,-8.594,1,0.106,0.132,0.0189,0.124,0.334,102.021,207059.0,4,6 +Backstreet Boys,Masquerade,33.0,0.71,0.844,7.0,-4.766,0,0.0296,0.0117,,0.338,0.826,123.998,3.06245,4,9 +GIRLI,Passive Aggressive,39.0,0.767,0.444,11.0,-9.006,1,0.0325,0.0432,,0.202,0.572,95.019,164640.0,4,9 +Otis Grand,Holding You Up For Love,31.0,0.554,0.727,7.0,-8.132,1,0.0264,0.285,7.79e-06,0.267,0.582,97.47,369400.0,4,2 +Backstreet Boys,Weird World,39.0,0.428,0.909,7.0,-3.961,0,0.0381,0.0565,,0.0668,0.435,81.745,4.197116667,4,9 +Dope,Rebel Yell,51.0,0.323,0.947,10.0,-4.234,0,0.0912,0.000102,0.141,0.272,0.311,166.98,245053.0,4,8 +Forrest.,Never Had,,0.512,0.819,9.0,-3.013,1,0.0273,0.14,9.68e-05,0.115,0.555,97.929,179626.0,4,6 +Victoria Spivey,Garter Snake Blues,33.0,0.643,0.175,,-13.24,1,0.0496,0.986,0.678,0.299,0.721,100.521,197146.0,4,2 +Little Walter,Juke - Single Version,7.0,0.541,0.674,4.0,-9.291,1,0.112,0.761,0.863,0.111,0.572,145.952,163387.0,4,2 +Foxing,Go Down Together,52.0,0.736,0.454,8.0,-9.339,1,0.0266,0.0746,0.121,0.339,0.396,113.994,195707.0,4,10 +Matilda Mann,Doomsday,54.0,0.561,0.393,6.0,-10.728,1,0.0369,0.867,,0.121,0.166,121.792,189507.0,4,1 +The Doors,Love Her Madly,66.0,0.565,0.587,4.0,-7.393,0,0.0317,0.0573,0.00493,0.0416,0.966,147.462,198467.0,4,6 +dad sports,MANY FACES,42.0,0.528,0.909,11.0,-6.95,1,0.0438,3e-05,0.0346,0.376,0.823,147.988,153960.0,4,1 +Count Five,The World,19.0,0.715,0.544,2.0,-7.659,1,0.0377,0.484,,0.0731,0.87,116.308,133133.0,4,2 +Catfish and the Bottlemen,Kathleen,65.0,0.489,0.892,11.0,-4.757,0,0.0786,0.000369,0.00293,0.411,0.598,137.93,160886.0,4,6 +Muse,Supermassive Black Hole,76.0,0.668,0.921,7.0,-3.727,1,0.0439,0.0492,0.00517,0.0877,0.782,120.0,212440.0,4,10 +Rage Against The Machine,Bombtrack,65.0,0.459,0.926,4.0,-3.415,1,0.155,0.0239,1.93e-05,0.183,0.569,151.534,243453.0,4,10 +Canyon City,OK,56.0,0.489,0.183,,-14.769,1,0.0333,0.907,3.84e-05,0.106,0.487,79.682,212400.0,4,9 +Christopher Renault,Haute Garonne,45.0,0.489,0.0923,7.0,-19.022,1,0.047,0.981,0.913,0.109,0.156,118.482,3.30735,3,7 +Ariana Grande,god is a woman - live,53.0,0.498,0.836,10.0,-5.224,0,0.0669,0.158,6.59e-06,0.971,0.279,144.882,3.551133333,4,9 +The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,6 +The Jaded Hearts Club,Reach Out I'll Be There,37.0,0.493,0.986,1.0,-2.279,1,0.0917,0.000967,0.00662,0.123,0.567,122.036,186307.0,4,10 +Idan Amedi,◊ê◊ô◊ü ◊ê◊ï◊™◊ö,30.0,0.483,0.666,4.0,-6.612,0,0.0342,0.611,,0.104,0.421,90.181,233840.0,3,9 +"Luther ""Guitar Junior"" Johnson",Somebody Have Mercy,30.0,0.648,0.651,7.0,-13.139,1,0.0449,0.741,0.000655,0.122,0.961,112.125,185773.0,4,2 +Hadag Nahash,◊ú◊ô◊ô◊í◊ú ◊ê◊ô◊ô◊ñ,30.0,0.531,0.801,5.0,-6.618,0,0.0631,0.152,1.13e-05,0.126,0.681,172.906,183645.0,4,5 +Dot,life support,32.0,0.754,0.401,,-11.248,1,0.0595,0.00507,0.409,0.392,0.0707,127.989,188976.0,4,1 +Bowling For Soup,Girl All the Bad Guys Want,65.0,0.582,0.829,2.0,-5.688,1,0.0465,0.000517,,0.266,0.867,130.969,197800.0,4,10 +Far Caspian,Warning Sign,43.0,0.579,0.66,,-9.192,0,0.0393,0.369,0.621,0.222,0.437,155.975,172729.0,4,6 +Ed Sheeran,Happier - Acoustic,60.0,0.493,0.4,,-8.117,1,0.0261,0.0425,1.47e-06,0.133,0.15,91.004,3.43681667,4,0 +Sub Urban,Freak (feat. REI AMI),75.0,0.619,0.45,7.0,-11.965,0,0.515,0.433,,0.513,0.41,179.755,194000.0,4,10 +Betty Davis,They Say I'm Different,49.0,0.537,0.791,6.0,-7.051,1,0.145,0.122,3.03e-05,0.205,0.889,142.354,255040.0,4,10 +Joe Bonamassa,How Many More Times - Live,31.0,0.31,0.887,2.0,-7.527,1,0.0856,0.00158,0.261,0.937,0.427,144.667,922506.0,4,2 +Rasmus Holm Quartet,Fatamorgana,49.0,0.387,0.161,6.0,-19.579,1,0.0378,0.918,0.0506,0.126,0.113,120.384,4.540366667,4,7 +Tina Turner,What's Love Got to Do with It - Live in Arnhem,36.0,0.553,0.95,7.0,-3.516,1,0.111,0.292,4.54e-05,0.984,0.285,101.183,3.654,4,9 +Belly,IYKYK,55.0,0.7,0.533,11.0,-8.48,0,0.502,0.331,,0.147,0.281,81.743,189933.0,4,5 +Fredo Bang,Click Up,63.0,0.767,0.753,2.0,-5.438,0,0.27,0.0639,,0.0852,0.646,84.972,120000.0,4,5 +Jimmy Eat World,Sure and Certain,43.0,0.505,0.916,7.0,-5.882,1,0.037,0.000164,0.129,0.197,0.271,98.986,215707.0,4,10 +James Vincent McMorrow,Cavalier,47.0,0.354,0.293,11.0,-8.547,1,0.0505,0.91,0.000262,0.22,0.0431,81.248,283173.0,5,6 +Wear Your Wounds,Shrinking Violet,26.0,0.398,0.667,4.0,-6.956,0,0.0412,0.00147,0.823,0.203,0.229,105.029,331016.0,3,8 +Westlife,I'm Already There,,0.315,0.476,3.0,-6.461,1,0.0309,0.746,,0.118,0.236,130.852,4.27245,4,9 +Skullcrusher,Places/Plans,45.0,0.512,0.113,5.0,-14.304,1,0.0294,0.88,0.000772,0.122,0.199,131.61,183116.0,4,6 +Backstreet Boys,Crawling Back to You,48.0,0.503,0.759,4.0,-4.124,1,0.0332,0.0273,,0.112,0.257,141.959,3.734666667,4,9 +'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,10 +Snoop Dogg,Who Am I (What's My Name)?,71.0,0.692,0.833,7.0,-3.974,1,0.0492,0.000136,1.98e-05,0.515,0.692,96.814,246320.0,4,5 +Makeup And Vanity Set,Implant,49.0,0.679,0.924,1.0,-8.469,1,0.0461,0.000828,0.826,0.0952,0.202,126.988,257176.0,4,6 +Pantera,Walk,73.0,0.43,0.704,1.0,-8.008,0,0.0804,0.000155,0.00221,0.0933,0.703,118.242,315120.0,4,10 +The Connells,'74-'75,49.0,0.529,0.586,11.0,-9.165,1,0.025,0.189,0.00289,0.0649,0.422,143.982,277533.0,4,10 +Laura Marling,Devil's Spoke,44.0,0.447,0.568,2.0,-9.172,1,0.0423,0.473,0.00028,0.0824,0.309,117.561,218188.0,4,6 +(Hed) P.E.,Renegade,44.0,0.438,0.947,2.0,-3.481,1,0.148,0.000927,,0.355,0.368,174.007,209040.0,4,8 +Queen,Breakthru - Remastered 2011,58.0,0.569,0.864,5.0,-5.697,1,0.0862,0.0614,0.00955,0.353,0.318,90.08,248387.0,4,10 +Anderson .Paak,Lockdown,65.0,0.928,0.437,1.0,-7.081,0,0.127,0.144,0.000357,0.147,0.496,100.056,212613.0,4,5 +Almighty Mighty,Slow Burner,27.0,0.185,0.75,7.0,-7.022,0,0.0354,0.0542,0.119,0.156,0.196,92.839,318560.0,4,10 +Alter Bridge,Blackbird,57.0,0.279,0.806,6.0,-4.714,0,0.0448,0.00499,0.0126,0.116,0.132,149.463,478133.0,3,8 +Ben Poole,Further on Down the Line,38.0,0.589,0.762,9.0,-7.031,1,0.0391,0.00945,0.0683,0.0517,0.688,174.038,236200.0,4,2 +Just Geo,Red Alert,11.0,0.847,0.545,,-7.405,1,0.0699,0.00143,0.878,0.104,0.226,139.999,261930.0,4,5 +"Anuradha Paudwal, Sudesh Bhosle",Tumko Hum Dilbar Kyon Maane,22.0,0.383,0.855,5.0,-7.957,1,0.0813,0.694,,0.27,0.666,104.51,6.716883333,4,3 +NICOLAS,DANCING IN THE MOONLIGHT,42.0,0.731,0.719,10.0,-9.163,0,0.0498,0.0222,0.452,0.104,0.134,119.984,226000.0,4,6 +Gaerea,Conspiranoia,31.0,0.179,0.978,6.0,-3.128,0,0.124,2.73e-06,0.847,0.283,0.0393,134.975,554893.0,4,8 +Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,10 +Britney Spears,Radar,48.0,0.648,0.664,4.0,-6.617,0,0.164,0.25,1.18e-06,0.33,0.484,127.917,3.806883333,4,9 +Silver Apples,Oscillations,38.0,0.492,0.553,9.0,-8.6,1,0.0397,0.406,0.000105,0.163,0.431,125.936,167200.0,4,1 +Echo Collective,The See Within,30.0,0.306,0.0632,4.0,-25.363,0,0.0363,0.917,0.895,0.105,0.0308,101.071,173457.0,1,6 +Travis Scott,FRANCHISE (feat. Young Thug & M.I.A.),77.0,0.835,0.699,8.0,-5.405,0,0.277,0.00671,,0.195,0.547,154.981,202795.0,4,9 +Mob Rich,Everything and Nothing,22.0,0.764,0.601,6.0,-8.287,0,0.0421,0.0353,0.0268,0.335,0.622,105.994,187607.0,4,6 +Jean-Luc Ponty,The Trans-Love Express,34.0,0.527,0.884,7.0,-10.869,1,0.0522,0.00378,0.0437,0.1,0.78,130.982,239800.0,4,10 +Joeboy,Door,54.0,0.723,0.829,8.0,-6.133,0,0.103,0.797,0.0278,0.136,0.8,96.96,152042.0,4,9 +Elle King,Ex's & Oh's,72.0,0.612,0.921,7.0,-2.882,1,0.085,0.0183,,0.0576,0.446,139.988,202173.0,4,9 +Rage Against The Machine,Killing In The Name,79.0,0.466,0.833,7.0,-4.215,1,0.304,0.0266,,0.0327,0.661,88.785,313573.0,4,1 +The Presidents Of The United States Of America,Video Killed The Radio Star,46.0,0.578,0.713,1.0,-6.868,1,0.0578,0.184,,0.102,0.741,140.72,202733.0,4,10 +Outkast,The Way You Move (feat. Sleepy Brown) - Radio Mix,50.0,0.867,0.596,5.0,-4.851,0,0.0463,0.117,0.000119,0.061,0.646,125.984,233960.0,4,5 +Meadows End,◊§◊†◊° ◊ë◊ï◊ì◊ì,14.0,0.346,0.359,4.0,-11.443,0,0.0323,0.671,,0.141,0.222,133.374,265760.0,3,10 +Moshe Peretz,◊©◊™◊ô◊ô◊ù ◊ë◊ú◊ô◊ú◊î,23.0,0.45,0.722,,-5.143,1,0.0345,0.342,,0.114,0.373,159.947,273453.0,4,9 +Wilbert Harrison,Kansas City,47.0,0.727,0.665,1.0,-6.453,1,0.0352,0.653,0.233,0.349,0.912,114.979,150333.0,4,2 +Red Ribbon,Way,20.0,0.309,0.745,9.0,-7.952,0,0.0383,0.0655,0.703,0.113,0.469,189.335,197810.0,4,10 +"Dhruv Ghanekar, Mame Khan","Mitho Laage - The Dewarists, Season 5",34.0,0.599,0.708,9.0,-5.567,1,0.0736,0.106,,0.1,0.628,96.122,4.666666667,4,0 +JunkBunny,Sedona,46.0,0.231,0.792,1.0,-5.511,1,0.0541,9.67e-06,3.03e-05,0.063,0.399,169.818,189800.0,4,10 +PJ Harding,The Worst Of You,66.0,0.555,0.35,10.0,-10.955,0,0.0503,0.791,6.64e-06,0.11,0.404,77.772,209813.0,4,9 +Ludwig Van Bergen,Carcassonne,47.0,0.529,0.0723,7.0,-17.889,1,0.0627,0.991,0.936,0.112,0.276,107.122,2.96725,4,7 +Hamish Hawk,Calls to Tiree,33.0,0.333,0.714,2.0,-7.126,1,0.0862,0.00382,0.00642,0.174,0.606,202.152,192000.0,4,10 +VIC MENSA,"NO MORE TEARDROPS feat. Malik Yusef, Wyatt Waddell",30.0,0.622,0.883,10.0,-5.133,0,0.234,0.116,8.16e-06,0.204,0.698,103.969,272440.0,4,5 +GirlzLuhDev,Dead Bro,38.0,0.77,0.618,1.0,-7.877,1,0.251,0.434,,0.105,0.768,101.043,123564.0,4,5 +Limp Bizkit,Break Stuff,74.0,0.432,0.884,8.0,-6.659,1,0.13,0.0127,0.000527,0.166,0.624,108.948,166707.0,4,8 +Omer Adam,◊û◊ô◊ù ◊©◊ß◊ï◊§◊ô◊ù,46.0,0.625,0.473,11.0,-7.115,1,0.0495,0.47,,0.31,0.555,91.606,180880.0,4,9 +"Hank Williams, Jr., Reba McEntire, Willie Nelson, Tom Petty",Mind Your Own Business,50.0,0.568,0.698,9.0,-4.733,1,0.0436,0.0459,,0.095,0.872,164.371,2.474,4,4 +Beck,The New Pollution,41.0,0.676,0.798,1.0,-6.705,1,0.0294,0.0599,0.0923,0.329,0.848,132.092,219507.0,4,10 +Dexta Daps,Scripture,53.0,0.74,0.69,7.0,-6.242,1,0.163,0.264,3.68e-06,0.16,0.449,110.009,193280.0,4,5 +Big Brutus,Louise,46.0,0.467,0.324,1.0,-11.487,1,0.0309,0.761,5.73e-06,0.122,0.445,100.89,244867.0,4,9 +Ralph Castelli,Running,40.0,0.854,0.578,,-8.786,0,0.053,0.143,0.346,0.0732,0.891,136.019,158988.0,4,6 +The Goodnight Darlings,Heavy,26.0,0.587,0.947,7.0,-3.578,1,0.108,0.09,0.00941,0.209,0.528,116.072,196080.0,4,6 +Guns N' Roses,Paradise City,78.0,0.273,0.952,11.0,-8.762,1,0.0843,0.0169,0.0111,0.142,0.472,100.271,405640.0,4,10 +The Strokes,Last Nite,72.0,0.624,0.91,,-5.703,1,0.0297,0.0285,0.000198,0.0789,0.767,104.042,193051.0,4,1 +Eyal Golan,◊™◊ë◊ï◊ê◊ô ◊î◊ô◊ï◊ù,45.0,0.829,0.747,9.0,-6.186,1,0.0367,0.412,,0.069,0.581,124.014,216774.0,4,9 +Jane's Addiction,Stop,55.0,0.433,0.752,9.0,-8.365,1,0.113,0.0116,0.000667,0.59,0.362,122.901,254840.0,4,10 +Little Richard,Ready Teddy,48.0,0.532,0.678,5.0,-5.59,1,0.19,0.673,,0.103,0.971,205.973,126680.0,4,10 +Eden Ben Zaken,◊®◊¶◊ô◊™◊ô,37.0,0.654,0.684,1.0,-5.781,0,0.0493,0.176,,0.114,0.49,137.792,205200.0,4,9 +Ryan Turtle Trio,"I Loves You, Porgy",43.0,0.387,0.169,9.0,-16.769,0,0.0353,0.95,0.864,0.0967,0.189,95.746,2.95435,4,7 +Franz Ferdinand,Ulysses,52.0,0.696,0.621,7.0,-5.716,1,0.0793,0.00504,0.000171,0.143,0.544,98.797,193573.0,4,10 +Chastity Belt,The Process,34.0,0.601,0.657,2.0,-8.673,0,0.0274,0.362,0.532,0.156,0.288,125.0,293026.0,4,1 +Only Shadows,Fight Milk,34.0,0.328,0.966,4.0,-3.516,1,0.114,1.42e-05,0.0222,0.159,0.303,82.477,187447.0,4,10 +The Hives,Main Offender,50.0,0.43,0.954,,-4.541,1,0.105,0.261,0.00262,0.155,0.79,135.96,153160.0,4,1 +Disturbed,Down with the Sickness,76.0,0.695,0.876,3.0,-4.262,0,0.0553,0.000996,6.89e-06,0.106,0.941,89.954,279213.0,4,10 +Stonefield,In The Eve,31.0,0.149,0.694,9.0,-5.702,1,0.0397,0.0425,0.00393,0.214,0.341,203.595,236253.0,4,10 +100 gecs,money machine,70.0,0.68,0.659,6.0,-7.186,1,0.151,0.229,,0.474,0.75,98.877,114460.0,4,6 +Ulver,I Troldskog Faren Vild,40.0,0.149,0.908,9.0,-7.941,0,0.0862,1.71e-05,0.887,0.0713,0.147,143.237,471280.0,3,8 +ShrekDiMC,Non Stop,11.0,0.739,0.535,9.0,-9.687,0,0.112,0.476,,0.288,0.767,119.998,200000.0,4,5 +Inner Wave,Mushroom,51.0,0.703,0.781,4.0,-5.536,1,0.0262,0.262,0.544,0.155,0.845,100.909,166229.0,4,9 +Movements,Skin To Skin,48.0,0.63,0.968,6.0,-3.532,1,0.0381,0.0316,4.59e-05,0.0738,0.529,112.53,240907.0,4,10 +Shimon Buskila,◊ú◊©◊ô◊® ◊ê◊ô◊™◊ö,35.0,0.484,0.471,11.0,-8.467,0,0.0327,0.237,1.11e-05,0.144,0.153,147.912,218000.0,4,9 +Spirea X,Chlorine Dream,24.0,0.441,0.532,9.0,-13.569,1,0.0333,3.4e-05,0.603,0.252,0.408,103.67,264533.0,4,6 +Molly Burman,everytime,38.0,0.653,0.598,9.0,-7.498,1,0.0309,0.673,4.7e-06,0.135,0.714,95.979,227627.0,4,10 +Interlinked,Signals - Instrumental,21.0,0.476,0.458,6.0,-17.361,1,0.0428,0.00107,0.819,0.112,0.274,115.704,232542.0,4,8 +"Jean Sibelius, Gothenburg Symphony Orchestra, Neeme Järvi",Andante Festivo,29.0,0.089,0.195,7.0,-18.349,1,0.0441,0.393,0.951,0.22,0.0391,86.266,5.111466667,3,7 +Nerina Pallot,Everybody's Gone To War - Chris Lord-Alge Mix remastered,35.0,0.604,0.939,2.0,-3.405,1,0.0455,0.00059,,0.185,0.915,127.812,234520.0,4,10 +Westlife,Evergreen,,0.563,0.71,,-6.575,1,0.0273,0.0794,,0.386,0.656,133.894,4.04955,4,9 +Wesley Schultz,If It Makes You Happy,43.0,0.659,0.122,11.0,-12.573,1,0.0325,0.911,,0.0724,0.181,92.521,4.26126667,4,0 +TOBi,Family Matters (feat. Flo Milli),52.0,0.873,0.516,7.0,-11.038,0,0.273,0.434,,0.125,0.478,126.046,217136.0,4,5 +"Mahendra Kapoor, Balbir",Chahe Yeh Mano Chahe Woh Mano,2.0,0.45,0.467,3.0,-10.927,1,0.131,0.981,1.36e-05,0.165,0.666,94.275,5.288216667,1,3 +"Antonín Dvořák, Chilingirian Quartet","String Quartet No. 12 in F Major, ""American"", Op. 96: II. Lento",29.0,0.1,0.0463,2.0,-24.053,0,0.0474,0.912,0.761,0.11,0.097,176.625,6.416666667,5,7 +Dhruv Visvanath,Midnight,21.0,0.458,0.456,3.0,-10.638,0,0.0389,0.271,0.929,0.0975,0.695,96.615,185639.0,4,6 +Rev. Gary Davis,Devil's Dream,26.0,0.578,0.0971,10.0,-23.47,0,0.0528,0.942,0.805,0.104,0.699,104.854,119907.0,4,2 +Willa Amai,What's Up?,25.0,0.626,0.151,8.0,-14.35,0,0.0465,0.909,9.59e-05,0.0944,0.157,135.896,222172.0,4,10 +Doja Cat,Ain't Shit,89.0,0.855,0.488,3.0,-4.601,1,0.208,0.506,,0.347,0.619,124.097,2.904216667,4,9 +Efraim Shamir,◊¢◊ë◊®◊™◊ô ◊®◊ß ◊õ◊ì◊ô ◊ú◊®◊ê◊ï◊™,25.0,0.391,0.473,2.0,-11.881,0,0.0417,0.427,,0.175,0.539,168.322,200000.0,4,10 +Del Amitri,Nothing Ever Happens,54.0,0.489,0.373,5.0,-16.98,1,0.0322,0.482,3.19e-06,0.0955,0.516,107.039,233200.0,4,10 +The Verve,Bitter Sweet Symphony,79.0,0.356,0.917,9.0,-6.006,1,0.0479,0.0335,,0.406,0.518,171.176,357267.0,4,10 +Ballaké Sissoko,Nan Sira Madi - A COLORS SHOW,40.0,0.357,0.262,2.0,-14.165,0,0.043,0.974,0.862,0.113,0.349,83.189,5.0176,4,7 +Hadag Nahash,◊®◊ß ◊§◊î,24.0,0.835,0.914,7.0,-3.396,1,0.177,0.179,0.0206,0.0802,0.921,160.003,193120.0,4,5 +Himalayas,Thank God I'm Not You,55.0,0.542,0.828,11.0,-3.91,0,0.0536,0.00175,0.0136,0.06,0.785,126.037,194626.0,4,10 +Picture This,Troublemaker,48.0,0.796,0.715,8.0,-4.816,1,0.0357,0.0043,6.06e-06,0.0799,0.83,117.972,170520.0,4,10 +Phoebe Bridgers,I Know The End,67.0,0.328,0.32,1.0,-10.282,1,0.035,0.324,0.019,0.234,0.259,111.453,344693.0,4,6 +Backstreet Boys,Inconsolable,54.0,0.4,0.754,7.0,-3.899,1,0.0348,0.0186,,0.316,0.231,160.031,3.610883333,4,9 +Don Williams,Good Ole Boys Like Me - Single Version,48.0,0.715,0.238,9.0,-21.114,1,0.0317,0.579,0.000931,0.138,0.486,108.131,4.193333333,4,4 +Shields,It's Killing Me,28.0,0.432,0.988,10.0,-4.219,0,0.159,5.6e-05,0.00226,0.373,0.106,130.035,234048.0,4,8 +Benaia Barabi,◊¢◊õ◊©◊ô◊ï,45.0,0.734,0.422,4.0,-11.116,1,0.0499,0.608,2.75e-06,0.119,0.446,117.022,194140.0,4,9 +Berry Sakharof,◊ú◊ó◊•,28.0,0.636,0.709,2.0,-13.034,1,0.0273,0.0255,0.00144,0.18,0.886,130.0,286827.0,4,10 +Geeta Dutt,Neele Aasmani,3.0,0.501,0.449,7.0,-6.04,0,0.0349,0.859,,0.0643,0.658,112.805,4.554883333,4,3 +Alicia Keys,ocean eyes - Recorded Live at Jungle City Studios,61.0,0.353,0.148,7.0,-13.108,1,0.0421,0.934,,0.112,0.297,88.203,3.0758,5,0 +elkyn,something,44.0,0.752,0.67,6.0,-12.413,1,0.0289,0.139,0.0695,0.0826,0.675,115.941,130520.0,4,6 +Sufjan Stevens,Lamentation I,48.0,0.281,0.0985,,-19.559,1,0.0385,0.986,0.941,0.114,0.0382,100.903,228676.0,4,6 +Against All Odds,Serious 2020,31.0,0.415,0.954,11.0,-1.404,0,0.371,0.271,,0.162,0.806,175.002,197617.0,5,5 +James Cotton,Cotton Mouth Man,,0.244,0.752,9.0,-5.482,0,0.196,0.0205,0.00527,0.0789,0.648,204.955,227373.0,4,2 +ZIGGY,GLORIA,28.0,0.24,0.938,,-2.384,1,0.0837,0.00144,1.09e-05,0.0987,0.482,176.867,252253.0,4,10 +Mezmerized,Rage,35.0,0.535,0.865,10.0,-5.669,0,0.053,4.77e-05,0.114,0.149,0.218,96.535,232850.0,4,8 +Benjamin Francis Leftwich,Shine,52.0,0.715,0.536,4.0,-10.498,1,0.0285,0.664,1.76e-06,0.277,0.684,118.091,182640.0,4,9 +The Virgins,Rich Girls,46.0,0.753,0.869,10.0,-4.09,0,0.0338,0.00164,6.21e-06,0.155,0.703,109.563,182093.0,4,6 +The Well Runs Red,Fight Me,39.0,0.498,0.748,8.0,-5.826,0,0.0464,5.45e-05,,0.0643,0.514,137.113,216350.0,4,1 +King Solomon Hicks,421 South Main,32.0,0.458,0.914,6.0,-4.141,0,0.0339,0.00126,0.788,0.316,0.776,135.958,164080.0,4,2 +Mungo Jerry,In the Summertime,69.0,0.754,0.449,4.0,-14.013,1,0.0615,0.724,,0.162,0.973,82.751,211880.0,4,9 +Yennu Ariendra,Raja Kirik (Dog King),30.0,0.425,0.548,4.0,-9.819,1,0.0439,0.227,0.818,0.108,0.112,92.635,489429.0,4,6 +Martha Hill,Grilled Cheese,34.0,0.748,0.596,2.0,-5.49,1,0.0431,0.0262,2.65e-05,0.0592,0.449,130.066,203060.0,4,10 +Rod Stewart,"I Don't Want to Talk About It - Live at Newcastle, England, 12/17/1976",43.0,0.395,0.301,11.0,-13.153,1,0.0329,0.935,0.000167,0.972,0.296,128.181,5.11955,4,9 +WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,1 +Lata Mangeshkar,Mujhe Tum Mil Gaye Humdum,13.0,0.561,0.307,1.0,-15.904,1,0.0521,0.978,0.00251,0.154,0.642,125.147,5.100433333,4,3 +Tinsley Ellis,Nothing But Fine,15.0,0.789,0.756,7.0,-4.677,0,0.0563,0.116,0.0264,0.0767,0.649,118.931,232053.0,4,2 +Louf,Formation - Otik Remix,33.0,0.434,0.599,10.0,-11.966,0,0.0734,0.00189,0.891,0.0929,0.436,109.188,436630.0,5,6 +Alice Cooper,Might As Well Be On Mars,42.0,0.386,0.713,11.0,-9.186,1,0.0427,0.0919,0.00244,0.276,0.11,135.844,428427.0,4,8 +So Solid Crew,21 Seconds - Live Acoustic at BBC Radio 1 / 2001,23.0,0.669,0.673,9.0,-12.698,1,0.551,0.647,,0.527,0.902,105.577,302933.0,4,5 +Amos the Kid,Island of Troubles,33.0,0.618,0.587,7.0,-5.585,1,0.0277,0.514,0.005,0.361,0.737,128.991,176320.0,4,10 +Roosevelt,See You Again,58.0,0.613,0.868,5.0,-5.016,0,0.0466,0.057,0.000702,0.18,0.571,121.972,262798.0,4,6 +Nirvana,Something In The Way,65.0,0.427,0.201,8.0,-13.044,1,0.0317,0.745,0.263,0.109,0.0668,105.218,232147.0,4,10 +Young Dolph,Case Closed,68.0,0.886,0.722,6.0,-5.185,0,0.198,0.0183,2.35e-05,0.0826,0.51,144.042,227912.0,4,5 +Eliad,◊°◊ï◊£ ◊î◊©◊ë◊ï◊¢,34.0,0.681,0.802,5.0,-7.097,0,0.0371,0.226,,0.359,0.625,89.989,219500.0,4,9 +Frozen Crown,Embrace The Night,39.0,0.515,0.954,7.0,-4.247,1,0.0631,3.39e-05,4.45e-06,0.293,0.308,130.038,304973.0,4,8 +Jimmy Eat World,Criminal Energy,37.0,0.478,0.98,4.0,-2.591,0,0.0542,0.000255,2.71e-06,0.332,0.911,150.968,191253.0,4,10 +"Thomas Koch, Topo Gioia, Khader Ahmad",Añoranza de Amor,39.0,0.664,0.313,5.0,-14.812,0,0.0489,0.93,0.889,0.117,0.68,144.129,5.010883333,4,7 +L.A. Rats,I‚Äôve Been Everywhere,,0.618,0.966,7.0,-4.832,1,0.0679,0.000528,0.682,0.674,0.55,112.019,239681.0,4,8 +Andreas K√ºmmert,Fukk Up,38.0,0.562,0.973,4.0,-4.995,0,0.0515,8.69e-05,0.00303,0.497,0.768,140.009,190393.0,4,10 +Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,1 +Samba Tour√©,Gandadiko,17.0,0.41,0.447,2.0,-9.028,1,0.0594,0.865,0.168,0.108,0.725,207.469,264933.0,4,2 +Blind Melon,Change - 2002 Digital Remaster,51.0,0.466,0.549,2.0,-7.54,1,0.0344,0.602,1.67e-05,0.213,0.547,79.438,222240.0,4,10 +Corey Harris,Tamalah,7.0,0.454,0.822,7.0,-12.795,1,0.0669,0.031,0.579,0.0449,0.79,171.713,400800.0,4,2 +Moneen,Are We Really Happy With Who We Are Right Now?,34.0,0.353,0.939,11.0,-5.241,1,0.0805,0.00423,,0.405,0.154,145.592,224800.0,4,10 +Briston Maroney,Bottle Rocket,54.0,0.583,0.931,11.0,-4.975,0,0.125,0.0174,3.6e-06,0.405,0.319,127.034,190360.0,4,6 +This Will Destroy You,They Move on Tracks of Never-Ending Light,49.0,0.645,0.188,6.0,-19.37,1,0.0377,0.546,0.836,0.0952,0.0748,119.999,416333.0,4,10 +"Justin Bieber, Daniel Caesar, Giveon",Peaches (feat. Daniel Caesar & Giveon),95.0,0.677,0.696,,-6.181,1,0.119,0.321,,0.42,0.464,90.03,3.30136667,4,9 +HELLYEAH,Human,45.0,0.507,0.99,,-3.517,0,0.121,2.28e-05,,0.347,0.28,135.053,213087.0,4,10 +Eyal Golan,◊û◊ú◊õ◊™ ◊î◊ô◊ï◊§◊ô ◊©◊ú◊ô,34.0,0.659,0.893,4.0,-4.817,0,0.0317,0.318,,0.188,0.702,112.994,233360.0,4,9 +We Were Giants,The Final Encounter,36.0,0.558,0.982,10.0,-2.99,0,0.117,0.00171,0.117,0.334,0.202,119.977,196000.0,4,10 +U2,I Still Haven't Found What I'm Looking For,79.0,0.564,0.774,1.0,-9.424,1,0.0368,0.0135,0.00191,0.0861,0.657,100.894,277477.0,4,10 +The Doors,Riders on the Storm,74.0,0.55,0.722,11.0,-11.729,0,0.0283,0.25,0.0129,0.11,0.716,103.886,434720.0,4,10 +Equilibrium,Renegades - A Lost Generation,51.0,0.465,0.957,4.0,-5.959,0,0.081,0.000111,0.629,0.254,0.309,113.075,272267.0,4,8 +Miranda Lambert,Settling Down,72.0,0.643,0.756,6.0,-5.8,0,0.0305,0.0215,0.000268,0.101,0.934,90.001,3.290883333,4,4 +Cam‚Äôron,Horse & Carriage (feat. Mase),46.0,0.879,0.423,1.0,-10.511,1,0.257,0.0133,0.000233,0.155,0.586,99.737,241533.0,4,5 +Queens of the Stone Age,Regular John,51.0,0.342,0.938,5.0,-6.368,1,0.0325,0.0187,0.125,0.272,0.757,145.547,277808.0,4,10 +The Savage Resurrection,Fox Is Sick,22.0,0.687,0.58,7.0,-10.354,0,0.055,0.628,0.19,0.206,0.964,129.415,162587.0,4,2 +Jagguar,Guessing in a Row,28.0,0.577,0.881,4.0,-5.961,1,0.039,0.291,0.000925,0.103,0.721,108.036,226944.0,4,6 +Shlomo Artzi,◊™◊®◊ß◊ï◊ì,30.0,0.292,0.527,5.0,-8.541,0,0.038,0.391,3.93e-05,0.37,0.255,192.951,293773.0,3,10 +Supergrass,Moving,51.0,0.467,0.853,7.0,-6.661,1,0.0377,0.00731,0.000863,0.354,0.236,110.953,266800.0,4,10 +The Yardbirds,Over Under Sideways Down - The Mono Album,46.0,0.529,0.861,11.0,-10.581,1,0.0784,0.292,0.225,0.314,0.387,96.52,142507.0,4,1 +Seventh Crystal,Broken Mirror,26.0,0.477,0.721,6.0,-5.342,0,0.0274,0.00663,,0.113,0.137,85.986,238373.0,4,8 +Horace Silver,Senor Blues,38.0,0.516,0.374,10.0,-10.388,0,0.0341,0.915,0.803,0.111,0.769,145.449,398027.0,5,2 +almost monday,live forever,2.0,0.669,0.932,2.0,-5.19,1,0.0404,0.0761,,0.191,0.835,119.986,184132.0,4,1 +◊°◊ê◊ë◊ï◊ï◊ô ◊°◊ê◊ß◊®◊°,◊ó◊®◊ê ◊û◊ì◊ô◊†◊î,6.0,0.43,0.968,8.0,-6.34,1,0.134,0.000619,,0.491,0.239,142.928,127807.0,4,6 +Bayside,Prayers,46.0,0.468,0.928,,-5.931,0,0.0921,0.000108,3.05e-05,0.171,0.375,112.531,210920.0,3,10 +Ariana Grande,test drive,74.0,0.698,0.708,9.0,-4.943,0,0.0454,0.0251,,0.124,0.322,115.036,122174.0,4,9 +Jill Andrews,Gimme the Beat Back,36.0,0.709,0.692,2.0,-7.365,1,0.0362,0.126,0.000748,0.0695,0.645,94.013,165133.0,4,1 +Beach Bunny,Cloud 9,86.0,0.637,0.929,4.0,-3.593,1,0.0491,0.00167,2.62e-05,0.344,0.902,80.974,147351.0,4,9 +Augustine,Prom,51.0,0.67,0.486,2.0,-7.456,1,0.0352,0.325,0.000363,0.0985,0.373,107.988,167459.0,4,6 +Annihilator,Phoenix Rising,47.0,0.598,0.76,2.0,-5.822,0,0.0295,0.0107,1.07e-05,0.343,0.164,120.488,228547.0,4,8 +Led Zeppelin,Stairway to Heaven - 1990 Remaster,67.0,0.346,0.335,7.0,-12.453,1,0.0339,0.575,0.00674,0.185,0.213,84.204,478173.0,4,10 +"Lata Mangeshkar, Kishore Kumar",Dekha Ek Khwab,44.0,0.367,0.299,4.0,-14.557,1,0.0597,0.941,0.00402,0.423,0.383,147.363,5.34555,3,3 +Pa Salieu,Informa (feat. M1llionz),56.0,0.766,0.601,11.0,-8.633,0,0.372,0.288,,0.131,0.559,144.883,140360.0,4,5 +Goose,Hot Tea (8.10.19),39.0,0.434,0.866,10.0,-8.033,0,0.038,0.154,0.792,0.95,0.701,126.279,1019625.0,4,10 +Phosphorescent,Ride On / Right On,47.0,0.539,0.582,7.0,-7.414,1,0.0328,0.00818,0.0717,0.15,0.245,95.07,224907.0,4,2 +Kiko Loureiro,Imminent Threat,33.0,0.323,0.932,,-4.794,0,0.122,6.66e-05,0.839,0.147,0.153,160.102,316520.0,4,8 +Wez Atlas,Kind Of Love,43.0,0.773,0.33,3.0,-11.197,0,0.117,0.334,0.000517,0.113,0.237,105.042,208000.0,4,9 +Aerosmith,Eat The Rich,,0.588,0.902,11.0,-4.368,0,0.0428,0.00283,0.0295,0.355,0.715,122.896,251000.0,4,10 +Kayzo,Before The Storm,45.0,0.522,0.878,5.0,-3.775,0,0.0583,0.0032,7.36e-05,0.372,0.161,89.995,293286.0,4,10 +"Midival Punditz, Papon",Purvayi,28.0,0.442,0.696,5.0,-6.768,1,0.0328,0.00384,0.0159,0.163,0.0778,172.048,5.169116667,4,0 +Chris Stapleton,You Should Probably Leave,75.0,0.602,0.477,9.0,-8.425,1,0.032,0.268,3.1e-05,0.173,0.552,183.89,3.558216667,4,4 +The Cars,My Best Friend's Girl,66.0,0.799,0.608,5.0,-8.193,1,0.0411,0.0811,0.0137,0.102,0.963,121.915,223253.0,4,10 +Ben Lukas Boysen,Love,47.0,0.537,0.376,2.0,-14.131,0,0.0318,0.96,0.907,0.0607,0.234,160.002,378118.0,4,1 +Colin James,Riding In the Moonlight / Mr. Luck,42.0,0.619,0.697,9.0,-6.167,1,0.0813,0.618,0.000315,0.241,0.961,131.123,177367.0,4,2 +Langston Doobs,The Light,41.0,0.667,0.643,6.0,-7.465,1,0.0416,0.00866,1.56e-06,0.0941,0.838,153.976,162867.0,4,5 +Or Bar,◊ê◊ú◊£ ◊ó◊™◊ô◊õ◊ï◊™ - ◊ê◊ß◊ï◊°◊ò◊ô,1.0,0.645,0.378,1.0,-11.946,0,0.0508,0.599,0.000968,0.0958,0.587,129.977,180923.0,4,9 +Crypta,Starvation,31.0,0.476,0.994,1.0,-5.142,1,0.126,2.44e-06,0.0482,0.798,0.14,121.922,256213.0,4,8 +George Ezra,Budapest,78.0,0.717,0.455,5.0,-8.303,1,0.0276,0.0846,,0.11,0.389,127.812,200733.0,4,9 +Arik Einstein,◊®◊ï◊ó ◊®◊ï◊ó,30.0,0.601,0.506,,-14.175,1,0.0345,0.744,6.19e-06,0.113,0.936,139.362,213693.0,4,10 +Itzik Shamli,◊ë◊ì◊ô◊ï◊ß ◊õ◊û◊ï ◊§◊¢◊ù,36.0,0.686,0.603,7.0,-7.358,0,0.102,0.421,,0.0936,0.522,90.02,163044.0,4,9 +Eliad,◊û◊°◊¢,53.0,0.803,0.664,,-6.89,0,0.0382,0.116,,0.0978,0.593,115.022,207228.0,4,9 +24kGoldn,CITY OF ANGELS (feat. YUNGBLUD) - YUNGBLUD Remix,58.0,0.658,0.667,,-4.537,0,0.0475,0.0367,,0.0752,0.717,120.032,177139.0,4,10 +Ride,Drive Blind - 2001 Remaster,22.0,0.289,0.932,9.0,-4.792,1,0.0574,2.31e-05,0.584,0.088,0.512,101.731,285773.0,4,6 +Dudu Tassa,◊î◊í◊ï◊ú◊î,37.0,0.512,0.879,8.0,-3.352,1,0.033,0.0035,1.72e-05,0.367,0.738,141.975,226653.0,4,10 +Dj Streaks,More To Life? - Edit,38.0,0.806,0.69,1.0,-11.08,1,0.267,0.146,0.891,0.071,0.798,130.03,226840.0,4,6 +Osibih,Go,41.0,0.854,0.538,5.0,-7.592,0,0.0432,0.281,,0.123,0.628,126.02,122500.0,4,5 +"Toumani Diabaté, Sidiki Diabaté",Lampedusa,38.0,0.66,0.154,5.0,-16.855,1,0.0429,0.935,0.823,0.0892,0.128,96.226,4.434333333,4,7 +Jon Hopkins,Modern Driveway,51.0,0.123,0.0372,10.0,-28.639,0,0.0392,0.859,0.88,0.106,0.0466,82.023,247120.0,4,1 +Clawfinger,Biggest & The Best - Remastered version,47.0,0.551,0.918,1.0,-5.205,1,0.0642,0.015,0.000622,0.093,0.6,170.399,231720.0,4,8 +42 Dugg,Alone (feat. Lil Durk),17.0,0.598,0.466,8.0,-9.321,0,0.544,0.00716,,0.104,0.593,155.16,226323.0,4,5 +Cavetown,Ur Gonna Wish U Believed Me,62.0,0.568,0.453,4.0,-7.453,1,0.0258,0.626,0.0224,0.135,0.224,134.996,271420.0,4,6 +Sam Sparro,Black & Gold,56.0,0.383,0.703,4.0,-5.65,0,0.0763,0.00116,2.39e-05,0.112,0.42,135.968,212360.0,1,6 +The Absence,Coffinized,23.0,0.49,0.965,4.0,-6.039,0,0.102,4.75e-06,0.204,0.873,0.0492,120.023,258000.0,4,8 +PIG,Prey & Obey,38.0,0.543,0.937,1.0,-4.608,1,0.073,0.000206,0.0301,0.112,0.626,124.056,286975.0,4,8 +G. Love & Special Sauce,The Juice (feat. Marcus King),30.0,0.816,0.742,7.0,-3.531,1,0.0909,0.393,,0.0865,0.814,94.472,187027.0,4,2 +Fu Manchu,Time Is Going On,37.0,0.426,0.787,7.0,-6.053,1,0.0408,0.000279,0.154,0.0614,0.477,138.19,218720.0,4,10 +Jake Milliner,Freddie's Winning Hand,37.0,0.767,0.374,6.0,-10.12,0,0.148,0.219,0.766,0.099,0.565,91.024,194500.0,4,1 +Queen,Tear It Up - Remastered 2011,41.0,0.506,0.87,2.0,-5.05,1,0.0626,0.172,,0.132,0.304,90.12,204627.0,4,10 +Mugshot,Violent Ends,26.0,0.232,0.963,10.0,-3.295,0,0.131,5.57e-05,0.0161,0.327,0.236,165.431,166902.0,4,8 +Participants Of South India Female Choir,Sri Venkatesha Suprabhatam,23.0,0.673,0.62,10.0,-10.25,1,0.0362,0.426,1.21e-05,0.147,0.599,128.025,23.29155,4,0 +Jean Dawson,Clear Bones,52.0,0.56,0.867,7.0,-3.978,1,0.049,0.00275,9.26e-06,0.0901,0.567,93.503,166712.0,4,6 +Tony Spinner,The Answer,40.0,0.676,0.648,6.0,-6.456,1,0.0294,0.00703,0.00137,0.113,0.889,115.964,302640.0,4,2 +Bobby Bare,Marie Laveau,41.0,0.599,0.535,9.0,-10.522,1,0.0339,0.867,1.44e-06,0.741,0.835,117.59,3.17955,4,4 +Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,1 +Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,6 +Cute Is What We Aim For,The Curse of Curves,61.0,0.534,0.792,5.0,-4.512,1,0.0677,0.39,,0.191,0.477,145.881,203627.0,4,10 +Mott The Hoople,All the Young Dudes,64.0,0.429,0.668,4.0,-7.539,0,0.044,0.208,,0.538,0.398,77.737,211067.0,4,6 +Stone Sour,Through Glass,72.0,0.545,0.753,3.0,-4.618,0,0.036,0.0417,,0.389,0.434,105.754,282947.0,4,8 +Ravid Plotnik,◊î◊©◊û◊ó◊î (◊†◊¶'◊ô ◊†◊¶'),31.0,0.626,0.425,,-7.753,0,0.0349,0.305,,0.273,0.216,135.342,252907.0,4,5 +At Vance,Only Human,39.0,0.402,0.971,11.0,-2.593,1,0.0631,0.000662,6.49e-06,0.19,0.299,169.998,315693.0,4,8 +The Sheepdogs,Feeling Good - Live,27.0,0.295,0.839,,-8.005,1,0.0568,0.0094,6.25e-06,0.741,0.497,126.062,232389.0,4,2 +Swirlies,Pancake,42.0,0.173,0.811,6.0,-11.903,1,0.0809,0.000111,0.153,0.403,0.205,120.177,195613.0,4,10 +Deerhunter,Revival,53.0,0.655,0.806,6.0,-6.493,1,0.0335,0.027,0.00482,0.28,0.702,119.029,133667.0,4,6 +yes/and,Centered Shell,16.0,0.62,0.171,7.0,-18.73,1,0.0613,0.993,0.953,0.111,0.922,80.983,156333.0,4,6 +Jimbo J,◊û◊ò◊ß◊ï◊™,36.0,0.615,0.77,9.0,-6.094,0,0.108,0.595,,0.197,0.826,175.746,162274.0,4,9 +The Modern Lovers,Roadrunner,58.0,0.462,0.84,2.0,-6.667,1,0.0346,5.05e-05,6.47e-05,0.0893,0.805,75.542,246440.0,4,1 +Pankaj Udhas,Chhupana Bhi Nahin Aata,43.0,0.394,0.517,3.0,-11.817,1,0.0714,0.362,2.26e-06,0.129,0.646,157.333,5.367783333,3,3 +Brown Bird,Smoke Rising,45.0,0.572,0.735,9.0,-6.042,1,0.0266,0.00183,0.782,0.0765,0.599,135.173,273867.0,4,10 +Our Lady Peace,Superman's Dead,55.0,0.247,0.869,1.0,-8.382,1,0.0542,0.0104,8.59e-06,0.0954,0.601,175.26,255327.0,4,10 +Shirazee,AFRICAN IN NEW YORK,35.0,0.854,0.69,2.0,-5.965,1,0.114,0.0229,7.36e-06,0.325,0.469,101.028,196928.0,4,9 +Doli & Penn,◊û◊ê◊ï◊©◊®◊ô◊ù,46.0,0.625,0.801,4.0,-5.119,0,0.062,0.209,,0.171,0.667,128.103,232334.0,4,9 +New Years Day,Skeletons,46.0,0.552,0.888,,-2.714,1,0.0454,4.51e-05,1.1e-06,0.0637,0.62,111.067,212440.0,4,10 +Darq E Freaker,Red Velvet,9.0,0.654,0.901,9.0,-2.066,0,0.0504,0.0011,0.25,0.349,0.669,140.004,194943.0,4,5 +Queens of the Stone Age,Feet Don't Fail Me,54.0,0.513,0.806,2.0,-6.947,1,0.0582,0.0184,0.00226,0.0976,0.299,109.332,341825.0,4,10 +Manowar,Kings of Metal,57.0,0.575,0.881,9.0,-13.012,1,0.0357,0.000117,2.69e-05,0.147,0.699,132.127,223867.0,4,8 +Sodom,Indoctrination,23.0,0.448,0.967,10.0,-6.563,0,0.0527,1.79e-05,0.355,0.31,0.494,99.977,190773.0,4,8 +Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,6 +Napoleon,Above & Below - Instrumental,35.0,0.203,0.978,7.0,-5.357,1,0.0754,4.56e-05,0.842,0.11,0.505,191.983,259827.0,4,8 +"Miranda Lambert, Carrie Underwood",Somethin' Bad (with Carrie Underwood) - (Duet with Carrie Underwood),65.0,0.68,0.888,9.0,-5.308,1,0.055,0.0527,2.82e-06,0.0575,0.484,90.076,2.82645,4,4 +L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,1 +Dr JOE,Tell Your Mother,39.0,0.575,0.658,5.0,-5.893,0,0.0383,0.00132,0.000272,0.0267,0.649,131.0,214187.0,4,10 +ALLBLACK,Ego,26.0,0.912,0.415,8.0,-11.089,1,0.427,0.101,,0.0898,0.558,100.072,137000.0,4,5 +Alphaville,Forever Young,38.0,0.403,0.562,10.0,-10.429,1,0.0345,0.0437,0.00938,0.966,0.311,138.289,5.732216667,4,9 +Son Seals,Sadie,45.0,0.502,0.753,11.0,-9.625,0,0.0395,0.142,0.00824,0.0891,0.927,122.656,367533.0,4,2 +Allman Brothers Band,Statesboro Blues,50.0,0.488,0.721,2.0,-9.141,1,0.0617,0.309,0.0482,0.437,0.786,125.94,259444.0,4,2 +Eliza Doolittle,Pack Up,46.0,0.672,0.809,11.0,-5.704,1,0.0595,0.325,,0.336,0.88,133.036,191027.0,4,9 +Midas Hutch,Air Power (feat. The Kount),43.0,0.828,0.503,6.0,-8.358,1,0.0865,0.0609,0.879,0.0742,0.589,124.008,219961.0,4,1 +Gang Of Four,To Hell With Poverty,40.0,0.408,0.885,7.0,-9.635,1,0.149,0.000456,0.0271,0.278,0.231,134.524,299600.0,4,1 +OneRepublic,Rescue Me,77.0,0.759,0.605,7.0,-7.737,1,0.0433,0.156,,0.694,0.64,121.049,158900.0,4,9 +Luke Combs,She Got the Best of Me,75.0,0.533,0.907,11.0,-3.793,1,0.0406,0.0292,,0.386,0.7,150.99,3.052666667,4,4 +Gazpacho,Soyuz One,32.0,0.287,0.295,,-16.682,0,0.0344,0.0643,0.182,0.149,0.152,170.145,379205.0,3,10 +Butthole Surfers,Pepper,65.0,0.631,0.804,7.0,-5.492,1,0.166,0.00589,0.00116,0.16,0.671,79.898,297267.0,4,10 +Free,Goin' Down Slow,32.0,0.358,0.53,7.0,-10.964,1,0.0369,0.00652,0.0463,0.13,0.489,127.064,500627.0,3,2 +Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,10 +"Amit Kumar, Kavita Krishnamurthy",Na Jane Kahan Se,35.0,0.545,0.797,3.0,-6.527,0,0.0888,0.687,2.77e-05,0.138,0.861,94.17,6.18,4,3 +Emigrate,My World,48.0,0.44,0.975,8.0,-5.619,1,0.0803,3.1e-05,0.17,0.405,0.125,84.037,257493.0,4,8 +Vundabar,Montage Music,32.0,0.493,0.856,7.0,-6.686,1,0.0556,0.0277,0.0026,0.258,0.818,159.641,194867.0,4,1 +Matt McGhee,These Exchanges,18.0,0.85,0.751,1.0,-3.524,0,0.294,0.124,,0.0859,0.733,100.021,134587.0,4,5 +Peach Tree Rascals,Mariposa,78.0,0.676,0.525,9.0,-5.88,1,0.028,0.617,,0.356,0.421,112.011,210000.0,4,10 +Berry Sakharof,◊ó◊ë◊ú ◊©◊ê◊™ ◊ú◊ê,22.0,0.431,0.676,11.0,-11.493,0,0.0293,0.000391,0.00388,0.36,0.199,128.449,313693.0,4,10 +Prateek Kuhad,cold/mess - edit,44.0,0.527,0.419,11.0,-6.613,1,0.0303,0.327,0.0186,0.193,0.243,145.746,219022.0,3,1 +Boaz Sharabi,◊§◊û◊ú◊î ◊ó◊ú◊ß 1,31.0,0.392,0.524,4.0,-8.153,0,0.0273,0.512,,0.144,0.24,108.75,208360.0,4,9 +Chiiild,Sleepwalking,61.0,0.712,0.71,11.0,-5.401,0,0.0267,0.0277,0.817,0.257,0.782,119.996,167733.0,4,1 +Doja Cat,Rules,78.0,0.664,0.724,7.0,-5.457,1,0.116,0.171,,0.13,0.697,144.052,187040.0,4,9 +Wasted,Tomberlin,,0.766,0.563,4.0,-9.766,1,0.0396,0.422,0.102,0.142,0.706,93.079,2.490383333,4,0 +Blondes,Minimum Wage,33.0,0.569,0.913,9.0,-3.237,1,0.0335,0.000905,0.00945,0.123,0.713,144.017,196513.0,4,1 +Big K.R.I.T.,Pick Up The Pace,58.0,0.838,0.587,11.0,-6.604,0,0.134,0.208,,0.199,0.535,75.485,146114.0,4,5 +Yam Refaeli,◊î◊õ◊ú ◊û◊î◊™◊ó◊ú◊î (Prod. By Triangle),48.0,0.76,0.647,11.0,-5.353,0,0.117,0.0982,8.78e-06,0.31,0.893,118.988,142209.0,4,9 +The Derek Trucks Band,Key To The Highway - Live,39.0,0.399,0.728,9.0,-6.121,1,0.0671,0.0164,0.0221,0.95,0.504,111.808,382200.0,3,2 +Deeco,Panasonic,15.0,0.706,0.574,,-9.529,1,0.066,0.362,0.927,0.207,0.24,137.972,126957.0,4,5 +The Buggles,Video Killed The Radio Star,71.0,0.68,0.678,1.0,-11.548,1,0.0754,0.103,0.00828,0.204,0.251,131.165,252773.0,4,10 +Noah Kahan,Part of Me,66.0,0.689,0.687,7.0,-7.832,1,0.0361,0.0674,,0.0933,0.247,109.98,237230.0,4,9 +Luke Combs,Hurricane,75.0,0.464,0.813,10.0,-6.185,1,0.0416,0.0153,,0.254,0.515,75.977,3.708883333,4,4 +Samantha Fish,Let's Have Some Fun,42.0,0.674,0.318,,-6.825,1,0.0281,0.98,0.00144,0.11,0.189,91.257,267790.0,4,2 +Philip & Friends,The Thrill Is Gone,51.0,0.412,0.132,2.0,-19.782,0,0.0428,0.979,0.896,0.138,0.244,180.578,2.303816667,3,7 +T.I.,What You Know,63.0,0.551,0.81,11.0,-4.365,1,0.0344,0.0155,,0.169,0.332,73.464,274333.0,4,5 +Poor Reflection,Hiding,27.0,0.663,0.421,6.0,-10.572,0,0.0346,0.781,0.00159,0.109,0.399,123.411,195121.0,4,9 +Yuval Dayan,◊î◊°◊ï◊£ ◊î◊ò◊ï◊ë ◊î◊ñ◊î,36.0,0.624,0.645,,-6.272,1,0.0421,0.189,1.74e-06,0.0888,0.658,109.992,190040.0,4,9 +The Blue Quarantinos,I‚Äôm Yours And I‚Äôm Hers,32.0,0.352,0.744,,-11.598,1,0.0796,0.00556,0.00729,0.366,0.775,86.978,204741.0,4,2 +Vita Alexander,im Schatten,47.0,0.387,0.0942,5.0,-18.355,0,0.0657,0.99,0.948,0.111,0.0699,137.227,2.57925,4,7 +K.T. Oslin,80's Ladies,44.0,0.594,0.368,,-11.504,1,0.024,0.207,8.51e-06,0.0811,0.297,98.358,4.188216667,4,4 +S. D. Burman,Jewel Thief Theme - Instrumental,7.0,0.44,0.576,2.0,-10.884,1,0.0636,0.808,0.881,0.316,0.693,133.83,2.0266,3,3 +Mind Maintenance,the ladder,8.0,0.448,0.418,10.0,-12.294,1,0.0602,0.555,0.916,0.108,0.485,174.735,225130.0,4,6 +Esther Phillips,The Storm (01-16-52),35.0,0.542,0.467,3.0,-7.453,0,0.0478,0.948,0.000596,0.19,0.293,66.012,187333.0,3,2 +Plastic Bertrand,√áa Plane Pour Moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,1 +Laura Marling,Devil's Spoke,44.0,0.447,0.568,2.0,-9.172,1,0.0423,0.473,0.00028,0.0824,0.309,117.561,218188.0,4,1 +B.G.,Bling Bling,53.0,0.868,0.964,2.0,-3.72,1,0.111,0.0467,1.51e-05,0.0708,0.868,98.913,312960.0,4,5 +Stone Temple Pilots,Vasoline,62.0,0.295,0.977,10.0,-7.086,1,0.088,0.00147,0.000187,0.0887,0.353,168.672,176547.0,4,10 +The Selecter,On my Radio,48.0,0.783,0.706,7.0,-7.544,1,0.0434,0.0493,0.0617,0.158,0.96,141.021,185199.0,4,6 +Falana,Joy,39.0,0.833,0.6,1.0,-8.478,0,0.274,0.202,0.00137,0.0654,0.234,107.142,214960.0,4,1 +Southside Trio,The Law of Attraction,60.0,0.461,0.0727,7.0,-23.646,1,0.0367,0.972,0.88,0.126,0.193,114.931,2.5296,4,7 +Jean Dawson,Power Freaks,50.0,0.562,0.729,8.0,-6.023,1,0.0381,0.168,0.000425,0.598,0.0643,105.007,252293.0,4,6 +Gallon Drunk,Just One More,13.0,0.433,0.814,4.0,-6.935,1,0.0751,3.38e-05,0.738,0.277,0.685,137.556,235600.0,4,2 +With You,Cujo Moon,50.0,0.438,0.383,2.0,-12.527,1,0.0322,0.655,0.0133,0.127,0.322,83.823,3.5253,4,0 +George Jones,He Stopped Loving Her Today,52.0,0.333,0.232,8.0,-14.605,1,0.0366,0.785,0.000548,0.252,0.398,144.788,3.29,4,4 +Jutes,Fvck Your Boyfriend,45.0,0.472,0.858,7.0,-5.814,1,0.0461,0.0036,,0.234,0.552,160.05,175871.0,4,10 +Wasuremono,An Ordinary Life,33.0,0.426,0.849,2.0,-5.232,1,0.0493,0.3,0.736,0.131,0.465,153.575,325976.0,4,6 +Saint Motel,It's All Happening,55.0,0.618,0.662,,-4.797,1,0.0262,0.0028,0.000724,0.107,0.398,127.985,180187.0,4,10 +Conway Twitty,I'd Love To Lay You Down,50.0,0.638,0.377,2.0,-15.64,1,0.0341,0.572,,0.102,0.778,81.911,3.326666667,4,4 +Fleet Foxes,Can I Believe You,66.0,0.514,0.755,11.0,-8.455,1,0.03,0.354,0.0664,0.144,0.599,77.415,244187.0,4,9 +The Revivalists,Soulfight,60.0,0.591,0.454,7.0,-8.851,1,0.0317,0.636,,0.0793,0.198,123.379,392800.0,4,2 +Moshe Peretz,◊ú◊ô◊ú◊î ◊ë◊°◊ô◊†◊ô,33.0,0.772,0.278,2.0,-10.565,0,0.0333,0.846,,0.097,0.297,104.988,204286.0,4,9 +Aubrie Sellers,Something Special,46.0,0.56,0.359,4.0,-10.14,1,0.0311,0.814,0.000205,0.106,0.327,87.605,3.437333333,3,4 +"Fuzon, Shafqat Amanat Ali",Ankhon Ke Saagar,31.0,0.575,0.693,1.0,-12.873,0,0.0431,0.0968,9.11e-05,0.106,0.449,102.052,5.719116667,4,0 +Mot√∂rhead,Ramones,44.0,0.387,0.959,1.0,-6.317,1,0.0415,0.138,0.0126,0.567,0.666,118.175,85496.0,4,8 +Arctic Monkeys,Only Ones Who Know,62.0,0.29,0.399,7.0,-10.696,0,0.0338,0.902,0.0019,0.105,0.0965,128.37,184760.0,5,10 +Karnivool,Themata,44.0,0.528,0.926,4.0,-5.29,0,0.0886,4.3e-05,0.000462,0.0788,0.242,93.988,346760.0,4,8 +Jaialai,Victor's Belt,32.0,0.558,0.615,5.0,-8.813,1,0.0309,0.000838,0.117,0.097,0.776,150.065,190650.0,4,10 +Manchester Orchestra,Keel Timing,56.0,0.6,0.761,6.0,-7.682,1,0.0568,0.000962,0.131,0.07,0.191,118.03,258187.0,4,10 +Stevie Nicks,Leather and Lace - 2016 Remaster,53.0,0.49,0.432,3.0,-9.327,1,0.0298,0.639,,0.104,0.367,153.753,225573.0,4,10 +4 Non Blondes,What's Up?,80.0,0.565,0.564,2.0,-10.044,1,0.0292,0.161,,0.114,0.454,134.355,295533.0,4,9 +RPWL,A New World,35.0,0.403,0.689,9.0,-5.776,0,0.0347,0.0161,0.0833,0.135,0.116,128.005,518216.0,4,10 +Jensen McRae,Immune,59.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,210166.0,4,1 +The Smiths,How Soon Is Now? - 2011 Remaster,70.0,0.398,0.93,11.0,-6.76,1,0.0615,0.000854,0.121,0.0874,0.725,190.818,408173.0,4,10 +Pretenders,Brass in Pocket - 2006 Remaster,65.0,0.751,0.703,9.0,-5.687,1,0.0287,0.368,0.00123,0.196,0.907,97.931,185960.0,4,10 +Ice Cube,Fuck Dying,45.0,0.737,0.733,7.0,-6.41,1,0.231,0.138,0.000898,0.319,0.357,92.966,243507.0,4,10 +Liquorworks,Then To Hell With You,29.0,0.419,0.894,8.0,-5.223,0,0.068,0.0007,0.931,0.156,0.16,154.982,442907.0,4,8 +Traveling Wilburys,Tweeter And The Monkey Man,54.0,0.803,0.861,9.0,-5.393,0,0.05,0.103,,0.0801,0.899,110.528,327853.0,4,10 +Superbloom,Mary on a Chain,26.0,0.399,0.949,11.0,-2.948,1,0.0514,4.2e-05,,0.34,0.456,128.048,180351.0,4,10 +Motionless In White,LOUD (Fuck It),51.0,0.586,0.92,6.0,-3.969,0,0.104,0.00145,1.22e-05,0.0119,0.706,93.038,224516.0,4,10 +Huszar,Providencia III - La Flora Que Crece Alrededor de Nuestras Catedrales,34.0,0.402,0.698,5.0,-8.452,0,0.0319,0.542,0.863,0.0949,0.0403,95.024,444307.0,4,8 +Sizzy Rocket,That Bitch,47.0,0.593,0.651,1.0,-4.425,0,0.0508,0.000115,,0.0655,0.345,86.085,152900.0,4,10 +TATRAN,Lemon,29.0,0.341,0.642,10.0,-8.132,1,0.035,0.0314,0.827,0.0892,0.391,187.797,302073.0,4,6 +Suicidal Tendencies,Send Me Your Money,40.0,0.409,0.73,9.0,-11.394,0,0.0937,7.06e-05,4.88e-05,0.33,0.717,105.827,202160.0,1,8 +Russell Dickerson,Home Sweet,73.0,0.58,0.813,11.0,-5.621,1,0.0414,0.0386,1.44e-06,0.0926,0.473,120.973,3.43245,4,4 +The Chocolate Watchband,Baby Blue,37.0,0.535,0.816,2.0,-8.534,1,0.0286,0.044,0.000435,0.117,0.726,105.635,192560.0,4,2 +alt-J,Every Other Freckle,55.0,0.527,0.704,9.0,-7.632,1,0.0821,0.626,0.0402,0.117,0.516,143.884,216004.0,4,6 +Ben Kweller,Only a Day,34.0,0.62,0.501,6.0,-6.608,0,0.032,0.00159,0.000731,0.337,0.353,75.005,210498.0,4,10 +Gangsta Boo,Where Dem Dollas At (feat. DJ Paul & Juicy J),47.0,0.898,0.56,,-8.891,1,0.117,0.00238,,0.108,0.465,146.458,269067.0,4,5 +Pablo Briceño,Vitoya,28.0,0.589,0.219,11.0,-15.853,0,0.0534,0.986,0.869,0.104,0.256,83.159,3.517716667,1,7 +North Mississippi Allstars,Up and Rolling,59.0,0.808,0.532,2.0,-7.472,1,0.025,0.543,0.00422,0.122,0.816,89.934,303920.0,4,2 +Focalistic,GUPTA,51.0,0.804,0.493,1.0,-13.093,1,0.0533,0.0408,0.452,0.0532,0.322,112.002,369475.0,4,9 +Methods of Mayhem,Get Naked,47.0,0.78,0.919,9.0,-4.751,1,0.156,0.0389,1.77e-05,0.025,0.902,100.006,201667.0,4,8 +Dehd,Loner,51.0,0.652,0.709,7.0,-5.88,1,0.0355,0.396,0.00012,0.28,0.772,148.192,192299.0,4,6 +"ILLENIUM, Tori Kelly",Blame Myself,71.0,0.416,0.675,8.0,-6.109,1,0.0821,0.0504,0.00014,0.265,0.389,140.129,3.84285,4,9 +Moe,Walkin On Water,48.0,0.928,0.479,7.0,-7.626,0,0.112,0.177,0.000431,0.314,0.3,139.978,178285.0,4,5 +Trushinitas,Tonight!,27.0,0.469,0.569,1.0,-10.072,1,0.19,0.0861,0.488,0.0872,0.0829,84.33,226508.0,4,6 +Scorpions,Rock You Like a Hurricane,67.0,0.402,0.873,4.0,-3.209,0,0.0586,0.00484,7.3e-05,0.157,0.684,125.443,253667.0,4,10 +Eden Ben Zaken,◊™◊®◊ô◊û◊ï,31.0,0.816,0.891,11.0,-2.084,0,0.0605,0.154,0.000217,0.378,0.412,124.998,169921.0,4,9 +Guided By Voices,Game Of Pricks,53.0,0.368,0.966,10.0,-6.984,1,0.073,0.248,0.663,0.529,0.323,122.243,93307.0,4,10 +Phora,Traumatized (feat. Toosii),47.0,0.581,0.713,10.0,-8.043,0,0.442,0.43,,0.133,0.652,89.472,211832.0,4,5 +Netanela,◊ú◊ê ◊ì◊ô◊ë◊®◊†◊ï ◊¢◊ï◊ì,16.0,0.109,0.0721,7.0,-20.747,0,0.0392,0.113,0.887,0.112,0.0918,87.068,202707.0,3,10 +Kings of Leon,Sex on Fire,82.0,0.542,0.905,9.0,-5.653,1,0.054,0.00172,0.0104,0.136,0.374,153.398,203347.0,4,1 +Alabama,40 Hour Week (For A Livin'),46.0,0.578,0.44,4.0,-14.644,1,0.111,0.123,,0.145,0.439,85.213,3.35045,4,4 +An Endless Sporadic,Impulse,43.0,0.513,0.763,6.0,-7.425,0,0.057,0.0717,0.919,0.164,0.532,100.005,265665.0,4,8 +Mot√∂rhead,Heroes,56.0,0.464,0.955,6.0,-5.55,1,0.0556,0.000194,0.611,0.0954,0.312,124.993,277000.0,4,8 +Pearl Jam,Indifference (Remastered),49.0,0.303,0.28,2.0,-12.697,1,0.0297,0.929,0.00185,0.117,0.245,102.221,302253.0,4,10 +Sad Night Dynamite,Smoke Hole - Edit,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,5 +Osi And The Jupiter,Appalachia,40.0,0.314,0.311,9.0,-8.601,0,0.0333,0.871,0.516,0.12,0.175,122.424,239049.0,3,8 +H.E.A.T,Dangerous Ground,43.0,0.439,0.975,1.0,-3.798,1,0.13,0.000105,8.75e-05,0.228,0.645,172.023,246827.0,4,8 +Stealers Wheel,I Get By,35.0,0.714,0.614,,-8.605,1,0.0386,0.192,0.00523,0.35,0.771,107.529,196107.0,4,10 +Sarit Hadad,◊ë◊ó◊ï◊ù ◊©◊ú ◊™◊ú ◊ê◊ë◊ô◊ë,38.0,0.397,0.843,2.0,-4.37,0,0.0414,0.589,,0.187,0.376,138.947,208600.0,4,9 +Bobby Saint,Unholy,35.0,0.607,0.695,4.0,-6.668,1,0.04,0.0113,1.01e-05,0.482,0.551,84.94,209000.0,4,10 +KALEO,Skinny,65.0,0.484,0.741,2.0,-5.298,1,0.0411,0.0228,0.000164,0.31,0.137,85.076,222317.0,4,10 +Steffen Morrison,Hold on Lovers,29.0,0.617,0.834,,-5.84,1,0.048,0.136,,0.356,0.811,125.04,196333.0,4,9 +Yes,"Close to the Edge (I. The Solid Time of Change, II. Total Mass Retain, III. I Get up I Get Down, IV. Seasons of Man)",45.0,0.222,0.597,5.0,-10.924,1,0.056,0.265,0.155,0.411,0.251,80.654,1121253.0,3,10 +Tedeschi Trucks Band,Part of Me,55.0,0.679,0.608,7.0,-8.334,1,0.034,0.434,1.33e-05,0.0942,0.735,111.803,246573.0,4,2 +Gareth.T,boyfriend material,49.0,0.808,0.445,9.0,-8.134,1,0.0402,0.467,,0.113,0.921,144.963,150621.0,4,5 +morgxn,home ft. WALK THE MOON,50.0,0.665,0.709,11.0,-3.643,1,0.037,0.0371,,0.323,0.841,100.001,205049.0,4,10 +Theo Alexander,Bright-eyed Hunger,12.0,0.322,0.16,8.0,-17.288,0,0.0437,0.957,0.965,0.122,0.374,133.034,420761.0,5,6 +Ronnie Wood,Outlaws,19.0,0.487,0.923,2.0,-5.059,1,0.0399,0.143,0.000177,0.273,0.963,159.295,242280.0,4,2 +Rod Stewart,Stop Loving Her Today,40.0,0.411,0.565,10.0,-7.166,1,0.0272,0.0146,0.00353,0.313,0.301,76.984,250710.0,4,10 +Matt Maeson,Hallucinogenics,73.0,0.549,0.653,,-7.47,1,0.0503,0.457,,0.0969,0.287,121.348,187173.0,4,10 +Knocked Loose,Deadringer,49.0,0.396,0.954,11.0,-5.249,0,0.116,0.000135,1.92e-05,0.25,0.329,157.456,180097.0,4,8 +Westlife,Dance,36.0,0.702,0.54,11.0,-5.629,0,0.0469,0.0542,2.2e-05,0.0807,0.21,102.067,2.763783333,4,9 +The Beaches,Let's Go,49.0,0.542,0.923,4.0,-5.005,0,0.0975,0.011,0.00054,0.0707,0.724,172.977,142760.0,4,10 +Eyal Golan,◊©◊í◊®◊î ◊û◊§◊ï◊ê◊®◊™,35.0,0.715,0.18,3.0,-9.335,1,0.0433,0.736,,0.127,0.242,123.087,178049.0,4,9 +Insanity Alert,All Mosh / No Brain,32.0,0.309,0.805,2.0,-6.696,1,0.103,1.3e-05,0.766,0.334,0.593,142.409,92613.0,4,8 +Gunn - Truscinski Duo,For Eddie Hazel,28.0,0.162,0.429,7.0,-10.567,1,0.0309,0.785,0.892,0.176,0.0613,82.473,455524.0,4,10 +The Rapture,Echoes,40.0,0.603,0.946,8.0,-3.369,0,0.228,0.000335,0.0604,0.0936,0.3,133.986,186520.0,4,10 +PRICE,Rank,39.0,0.748,0.746,7.0,-6.864,1,0.444,0.0182,,0.714,0.774,202.157,158018.0,4,5 +Accept,Life's a Bitch,52.0,0.612,0.822,9.0,-6.418,1,0.0428,0.000719,0.00019,0.14,0.686,128.018,226093.0,4,8 +Post Coal Prom Queen,Faraday Cage For One,15.0,0.551,0.326,11.0,-13.131,0,0.035,0.347,0.0564,0.104,0.235,135.017,176803.0,4,9 +Giant Claw,Until Mirror,27.0,0.321,0.132,8.0,-11.515,1,0.0418,0.753,0.0538,0.18,0.0355,103.709,359750.0,5,6 +Tribulation,Funeral Pyre,30.0,0.29,0.994,2.0,-5.428,0,0.0686,0.000558,0.892,0.415,0.0707,164.109,262280.0,4,8 +Wand,The Gift,24.0,0.43,0.823,4.0,-8.257,1,0.0396,0.0202,0.0169,0.309,0.492,100.156,245413.0,4,6 +Lil West,Whole Lotta,47.0,0.491,0.494,,-8.904,0,0.155,0.179,2.87e-06,0.121,0.704,95.27,168750.0,3,5 +Ryan Caraveo,Daisies,62.0,0.785,0.65,11.0,-6.308,1,0.0343,0.182,0.000108,0.234,0.844,99.984,153810.0,4,9 +Year Of The Rabbit,Rabbit Hole,22.0,0.578,0.905,4.0,-3.582,1,0.107,0.00396,1.62e-05,0.0614,0.541,128.052,153427.0,4,10 +Mumford & Sons,Believe,59.0,0.332,0.667,2.0,-5.992,1,0.0456,0.0308,0.035,0.225,0.378,114.892,220867.0,4,10 +Runtown,Luva Luva,47.0,0.769,0.752,2.0,-5.164,0,0.102,0.11,0.00191,0.181,0.431,98.018,158981.0,4,9 +Fred again..,Dermot (See Yourself In My Eyes),57.0,0.573,0.727,,-7.616,1,0.0664,0.132,0.0584,0.192,0.22,150.034,228858.0,4,9 +Jazz Tonality,Bandängen,52.0,0.529,0.0992,7.0,-20.324,0,0.0316,0.913,0.381,0.0967,0.0388,113.064,2.516316667,4,7 +Long Range Hustle,Comeback Kid,30.0,0.518,0.921,11.0,-5.131,0,0.0558,0.00133,6.65e-05,0.463,0.634,149.043,220394.0,4,10 +LOVA,Lonely Ones,56.0,0.643,0.407,2.0,-7.36,1,0.102,0.613,,0.147,0.47,143.786,187552.0,4,9 +Britney Spears,My Prerogative,51.0,0.751,0.937,10.0,-4.436,0,0.108,0.0122,,0.0639,0.662,111.029,3.564883333,4,9 +John Mellencamp,Paper In Fire,52.0,0.607,0.905,4.0,-4.748,1,0.0427,0.00122,0.000276,0.0624,0.533,141.984,231200.0,4,10 +Biffy Clyro,Re-arrange,52.0,0.634,0.746,4.0,-8.574,1,0.0352,0.0601,1.51e-05,0.103,0.513,134.048,217933.0,4,10 +Paul Simon,50 Ways to Leave Your Lover,68.0,0.815,0.372,7.0,-12.814,1,0.0752,0.166,0.000116,0.0767,0.293,101.684,3.62245,4,0 +KBong,Foolish Fool,43.0,0.723,0.465,9.0,-7.554,1,0.0382,0.764,1.34e-05,0.452,0.372,120.026,270720.0,4,10 +13th Floor Elevators,Slip Inside This House - Stereo LP Version,43.0,0.555,0.694,9.0,-8.453,0,0.0426,0.101,,0.123,0.602,127.423,482278.0,4,2 +Moƒüollar,Gel Gel D2D Session,27.0,0.488,0.542,4.0,-9.295,1,0.0392,0.0178,0.0102,0.227,0.819,138.071,252136.0,4,10 +Slomosa,There is Nothing New Under the Sun,34.0,0.46,0.756,5.0,-9.251,0,0.0426,0.0371,0.0113,0.645,0.552,152.059,237424.0,4,8 +Beats Antique,Beauty Beats,44.0,0.601,0.755,8.0,-5.528,1,0.0405,0.0575,0.887,0.347,0.508,180.02,225000.0,4,2 +Imagine Dragons,Not Today,66.0,0.462,0.387,,-7.401,1,0.0292,0.567,,0.164,0.0428,122.698,261080.0,4,10 +Gorillaz,The Valley of The Pagans (feat. Beck),64.0,0.75,0.856,2.0,-5.802,1,0.0457,0.0778,3.65e-05,0.117,0.94,130.034,181029.0,4,6 +Arcadia's Fate,The Only Man on Earth,22.0,0.467,0.901,11.0,-4.024,0,0.0755,0.00045,0.000272,0.411,0.223,91.979,206087.0,4,8 +MOD SUN,Bones,43.0,0.588,0.282,4.0,-6.676,1,0.0327,0.786,,0.1,0.308,125.048,167973.0,4,10 +Fontaines D.C.,Too Real,46.0,0.495,0.96,4.0,-6.235,0,0.061,0.0281,1.05e-05,0.111,0.182,172.808,248409.0,4,6 +Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,9 +Shlomo Artzi,◊©◊ì◊ï◊™ ◊©◊ú ◊ê◊ô◊®◊ï◊°◊ô◊ù,30.0,0.572,0.236,3.0,-18.547,1,0.0389,0.764,1.56e-06,0.333,0.0821,141.998,328000.0,4,10 +Steve Miller Band,The Joker,12.0,0.596,0.448,5.0,-9.616,1,0.0396,0.365,5.3e-06,0.206,0.796,83.293,4.4084,4,10 +Eliad,Weekend - Tzealon Remake,21.0,0.691,0.716,8.0,-4.995,1,0.0415,0.0173,,0.0721,0.653,100.007,224400.0,4,9 +Kyuss,Green Machine,55.0,0.497,0.947,,-8.802,1,0.0391,8.21e-05,0.000693,0.118,0.588,90.371,217907.0,4,8 +daine,boys wanna txt (feat. ericdoa),52.0,0.486,0.495,2.0,-6.107,1,0.194,0.0373,,0.0509,0.434,89.851,129500.0,4,10 +Medicine,Time Baby III,40.0,0.36,0.701,,-6.347,1,0.0267,0.0215,9.19e-06,0.134,0.725,172.043,231226.0,3,6 +Chubby Checker,Let's Twist Again,65.0,0.604,0.709,8.0,-6.377,1,0.158,0.0987,,0.0551,0.907,167.832,2.28933333,4,10 +FIDLAR,Can‚Äôt You See,44.0,0.562,0.884,2.0,-4.003,1,0.157,0.00979,0.000205,0.115,0.912,169.967,178438.0,4,10 +Trivium,Dying in Your Arms,51.0,0.446,0.933,9.0,-3.605,0,0.0537,2.55e-05,9.67e-05,0.085,0.753,159.961,173160.0,4,8 +Hawkwind,Silver Machine - Live at the Roundhouse London; 1996 Remaster,46.0,0.31,0.874,1.0,-11.889,1,0.152,0.000416,0.712,0.0695,0.096,131.717,279973.0,4,1 +The Rolling Stones,Living In A Ghost Town,4.0,0.679,0.697,4.0,-5.369,0,0.0454,0.0148,0.0119,0.124,0.776,110.558,247011.0,4,10 +"VANO 3000, BADBADNOTGOOD, Samuel T. Herring",Running Away,72.0,0.616,0.694,7.0,-10.898,1,0.0411,0.664,0.858,0.145,0.732,93.298,1.863116667,4,9 +Catfish and the Bottlemen,Glasgow,53.0,0.622,0.316,2.0,-14.387,1,0.0495,0.883,3.38e-05,0.1,0.723,139.334,157000.0,3,10 +November Ultra,Miel,42.0,0.493,0.171,1.0,-15.845,1,0.0474,0.817,0.000434,0.395,0.263,71.69,247133.0,4,6 +"Lata Mangeshkar, Mohammed Rafi",Teri Bindiya Re,14.0,0.533,0.378,,-10.629,1,0.0285,0.979,0.0179,0.0877,0.683,92.697,4.53955,3,3 +Barry Can't Swim,Lone Raver,39.0,0.731,0.602,8.0,-12.526,1,0.0526,0.496,0.584,0.0916,0.194,128.065,257299.0,4,9 +Backstreet Boys,Shattered,33.0,0.42,0.555,5.0,-5.775,0,0.0421,0.472,,0.0784,0.287,116.071,3.887783333,4,9 +Armaan Malik,Dil Mein Ho Tum,53.0,0.608,0.653,8.0,-7.573,0,0.0427,0.507,0.000243,0.107,0.423,86.933,5.446083333,4,3 +Lucius,Two of Us on the Run,,0.441,0.283,2.0,-9.092,1,0.0304,0.765,0.0348,0.076,0.225,79.664,4.5938,4,0 +Plague Vendor,New Comedown,38.0,0.47,0.892,,-3.933,0,0.0923,3.28e-05,0.84,0.0759,0.618,161.392,187667.0,4,10 +Dishwalla,Counting Blue Cars (Tell Me Your Thoughts On God),58.0,0.454,0.79,11.0,-4.361,0,0.0285,0.00604,3.09e-05,0.225,0.362,100.225,291907.0,4,10 +TVVIN_PINEZ_M4LL,Sensei,33.0,0.478,0.667,1.0,-8.702,1,0.0953,0.0756,0.00172,0.406,0.891,171.38,109633.0,4,6 +Eric Bibb,Brazos River Blues,39.0,0.664,0.384,,-10.569,1,0.0455,0.488,0.0435,0.108,0.396,116.242,151403.0,3,2 +Miguel De Molina,Trini√°,25.0,0.473,0.45,2.0,-5.673,0,0.0311,0.771,,0.214,0.716,113.335,193160.0,4,9 +Jagwar Ma,Come Save Me,14.0,0.466,0.836,10.0,-7.682,1,0.0359,7.7e-05,0.0521,0.114,0.0517,123.973,752798.0,4,6 +Robert Randolph & The Family Band,Simple Man,36.0,0.656,0.284,,-8.192,0,0.0541,0.747,3.77e-06,0.13,0.5,70.055,183240.0,4,2 +Robert Palmer,Simply Irresistible,53.0,0.645,0.933,9.0,-6.955,1,0.0532,0.129,1.03e-05,0.0443,0.695,142.615,4.23821667,4,10 +DDROID,Behave,49.0,0.774,0.596,8.0,-9.328,1,0.429,0.217,,0.214,0.724,143.103,207692.0,4,5 +Justin Bieber,There She Go (feat. Lil Uzi Vert),73.0,0.725,0.716,9.0,-5.448,1,0.0349,0.00945,,0.119,0.904,150.074,215020.0,4,9 +Nine Inch Nails,The Hand That Feeds,58.0,0.587,0.99,,-4.496,1,0.0783,0.0172,0.000668,0.104,0.486,127.992,211680.0,4,10 +Fredo,Burner on Deck (feat. Pop Smoke & Young Adz),68.0,0.784,0.514,11.0,-7.111,0,0.285,0.0957,,0.207,0.269,135.111,187672.0,4,5 +Hemant Kumar,Yeh Raat Yeh Chandni,24.0,0.441,0.303,2.0,-11.063,1,0.0341,0.95,,0.0888,0.616,81.02,4.937333333,4,3 +BOY,Drive Darling - Acoustic Version,37.0,0.62,0.0934,9.0,-13.06,1,0.033,0.937,5.04e-05,0.113,0.211,105.953,232493.0,4,9 +Gary Moore,Empty Rooms,53.0,0.532,0.476,2.0,-9.707,0,0.0251,0.204,,0.132,0.319,98.18,4.29066667,4,10 +ABBA,Take A Chance On Me - Live,35.0,0.459,0.848,9.0,-9.389,1,0.0599,0.0123,,0.987,0.388,111.374,4.425333333,4,9 +Britney Spears,What You Need,,0.698,0.709,7.0,-5.055,1,0.253,0.458,,0.0967,0.859,153.776,3.127333333,4,9 +Lana Del Rey,Breaking Up Slowly,66.0,0.37,0.314,10.0,-9.677,0,0.0445,0.912,2.09e-06,0.0989,0.221,97.4,177536.0,5,1 +Big Audio Dynamite,E=MC2,50.0,0.721,0.782,2.0,-9.723,0,0.0529,0.716,,0.204,0.844,129.975,354627.0,4,1 +Professor Longhair,Tipitina - Mono,38.0,0.476,0.372,5.0,-14.346,1,0.0321,0.87,0.0102,0.1,0.952,200.241,158902.0,4,2 +Caleb Landry Jones,All I Am in You / The Big Worm,31.0,0.339,0.725,9.0,-4.506,1,0.0642,0.0121,0.723,0.301,0.689,180.379,204653.0,4,6 +Understand It,The Franklin Electric,42.0,0.479,0.58,2.0,-8.793,1,0.0403,0.603,1.62e-05,0.0745,0.384,95.994,3.670216667,4,0 +Miri Mesika,Dmaot,19.0,0.544,0.731,11.0,-4.307,0,0.0375,0.0731,0.000596,0.0686,0.299,100.005,212280.0,4,9 +The Dandy Warhols,Godless,51.0,0.47,0.704,7.0,-8.498,1,0.0319,0.0133,0.862,0.177,0.134,111.145,319971.0,4,10 +Carolina Liar,Show Me What I'm Looking For,59.0,0.449,0.864,9.0,-1.159,0,0.0378,0.0133,1.31e-06,0.0984,0.355,105.121,240467.0,4,10 +Lionel Richie,All Night Long (All Night) - Live,25.0,0.315,0.745,,-9.116,1,0.0763,0.0176,,0.899,0.498,115.421,6.272766667,4,9 +KALEO,Hey Gringo,66.0,0.748,0.704,5.0,-4.512,0,0.0344,0.0741,,0.088,0.823,110.028,284799.0,4,10 +Tokyo Incidents,Á∑ëÈÖí,56.0,0.4,0.856,1.0,-3.435,0,0.0499,0.0161,,0.193,0.541,166.752,245748.0,4,10 +Ride,Leave Them All Behind - 2001 Remaster,46.0,0.282,0.846,4.0,-4.641,1,0.0728,8.29e-05,0.482,0.521,0.174,184.617,497467.0,4,6 +The Sanctuary,hold on,,0.704,0.81,,-6.398,0,0.0583,0.0482,0.735,0.0768,0.27,127.001,208897.0,4,6 +Tedeschi Trucks Band,Keep On Growing - Live,41.0,0.327,0.824,2.0,-10.013,1,0.053,0.0248,0.0972,0.968,0.434,96.333,650747.0,4,2 +Jelani Aryeh,Marigold,58.0,0.788,0.533,4.0,-8.81,1,0.0573,0.119,1.29e-05,0.212,0.633,131.047,245496.0,4,9 +Itay Levi,◊õ◊ï◊°◊ô◊™ ◊©◊ú ◊ô◊ô◊ü,22.0,0.664,0.909,4.0,-3.265,0,0.0742,0.303,,0.203,0.623,94.973,213063.0,4,9 +Oasis,Rock ‚Äòn‚Äô Roll Star - Remastered,49.0,0.315,0.975,4.0,-3.21,1,0.0703,0.000558,0.00145,0.467,0.435,138.215,322947.0,4,6 +Matchbox Twenty,Unwell - 2007 Remaster,64.0,0.442,0.793,9.0,-5.152,1,0.0347,0.0456,,0.328,0.437,80.985,237267.0,4,9 +Anoushka Shankar,Naked,48.0,0.155,0.0923,2.0,-17.707,1,0.0398,0.875,0.603,0.126,0.0384,80.869,4.28245,4,0 +Reb Beach,Aurora Borealis,5.0,0.389,0.926,8.0,-3.696,1,0.0798,0.0131,0.855,0.345,0.419,117.857,285504.0,4,8 +Julia Michaels,What A Time (feat. Niall Horan),76.0,0.516,0.467,,-6.184,1,0.0302,0.662,,0.0853,0.386,132.861,173307.0,4,9 +Westlife,The Difference,1.0,0.505,0.7,1.0,-6.603,1,0.0284,0.00867,,0.111,0.344,126.094,3.507783333,4,9 +Bryan Adams,Summer Of '69,82.0,0.508,0.834,2.0,-6.205,1,0.0386,0.0183,,0.0732,0.774,139.131,216053.0,4,10 +The Alchemist,TV Dinners (feat. Boldy James & Sideshow),58.0,0.552,0.585,11.0,-9.332,1,0.105,0.665,,0.192,0.538,89.135,177373.0,4,5 +U2,I Will Follow,58.0,0.36,0.909,8.0,-6.827,1,0.0663,0.000347,3.28e-05,0.282,0.647,155.293,217387.0,4,6 +Arijit Singh,Yeh Fitoor Mera,59.0,0.449,0.421,4.0,-8.92,1,0.0272,0.387,0.000108,0.11,0.203,163.747,4.717833333,3,3 +The Hentchmen,Michigan Blues,9.0,0.414,0.871,,-9.63,1,0.0328,0.0584,0.177,0.0732,0.862,148.588,130000.0,4,2 +Jack Johnson,Upside Down,70.0,0.792,0.647,4.0,-8.314,1,0.045,0.255,0.000223,0.132,0.694,102.477,209547.0,4,10 +Caylee Hammack,Small Town Hypocrite,67.0,0.409,0.503,3.0,-6.859,1,0.0424,0.442,,0.0867,0.193,73.104,241899.0,4,1 +Chris de Burgh,The Lady In Red - Live,35.0,0.465,0.467,10.0,-8.632,1,0.0531,0.939,1.37e-05,0.723,0.412,80.03,4.10245,4,9 +Post Malone,Only Wanna Be With You - Pok√©mon 25 Version,76.0,0.47,0.709,7.0,-4.563,1,0.0299,0.00124,0.00121,0.302,0.247,98.036,241360.0,4,10 +Viagra Boys,Sports,52.0,0.425,0.77,2.0,-4.765,1,0.0463,0.00138,0.268,0.641,0.902,129.452,237547.0,4,6 +Powerwolf,Werewolves of Armenia - Rerecorded Version,48.0,0.425,0.938,8.0,-6.223,1,0.0917,0.00254,0.0353,0.207,0.151,146.01,255238.0,4,8 +Anson Seabra,Magazines,46.0,0.775,0.424,5.0,-12.276,1,0.0675,0.511,,0.123,0.191,114.95,220050.0,4,9 +Depeche Mode,John the Revelator,40.0,0.638,0.957,6.0,-2.349,0,0.0574,0.0501,0.0104,0.355,0.527,130.013,221933.0,4,2 +The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,1 +Incubus,Still Not a Player,28.0,0.582,0.878,4.0,-3.642,0,0.296,0.0263,,0.3,0.714,188.327,252627.0,4,10 +CRITTER,LEMME,29.0,0.799,0.555,,-6.814,1,0.084,0.0777,0.000554,0.0467,0.8,141.027,160666.0,4,6 +Francis of Delirium,I Think I'm Losing,32.0,0.4,0.428,7.0,-6.617,1,0.0341,0.0396,0.0156,0.0973,0.193,123.319,208427.0,4,6 +Rosie Flores,This Cat's in the Doghouse,28.0,0.507,0.825,5.0,-6.636,0,0.0748,0.0504,7.48e-05,0.578,0.911,96.993,159227.0,4,10 +Gracia Montes,Soy Una Feria,32.0,0.653,0.708,11.0,-7.778,0,0.0527,0.613,0.000731,0.239,0.929,111.386,164000.0,4,9 +Our Last Night,winter,60.0,0.451,0.937,2.0,-4.455,1,0.106,0.000383,3.96e-06,0.134,0.524,177.878,175000.0,4,10 +Milky Chance,Daydreaming,51.0,0.697,0.771,7.0,-6.222,0,0.0634,0.535,0.00274,0.163,0.662,83.986,199507.0,4,10 +LOVA,Dance For The Hell Of It,55.0,0.638,0.705,8.0,-4.499,1,0.0406,0.0178,,0.124,0.503,160.07,195199.0,4,9 +Paloma Mami,Traumada,68.0,0.771,0.575,,-5.178,0,0.0794,0.555,0.00818,0.105,0.56,84.522,147084.0,4,9 +Snoop Dogg,Bitch Please,62.0,0.869,0.697,7.0,-4.639,1,0.187,0.00838,,0.297,0.804,95.03,234533.0,4,5 +Backstreet Boys,Don't Wanna Lose You Now,52.0,0.661,0.548,6.0,-8.433,1,0.0234,0.365,,0.111,0.537,93.0,3.92,4,9 +Arik Einstein,◊õ◊©◊ê◊™ ◊ë◊ï◊õ◊î ◊ê◊™ ◊ú◊ê ◊ô◊§◊î - ◊§◊ï◊ñ◊ô - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,30.0,0.608,0.598,10.0,-11.867,0,0.0814,0.0242,,0.251,0.63,133.217,211669.0,4,10 +Bryan Adams,Tonight We Have The Stars,29.0,0.551,0.782,11.0,-6.11,0,0.0297,0.0587,,0.13,0.318,113.895,246507.0,4,10 +Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,10 +Hyro The Hero,Legendary (feat. Brandon Saller of Atreyu),47.0,0.458,0.937,,-6.622,1,0.272,0.00111,,0.394,0.366,160.231,238800.0,4,8 +Kevin Ross,Real Black (feat. Voices for Change),33.0,0.67,0.462,4.0,-8.935,0,0.166,0.191,,0.653,0.607,75.064,233836.0,4,5 +Foo Fighters,Chasing Birds,56.0,0.62,0.532,2.0,-7.297,1,0.023,0.0392,0.0245,0.112,0.369,143.993,252293.0,4,10 +Dark Funeral,Open the Gates,33.0,0.069,0.98,,-7.628,1,0.128,5.9e-06,0.3,0.3,0.0388,196.167,274093.0,4,8 +Siouxsie and the Banshees,The Passenger,60.0,0.457,0.93,2.0,-4.544,0,0.0673,0.0309,6.27e-05,0.135,0.294,139.819,309307.0,4,6 +"Julia Sheer, Jon D",Little Talks,59.0,0.637,0.263,5.0,-9.094,0,0.0399,0.873,,0.164,0.487,97.423,3.66266667,4,0 +Ackerman,dodeca,24.0,0.447,0.901,4.0,-5.791,1,0.0744,0.247,0.282,0.126,0.759,65.974,237787.0,4,6 +HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,1 +The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,1 +Marduk,Serpent Sermon,30.0,0.307,0.778,8.0,-6.059,0,0.118,0.000301,0.787,0.199,0.037,110.421,278400.0,4,8 +Tigercub,Stop Beating on My Heart (Like a Bass Drum),45.0,0.493,0.711,5.0,-5.994,1,0.0684,0.00496,2.71e-05,0.519,0.313,138.032,225068.0,4,10 +Taylor Swift,champagne problems,78.0,0.462,0.24,,-12.077,1,0.0377,0.92,,0.113,0.32,171.319,244000.0,4,9 +Lonesome Shack,Too Bad,21.0,0.59,0.857,4.0,-8.501,0,0.031,0.123,0.474,0.109,0.51,112.628,190627.0,4,2 +Hanan Ben Ari,◊ú◊ê ◊ú◊ë◊ì,38.0,0.556,0.583,2.0,-6.407,0,0.0329,0.105,1.76e-06,0.167,0.389,129.817,225347.0,4,9 +Ricky Kej,Milan (The Coming Together),23.0,0.602,0.526,6.0,-10.085,1,0.0333,0.279,0.257,0.106,0.303,160.006,356807.0,4,6 +ICE,Kassa,30.0,0.888,0.584,6.0,-7.525,1,0.142,0.141,3.25e-06,0.0731,0.724,101.996,144827.0,4,9 +Fuel,Shimmer,56.0,0.48,0.792,7.0,-6.443,1,0.0411,0.00238,,0.169,0.465,114.605,214067.0,4,10 +Nick Leng,One More Time,43.0,0.667,0.757,,-6.818,1,0.0285,0.155,2.68e-05,0.414,0.77,112.029,199440.0,4,6 +Joe Lovano,Stella By Starlight,49.0,0.581,0.163,,-16.612,0,0.0547,0.926,0.861,0.116,0.448,88.101,5.796216667,4,7 +Dennis Gruenling,You Got It,11.0,0.65,0.5,10.0,-5.522,1,0.0482,0.979,0.000106,0.127,0.891,109.935,194587.0,4,2 +Twin Peaks,What's The Matter,30.0,0.511,0.698,7.0,-7.057,1,0.0413,0.0958,0.000214,0.375,0.858,170.746,201920.0,4,6 +Faith Healer,Julien Baker,,0.413,0.623,4.0,-6.83,1,0.0318,0.175,0.0014,0.129,0.412,155.843,2.912883333,3,0 +Britney Spears,Gimme More,83.0,0.788,0.844,2.0,-3.131,1,0.0334,0.25,0.000678,0.0723,0.382,113.324,251240.0,4,9 +Delfina Campos,El Astronauta,39.0,0.596,0.338,11.0,-9.68,1,0.0351,0.658,0.038,0.114,0.209,74.013,164524.0,4,6 +Gyze,Voyage of the Future,39.0,0.225,0.948,10.0,-1.719,0,0.0865,1.37e-06,0.913,0.148,0.247,170.035,313984.0,4,8 +Circle of Dust,Contagion,40.0,0.565,0.977,2.0,-3.326,1,0.041,0.000118,0.32,0.318,0.168,99.996,325200.0,4,8 +Concha Piquer,En tierra extra√±a,31.0,0.435,0.326,6.0,-8.459,0,0.0406,0.951,1.7e-06,0.546,0.473,107.49,173333.0,4,9 +andy polk,pins&needles,39.0,0.618,0.917,,-4.944,1,0.11,0.0131,,0.149,0.811,84.797,147205.0,4,10 +A$AP Ferg,Dennis Rodman (feat. Tyga),68.0,0.741,0.537,1.0,-6.797,1,0.143,0.0358,,0.146,0.233,80.454,198307.0,4,5 +Coheed and Cambria,A Favor House Atlantic,59.0,0.294,0.97,4.0,-4.942,1,0.265,0.000706,,0.123,0.144,166.475,234707.0,4,10 +The Strokes,The End Has No End,55.0,0.531,0.66,1.0,-3.725,1,0.0335,0.000833,0.855,0.226,0.533,136.027,185560.0,4,6 +Uffie,Pop The Glock,39.0,0.933,0.539,10.0,-7.652,0,0.106,0.318,,0.154,0.399,111.961,210307.0,4,6 +Lonely Robot,Keeping People as Pets,26.0,0.361,0.874,9.0,-7.227,0,0.0538,0.021,0.162,0.0951,0.404,122.942,320680.0,4,10 +Goat Girl,Bang,32.0,0.413,0.69,10.0,-6.868,1,0.0299,0.212,0.0241,0.314,0.483,95.26,267533.0,4,6 +Luther Allison,Should I Wait,49.0,0.638,0.738,9.0,-9.563,1,0.0271,0.0315,0.000634,0.211,0.816,104.098,304600.0,3,2 +Nightstalker,Dead Rock Commandos,41.0,0.436,0.862,10.0,-6.353,0,0.0455,0.000625,0.365,0.148,0.254,92.995,196867.0,4,10 +END,Pariah,39.0,0.182,0.911,,-3.404,1,0.0556,6.87e-06,0.00269,0.299,0.323,138.149,209940.0,4,8 +Paul McCartney,Pretty Boys (feat. Khruangbin),56.0,0.696,0.979,11.0,-5.338,0,0.0445,0.00244,0.768,0.116,0.962,101.021,348859.0,4,6 +Nicki Bluhm,To Rise You Gotta Fall,34.0,0.416,0.634,9.0,-8.917,1,0.0615,0.535,0.0406,0.0959,0.785,167.267,296388.0,4,2 +5 Seconds of Summer,She's Kinda Hot,71.0,0.664,0.908,4.0,-4.806,1,0.0317,0.00182,,0.109,0.889,118.031,216454.0,4,9 +William Carter Band,Peace,47.0,0.505,0.15,10.0,-17.508,1,0.0335,0.972,0.836,0.11,0.169,101.114,3.229583333,4,7 +Muse,Panic Station,60.0,0.671,0.766,2.0,-3.1,1,0.0378,0.00224,0.000154,0.159,0.726,104.99,184200.0,4,10 +The Only Ones,Another Girl Another Planet,51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,1 +Hedningarna,R√§ven,46.0,0.591,0.564,2.0,-11.03,1,0.0427,0.0126,0.843,0.11,0.405,147.22,292773.0,4,8 +Sleep Waker,Melatonin,42.0,0.412,0.97,2.0,-3.309,1,0.258,0.000981,0.0242,0.115,0.251,174.978,208486.0,4,8 +Oscar Peterson Trio,Have You Met Miss Jones?,45.0,0.698,0.0926,2.0,-20.716,0,0.05,0.861,0.49,0.0887,0.0961,81.187,4.230666667,4,7 +The Midnight,Because The Night,54.0,0.719,0.572,11.0,-7.548,0,0.0309,0.336,,0.133,0.529,118.01,216440.0,4,6 +California Wives,Blood Red Youth,43.0,0.519,0.771,7.0,-4.874,1,0.0344,0.00048,0.359,0.079,0.597,150.938,258120.0,4,6 +ZZ Top,Legs - 2008 Remaster,63.0,0.611,0.946,4.0,-5.357,1,0.0378,0.00957,0.0708,0.36,0.763,125.398,4.56511667,4,10 +Aviv Geffen,◊©◊ô◊® ◊¢◊¶◊ï◊ë,26.0,0.399,0.44,,-11.149,1,0.026,0.189,0.0457,0.197,0.488,168.467,205933.0,4,10 +Urban Dance Squad,Demagogue,37.0,0.643,0.98,2.0,-6.171,1,0.0623,0.0118,5.71e-05,0.642,0.686,94.819,246627.0,4,10 +Bleachers,Stop Making This Hurt,57.0,0.691,0.864,,-7.206,1,0.0417,0.0766,,0.0853,0.756,109.201,199627.0,4,9 +vern matz,Funny Water,31.0,0.705,0.625,8.0,-8.383,1,0.0276,0.285,0.0194,0.109,0.891,112.808,203074.0,4,10 +Carl Butler,Don't Let Me Cross Over,46.0,0.59,0.188,7.0,-12.253,1,0.0302,0.871,,0.0877,0.521,113.907,2.951783333,3,4 +PWNT,Shortcuts,34.0,0.736,0.475,10.0,-10.879,1,0.0255,0.00292,0.749,0.129,0.742,101.0,154053.0,4,1 +Persona La Ave,Surfer Girl,34.0,0.435,0.729,6.0,-4.697,0,0.0487,0.941,0.898,0.756,0.646,165.897,375876.0,4,6 +Kodak Black,Basement on Fire,62.0,0.903,0.52,10.0,-8.534,1,0.237,0.173,,0.0759,0.824,141.968,131809.0,4,5 +Gerry Cinnamon,Where We're Going,59.0,0.518,0.823,9.0,-7.374,1,0.0348,0.00173,1.03e-06,0.0764,0.536,157.919,240330.0,4,6 +Robin Trower,United State of Mind,30.0,0.696,0.63,7.0,-8.057,1,0.0287,0.387,1.57e-05,0.352,0.883,96.032,218125.0,4,2 +Wig Wam,Kilimanjaro,33.0,0.448,0.585,1.0,-12.226,1,0.0284,0.000604,0.546,0.0632,0.399,84.994,235727.0,4,10 +Kishore Kumar,Kehna Hai Kehna Hai,24.0,0.383,0.345,4.0,-11.136,1,0.0426,0.934,2.78e-06,0.374,0.778,143.279,3.684666667,3,3 +BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,10 +Rod Wave,Street Runner,75.0,0.613,0.61,5.0,-8.633,0,0.246,0.211,0.000361,0.152,0.433,160.004,252021.0,4,5 +A.A. Bondy,Images of Love,34.0,0.721,0.37,6.0,-9.69,1,0.0332,0.245,0.00912,0.0769,0.629,84.991,219000.0,4,1 +Volbeat,Our Loved Ones,49.0,0.438,0.798,7.0,-5.453,0,0.0299,0.000129,0.000383,0.251,0.308,149.981,290547.0,4,10 +The Tornados,Telstar,43.0,0.196,0.751,9.0,-7.39,1,0.0405,0.00252,0.667,0.378,0.629,145.719,195093.0,4,6 +Arcade Fire,Reflektor,59.0,0.585,0.717,11.0,-8.379,0,0.0311,0.0561,0.0148,0.366,0.636,111.563,450984.0,4,10 +FRVRFRIDAY,TIME FOR YOU,60.0,0.707,0.449,5.0,-9.269,0,0.0362,0.0456,,0.137,0.359,125.096,203626.0,4,5 +alt-J,Tessellate,58.0,0.68,0.611,2.0,-6.47,1,0.0439,0.374,0.0436,0.119,0.423,116.952,182667.0,4,1 +Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,10 +Icon For Hire,Brittle,53.0,0.623,0.881,11.0,-4.633,0,0.0511,0.00247,,0.132,0.238,145.975,208500.0,4,8 +Valerio Castilla,Guarisci il mio Cuore,50.0,0.498,0.0749,4.0,-22.481,0,0.0473,0.982,0.925,0.111,0.263,106.329,3.154166667,4,7 +Herbie Hancock,Watermelon Man - Remastered,55.0,0.612,0.526,,-8.558,0,0.0272,0.727,0.0331,0.183,0.594,129.341,429267.0,4,2 +The Birthday Party,Release The Bats,30.0,0.301,0.972,9.0,-4.91,0,0.274,0.00674,0.758,0.959,0.495,151.413,185867.0,4,10 +The Du Droppers,I Wanna Know,35.0,0.611,0.486,,-12.781,0,0.0576,0.799,,0.125,0.887,79.284,137707.0,4,2 +Safety Dance,Oil,26.0,0.258,0.869,4.0,-7.583,0,0.0561,0.00127,0.59,0.125,0.442,164.914,194371.0,4,6 +Omer Adam,◊ó◊ë◊®◊ï◊™ ◊©◊ú◊ö 2,34.0,0.771,0.763,,-5.015,0,0.073,0.427,0.000103,0.146,0.672,109.962,181500.0,4,9 +Sevendust,Home,45.0,0.622,0.941,9.0,-4.651,1,0.162,0.0027,0.00185,0.132,0.552,89.756,214000.0,4,10 +Petey Pablo,Raise Up,55.0,0.735,0.844,1.0,-5.215,1,0.167,0.142,,0.319,0.742,156.069,286427.0,4,5 +Fever Tree,San Francisco Girls (Return Of The Native),5.0,0.188,0.516,2.0,-9.793,1,0.032,0.452,0.799,0.451,0.501,77.898,252200.0,4,10 +E-Z,◊û◊ô ◊û◊ï◊õ◊ü,19.0,0.766,0.907,7.0,-3.058,0,0.264,0.619,,0.369,0.903,101.952,271440.0,4,5 +Dumpstaphunk,United Nations Stomp (feat. Marcus King),44.0,0.392,0.897,11.0,-3.835,1,0.0992,0.00161,0.000221,0.0416,0.561,184.053,347000.0,4,10 +Austin TV,Voces iluminadas por sonrientes,30.0,0.283,0.643,4.0,-5.328,1,0.0305,9.6e-05,0.649,0.162,0.362,140.559,284413.0,4,10 +Priyani Vani Panditt,Mohan Bin Radha,22.0,0.537,0.619,,-7.68,1,0.0445,0.705,0.000399,0.129,0.187,95.042,3.32765,4,0 +Vincenzo Martinelli,Soleares,43.0,0.373,0.306,2.0,-15.707,1,0.0393,0.388,0.925,0.103,0.464,107.77,3.54955,3,7 +Steve Earle,Guitar Town,59.0,0.661,0.496,7.0,-15.53,1,0.0357,0.229,,0.0753,0.948,165.549,2.587783333,4,4 +Seb Wildblood,Room with No View (feat. Boxed In),40.0,0.628,0.86,,-8.214,1,0.0345,0.146,0.822,0.114,0.447,125.995,213452.0,4,6 +–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–ù–ï–í–ó–ê–ò–ú–ù–û (–ù–ï –°–û –ú–ù–û–ô),25.0,0.484,0.863,10.0,-7.548,1,0.0465,0.00198,0.582,0.0667,0.623,133.052,186500.0,4,6 +Billy Price,Love Don't Love Nobody,11.0,0.491,0.338,5.0,-8.924,1,0.0335,0.777,6.18e-06,0.0897,0.224,139.199,406707.0,3,2 +Disclosure,Latch,72.0,0.503,0.727,1.0,-5.456,1,0.167,0.0159,9.45e-05,0.0895,0.521,121.985,255632.0,4,9 +Blondie,Shayla - Remastered,40.0,0.333,0.486,4.0,-8.875,1,0.0294,0.102,0.000111,0.114,0.147,114.697,238467.0,4,10 +Wild the Coyote,Dog Days,24.0,0.77,0.676,6.0,-4.888,0,0.0467,0.301,2.77e-06,0.34,0.733,91.988,248478.0,4,2 +Black Foxxes,Badlands,35.0,0.598,0.806,10.0,-7.305,0,0.032,0.000188,0.0126,0.0877,0.418,107.501,509147.0,4,1 +Lata Mangeshkar,Aaja Re Pardesi,17.0,0.461,0.318,7.0,-13.12,1,0.0418,0.968,0.631,0.14,0.479,91.535,4.418616667,4,3 +Nurit Galron,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),28.0,0.564,0.316,7.0,-10.147,1,0.0315,0.635,0.0064,0.128,0.183,139.908,223080.0,4,9 +Hadag Nahash,Reggae Habatlan (The Loafer Man Reggae),17.0,0.757,0.668,5.0,-8.535,1,0.0834,0.00756,6.03e-05,0.0811,0.325,128.0,224052.0,4,5 +nickname jos,regroup,28.0,0.722,0.407,3.0,-11.688,1,0.0399,0.608,0.317,0.102,0.576,149.884,176091.0,4,6 +Caskets,Lost in Echoes,52.0,0.442,0.937,7.0,-6.693,0,0.0723,0.00368,0.000116,0.0814,0.444,75.034,217815.0,4,10 +Agam Buhbut,◊ô◊î◊ú◊ï◊ù - Prod. By Triangle,56.0,0.772,0.616,,-3.667,1,0.0479,0.0494,,0.152,0.562,119.963,162091.0,4,9 +Backstreet Boys,Show Me the Meaning of Being Lonely,67.0,0.63,0.625,6.0,-5.088,0,0.0252,0.231,,0.0765,0.683,167.998,3.916,4,9 +Tunde Jegede,Jairaby Lé,27.0,0.24,0.176,9.0,-20.538,0,0.0397,0.953,0.865,0.109,0.279,75.993,5.519816667,4,7 +"Duke Ellington, John Coltrane",My Little Brown Book,,0.514,0.0814,,-17.149,0,0.0361,0.978,0.00873,0.219,0.232,64.97,5.386666667,3,7 +Robert Randolph & The Family Band,Smile,24.0,0.298,0.726,9.0,-7.375,1,0.0347,0.0141,2.21e-06,0.0965,0.444,172.659,293173.0,4,2 +FXXXXY,Yeah Kool (feat. Lil Uzi Vert),61.0,0.746,0.654,10.0,-5.856,0,0.0613,0.0117,,0.101,0.265,130.048,200298.0,4,5 +The White Stripes,The Hardest Button to Button,65.0,0.693,0.514,4.0,-8.489,0,0.0675,0.00972,0.323,0.103,0.553,128.47,212427.0,4,10 +Sad Night Dynamite,Smoke Hole,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,10 +Nickelback,Far Away,,0.512,0.783,11.0,-5.209,1,0.0311,0.00108,,0.1,0.303,133.0,241427.0,4,10 +Ólafur Arnalds,saman - string quartet version,36.0,0.187,0.159,,-15.417,0,0.0436,0.982,0.718,0.116,0.0593,87.594,2.806066667,4,7 +Scott Stevens,Neon On Ya,48.0,0.698,0.553,1.0,-7.615,1,0.0583,0.02,0.00174,0.0837,0.519,117.015,217489.0,4,10 +The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,10 +piglet,Mill,30.0,0.452,0.416,,-10.239,1,0.0272,0.409,0.12,0.298,0.248,82.005,260775.0,4,6 +Kllo,Virtue,28.0,0.72,0.748,,-7.497,1,0.0704,0.363,0.045,0.122,0.26,127.994,220265.0,4,6 +Director's Vision,Across My Face,20.0,0.418,0.581,8.0,-11.13,1,0.0316,0.00579,0.676,0.182,0.0706,189.848,139421.0,4,6 +TOOL,Forty Six & 2,67.0,0.375,0.682,,-6.898,0,0.0364,0.00152,0.598,0.0897,0.396,159.23,363067.0,4,8 +Seba Kaapstad,Our People (feat. Quelle Chris),41.0,0.611,0.666,1.0,-7.975,0,0.225,0.597,,0.409,0.533,86.991,191022.0,4,1 +The Neighbourhood,Lost in Translation,64.0,0.568,0.891,,-5.786,1,0.0376,0.000896,0.000137,0.357,0.522,104.954,190227.0,4,6 +Linkin Park,In the End,83.0,0.556,0.864,3.0,-5.87,0,0.0584,0.00958,,0.209,0.4,105.143,216880.0,4,10 +Flawes,When We Were Young,35.0,0.7,0.798,,-6.789,1,0.0832,0.0563,4.05e-05,0.171,0.359,115.983,211091.0,4,1 +"Depeche Mode, Francois Kevorkian",Personal Jesus - Original Single Version,62.0,0.637,0.682,11.0,-11.625,1,0.0366,0.0112,0.0234,0.0473,0.714,129.983,3.74845,4,10 +Aviv Geffen,◊©◊ï◊û◊ß◊ï◊ù,19.0,0.417,0.522,7.0,-8.896,0,0.0306,0.000191,0.00883,0.147,0.0789,125.088,264520.0,4,10 +Dream Theater,Paralyzed,44.0,0.465,0.936,6.0,-5.05,1,0.138,8.84e-05,0.000328,0.0661,0.461,82.006,257800.0,4,8 +Cavetown,Let Me Feel Low (feat. Miloe),52.0,0.728,0.456,7.0,-7.93,1,0.0279,0.38,0.0467,0.0855,0.136,114.008,275146.0,4,6 +Walk Off the Earth,Red Hands,49.0,0.688,0.846,,-5.867,1,0.0268,0.00558,,0.223,0.672,102.523,180880.0,4,10 +Jayshri Prakash,Govardhana Giridhaara,20.0,0.727,0.636,7.0,-3.529,0,0.0307,0.228,,0.064,0.69,131.987,6.397116667,4,0 +Fangclub,Hesitations,43.0,0.428,0.696,9.0,-6.416,1,0.0322,0.000352,0.000368,0.0944,0.612,167.891,217560.0,4,10 +Born Of Osiris,The Accursed,39.0,0.381,0.975,1.0,-5.725,1,0.219,0.023,1.54e-05,0.276,0.103,196.052,206750.0,4,8 +Mel Tillis,"Midnight, Me And The Blues",30.0,0.647,0.282,3.0,-15.042,1,0.0319,0.843,0.00134,0.182,0.753,132.169,2.836666667,4,4 +The Acacia Strain,Solace and Serenity,34.0,0.523,0.982,,-4.795,1,0.0962,3.47e-05,0.00126,0.095,0.123,121.994,277324.0,4,8 +Master P,Make 'Em Say Ugh,55.0,0.601,0.73,6.0,-6.88,0,0.464,0.0121,,0.229,0.371,83.233,306467.0,4,5 +PJ Harvey,Rid Of Me,51.0,0.715,0.0885,9.0,-20.682,0,0.0521,0.00485,0.00694,0.155,0.544,125.383,268827.0,4,1 +Wolfmother,Joker And The Thief,64.0,0.264,0.8,,-2.427,1,0.0537,0.0195,0.00744,0.406,0.465,155.558,279667.0,4,1 +Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,10 +Funeral For A Friend,Roses for the Dead,1.0,0.372,0.943,11.0,-3.184,1,0.0482,8.95e-05,,0.299,0.597,105.231,245293.0,4,10 +Ravid Plotnik,◊û◊¢◊†◊ò◊ñ◊™ (◊†◊¶'◊ô ◊†◊¶'),24.0,0.615,0.82,7.0,-3.161,1,0.109,0.266,,0.853,0.665,153.823,131960.0,4,5 +DIIV,Under the Sun,54.0,0.552,0.851,2.0,-6.229,1,0.033,0.00143,0.774,0.131,0.938,154.962,227000.0,4,10 +The Kooks,Petulia,32.0,0.772,0.275,4.0,-11.312,1,0.032,0.869,5.33e-06,0.138,0.422,89.895,162347.0,4,10 +Zachary Knowles,dancing in the kitchen,59.0,0.819,0.652,2.0,-8.466,1,0.0515,0.124,0.000752,0.527,0.967,126.01,177420.0,4,9 +The Coral,Pass It On,53.0,0.395,0.727,7.0,-6.015,1,0.0375,0.282,7.12e-06,0.0683,0.872,179.097,139133.0,4,1 +Jorja Smith,Be Honest (feat. Burna Boy) (acoustic),51.0,0.689,0.264,,-10.809,1,0.229,0.742,,0.0982,0.695,91.948,191170.0,4,9 +Yak,Bellyache,26.0,0.214,0.84,6.0,-3.822,1,0.0523,0.0278,5.9e-05,0.0928,0.316,167.51,221893.0,4,1 +KALEO,Alter Ego,54.0,0.543,0.739,1.0,-5.618,1,0.0399,0.00379,2.29e-06,0.343,0.665,122.016,248133.0,4,10 +Sonia Sanchez,Blk/ Wooomen/ chant,14.0,0.688,0.127,7.0,-18.816,1,0.891,0.936,1.32e-05,0.0943,0.377,88.504,66093.0,4,5 +I Am Haunted,Curses,33.0,0.401,0.973,10.0,-2.985,0,0.178,0.000733,1.85e-06,0.15,0.316,104.401,208955.0,4,8 +Bully,Where to Start,44.0,0.341,0.875,9.0,-4.581,1,0.0406,2.32e-05,0.126,0.135,0.477,78.948,180601.0,4,1 +Temples,Certainty,43.0,0.488,0.811,5.0,-8.948,1,0.0551,0.00159,0.000576,0.208,0.316,92.493,264733.0,4,1 +Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,1 +Angra,Wuthering Heights,50.0,0.503,0.681,10.0,-4.76,1,0.035,0.359,,0.384,0.402,119.861,279933.0,4,8 +No Love For The Middle Child,Happy Faces,42.0,0.571,0.654,9.0,-6.342,0,0.0314,0.000559,1.66e-06,0.194,0.383,74.987,196437.0,4,10 +HAIM,The Steps,58.0,0.703,0.714,2.0,-4.967,1,0.0316,0.0197,1.65e-06,0.0849,0.62,116.723,247600.0,4,6 +Ablaye Cissoko,Ba - Océan,25.0,0.388,0.361,3.0,-11.061,0,0.039,0.899,0.909,0.159,0.309,79.713,5.44555,4,7 +Complex,Tristen,39.0,0.578,0.715,5.0,-9.41,1,0.0341,0.088,0.000808,0.185,0.895,155.885,3.812,4,0 +Ruel,too many feelings,67.0,0.754,0.706,5.0,-6.145,1,0.0923,0.237,3.46e-05,0.097,0.536,81.943,186935.0,4,9 +Olly Murs,You Don't Know Love - Acoustic,35.0,0.64,0.363,1.0,-6.191,0,0.0393,0.755,,0.0664,0.432,124.622,194733.0,4,9 +Fantastic Negrito,Working Poor,39.0,0.765,0.636,4.0,-8.158,0,0.0479,0.0563,0.000337,0.118,0.518,83.524,240726.0,4,2 +"Wolfgang Amadeus Mozart, Christian Tetzlaff, Lars Vogt","Violin Sonata No. 32 in B-Flat Major, K. 454: II. Andante",21.0,0.235,0.0272,3.0,-26.299,1,0.0449,0.988,0.267,0.0975,0.141,96.095,6.836266667,4,7 +Henson Cargill,Skip a Rope,43.0,0.686,0.402,4.0,-16.234,1,0.0563,0.761,0.0272,0.196,0.692,143.495,2.64445,4,4 +The Blinders,Mule Track,47.0,0.261,0.667,7.0,-8.211,1,0.0311,0.0812,0.806,0.099,0.188,145.276,235687.0,3,10 +Ethan Fields,Cooler Than Me,67.0,0.578,0.849,5.0,-4.614,0,0.0595,0.00218,,0.389,0.626,136.021,155294.0,4,9 +Shining,Svart Industriell Olycka,29.0,0.274,0.924,9.0,-8.275,0,0.0783,7.53e-06,0.801,0.167,0.0397,63.665,485880.0,3,8 +Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,6 +Saul,King Of Misery,44.0,0.508,0.958,8.0,-3.915,0,0.0451,0.000413,0.00347,0.0721,0.766,139.942,235760.0,4,10 +"Clarence ""Gatemouth"" Brown",Ventilator Blues,31.0,0.658,0.42,,-13.075,1,0.0443,0.363,0.0135,0.128,0.457,140.85,373000.0,4,2 +FMB DZ,War Zone (feat. Sada Baby),43.0,0.639,0.834,2.0,-7.332,1,0.225,0.0284,,0.333,0.338,92.484,146651.0,4,5 +Michigander,Better,46.0,0.375,0.914,8.0,-3.241,1,0.0589,0.000558,4.55e-05,0.101,0.254,138.934,294072.0,4,10 +Emmie Reins,If I Can't Have You,45.0,0.63,0.254,4.0,-10.224,1,0.0559,0.892,,0.17,0.436,86.232,209010.0,4,9 +Hanan Ben Ari,◊©◊û◊©,50.0,0.496,0.418,7.0,-8.809,0,0.0358,0.575,,0.0906,0.109,124.351,238090.0,4,9 +BarbWalters,Bbrown,32.0,0.757,0.677,7.0,-8.886,1,0.125,0.00855,0.00649,0.304,0.564,114.11,218947.0,4,6 +Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,1 +Tapeworms,Magic Pierrot,17.0,0.38,0.878,2.0,-7.572,1,0.0584,0.000586,0.731,0.2,0.0627,164.002,191090.0,4,6 +"Eric Whitacre, London Symphony Orchestra, Julian Lloyd Webber",The River Cam,25.0,0.103,0.0529,6.0,-23.766,1,0.0447,0.976,0.852,0.239,0.0383,85.122,11.90755,4,7 +"Apoorva Krishna, Shankar Mahadevan",Rāgamaya,8.0,0.503,0.785,4.0,-5.826,1,0.187,0.263,4.07e-06,0.108,0.48,148.045,8.47275,3,0 +Izo FitzRoy,When the Wires Are Down - Kraak & Smaak Remix,42.0,0.698,0.524,7.0,-7.873,0,0.0299,0.0941,0.00729,0.0442,0.5,78.011,319393.0,4,9 +Justin Bieber,Lonely (with benny blanco) - Acoustic,59.0,0.365,0.117,11.0,-10.61,0,0.041,0.969,2.48e-06,0.684,0.119,168.744,155188.0,4,9 +D.Tail,Beast Mode,40.0,0.646,0.818,10.0,-5.582,0,0.236,0.00603,,0.167,0.475,133.898,215111.0,4,5 +Gemini Five,You Spin Me Round (Like A Record),40.0,0.518,0.95,11.0,-3.638,1,0.0403,0.000299,,0.202,0.792,141.029,224507.0,4,8 +38 Special,Hold On Loosely,,0.565,0.707,9.0,-5.65,1,0.0298,0.0101,8.16e-05,0.0851,0.831,127.222,279754.0,4,10 +Dizzee Rascal,I Luv U,44.0,0.736,0.914,7.0,-3.707,1,0.285,0.318,,0.0447,0.932,136.068,245080.0,4,5 +AC/DC,Rock N Roll Train,69.0,0.547,0.931,2.0,-2.356,1,0.0615,0.000998,0.0118,0.278,0.697,118.4,261507.0,4,10 +Queens of the Stone Age,If I Had A Tail,56.0,0.602,0.849,11.0,-6.602,1,0.1,0.636,3.18e-05,0.663,0.34,112.071,295587.0,4,10 +HAWK,Clvrmfkr,32.0,0.288,0.99,11.0,-3.656,0,0.319,4.59e-05,0.0056,0.555,0.449,73.016,222238.0,4,8 +Five Finger Death Punch,Bad Company,65.0,0.557,0.886,11.0,-4.196,0,0.0498,0.000595,9.84e-05,0.0904,0.17,114.025,262440.0,4,8 +J. Cole,9 5 . s o u t h,84.0,0.713,0.793,2.0,-5.277,1,0.397,0.271,,0.727,0.203,71.724,196946.0,4,5 +Elton John,Tiny Dancer,79.0,0.414,0.428,,-11.097,1,0.0278,0.382,0.000243,0.148,0.282,145.075,377093.0,4,9 +Unearth,My Will Be Done,46.0,0.219,0.921,7.0,-5.663,1,0.0787,1.37e-05,0.0515,0.123,0.535,166.307,217133.0,4,8 +Mavis Staples,We Get By,40.0,0.509,0.386,7.0,-8.609,1,0.0881,0.624,1.55e-06,0.133,0.674,134.543,215947.0,4,2 +FIDLAR,West Coast,42.0,0.3,0.998,4.0,-1.7,1,0.084,0.00039,,0.376,0.379,181.866,202573.0,4,1 +◊©◊ô◊ú◊î ◊ë◊ü ◊°◊¢◊ì◊ï◊ü,◊û◊ß◊ï◊ù,38.0,0.608,0.579,8.0,-6.856,1,0.0508,0.7,,0.191,0.513,160.053,200438.0,4,9 +Kendell Marvel,Lowdown & Lonesome,47.0,0.504,0.874,1.0,-7.09,1,0.037,0.00185,0.000193,0.049,0.867,180.009,263000.0,4,10 +Led Zeppelin,In My Time of Dying - 1990 Remaster,52.0,0.33,0.843,2.0,-10.221,1,0.0581,0.137,0.00586,0.199,0.474,101.855,665600.0,4,10 +The Charlie Daniels Band,Drinkin' My Baby Goodbye,54.0,0.536,0.907,9.0,-10.249,1,0.0559,0.364,5.22e-06,0.103,0.893,177.352,3.695116667,4,4 +Jade Warrior,Three Horned Dragon King - 2014 Remaster,25.0,0.4,0.872,8.0,-6.189,1,0.12,0.0206,0.227,0.295,0.566,124.096,369013.0,4,10 +Aviv Geffen,◊°◊ï◊§◊®◊°◊ò◊ê◊®,16.0,0.407,0.963,9.0,-5.319,1,0.0707,0.000671,0.801,0.391,0.561,134.493,165093.0,4,10 +Accept,Fast As A Shark,47.0,0.431,0.95,2.0,-11.399,1,0.117,0.000109,0.248,0.232,0.162,140.05,228667.0,4,8 +Joan As Police Woman,Holy City,40.0,0.679,0.769,8.0,-7.289,1,0.0415,0.158,0.198,0.07,0.83,134.933,284936.0,4,6 +Tom Morello,Battle Sirens (feat. Knife Party),44.0,0.332,0.933,9.0,-4.657,1,0.161,0.00195,0.674,0.29,0.0834,173.94,243200.0,4,10 +Raviv Kaner,◊®◊°◊ô◊°◊ô◊ù,58.0,0.59,0.377,2.0,-7.987,1,0.0287,0.413,,0.101,0.374,73.99,201190.0,4,9 +Curtis Harding,Hopeful,32.0,0.51,0.778,7.0,-5.23,0,0.0338,0.38,0.0445,0.0724,0.695,79.984,316360.0,4,1 +CRITTER,PFC,42.0,0.802,0.591,10.0,-6.127,0,0.0848,0.0444,5.96e-05,0.266,0.757,113.012,186722.0,4,9 +Bleached,Hard to Kill,47.0,0.725,0.695,,-6.934,1,0.0288,0.000697,0.00161,0.233,0.86,127.523,206160.0,4,10 +Sorry,Cigarette Packet,47.0,0.681,0.808,6.0,-4.626,0,0.111,0.664,0.0011,0.385,0.547,85.01,138160.0,4,6 +Insanity Alert,Shredator,21.0,0.361,0.947,7.0,-7.319,1,0.174,3.47e-05,,0.338,0.383,91.167,118014.0,4,8 +The 1975,Chocolate,66.0,0.614,0.938,11.0,-4.461,1,0.0611,0.000532,,0.368,0.607,100.058,224674.0,4,6 +We Are The Night,Green War,34.0,0.485,0.788,2.0,-4.884,0,0.0269,0.417,0.0546,0.181,0.307,97.999,187907.0,4,10 +Paulo Mendonca,U got 2 believe,38.0,0.616,0.908,10.0,-6.867,0,0.0551,0.00194,0.00235,0.0345,0.808,92.984,208332.0,4,2 +Hayley Williams,Over Those Hills,55.0,0.561,0.372,3.0,-9.494,1,0.0425,0.541,0.00248,0.124,0.365,110.062,191950.0,4,1 +Big Ghost Ltd,Way We Move,44.0,0.536,0.694,1.0,-5.766,1,0.0745,0.447,,0.341,0.219,79.94,194088.0,4,5 +The Rubens,Muddy Evil Pain,36.0,0.502,0.656,5.0,-5.24,1,0.0504,0.443,,0.151,0.359,87.119,221613.0,4,10 +Mohammed Rafi,Pardesiyon Se Na Ankhiyan Milana - Happy Version,19.0,0.517,0.584,2.0,-9.297,0,0.0721,0.825,3.98e-06,0.625,0.744,80.396,3.191783333,4,3 +ED.,Round and Round,38.0,0.865,0.513,8.0,-8.884,1,0.173,0.00778,0.174,0.293,0.552,102.957,189915.0,4,6 +NOTHX,Rigged,28.0,0.526,0.955,4.0,-4.179,1,0.0853,0.00194,8.33e-06,0.309,0.262,102.517,284195.0,4,8 +Dire Straits,Brothers In Arms,58.0,0.398,0.301,8.0,-13.88,0,0.0282,0.532,0.838,0.0685,0.138,79.109,420240.0,4,10 +Taylor Phillips,For a Beer,48.0,0.605,0.866,11.0,-3.753,1,0.0413,0.0629,,0.0323,0.674,168.208,164960.0,4,10 +Body Count,Body Count's in the House,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,8 +Caliban,Nichts ist f√ºr immer,44.0,0.494,0.966,7.0,-6.132,1,0.052,3.91e-05,0.000162,0.193,0.292,140.068,226150.0,4,8 +Whookilledkenny,Finna Charge,55.0,0.953,0.732,,-6.396,0,0.194,0.296,0.0193,0.0684,0.892,122.03,188852.0,4,5 +Them,Jo Ann,28.0,0.614,0.766,7.0,-11.58,1,0.0326,0.588,0.0142,0.102,0.814,132.421,175853.0,4,2 +Bully,Feel the Same,34.0,0.552,0.898,,-5.593,1,0.0773,0.0736,0.000156,0.407,0.457,177.685,119453.0,4,6 +Yanno,Cagoul√©,38.0,0.795,0.747,7.0,-4.277,1,0.053,0.224,,0.167,0.544,123.947,178368.0,4,9 +Patricia Brennan,Improvisation VI,2.0,0.33,0.0679,1.0,-24.253,1,0.0671,0.951,0.945,0.111,0.0342,105.612,200235.0,4,6 +Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,6 +Gin Blossoms,29,37.0,0.636,0.782,7.0,-7.798,1,0.0247,0.051,0.000779,0.0799,0.764,109.614,258000.0,4,10 +Backstreet Boys,Breathe,19.0,0.635,0.628,7.0,-5.862,1,0.0255,0.00143,2.98e-05,0.177,0.407,105.973,3.845616667,4,9 +Bruce Springsteen,The Power Of Prayer,55.0,0.526,0.786,11.0,-7.291,1,0.0301,0.00237,3.24e-05,0.266,0.764,113.09,216773.0,4,10 +Glassjaw,Cosmopolitan Blood Loss,39.0,0.292,0.902,9.0,-7.353,1,0.0692,7.03e-06,8.02e-06,0.375,0.27,93.101,183893.0,4,10 +Carolyn Wonderland,Bad to the Bone,43.0,0.578,0.0704,4.0,-13.44,0,0.0678,0.816,0.00298,0.11,0.288,168.939,244904.0,3,2 +Mr Eazi,Lento,66.0,0.87,0.721,10.0,-5.311,0,0.11,0.522,0.648,0.108,0.489,92.025,188910.0,4,9 +Idan Amedi,◊ê◊ú◊ô◊ô◊ö,39.0,0.236,0.6,7.0,-6.401,0,0.0332,0.254,,0.0636,0.402,165.256,273347.0,3,9 +L.A. Guns,Renegades,37.0,0.367,0.988,10.0,-3.053,0,0.0775,0.000887,0.0563,0.175,0.353,170.0,220021.0,4,10 +The J. Geils Band,I Don't Need You No More,24.0,0.5,0.803,,-7.377,1,0.0374,0.147,0.0622,0.345,0.927,144.724,155640.0,4,2 +◊û◊ê◊ô◊õ◊ï,◊ß◊§◊®◊ô◊ñ◊î,20.0,0.782,0.518,6.0,-11.299,1,0.0615,0.477,0.133,0.141,0.537,109.987,122017.0,4,5 +Dynoro,In My Mind,81.0,0.694,0.77,6.0,-5.335,1,0.149,0.176,1.1e-05,0.118,0.163,125.905,184560.0,4,9 +Dove Cameron,LazyBaby,69.0,0.764,0.785,4.0,-3.528,1,0.033,0.0303,,0.315,0.974,113.019,161351.0,4,9 +Dan Auerbach,Never in My Wildest Dreams,62.0,0.559,0.466,5.0,-6.769,1,0.0362,0.315,0.0039,0.0933,0.623,117.21,2.93378333,4,0 +ZZ Top,Sharp Dressed Man - 2008 Remaster,73.0,0.601,0.859,5.0,-5.263,1,0.0276,0.000359,0.00124,0.0871,0.446,125.145,4.30045,4,10 +BANNERS,If I Didn't Have You,64.0,0.628,0.699,5.0,-7.772,1,0.0309,0.0914,1.54e-05,0.0739,0.403,136.03,225848.0,4,9 +Devil Electric,All My Friends Move Like The Night,33.0,0.418,0.886,,-3.6,1,0.0325,0.00112,0.00253,0.0886,0.551,113.65,173808.0,4,10 +Tommy Tutone,867-5309 / Jenny,51.0,0.588,0.699,7.0,-10.193,1,0.0589,0.0228,0.00404,0.0692,0.6,137.633,228000.0,4,10 +Kobi Aflalo,◊¢◊ì ◊©◊ô◊ë◊ï◊ê,28.0,0.514,0.51,8.0,-8.898,0,0.0681,0.13,7.01e-05,0.229,0.549,152.097,221335.0,4,9 +Lucia & The Best Boys,Perfectly Untrue,44.0,0.634,0.863,3.0,-3.459,0,0.0315,0.101,,0.316,0.869,118.029,191918.0,4,10 +Fleetwood Mac,Dreams - 2004 Remaster,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,10 +Shi 360,◊ß◊ë◊ú,24.0,0.818,0.857,9.0,-4.968,1,0.197,0.157,,0.142,0.928,100.033,234707.0,4,5 +Fatlip,Stay,30.0,0.742,0.454,11.0,-11.982,1,0.16,0.311,,0.183,0.586,87.396,189916.0,4,5 +Lil Baby,Errbody,73.0,0.887,0.606,2.0,-6.572,1,0.324,0.000407,,0.151,0.272,139.995,210699.0,4,5 +Berry Sakharof,◊ê◊™◊î ◊†◊û◊¶◊ê ◊õ◊ê◊ü,18.0,0.531,0.576,7.0,-8.451,0,0.0258,0.867,0.363,0.112,0.333,107.03,212640.0,4,10 +Gordi,Unready,38.0,0.448,0.46,5.0,-7.412,1,0.0329,0.321,0.000399,0.0907,0.298,109.924,222717.0,4,1 +Saweetie,Back Seat,64.0,0.847,0.699,7.0,-5.166,1,0.0631,0.167,,0.107,0.525,105.006,183666.0,4,5 +The Backseat Lovers,Kilby Girl,74.0,0.329,0.444,1.0,-9.973,1,0.0417,0.0578,0.0352,0.113,0.225,162.279,282206.0,4,1 +Egozi,Fela,29.0,0.718,0.53,7.0,-9.879,0,0.0443,0.0144,0.0515,0.11,0.789,116.076,201105.0,4,6 +Rhys,Over You,50.0,0.752,0.602,2.0,-6.98,1,0.0371,0.349,1.3e-06,0.0792,0.743,100.016,167213.0,4,9 +I Lied (with Allison Ponthier),"Lord Huron, Allison Ponthier",59.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,3.906383333,3,0 +rainbow frog biscuits,Attention,43.0,0.66,0.365,5.0,-14.739,1,0.0551,0.886,0.00532,0.104,0.303,159.988,166200.0,4,6 +Hussy,I Tried,32.0,0.604,0.515,2.0,-6.242,1,0.0247,0.0176,1.58e-05,0.113,0.416,106.99,210365.0,4,10 +Lacuna Coil,Enjoy the Silence - cover version,57.0,0.503,0.667,11.0,-6.831,0,0.0285,0.000984,0.027,0.229,0.101,113.018,245573.0,4,8 +"Stephen Devassy, Shweta Mohan",Soulmates,18.0,0.734,0.562,,-8.875,1,0.0894,0.21,2.27e-06,0.091,0.81,141.862,3.219666667,4,0 +Lou Reed,"I Love You, Suzanne",41.0,0.53,0.858,2.0,-6.971,1,0.115,0.102,0.36,0.126,0.787,162.936,197707.0,4,1 +The Cooper Temple Clause,Been Training Dogs,19.0,0.184,0.984,9.0,-2.733,1,0.113,6.3e-05,1.02e-05,0.44,0.174,157.685,193493.0,3,10 +The Neighbourhood,Pretty Boy,69.0,0.578,0.386,6.0,-11.464,1,0.0278,0.208,0.0453,0.307,0.569,154.902,234093.0,4,6 +The Script,The Last Time - Acoustic,48.0,0.627,0.628,5.0,-5.111,1,0.0295,0.102,,0.121,0.296,132.021,196534.0,4,9 +Burt Mitchell,Fading Love,54.0,0.353,0.0717,5.0,-21.734,1,0.0318,0.967,0.566,0.116,0.204,107.59,4.679166667,4,7 +Jimbo J,◊ó◊™◊ï◊ú◊ô◊ù,53.0,0.665,0.583,9.0,-7.271,0,0.043,0.272,2.82e-05,0.311,0.365,105.004,218370.0,4,5 +Circa Survive,The Difference Between Medicine And Poison Is In The Dose,56.0,0.374,0.739,7.0,-5.193,0,0.0477,5.8e-06,0.000141,0.109,0.359,148.078,257693.0,3,10 +Ben Harper,The Bottle Wins Again,30.0,0.599,0.548,11.0,-8.288,0,0.0774,0.0812,0.000367,0.141,0.692,123.32,218102.0,4,2 +Disturbing Tha Peace,Move Bitch,58.0,0.777,0.751,1.0,-5.692,1,0.133,0.245,,0.1,0.191,177.894,272293.0,4,5 +Heather Crosse,My Man Called Me,32.0,0.655,0.802,11.0,-5.17,0,0.0439,0.101,1.06e-05,0.0904,0.663,136.82,214050.0,4,2 +Built To Spill,Life in Vain,37.0,0.488,0.775,4.0,-9.387,1,0.0567,0.0435,0.000443,0.181,0.826,81.004,205506.0,4,1 +Black Honey,I Like the Way You Die,58.0,0.546,0.76,9.0,-6.887,0,0.0399,0.00629,4.66e-05,0.0737,0.41,101.936,188027.0,4,1 +Itay Levi,◊û◊°◊ô◊ë◊î ◊ë◊ó◊ô◊§◊î,31.0,0.769,0.884,1.0,-4.809,1,0.0948,0.351,,0.385,0.671,94.981,188281.0,4,9 +Lozy,Bougie,27.0,0.743,0.467,1.0,-9.363,1,0.156,0.478,,0.115,0.204,136.07,156176.0,4,5 +shame,Alphabet,46.0,0.49,0.817,2.0,-5.912,1,0.0272,8.49e-05,0.0129,0.0962,0.369,99.335,173573.0,4,10 +"Does It Offend You, Yeah?",We Are Rockstars,35.0,0.603,0.954,10.0,-3.027,0,0.0417,0.000536,0.308,0.246,0.389,127.999,231634.0,4,1 +Temple Balls,Thunder from the North,37.0,0.44,0.988,8.0,-3.46,0,0.0482,1.52e-05,0.389,0.0757,0.664,166.041,220392.0,4,10 +Sleater-Kinney,Bury Our Friends,32.0,0.407,0.932,11.0,-5.166,0,0.0656,0.0105,0.000129,0.36,0.821,120.0,203813.0,4,1 +The Jesus and Mary Chain,Taste of Cindy,35.0,0.18,0.905,11.0,-2.767,1,0.0453,0.000146,0.831,0.327,0.552,138.02,102333.0,4,10 +"Hank Williams, Jr.",Family Tradition,54.0,0.66,0.523,4.0,-12.068,1,0.0608,0.0238,,0.142,0.794,126.342,4.049333333,4,4 +Stevie Ray Vaughan,Mary Had a Little Lamb,59.0,0.678,0.493,8.0,-13.782,1,0.0302,0.0882,0.153,0.264,0.914,122.627,166960.0,4,2 +Dexplicit,Waterboy,15.0,0.765,0.43,10.0,-12.244,0,0.239,0.0148,0.973,0.199,0.135,140.049,189030.0,4,5 +Jack White,Corporation,33.0,0.776,0.795,4.0,-7.548,1,0.162,0.103,0.584,0.108,0.45,103.41,339000.0,4,2 +Tammy Wynette,'Til I Get It Right,36.0,0.528,0.146,,-13.271,1,0.0288,0.843,0.000356,0.101,0.336,133.894,2.632216667,4,4 +Kenny Wayne Shepherd,Diamonds & Gold,41.0,0.571,0.852,8.0,-5.752,1,0.0323,0.0418,2.37e-05,0.0527,0.804,92.155,317773.0,4,10 +Jet,Rollover D.J.,42.0,0.489,0.918,,-3.762,1,0.0513,0.000309,8.59e-06,0.102,0.63,133.554,196600.0,4,10 +Angie McMahon,Keeping Time,41.0,0.694,0.712,,-7.258,1,0.0344,0.0404,0.00314,0.104,0.736,114.339,211760.0,4,1 +The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,6 +Michelle Branch,Everywhere,68.0,0.523,0.828,1.0,-4.696,1,0.0762,0.0136,0.000255,0.165,0.476,96.952,214827.0,4,9 +BIGBABYGUCCI,Pressure + Layers - Extended,43.0,0.55,0.788,5.0,-4.998,0,0.0765,0.0282,,0.392,0.401,142.001,174084.0,4,5 +Albert Collins,I Ain't Drunk,46.0,0.656,0.551,2.0,-14.141,1,0.0889,0.171,0.000155,0.0676,0.773,125.659,247507.0,4,2 +The Bees,A Minha Menina,44.0,0.521,0.808,9.0,-8.201,0,0.052,0.805,0.0105,0.227,0.834,98.867,170733.0,4,1 +The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),66.0,0.451,0.818,2.0,-8.124,1,0.0439,0.135,2.92e-05,0.052,0.755,124.532,3.82266667,4,10 +Heilung,Norupo,53.0,0.377,0.402,5.0,-8.564,1,0.0295,0.536,0.786,0.117,0.0415,159.819,257972.0,4,8 +"The Kid LAROI, Justin Bieber",STAY (with Justin Bieber),97.0,0.591,0.764,1.0,-5.484,1,0.0483,0.0383,,0.103,0.478,169.928,2.363433333,4,9 +Langhorne Slim,The Way We Move,58.0,0.539,0.836,11.0,-5.365,1,0.0654,0.217,0.000168,0.303,0.759,135.596,168760.0,4,9 +Killing Joke,The Death & Resurrection Show,42.0,0.566,0.939,7.0,-6.289,1,0.0862,0.00173,0.0075,0.106,0.346,100.011,416187.0,4,8 +Pale Seas,Someday,35.0,0.567,0.914,,-5.969,0,0.0363,0.0106,,0.125,0.667,124.005,229067.0,4,10 +Skarlett Riot,Breaking the Habit,40.0,0.524,0.945,,-3.941,0,0.0511,0.000104,3.14e-06,0.165,0.105,142.052,249313.0,4,8 +Shalom Hanoch,◊î◊û◊ì◊ô◊†◊î ◊î◊ñ◊ê◊™ ◊¶◊®◊ô◊õ◊î ◊ê◊û◊ê,16.0,0.586,0.405,5.0,-8.571,0,0.0274,0.612,2.22e-06,0.123,0.167,140.003,224740.0,4,10 +Daya,The Difference,65.0,0.655,0.727,1.0,-5.478,0,0.046,0.231,,0.173,0.56,113.011,210489.0,4,9 +Phish,Cities,17.0,0.432,0.651,7.0,-7.443,1,0.0325,0.319,0.164,0.701,0.528,109.8,1477187.0,4,10 +The Black Keys,Weight of Love,62.0,0.282,0.547,2.0,-8.621,1,0.0322,0.03,0.888,0.104,0.133,151.468,410187.0,4,10 +Bryan Adams,Do I Have To Say The Words?,58.0,0.503,0.595,7.0,-9.383,1,0.0294,0.0895,2.49e-06,0.148,0.457,128.099,371200.0,4,10 +Imagine Dragons,Demons,80.0,0.505,0.71,3.0,-3.015,1,0.0321,0.19,0.00025,0.269,0.428,89.938,177507.0,4,10 +Gabriel Vitel,Golden,,0.781,0.411,11.0,-16.481,0,0.0705,0.372,0.0146,0.0971,0.323,99.994,194087.0,4,6 +Luke Bryan,Country Girl (Shake It For Me),70.0,0.645,0.904,2.0,-4.532,1,0.0462,0.0293,,0.0834,0.671,105.97,3.759333333,4,4 +Billy 'Crash' Craddock,Rub It In,37.0,0.759,0.543,7.0,-11.189,1,0.0321,0.404,1.25e-05,0.141,0.977,115.671,2.446666667,4,4 +odol,Êú™Êù•,30.0,0.712,0.56,6.0,-7.5,1,0.0486,0.243,0.308,0.106,0.296,120.038,252799.0,4,9 +White Trash,Apple Pie,33.0,0.631,0.885,,-9.799,1,0.0901,0.0378,0.000673,0.209,0.62,108.604,247693.0,4,10 +Olmos,SUV,57.0,0.634,0.651,5.0,-4.542,1,0.0362,0.104,,0.0713,0.363,149.958,182400.0,4,5 +Mars Today,Cool It,40.0,0.661,0.503,9.0,-6.574,0,0.208,0.661,0.00103,0.235,0.799,78.953,222402.0,4,6 +Tuna,◊®◊ï◊ß 30,45.0,0.515,0.841,3.0,-7.014,0,0.192,0.167,8.2e-06,0.0768,0.608,86.85,277241.0,4,5 +Fantastic Negrito,Never Give Up,20.0,0.469,0.601,,-10.252,1,0.15,0.23,,0.151,0.16,139.771,66884.0,4,2 +Westlife,As Love Is My Witness,1.0,0.442,0.544,1.0,-5.088,1,0.0326,0.168,,0.109,0.175,144.626,4.12,3,9 +Grateful Dead,"Ship of Fools - Live at Giants Stadium, East Rutherford, NJ, 6/17/91",21.0,0.478,0.419,10.0,-11.476,1,0.0351,0.787,0.012,0.626,0.478,116.19,481333.0,3,10 +Stray Cats,Stray Cat Strut,38.0,0.667,0.449,,-14.275,0,0.0374,0.135,0.00701,0.0905,0.714,132.127,195067.0,4,10 +Tiwa Savage,Ole,38.0,0.8,0.801,6.0,-6.315,1,0.214,0.592,5.52e-05,0.56,0.684,99.936,183653.0,4,5 +Johnnie Temple,Lead Pencil Blues (1935),38.0,0.873,0.234,11.0,-13.444,1,0.0486,0.963,0.000481,0.11,0.822,104.591,187350.0,4,2 +Julius Reid,Believe Before You See It,46.0,0.712,0.18,7.0,-13.392,0,0.0819,0.968,0.935,0.127,0.38,129.589,4.209983333,4,7 +Skegss,Save It For The Weekend,45.0,0.424,0.83,9.0,-5.298,1,0.028,0.000307,0.000717,0.36,0.544,101.596,181608.0,4,1 +The XCERTS,Shaking In The Water,29.0,0.455,0.903,4.0,-3.797,1,0.0789,0.00204,,0.0598,0.546,122.981,190391.0,4,10 +Au5,I Miss You (feat. Kenny Raye),29.0,0.601,0.952,4.0,-3.247,0,0.155,0.00136,0.000678,0.0871,0.264,170.031,231529.0,4,10 +The Stranglers,Duchess,40.0,0.522,0.695,9.0,-11.77,1,0.0393,0.000909,0.00741,0.069,0.658,129.723,149427.0,4,1 +Carakukly,◊™◊©◊¢ ◊†◊©◊û◊ï◊™,39.0,0.72,0.342,7.0,-7.069,0,0.0454,0.513,,0.0846,0.698,128.023,202500.0,4,9 +The Robins,All Night Baby,32.0,0.475,0.89,3.0,-6.974,0,0.102,0.622,2.29e-06,0.226,0.436,123.519,186173.0,4,2 +WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,10 +RobClemz,Square Two,37.0,0.721,0.512,7.0,-9.269,0,0.0365,0.0413,0.321,0.261,0.518,127.003,228396.0,4,6 +The Budos Band,Chicago Falcon,44.0,0.584,0.949,11.0,-5.425,0,0.0515,0.00193,0.917,0.215,0.7,100.712,173320.0,4,9 +Phoebe Bridgers,Kyoto - Spotify Singles,54.0,0.362,0.268,11.0,-11.272,1,0.0351,0.926,0.0576,0.346,0.327,123.587,210353.0,4,1 +The Revelries,Clich√© Love,38.0,0.599,0.702,8.0,-6.387,1,0.0601,0.000366,,0.114,0.806,126.051,164784.0,4,10 +Vokonis,Through the Depths (Single Edit),26.0,0.344,0.856,,-5.861,0,0.0397,3.17e-06,0.732,0.388,0.275,119.913,295720.0,4,8 +"Pritam, Arijit Singh",Ik Vaari Aa,60.0,0.512,0.752,4.0,-4.857,0,0.0534,0.305,,0.708,0.428,127.965,4.578116667,4,3 +Warped Window,Anna Mieke,57.0,0.409,0.0533,8.0,-16.276,1,0.0517,0.932,1.13e-05,0.113,0.172,67.36,4.9211,3,0 +Ursus,Self Affliction,5.0,0.363,0.976,8.0,-3.902,1,0.106,1.59e-05,0.0268,0.332,0.298,175.062,243066.0,4,8 +Travis Scott,FRANCHISE (feat. Young Thug & M.I.A.),77.0,0.835,0.699,8.0,-5.405,0,0.277,0.00671,,0.195,0.547,154.981,202795.0,4,5 +Afrojack,Hero,75.0,0.713,0.772,2.0,-5.032,1,0.0313,0.157,,0.153,0.523,125.001,171840.0,4,9 +The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,6 +Jefferson Airplane,White Rabbit,69.0,0.551,0.293,2.0,-12.503,1,0.0272,0.486,0.000273,0.0864,0.322,106.798,150640.0,4,1 +Afgan,M.I.A (feat. Jackson Wang),57.0,0.723,0.458,6.0,-5.572,0,0.17,0.256,,0.0879,0.357,113.954,178799.0,4,9 +Hayley Williams,Teardrop,49.0,0.708,0.567,9.0,-7.836,0,0.0595,0.828,0.282,0.0969,0.578,155.931,206000.0,4,6 +Mondo Generator,"So High, So Low",34.0,0.538,0.863,4.0,-6.123,0,0.139,0.00495,2.07e-05,0.314,0.606,127.618,155067.0,4,8 +The Happy Fits,Hold Me Down,56.0,0.499,0.948,2.0,-4.732,1,0.0652,0.0163,,0.0933,0.832,156.047,223813.0,4,6 +Fortunate Ones,Before You,45.0,0.505,0.252,9.0,-10.169,1,0.0321,0.765,,0.0829,0.393,80.83,2.78608333,4,0 +Friendly Fires,Paris (Aeroplane Remix),52.0,0.705,0.718,1.0,-6.625,0,0.0463,0.0094,0.0757,0.0695,0.454,112.001,465333.0,4,1 +Elinaura,String Serenity,38.0,0.161,0.121,7.0,-19.303,1,0.0365,0.988,0.862,0.112,0.135,136.837,2.29685,4,7 +Jet,Are You Gonna Be My Girl - Acoustic,52.0,0.672,0.669,2.0,-5.287,1,0.0987,0.185,0.00676,0.0986,0.591,96.64,237173.0,4,10 +Dan + Shay,"10,000 Hours (with Justin Bieber)",84.0,0.654,0.63,10.0,-4.644,1,0.0259,0.153,,0.111,0.43,89.991,167693.0,4,9 +The Unlikely Candidates,Invincible,42.0,0.703,0.672,,-10.462,1,0.041,0.00741,0.0148,0.035,0.527,129.984,201231.0,4,10 +Aviv Geffen,◊ë◊ê ◊ê◊ú◊ô◊ô,25.0,0.492,0.614,6.0,-5.81,1,0.0268,0.161,,0.0902,0.164,122.039,277434.0,4,10 +Adrian Younge,Forever More,36.0,0.545,0.823,3.0,-7.866,0,0.0357,0.00624,0.000589,0.103,0.905,99.117,183351.0,4,1 +Eliad,◊ë◊°◊ï◊£ ◊†◊©◊ê◊®◊™,23.0,0.763,0.754,8.0,-5.696,0,0.033,0.0309,0.00106,0.114,0.901,112.994,194067.0,4,9 +Dead Poet Society,.burymewhole.,42.0,0.24,0.864,2.0,-5.59,1,0.0421,0.000119,0.411,0.157,0.528,176.78,188166.0,3,10 +Marcus Way,Option B,10.0,0.602,0.416,10.0,-11.253,1,0.0242,0.708,0.0138,0.271,0.375,103.949,187500.0,4,10 +In My Lungs,Slowdance,21.0,0.461,0.381,6.0,-13.389,1,0.0532,0.88,0.761,0.149,0.445,93.574,80500.0,4,6 +PJ Morton,Ashamed,34.0,0.334,0.181,8.0,-13.523,1,0.0391,0.763,,0.12,0.331,170.875,147044.0,4,5 +Aretha Franklin,Day Dreaming,60.0,0.463,0.273,,-15.364,0,0.074,0.907,0.000367,0.101,0.293,146.426,239960.0,4,5 +Tropidelic,Snowman (with Dirty Heads),45.0,0.665,0.734,9.0,-5.824,1,0.0435,0.00651,1.24e-05,0.0948,0.842,139.99,227093.0,4,10 +The Flower Kings,Broken,29.0,0.393,0.623,9.0,-13.091,1,0.0476,0.128,0.00106,0.0919,0.286,165.069,408000.0,5,10 +Shlomo Artzi,◊ï◊ê◊ï◊ú◊ô,28.0,0.567,0.889,2.0,-4.381,1,0.0531,0.337,,0.0918,0.578,103.976,240074.0,4,10 +Coast Contra,My Lady,48.0,0.565,0.777,6.0,-5.096,0,0.249,0.183,,0.211,0.619,88.311,254145.0,4,5 +Westlife,Angel,,0.383,0.166,11.0,-13.003,1,0.0341,0.891,,0.103,0.16,115.014,4.424,3,9 +KAYTRANADA,Caution,58.0,0.696,0.394,11.0,-13.825,0,0.539,0.0579,0.821,0.0899,0.747,216.053,155758.0,4,9 +Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,6 +Ezra Collective,Chapter 7 (feat. Ty),49.0,0.787,0.523,7.0,-8.628,0,0.0603,0.205,0.0492,0.115,0.803,105.041,287321.0,4,5 +Jordan Davis,Slow Dance In A Parking Lot,55.0,0.519,0.833,7.0,-4.47,1,0.0344,0.303,1.39e-06,0.169,0.514,81.992,3.23215,4,4 +Justin Moore,We Didn't Have Much,28.0,0.469,0.662,6.0,-8.021,1,0.0335,0.427,1.93e-05,0.117,0.608,176.033,2.913966667,4,4 +Supertramp,Just Another Nervous Wreck - 2010 Remastered,43.0,0.352,0.786,3.0,-5.709,1,0.0538,0.535,0.000572,0.109,0.523,151.314,265680.0,4,10 +The Jazz June,The Scars to Prove It,26.0,0.336,0.839,2.0,-7.597,1,0.043,0.116,0.00965,0.0991,0.42,145.094,244188.0,4,10 +Coi Leray,No More Parties - Remix,75.0,0.827,0.394,11.0,-10.073,1,0.559,0.253,,0.12,0.715,157.0,192880.0,4,5 +The Shivas,Gloria,27.0,0.382,0.88,9.0,-8.305,0,0.0662,0.000127,9.83e-05,0.691,0.351,120.002,216931.0,4,1 +Brijs,Mol y Sol,49.0,0.58,0.798,11.0,-6.999,1,0.0259,0.141,0.00411,0.215,0.506,93.011,210360.0,4,6 +Gentle Giant,Pantagruel's Nativity,33.0,0.32,0.355,4.0,-16.852,0,0.0366,0.205,0.388,0.118,0.218,139.522,410467.0,4,10 +The Horrors,Still Life,50.0,0.392,0.677,7.0,-6.165,1,0.0281,0.00192,0.00486,0.565,0.517,170.091,321133.0,4,6 +girlhouse,loaded gun,35.0,0.772,0.692,11.0,-8.192,1,0.0513,0.00742,0.00246,0.268,0.869,126.97,230905.0,4,6 +Regard,You,85.0,0.691,0.695,,-5.6,1,0.0367,0.0592,,0.0647,0.514,106.064,233386.0,4,9 +Dorothy Washington,Phillis Wheatley (1753-1784),4.0,0.692,0.0832,,-19.947,1,0.872,0.817,,0.219,0.385,102.742,68413.0,4,5 +Britney Spears,Breathe on Me,53.0,0.709,0.565,5.0,-6.395,0,0.0471,0.00209,0.0125,0.0901,0.571,112.203,3.729333333,4,9 +The Teardrop Explodes,Reward,49.0,0.389,0.746,,-4.353,1,0.0321,0.000637,0.000322,0.31,0.899,159.876,162267.0,4,6 +Biz Markie,Just a Friend,61.0,0.862,0.663,,-9.004,1,0.21,0.12,,0.318,0.837,85.308,238267.0,4,5 +Dr. Dre,Forgot About Dre,76.0,0.924,0.74,8.0,-1.299,1,0.0774,0.0827,,0.163,0.621,133.974,222293.0,4,5 +Tai Verdes,A-O-K,71.0,0.731,0.626,11.0,-6.919,1,0.0805,0.125,,0.183,0.862,82.488,173640.0,4,6 +Gym Class Heroes,Cupid's Chokehold / Breakfast in America,81.0,0.72,0.744,1.0,-6.938,0,0.12,0.237,,0.255,0.619,78.953,4.062883333,4,9 +Juan Wauters,Unity (with Cola Boyy),26.0,0.681,0.436,7.0,-10.668,1,0.0996,0.17,0.00289,0.0729,0.583,90.191,209302.0,4,6 +Little Buster & the Soul Brothers,Engines And Wings,8.0,0.666,0.669,4.0,-9.415,1,0.0308,0.232,0.0182,0.107,0.879,105.265,256467.0,4,2 +Girafot,◊®◊û◊ô ◊û◊ï◊ê◊©◊ù ◊ë◊ê◊ó◊ñ◊ß◊™ ◊°◊û◊ô◊ù ◊ß◊ú◊ô◊ù,34.0,0.63,0.569,8.0,-14.582,1,0.0353,0.0211,0.0464,0.302,0.549,148.308,331240.0,4,10 +Miss Grit,Impostor,39.0,0.323,0.672,4.0,-7.079,1,0.0386,0.269,0.217,0.198,0.0545,148.143,265836.0,4,6 +Shlomo Artzi,◊™◊í◊ô◊ì◊ô,31.0,0.422,0.268,6.0,-9.376,0,0.0312,0.94,2.17e-05,0.139,0.213,127.687,231733.0,4,10 +Omer Adam,◊ê◊ô◊ü ◊°◊ï◊§◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,38.0,0.679,0.518,9.0,-7.536,0,0.0312,0.234,,0.0919,0.39,109.078,209014.0,4,9 +Sheryl Crow,My Favorite Mistake,46.0,0.614,0.777,4.0,-8.24,0,0.0304,0.00494,0.000851,0.349,0.552,104.646,248240.0,4,10 +Faith No More,We Care a Lot,3.0,0.804,0.893,2.0,-5.151,1,0.0436,0.0827,7.86e-05,0.0631,0.898,108.914,242840.0,4,10 +Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,10 +September Mourning,Wake The Dead,41.0,0.261,0.963,2.0,-2.514,1,0.124,1.72e-05,0.00661,0.305,0.361,113.742,206823.0,5,8 +Nardo Wick,Shhh,57.0,0.704,0.524,1.0,-6.724,0,0.403,0.00929,,0.528,0.36,160.216,139029.0,4,5 +Yehudit Ravitz,◊ú◊û◊ô ◊©◊ê◊ô◊†◊ï ◊û◊ê◊û◊ô◊ü,15.0,0.555,0.222,2.0,-15.711,0,0.0345,0.859,0.000465,0.0696,0.335,148.804,190000.0,4,10 +Matchbook Romance,Monsters,59.0,0.362,0.945,10.0,-2.651,0,0.0575,0.00131,2.51e-05,0.154,0.487,114.797,243747.0,4,10 +Valerian Swing,Scilla,24.0,0.157,0.862,6.0,-5.879,1,0.0565,0.00979,0.781,0.0953,0.266,81.152,238067.0,4,10 +Cold War Kids,Who‚Äôs Gonna Love Me Now,55.0,0.45,0.947,6.0,-3.608,0,0.207,0.00277,0.00027,0.286,0.298,118.701,171227.0,4,10 +"Shashi Kapoor, Amitabh Bachchan, Shatrughan Sinha, Rakhee, Parveen Babi, Neetu Singh",Vijay Bhaia Kahan Ho (with Dialogues),2.0,0.405,0.52,11.0,-9.569,0,0.17,0.775,0.000103,0.0881,0.389,91.0,29.886,4,3 +Jamie Lawson,Can't See Straight - Acoustic,55.0,0.811,0.38,9.0,-6.235,1,0.0406,0.712,,0.309,0.647,98.04,3.1343,4,0 +Tkay Maidza,Where Is My Mind?,59.0,0.544,0.507,1.0,-4.963,0,0.0314,0.0056,0.000192,0.288,0.151,148.002,177261.0,4,10 +Nur Yoldas,Sultan-ƒ± Yegah,51.0,0.419,0.695,2.0,-5.497,0,0.0558,0.766,0.000254,0.357,0.715,176.554,193667.0,4,10 +Liv Sin,Slave to the Machine,38.0,0.596,0.909,2.0,-4.3,0,0.085,0.000224,0.000115,0.0799,0.602,134.955,218820.0,4,8 +Uncut,Gold Digger Woman,14.0,0.461,0.94,9.0,-6.587,1,0.061,0.0059,2.37e-06,0.0808,0.599,148.048,249947.0,4,10 +Hotel Pools,Lynx,41.0,0.635,0.574,11.0,-9.485,1,0.067,0.0564,0.38,0.103,0.558,171.99,201933.0,4,6 +The Record Company,Ball And Chain,47.0,0.552,0.958,1.0,-5.304,0,0.0719,0.00397,0.0401,0.226,0.183,128.008,304687.0,4,2 +Solomun,Ocean (feat. Jamie Foxx) - Moodymann & Amp Fiddler Extended Remix,44.0,0.772,0.604,8.0,-11.23,1,0.0465,0.296,0.231,0.108,0.166,123.006,464390.0,4,1 +Rammellzee,Beat Bop - Edit,32.0,0.813,0.45,9.0,-14.59,0,0.349,0.441,,0.31,0.827,90.859,370533.0,4,5 +Wimps,Garbage People,33.0,0.265,0.801,5.0,-4.116,0,0.0315,3.42e-06,0.116,0.178,0.842,183.165,137960.0,4,6 +Damn Yankees,Come Again,48.0,0.222,0.681,9.0,-10.832,0,0.0469,0.126,8.03e-05,0.128,0.388,130.689,339560.0,4,10 +Primal Scream,Movin' on Up,63.0,0.523,0.76,5.0,-12.437,1,0.0325,0.103,0.00068,0.0666,0.581,94.267,228267.0,4,6 +LMFAO,Party Rock Anthem,73.0,0.751,0.736,5.0,-4.168,0,0.156,0.0206,,0.265,0.352,130.014,262147.0,4,9 +The Black Angels,Currency,40.0,0.446,0.848,5.0,-5.328,1,0.0475,0.00114,0.0517,0.105,0.133,146.014,316533.0,4,10 +Britney Spears,Unusual You,46.0,0.629,0.726,,-9.679,0,0.103,0.205,0.00506,0.103,0.473,123.974,4.35,4,9 +Zero 9:36,Take Me Instead,49.0,0.461,0.755,10.0,-6.883,0,0.0453,0.00146,,0.188,0.218,79.02,166389.0,4,1 +Joey Landreth,Better Together,25.0,0.726,0.462,,-8.077,1,0.0505,0.0344,4.11e-05,0.197,0.526,84.038,210640.0,4,2 +Hanni El Khatib,Penny,12.0,0.573,0.78,,-5.426,1,0.0616,0.21,1.32e-05,0.0976,0.592,132.31,197933.0,4,9 +Kenny Wayne Shepherd,Down For Love - Live,26.0,0.329,0.893,9.0,-6.486,1,0.0772,0.00182,0.000652,0.75,0.556,133.074,269440.0,4,2 +The Yawpers,Forgiveness Through Pain,36.0,0.374,0.951,10.0,-4.4,0,0.113,0.0189,0.0112,0.0933,0.48,132.835,180587.0,4,10 +Deep Blue Something,Breakfast At Tiffany's,72.0,0.622,0.829,2.0,-5.548,1,0.029,0.11,,0.0954,0.539,110.367,257373.0,4,9 +Linn Koch-Emmery,Hard to Love,33.0,0.575,0.742,,-6.727,1,0.0259,0.022,0.00449,0.105,0.62,104.037,191760.0,4,10 +Mk.gee,cz,52.0,0.734,0.552,2.0,-7.595,1,0.123,0.598,0.835,0.107,0.714,91.064,228947.0,4,6 +Absu,Pillars Of Mercy,30.0,0.269,0.993,8.0,-6.664,1,0.0866,0.00134,0.393,0.129,0.161,145.99,261693.0,4,8 +Eradicate Me,Asymmetry,24.0,0.366,0.994,10.0,-2.364,1,0.166,0.00191,1.98e-05,0.356,0.111,160.094,193375.0,4,8 +Catsystem Corp.,Aquascaping „Éî „É© „Éü „ÉÉ „Éâ,33.0,0.529,0.861,7.0,-10.294,1,0.0507,0.000236,0.919,0.462,0.967,158.921,74000.0,4,6 +2smokeyy,Corn,67.0,0.818,0.43,5.0,-8.516,0,0.386,0.163,,0.572,0.862,143.064,201399.0,4,5 +India Jordan,Feierabend,38.0,0.652,0.984,9.0,-3.642,0,0.197,0.00258,0.719,0.0456,0.838,148.004,327520.0,4,1 +Teddy Neguse,◊ò◊ì◊ô ◊†◊í◊ï◊°◊î - ◊§◊ú◊ô◊ñ,12.0,0.814,0.724,2.0,-7.092,1,0.106,0.303,,0.11,0.402,139.902,185143.0,4,5 +Scarface,No Tears,54.0,0.88,0.818,1.0,-7.427,1,0.359,0.0353,,0.713,0.726,81.93,146280.0,4,5 +DJ √ñtzi,Hey Baby (Radio Mix),58.0,0.666,0.968,10.0,-3.196,1,0.046,0.123,,0.347,0.834,135.099,219240.0,4,9 +Sleepy Sun,Desert God,38.0,0.312,0.543,9.0,-7.952,1,0.0313,0.0304,0.18,0.107,0.199,133.17,316777.0,4,10 +Esm√© Patterson,Out The Door,30.0,0.65,0.712,2.0,-6.066,1,0.0304,0.0271,0.0166,0.112,0.847,125.795,134880.0,4,1 +Green-House,Sunflower Dance,45.0,0.314,0.184,,-13.739,1,0.0424,0.989,0.896,0.128,0.159,72.528,212055.0,3,6 +Tempting Fate,Running in Circles,32.0,0.53,0.873,2.0,-5.513,0,0.0613,0.00436,0.000472,0.161,0.272,162.053,202963.0,4,1 +Tommy James & The Shondells,Crimson & Clover,57.0,0.408,0.692,11.0,-9.478,1,0.0685,0.235,0.0255,0.197,0.684,82.499,209640.0,4,6 +Mammoth WVH,Don‚Äôt Back Down,54.0,0.5,0.932,7.0,-4.564,1,0.127,3.42e-05,0.000676,0.102,0.419,139.981,225840.0,4,10 +Gary Myrick,She Talks In Stereo,33.0,0.802,0.725,2.0,-6.544,0,0.0289,0.221,0.0019,0.0562,0.962,118.214,237640.0,4,6 +Bernard Allison,Groove With Me,5.0,0.677,0.72,5.0,-10.376,1,0.0957,0.224,0.00978,0.961,0.85,95.808,303933.0,4,2 +Blondie,One Way Or Another,66.0,0.45,0.914,2.0,-5.4,1,0.0607,0.0305,1.42e-05,0.152,0.904,162.487,215107.0,4,10 +Darius Rucker,Wagon Wheel,78.0,0.537,0.66,9.0,-7.174,1,0.0296,0.455,,0.135,0.574,148.096,4.972883333,4,4 +Sonny Rollins Quartet,When Your Lover Has Gone,37.0,0.587,0.247,5.0,-13.394,0,0.0363,0.835,0.0687,0.0977,0.399,107.768,6.162666667,4,7 +The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,1 +Moneybagg Yo,One Of Dem Nights (with Jhen√© Aiko),64.0,0.814,0.582,8.0,-9.003,0,0.304,0.0898,,0.111,0.436,126.959,143533.0,4,5 +Westlife,You Are So Beautiful (To Me),2.0,0.386,0.116,1.0,-12.845,1,0.041,0.967,9.62e-05,0.071,0.105,118.17,3.066216667,4,9 +Joni Mitchell,A Case of You,67.0,0.693,0.201,1.0,-9.903,1,0.0288,0.9,,0.112,0.679,100.836,4.39133333,4,0 +Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,4.16666667,4,10 +Barbara Mandrell,Sleeping Single In A Double Bed - Single Version,35.0,0.715,0.687,,-9.408,1,0.0311,0.454,,0.0736,0.974,139.375,2.314216667,4,4 +Ram Orion,◊ê◊ô◊†◊°◊ï◊£,9.0,0.505,0.942,4.0,-3.141,1,0.0478,0.0972,0.00482,0.111,0.178,114.992,261893.0,4,6 +The Dangerous Summer,Way Down,45.0,0.402,0.923,8.0,-5.596,1,0.0468,0.0037,,0.469,0.237,83.238,201229.0,4,1 +YG,Go Big - From The Amazon Original Motion Picture Soundtrack Coming 2 America,58.0,0.899,0.501,6.0,-7.15,0,0.32,0.00442,,0.0548,0.643,150.028,169843.0,4,5 +G Perico,Doin Floccs,41.0,0.859,0.734,1.0,-5.219,0,0.333,0.0197,,0.448,0.541,89.963,122667.0,4,5 +Brothers of Metal,Njord,50.0,0.505,0.855,,-7.386,1,0.0532,0.000713,8.65e-05,0.0881,0.435,100.039,230319.0,4,8 +Moshe Peretz,◊î◊ô◊ô◊†◊ï ◊©◊†◊ô◊ô◊ù,31.0,0.824,0.597,2.0,-8.071,0,0.0387,0.681,6.34e-06,0.266,0.722,123.036,234146.0,4,9 +Three Days Grace,I Hate Everything About You,72.0,0.498,0.83,6.0,-5.157,0,0.0421,0.00461,,0.139,0.453,89.342,231480.0,4,10 +Alabama Shakes,Hang Loose,44.0,0.625,0.852,4.0,-4.767,1,0.0337,0.329,0.0109,0.0971,0.393,119.809,144200.0,4,6 +Jayy Grams,Moment of Truth,44.0,0.537,0.709,1.0,-9.49,1,0.131,0.0375,2.02e-06,0.152,0.186,81.929,195368.0,4,5 +Mohammed Rafi,Pathar Ke Sanam,24.0,0.362,0.43,11.0,-12.339,1,0.0356,0.953,0.465,0.189,0.572,104.3,4.964666667,4,3 +Superbloom,Pollen,,0.487,0.785,6.0,-5.857,1,0.0303,9.35e-05,0.0341,0.349,0.259,95.961,212883.0,4,10 +Crazy Cavan,My Little Sister Gotta Motorbike,38.0,0.446,0.816,9.0,-9.762,1,0.0766,0.318,,0.339,0.718,183.696,165293.0,4,10 +Allysha Joy,Watercolours,37.0,0.521,0.691,6.0,-9.121,1,0.0855,0.528,0.241,0.174,0.198,79.214,268080.0,4,1 +John Paul Jones,Leafy Meadows,37.0,0.479,0.909,2.0,-7.404,1,0.0716,9.07e-05,0.758,0.634,0.278,111.892,310467.0,4,10 +Palm Voyage,Valentine's Week,15.0,0.601,0.527,8.0,-10.949,1,0.0494,0.128,0.362,0.135,0.311,66.008,192750.0,4,6 +Kaiser Chiefs,Never Miss A Beat,48.0,0.506,0.907,,-4.011,1,0.0391,1.93e-05,0.336,0.573,0.547,156.05,188853.0,4,1 +TOOL,Sober,68.0,0.385,0.673,2.0,-8.182,1,0.0329,0.000183,0.149,0.0721,0.187,149.271,306853.0,4,10 +The Rezillos,Top of the Pops,39.0,0.417,0.586,2.0,-12.217,1,0.04,0.000358,0.0457,0.0957,0.966,183.704,175640.0,4,1 +Stevie Salas,Blind,29.0,0.743,0.699,2.0,-9.518,1,0.0667,0.0424,0.0221,0.0482,0.534,94.936,288093.0,4,10 +Stick Figure,Summertime (feat. Citizen Cope),61.0,0.744,0.69,1.0,-5.176,0,0.0387,0.0292,0.00186,0.362,0.749,79.999,238767.0,4,10 +Mason Hill,Against the Wall,42.0,0.566,0.699,3.0,-6.526,0,0.0296,0.000228,,0.34,0.472,126.043,261387.0,4,10 +JJ Wilde,The Rush,49.0,0.747,0.842,,-2.912,1,0.0489,0.000583,1.68e-05,0.0785,0.558,129.976,187890.0,4,10 +Dora Jar,Quiver,32.0,0.731,0.349,4.0,-10.394,0,0.0284,0.577,0.00267,0.147,0.508,100.036,203360.0,4,6 +DON BROCO,Manchester Super Reds No.1 Fan,55.0,0.408,0.967,9.0,-3.133,1,0.361,0.0104,,0.0354,0.277,99.788,217619.0,4,8 +NUMI,◊î◊†◊ï◊£ ◊û◊©◊™◊†◊î,19.0,0.704,0.414,7.0,-13.661,1,0.223,0.603,4.03e-05,0.325,0.151,85.05,169412.0,4,5 +Patti Smith,We Three,35.0,0.3,0.308,9.0,-12.006,0,0.0318,0.414,0.000328,0.11,0.192,187.968,258227.0,3,10 +KONGOS,Terrified,39.0,0.574,0.71,4.0,-7.991,0,0.192,0.136,0.0192,0.121,0.725,168.114,221547.0,4,10 +Dudu Aharon,◊ó◊í◊ô◊í◊î ◊ë◊ô◊©◊®◊ê◊ú,28.0,0.699,0.816,9.0,-5.613,0,0.0424,0.245,,0.0907,0.565,129.98,234001.0,4,9 +Adam Sanders,What If I'm Right,68.0,0.431,0.93,,-3.42,1,0.107,0.0518,,0.114,0.511,167.788,2.770666667,4,4 +Milk Teeth,Owning Your Okayness,29.0,0.46,0.927,10.0,-3.642,1,0.0794,0.000272,2.18e-06,0.268,0.561,128.175,199293.0,4,10 +Kaisaku,Cerulean,32.0,0.586,0.55,5.0,-10.846,1,0.0411,0.0287,0.937,0.0674,0.128,115.974,291724.0,4,9 +sunflwr,kawamurra,27.0,0.98,0.529,11.0,-9.665,0,0.219,0.165,0.0773,0.0887,0.285,126.004,219524.0,4,9 +Breezer,Alive,18.0,0.394,0.989,11.0,-6.175,1,0.0428,2.24e-06,0.612,0.305,0.621,136.999,255962.0,4,10 +Egypt Central,Hunted,47.0,0.355,0.942,5.0,-3.374,0,0.108,9.87e-05,0.00948,0.33,0.397,195.022,173399.0,3,8 +Missy Elliott,The Rain (Supa Dupa Fly),60.0,0.836,0.595,6.0,-9.338,1,0.201,0.141,0.00375,0.329,0.762,79.98,251000.0,4,5 +Obsk√ºr,Bayside - 10 Years Of Eats Everything Remix,42.0,0.521,0.915,6.0,-7.839,1,0.0713,0.0132,0.028,0.112,0.8,128.743,228956.0,4,6 +American Teeth,Fix You,41.0,0.654,0.784,9.0,-4.906,1,0.0418,0.000314,2.2e-06,0.0775,0.545,116.996,197565.0,4,1 +Lukach,◊û◊ï◊™◊ß ◊ê◊†◊≥◊ú◊ê ◊û◊©◊ú◊ù,13.0,0.735,0.572,5.0,-10.533,1,0.0868,0.125,9.24e-06,0.2,0.74,122.914,143932.0,4,5 +Kina Grannis,For Now,58.0,0.394,0.249,5.0,-10.484,1,0.0396,0.927,,0.115,0.329,79.549,3.30673333,4,0 +David Bowie,Let's Dance - 1999 Remaster,15.0,0.619,0.703,10.0,-9.414,0,0.0525,0.00388,0.205,0.163,0.709,115.043,7.61888333,4,10 +Aviv Geffen,◊û◊ß◊°◊ô◊ß◊ï,25.0,0.544,0.909,4.0,-8.654,0,0.0355,0.0502,0.0233,0.232,0.602,120.752,218760.0,4,10 +Within Temptation,Faster,59.0,0.505,0.932,6.0,-2.894,0,0.0412,0.00115,0.000195,0.135,0.486,120.008,263973.0,4,8 +Noa Kirel,◊ê◊û◊ë◊ï◊ú◊†◊°,47.0,0.79,0.768,,-6.319,1,0.135,0.132,0.00123,0.133,0.678,123.997,153871.0,4,9 +Another Now,Trojan,38.0,0.533,0.972,11.0,-5.913,0,0.254,0.00041,1.04e-05,0.336,0.117,130.071,196880.0,4,8 +ColdWorld,This Empty Life,26.0,0.17,0.816,7.0,-8.977,0,0.124,0.482,0.832,0.101,0.035,118.889,439974.0,4,8 +Necrophobic,The Infernal Depths of Eternity,28.0,0.175,0.972,2.0,-5.193,1,0.101,3.95e-06,0.638,0.131,0.16,135.044,453733.0,4,8 +Andy Sheppard Quartet,Romaria,48.0,0.38,0.054,7.0,-21.941,1,0.037,0.964,0.684,0.151,0.181,134.175,5.191333333,3,7 +Heavy Pettin,Sole Survivor,26.0,0.471,0.953,,-2.145,1,0.0628,0.059,5.19e-05,0.421,0.262,96.19,222000.0,4,10 +Michael Kiwanuka,Cold Little Heart - Radio Edit,71.0,0.629,0.58,7.0,-6.208,0,0.0278,0.357,0.000353,0.436,0.655,110.264,210300.0,4,2 +Stone Sour,30/30-150,5.0,0.512,0.919,4.0,-4.581,1,0.0894,4.03e-05,0.000629,0.0899,0.602,163.044,258067.0,4,8 +Panama,Together - il:lo Remix,41.0,0.659,0.702,9.0,-9.432,0,0.0369,0.13,0.595,0.0881,0.0947,114.017,294737.0,4,6 +Eyes Set To Kill,Find Our Way,45.0,0.578,0.826,5.0,-7.537,1,0.0405,2.16e-05,0.676,0.188,0.376,110.049,209498.0,4,8 +Repenter,Forever,21.0,0.378,0.764,11.0,-10.469,1,0.0857,0.0211,0.226,0.355,0.354,149.385,250867.0,4,10 +Taylor Swift,Delicate,77.0,0.75,0.404,9.0,-10.178,0,0.0682,0.216,0.000357,0.0911,0.0499,95.045,232253.0,4,9 +ABSOLUTE.,Sage comme une image - Good as Gold,44.0,0.792,0.873,6.0,-8.622,0,0.329,0.00402,0.000396,0.25,0.672,124.996,236165.0,4,1 +Harmonica Shah,She Used to Be Beautiful,1.0,0.574,0.756,5.0,-5.994,1,0.0292,0.0965,0.000988,0.126,0.711,99.313,279573.0,4,2 +Russell Dickerson,Blue Tacoma,18.0,0.455,0.897,9.0,-4.879,1,0.0403,0.0183,,0.174,0.728,160.139,3.53445,4,4 +M√©lonade,Hear What They Say,34.0,0.853,0.632,10.0,-7.342,1,0.143,0.119,0.0692,0.344,0.591,127.977,191275.0,4,6 +Steamhammer,Contemporary Chick Con Song - Remastered,33.0,0.448,0.605,7.0,-9.105,1,0.054,0.084,0.00656,0.1,0.52,129.345,295213.0,4,2 +PACKS,New TV,34.0,0.498,0.539,6.0,-7.679,0,0.0269,0.0612,0.166,0.11,0.42,149.89,141545.0,4,10 +Blind Lemon Jefferson,Match Box Blues,36.0,0.475,0.157,10.0,-19.063,1,0.0567,0.976,0.0348,0.0776,0.519,169.224,183066.0,4,2 +Simply Red,Stars - Live at Sydney Opera House,41.0,0.628,0.913,7.0,-7.222,1,0.0503,0.156,0.000352,0.974,0.557,105.01,4.099066667,4,9 +Manny Blu,Train,44.0,0.46,0.89,6.0,-3.162,1,0.066,0.00262,,0.0717,0.772,147.967,177320.0,4,10 +Snowy Dunes,Desert Cold,33.0,0.286,0.638,2.0,-8.931,1,0.0487,0.06,0.000779,0.363,0.405,131.796,373134.0,4,10 +Ocean Bed,Darlingside,53.0,0.601,0.799,6.0,-7.069,0,0.0357,0.0861,0.0388,0.0898,0.688,160.987,4.006,4,0 +The Rolling Stones,Out Of Control,53.0,0.742,0.56,9.0,-7.905,1,0.0424,0.325,0.0378,0.538,0.715,122.202,283840.0,4,10 +Foogiano,MOLLY (Remix) [feat. DaBaby],56.0,0.901,0.614,1.0,-6.732,0,0.263,0.0115,5.48e-06,0.108,0.266,135.504,227902.0,4,5 +Siuzanna,STYN_,33.0,0.586,0.639,9.0,-5.971,0,0.0309,0.0611,3.19e-06,0.205,0.311,133.934,219320.0,4,6 +Ghost King,Slither,27.0,0.358,0.845,8.0,-8.258,1,0.0632,0.549,0.0479,0.106,0.398,170.051,141628.0,4,10 +Tides From Nebula,Paratyphoid Fever,35.0,0.411,0.801,1.0,-7.006,1,0.0587,0.00111,0.87,0.0901,0.0723,105.051,397613.0,4,8 +Rise Against,The Violence,61.0,0.294,0.92,10.0,-2.471,0,0.0635,4.11e-05,0.000232,0.0804,0.582,184.007,228720.0,4,10 +Circe,Going Down,31.0,0.561,0.604,,-6.821,1,0.0598,0.441,1.55e-05,0.177,0.769,174.074,151978.0,4,9 +May Rio,Butter,27.0,0.682,0.601,,-6.593,1,0.0281,0.382,0.000243,0.204,0.571,128.459,120614.0,4,6 +Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,10 +Gizmo Varillas,A La Vida,35.0,0.601,0.689,11.0,-5.826,0,0.0411,0.255,0.00469,0.226,0.852,89.982,185227.0,4,6 +Arrival Of Autumn,Witness,34.0,0.492,0.98,8.0,-4.507,1,0.102,0.000242,0.0519,0.589,0.372,135.003,231840.0,4,8 +"Pankaj Udhas, Sadhana Sargam",Na Kajare Ki Dhar (With Jhankar Beats),39.0,0.63,0.781,5.0,-10.534,0,0.0476,0.629,1.84e-05,0.232,0.772,145.436,5.377116667,4,3 +Fenne Lily,Alapathy,37.0,0.554,0.911,8.0,-6.282,1,0.0292,0.482,0.542,0.0668,0.968,157.621,194973.0,4,6 +L≈™N,demolition (Ruined by Glass Petals),57.0,0.773,0.843,8.0,-5.733,1,0.0516,0.0074,0.428,0.0696,0.399,125.02,226440.0,4,10 +Black Paisley,Save the Best,27.0,0.432,0.777,10.0,-6.229,0,0.0354,2.38e-05,,0.319,0.413,145.011,233468.0,4,8 +T-Bone Walker,T-Bone Blues,47.0,0.541,0.283,,-13.659,1,0.0527,0.805,0.0367,0.0736,0.564,76.828,228627.0,4,2 +Nati Levi,◊ê◊ó ◊ô◊ê ◊¢◊ô◊ï◊†◊ô,16.0,0.555,0.459,9.0,-15.192,1,0.0362,0.614,3.73e-06,0.0844,0.694,156.796,227533.0,4,9 +Atreyu,Warrior (feat. Travis Barker),66.0,0.528,0.908,1.0,-4.243,0,0.0913,0.0485,0.000581,0.239,0.296,154.958,165891.0,4,10 +Giveon,Heartbreak Anniversary,82.0,0.443,0.459,,-8.955,1,0.074,0.546,1.05e-06,0.307,0.565,87.064,198371.0,5,9 +St. Vincent,Masseduction,53.0,0.696,0.598,2.0,-7.917,1,0.0922,0.00232,0.00115,0.119,0.438,114.989,197427.0,4,6 +Faye Adams,Hurts Me To My Heart,33.0,0.554,0.429,8.0,-9.055,1,0.042,0.522,,0.17,0.821,82.752,180200.0,4,2 +Tom Petty,Yer So Bad,55.0,0.569,0.55,7.0,-12.859,1,0.0275,0.00771,,0.179,0.746,90.454,185667.0,4,10 +Circa Waves,Lemonade,57.0,0.789,0.692,2.0,-4.733,1,0.0295,0.0326,0.00548,0.157,0.705,103.975,220107.0,4,6 +Phani Narayana,Bantureethi Koluvu - Instrumental,14.0,0.364,0.632,8.0,-9.131,1,0.0831,0.0169,1.06e-06,0.172,0.607,88.045,261627.0,4,6 +Toosii,rich nigga (feat. Key Glock),57.0,0.805,0.767,1.0,-4.914,0,0.305,0.222,,0.136,0.774,160.068,162181.0,4,5 +Trisha Yearwood,Georgia Rain,48.0,0.518,0.438,10.0,-5.716,1,0.0234,0.605,7.77e-05,0.19,0.144,99.176,5.189333333,4,4 +Backstreet Boys,It's True,42.0,0.549,0.41,11.0,-7.915,1,0.0239,0.0247,,0.125,0.203,80.98,4.218216667,4,9 +Pearl Jam,Immortality - Remastered,56.0,0.633,0.543,2.0,-9.142,1,0.0296,0.0798,0.00671,0.0964,0.118,129.089,318067.0,4,10 +Rah Digga,Tight,34.0,0.757,0.819,7.0,-5.687,1,0.35,0.0525,,0.207,0.776,94.169,194267.0,4,5 +22Gz,Twirlanta,66.0,0.803,0.738,,-4.946,1,0.294,0.528,,0.112,0.323,139.948,178407.0,4,5 +Egypt Central,Hunted,47.0,0.355,0.942,5.0,-3.374,0,0.108,9.87e-05,0.00948,0.33,0.397,195.022,173399.0,3,10 +Murmur,Fragile,19.0,0.453,0.813,5.0,-4.212,1,0.0324,8.07e-05,0.0118,0.681,0.974,92.782,189459.0,4,10 +James Bay,Wild Love - Acoustic,65.0,0.519,0.407,11.0,-7.682,0,0.0384,0.844,,0.101,0.515,139.954,3.15245,4,0 +King Princess,PAIN,57.0,0.584,0.857,6.0,-5.236,1,0.0699,0.00547,0.000463,0.13,0.544,103.517,218200.0,4,6 +Dream Theater,On the Backs of Angels,43.0,0.533,0.942,9.0,-6.25,0,0.0749,0.00354,0.102,0.0644,0.269,137.981,522520.0,4,10 +Richie Kotzen,The Damned,39.0,0.479,0.939,11.0,-3.826,0,0.059,0.0417,3.66e-06,0.323,0.547,93.047,279086.0,4,2 +"Matt Hartke, Maggie Peake",Gold,52.0,0.641,0.415,10.0,-8.212,1,0.0294,0.69,,0.0977,0.34,128.091,4.28125,4,0 +grandson,Dirty,64.0,0.536,0.845,2.0,-5.765,1,0.0615,0.0033,,0.0465,0.6,159.953,208296.0,4,1 +Tincho,Good At It,20.0,0.464,0.729,6.0,-9.655,1,0.029,0.0611,0.407,0.162,0.835,159.902,205720.0,4,10 +Jonathan Terrell,Love Can Find You Anywhere,39.0,0.65,0.611,7.0,-7.619,1,0.0227,0.527,0.00418,0.0796,0.717,95.059,219183.0,4,1 +shame,Nigel Hitter,44.0,0.585,0.8,11.0,-5.926,0,0.0727,0.000195,3.45e-05,0.118,0.798,130.105,204307.0,4,6 +Lady Gaga,Stupid Love,77.0,0.68,0.825,8.0,-4.296,1,0.0702,0.00173,0.000122,0.27,0.784,117.987,193533.0,4,9 +Mastodon,Just Got Paid,32.0,0.436,0.951,9.0,-4.332,1,0.0561,0.00123,0.00354,0.509,0.612,95.999,213813.0,4,8 +The Beatles,Hey Jude - Remastered 2015,75.0,0.386,0.607,10.0,-7.7,1,0.0261,0.0112,1.38e-05,0.088,0.532,147.207,425653.0,4,10 +Demi Lovato,Met Him Last Night (feat. Ariana Grande),82.0,0.538,0.512,4.0,-4.548,0,0.0262,0.22,,0.101,0.12,144.978,204632.0,4,9 +Lil Baby,On Me,,0.856,0.564,6.0,-6.295,0,0.392,0.00327,,0.134,0.483,77.972,135960.0,4,5 +Cory Marks,Outlaws & Outsiders,59.0,0.5,0.866,9.0,-4.338,1,0.0443,0.0575,,0.129,0.629,176.189,197235.0,4,10 +"Claude Debussy, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd","Rêverie, L. 68",52.0,0.135,0.0428,5.0,-26.085,1,0.0483,0.988,0.924,0.134,0.0394,63.831,4.0,4,7 +Acollective,Circles,34.0,0.516,0.513,10.0,-11.12,0,0.0298,0.512,0.289,0.117,0.48,173.047,193294.0,4,6 +Acqua Fragile,Mass-Media Stars,20.0,0.385,0.94,11.0,-3.832,0,0.0725,0.475,0.00651,0.102,0.798,161.022,413893.0,3,10 +John Boutt√©,Accentuate The Positive,22.0,0.828,0.376,8.0,-10.096,1,0.103,0.825,3.78e-06,0.111,0.698,120.082,144800.0,4,2 +Cellar Darling,DANCE,36.0,0.332,0.715,2.0,-7.809,0,0.0429,0.0272,0.297,0.125,0.111,138.768,648692.0,4,8 +Dan + Shay,From the Ground Up,66.0,0.281,0.58,9.0,-5.967,1,0.0323,0.333,,0.122,0.282,151.568,4.232216667,3,4 +Cobi,Prophet Story,40.0,0.576,0.478,10.0,-4.028,1,0.027,0.724,,0.127,0.241,95.864,218992.0,4,2 +Ana Egge,Cocaine Cowboys,17.0,0.561,0.209,1.0,-10.966,1,0.0347,0.893,9.15e-05,0.132,0.394,79.587,235000.0,4,1 +Aaron Smith,Unconditional,56.0,0.438,0.309,8.0,-9.022,0,0.0565,0.886,1.78e-06,0.21,0.314,137.705,203000.0,4,9 +Jeff Beck,Roy's Toy,21.0,0.716,0.895,5.0,-5.419,1,0.0932,0.0266,0.753,0.0992,0.577,99.96,215040.0,4,2 +"Ryan Montbleau, Tall Heights",Fast Car (feat. Tall Heights),61.0,0.577,0.17,9.0,-12.979,1,0.0462,0.865,,0.133,0.36,174.192,4.54945,4,0 +Roy Orbison,"Oh, Pretty Woman",74.0,0.619,0.603,9.0,-9.481,1,0.0342,0.712,,0.0721,0.958,127.433,178933.0,4,10 +Shlomo Artzi,◊ê◊ï◊û◊®◊ô◊ù ◊ô◊©◊†◊î ◊ê◊®◊•,27.0,0.464,0.67,5.0,-8.048,0,0.062,0.71,,0.0971,0.685,93.186,175907.0,4,10 +Falling In Reverse,Popular Monster,77.0,0.461,0.897,3.0,-3.982,0,0.092,0.00821,,0.0965,0.358,165.107,220537.0,4,10 +The Black Crowes,Sting Me,42.0,0.55,0.975,,-3.774,1,0.0656,0.00563,,0.122,0.56,129.296,280133.0,4,10 +The Futureheads,Hounds of Love,56.0,0.36,0.895,9.0,-3.795,1,0.117,0.0329,1.18e-06,0.06,0.424,168.214,182680.0,4,6 +"Wade In The Water (Feat. The War and Treaty, with The Blind Boys of Alabama)","Matt Rollings, The War and Treaty, The Blind Boys Of Alabama",25.0,0.358,0.383,5.0,-8.329,0,0.0479,0.821,,0.109,0.52,202.794,3.1617,4,0 +Jesse Roper,Horizons,32.0,0.524,0.73,5.0,-4.479,0,0.0767,0.624,0.000117,0.389,0.654,109.533,157693.0,4,2 +Yuval Dayan,◊ú◊§◊™◊ï◊ó ◊ê◊™ ◊î◊ú◊ë,31.0,0.71,0.605,,-9.045,0,0.0317,0.281,0.00043,0.162,0.422,105.955,220955.0,4,9 +I Prevail,Every Time You Leave (Feat. Delaney Jane),52.0,0.473,0.749,1.0,-5.047,0,0.0277,0.000466,5.5e-06,0.0883,0.172,150.021,216627.0,4,10 +Green Lung,Let the Devil In,36.0,0.361,0.8,5.0,-5.253,1,0.0446,2.2e-05,0.00859,0.0835,0.436,141.907,300227.0,4,10 +Brian Casey,Oh Now,37.0,0.452,0.207,7.0,-13.043,1,0.0299,0.906,0.283,0.208,0.347,174.427,152076.0,4,2 +New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,9 +Two Feet,I Feel Like I'm Drowning,76.0,0.717,0.577,8.0,-5.436,1,0.0491,0.708,0.00428,0.0899,0.235,104.927,185520.0,3,10 +Shadow and Light,Viraha,15.0,0.554,0.706,11.0,-11.458,0,0.0318,0.549,0.0199,0.12,0.377,114.961,4.730433333,4,0 +Ronnie Hawkins,Honey Don't,26.0,0.511,0.762,6.0,-8.66,1,0.0684,0.367,4.37e-05,0.183,0.7,169.121,144680.0,3,10 +HOKO,Big Mistake,41.0,0.572,0.697,7.0,-6.352,1,0.269,0.00083,0.0307,0.0752,0.446,183.82,152413.0,4,10 +Jefferson Airplane,"White Rabbit - Live at The Woodstock Music & Art Fair, August 17, 1969",34.0,0.415,0.633,11.0,-10.748,0,0.0324,0.353,1.59e-05,0.669,0.45,109.545,147227.0,4,10 +Vicky Psarakis,Eyes Of The World,38.0,0.451,0.926,6.0,-6.604,0,0.0576,0.00114,,0.2,0.491,111.007,232373.0,4,8 +Skid Row,Monkey Business,54.0,0.498,0.901,6.0,-6.724,0,0.0511,0.00102,0.000729,0.104,0.572,96.916,258267.0,4,8 +Tomer Yeshayahu,◊†◊ò◊ú◊ô,33.0,0.711,0.505,3.0,-11.035,1,0.0291,0.61,0.00132,0.101,0.605,125.961,208944.0,3,6 +Sevendust,Denial,54.0,0.602,0.907,1.0,-5.587,1,0.0522,2.62e-05,0.00333,0.222,0.461,104.348,258427.0,4,8 +Friendship Commanders,Stonechild,24.0,0.293,0.667,9.0,-5.707,1,0.0692,1.12e-05,0.0306,0.111,0.306,117.921,249592.0,4,10 +The Verve,Slide Away - 2016 Remastered,41.0,0.306,0.635,2.0,-7.566,1,0.032,0.017,0.323,0.0769,0.221,150.1,243453.0,4,6 +The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,6 +Backstreet Boys,All I Have to Give,50.0,0.731,0.574,1.0,-7.114,1,0.029,0.0644,,0.0675,0.392,95.995,4.60955,4,9 +Andrew Gold,Thank You for Being a Friend,41.0,0.695,0.568,3.0,-13.572,1,0.0294,0.166,,0.125,0.786,111.887,280760.0,4,10 +Pickwick,Hacienda Motel,46.0,0.575,0.754,11.0,-5.998,1,0.0244,0.0994,0.000836,0.0726,0.698,93.459,229510.0,4,9 +Fr√†n√ßois & The Atlas Mountains,Tourne Autour,33.0,0.838,0.438,1.0,-9.576,1,0.232,0.67,0.126,0.129,0.86,159.932,158320.0,4,6 +"Tyler, The Creator",Yonkers,60.0,0.712,0.759,11.0,-5.397,1,0.334,0.0161,0.0808,0.217,0.738,79.102,249333.0,4,9 +With Confidence,Cult,49.0,0.556,0.697,7.0,-5.959,1,0.0407,0.000128,1.15e-05,0.531,0.165,106.071,193794.0,4,10 +Blackout Problems,MURDERER,11.0,0.419,0.622,11.0,-6.239,1,0.0867,0.00048,,0.311,0.217,120.117,268155.0,4,10 +Bumpin Uglies,Florida Showers,46.0,0.674,0.574,6.0,-9.087,1,0.051,0.324,8.9e-05,0.161,0.498,146.925,245313.0,4,10 +Rob Scallon,Gateways,30.0,0.552,0.938,7.0,-5.248,1,0.0746,2.98e-06,0.717,0.0658,0.287,92.53,188021.0,4,8 +Gal Adam,◊ê◊ô◊ü ◊ê◊ï◊™◊ô ◊ô◊ï◊™◊®,52.0,0.665,0.414,11.0,-8.336,0,0.0414,0.87,,0.0723,0.614,88.104,169809.0,4,9 +Rita Dove,Parsley,12.0,0.732,0.15,4.0,-17.737,1,0.92,0.445,,0.371,0.256,70.341,254267.0,4,5 +Elvis Presley,All Shook Up,58.0,0.624,0.468,10.0,-12.162,1,0.132,0.881,6.35e-06,0.144,0.952,74.139,1.95133333,4,10 +Billie Joe Armstrong,That Thing You Do!,40.0,0.457,0.942,2.0,-4.173,1,0.0662,0.000333,,0.153,0.595,134.998,168600.0,4,10 +Detroit Blues Band,Missing You,12.0,0.515,0.308,,-14.711,1,0.0312,0.907,0.0213,0.3,0.501,172.472,298093.0,3,2 +Mohammed Rafi,All Line Clear,4.0,0.525,0.395,6.0,-9.291,1,0.0771,0.679,0.00125,0.227,0.889,124.537,3.398883333,4,3 +Eno ‚Ä¢ Hyde,Daddy's Car,38.0,0.625,0.916,9.0,-5.861,1,0.0793,0.0368,0.0253,0.125,0.771,120.027,290144.0,4,1 +Truckfighters,Desert Cruiser,51.0,0.198,0.756,1.0,-7.04,1,0.0518,0.00229,0.715,0.16,0.246,121.924,449947.0,4,10 +Henrik Freischlader,Openness,37.0,0.454,0.891,2.0,-5.101,1,0.0621,0.00229,0.0135,0.468,0.752,169.869,266466.0,4,10 +The Bluetones,Marblehead Johnson,38.0,0.368,0.897,2.0,-5.243,1,0.0542,0.00186,,0.243,0.357,128.538,201813.0,4,6 +Machine Gun Kelly,drunk face,74.0,0.691,0.77,7.0,-4.578,0,0.0367,0.0282,,0.497,0.344,90.024,143901.0,4,10 +Enslaved,Storm Son,35.0,0.2,0.968,1.0,-6.191,1,0.14,0.000734,0.548,0.0593,0.174,164.978,654427.0,1,8 +Maybird,Gonna Lose Your Mind,30.0,0.58,0.709,9.0,-6.312,1,0.0302,1.82e-05,0.78,0.178,0.728,120.002,216392.0,4,1 +EllMatic,Before It's Over,36.0,0.824,0.348,11.0,-11.937,0,0.462,0.28,,0.0986,0.897,90.978,190549.0,4,5 +Maximo Park,Our Velocity,53.0,0.535,0.92,7.0,-4.39,0,0.0535,0.031,1.43e-05,0.0493,0.587,95.987,200387.0,4,1 +Shlomo Artzi,◊õ◊ú ◊û◊î ◊©◊™◊®◊¶◊î,35.0,0.483,0.437,2.0,-9.385,0,0.0449,0.853,,0.104,0.537,79.478,209500.0,4,10 +Shlomi Shabat,Aba,34.0,0.552,0.415,10.0,-8.651,0,0.0269,0.34,,0.148,0.326,135.966,241533.0,4,9 +Men At Work,Who Can It Be Now?,67.0,0.805,0.479,4.0,-14.734,1,0.0436,0.0627,0.000143,0.104,0.962,128.411,201293.0,4,10 +Barely Civil,Box for My Organs,12.0,0.199,0.948,10.0,-5.012,0,0.0511,0.000397,0.744,0.128,0.253,163.499,220316.0,4,10 +Gregory Alan Isakov,San Luis,68.0,0.567,0.434,7.0,-12.755,0,0.0349,0.86,0.257,0.115,0.254,82.459,272347.0,4,9 +Lucinda Williams,You Can't Rule Me,45.0,0.379,0.83,2.0,-5.351,0,0.0474,0.00198,0.000941,0.171,0.46,134.037,241433.0,4,10 +Tonic,If You Could Only See,65.0,0.433,0.946,10.0,-5.138,0,0.0398,0.00264,,0.198,0.578,95.169,261520.0,4,10 +Perfume Genius,Jason,52.0,0.34,0.324,1.0,-7.6,1,0.0344,0.345,1.64e-05,0.0847,0.344,145.822,185827.0,4,6 +Egg Drop Soup,Hard to Hold On,25.0,0.676,0.515,11.0,-7.987,0,0.0278,0.135,0.000248,0.123,0.624,108.008,232513.0,4,1 +COLISION,Knees,10.0,0.43,0.637,1.0,-8.777,1,0.0317,1.73e-05,0.821,0.348,0.269,79.989,188440.0,4,10 +Arch Echo,Stella,29.0,0.425,0.971,5.0,-4.978,1,0.137,0.00715,0.0122,0.0866,0.445,164.059,327680.0,4,8 +Foxing,Go Down Together,52.0,0.736,0.454,8.0,-9.339,1,0.0266,0.0746,0.121,0.339,0.396,113.994,195707.0,4,1 +Aviv Geffen,◊¢◊ù ◊î◊ñ◊û◊ü,20.0,0.377,0.477,9.0,-8.095,0,0.0303,0.831,4.79e-05,0.108,0.234,117.667,226440.0,3,10 +Rod Stewart,In a Broken Dream,41.0,0.272,0.568,2.0,-10.408,0,0.0345,0.483,0.0897,0.404,0.38,149.825,326027.0,4,10 +Lush,Thoughtforms - 2nd Version,40.0,0.363,0.872,11.0,-9.103,0,0.048,0.0743,0.929,0.231,0.238,105.06,167000.0,4,10 +Jimmy Eat World,For Me This Is Heaven,42.0,0.603,0.895,1.0,-6.488,1,0.0326,0.0221,0.0047,0.0857,0.508,121.01,246560.0,3,10 +In Tua Nua,Seven Into The Sea,6.0,0.477,0.615,11.0,-14.173,0,0.0549,0.00369,0.239,0.519,0.393,130.716,342573.0,4,6 +Earl Hooker,Blue Guitar,36.0,0.515,0.325,9.0,-13.498,0,0.0305,0.763,0.912,0.122,0.553,68.804,161480.0,4,2 +Born Ruffians,Fade To Black,31.0,0.466,0.86,2.0,-3.907,1,0.0432,0.000679,0.419,0.103,0.442,92.557,242623.0,4,6 +Rajhesh Vaidhya,Thillana - Dhanashree - Adi,22.0,0.494,0.702,2.0,-7.064,0,0.033,0.584,0.951,0.0735,0.886,100.455,215827.0,4,6 +Alice In Chains,Them Bones,67.0,0.159,0.946,9.0,-5.756,1,0.0629,0.0235,8.06e-06,0.387,0.309,165.014,149467.0,1,8 +Louis Jordan & His Tympany Five,What's The Use Of Getting Sober (When You're Gonna Get Drunk Again),12.0,0.641,0.108,,-15.302,1,0.156,0.809,6.04e-06,0.173,0.339,86.839,169440.0,4,2 +Citizen Cope,Something to Believe In,50.0,0.659,0.882,5.0,-7.039,1,0.0527,0.0462,0.0115,0.0919,0.881,156.099,221840.0,4,10 +VEXED,Hideous,38.0,0.34,0.983,6.0,-3.152,0,0.222,0.000816,3.49e-06,0.667,0.0921,159.996,254000.0,3,8 +Ghost,Ritual,54.0,0.67,0.864,,-5.2,0,0.0526,0.0901,2.58e-05,0.119,0.732,132.01,268747.0,4,8 +Don Henley,The Boys Of Summer,77.0,0.516,0.549,6.0,-13.741,1,0.0373,0.501,0.00572,0.184,0.907,176.941,288733.0,4,10 +Ashnikko,Slumber Party (feat. Princess Nokia),86.0,0.964,0.398,11.0,-8.981,0,0.0795,0.00151,3.95e-05,0.101,0.563,105.012,178405.0,4,10 +Kayzo,Night Terror (feat. Of Mice & Men),47.0,0.657,0.744,7.0,-5.193,1,0.0341,0.00225,0.0433,0.362,0.241,90.026,204611.0,4,10 +Susan Tedeschi,It Hurt So Bad,38.0,0.354,0.518,9.0,-6.122,1,0.0949,0.68,3.46e-05,0.685,0.528,207.934,361480.0,3,2 +Nubiyan Twist,Figure Numatic,50.0,0.76,0.675,5.0,-6.276,1,0.0745,0.189,0.0203,0.109,0.417,97.021,370611.0,4,5 +Eviatar Banai,◊ú◊ô◊ú◊î ◊õ◊ô◊ï◊ù ◊ô◊ê◊ô◊®,39.0,0.555,0.553,5.0,-6.627,1,0.0265,0.406,8.08e-06,0.0969,0.37,120.069,204440.0,4,10 +Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,6 +Led Zeppelin,Dazed and Confused - 1990 Remaster,62.0,0.271,0.553,2.0,-9.526,1,0.0472,0.044,0.0096,0.0999,0.433,86.762,386373.0,3,10 +Ron Gallo,A PLATE IN MY HONOR,30.0,0.763,0.673,5.0,-7.383,0,0.0578,0.241,2.14e-06,0.471,0.63,133.075,145162.0,4,6 +Harry Styles,Sign of the Times,82.0,0.516,0.595,5.0,-4.63,1,0.0313,0.0275,,0.109,0.222,119.972,340707.0,4,10 +Deathbeds AU,Gods Way is my Way,34.0,0.366,0.985,,-3.681,0,0.234,0.00363,2.3e-05,0.21,0.0803,160.117,246500.0,4,8 +Abhi The Nomad,Tom Cruise,41.0,0.933,0.611,,-5.905,1,0.208,0.208,9.8e-06,0.102,0.583,122.097,153443.0,4,5 +REO Speedwagon,Don't Let Him Go,47.0,0.497,0.961,7.0,-5.774,1,0.0691,0.246,0.00125,0.129,0.675,105.593,3.75178333,4,10 +Vern Gosdin,I Can Tell By the Way You Dance,43.0,0.755,0.593,4.0,-11.093,1,0.0295,0.0972,,0.13,0.919,109.812,2.69155,4,4 +Taylor Swift,Mr. Perfectly Fine (Taylor‚Äôs Version) (From The Vault),53.0,0.66,0.817,11.0,-6.269,0,0.0521,0.162,,0.0667,0.714,135.942,277592.0,4,9 +Happy Mondays,24 Hour Party People,32.0,0.616,0.902,2.0,-6.475,1,0.0482,0.000267,0.000718,0.106,0.745,126.791,280387.0,4,1 +Jade Bird,Black Star,44.0,0.391,0.302,9.0,-7.551,1,0.0302,0.695,,0.203,0.324,166.555,190736.0,4,6 +Neil Young,Heart of Gold - 2009 Remaster,73.0,0.541,0.459,4.0,-10.433,0,0.0297,0.189,0.0274,0.099,0.803,171.165,187013.0,4,10 +starRo,Ceiling,34.0,0.646,0.462,9.0,-9.965,1,0.0298,0.112,0.792,0.116,0.661,103.987,211038.0,4,6 +Junior Wells,Hoodoo Man Blues,33.0,0.708,0.324,2.0,-13.247,1,0.332,0.442,0.000147,0.149,0.638,103.924,126933.0,4,2 +Peace,Lost on Me,35.0,0.611,0.931,9.0,-5.043,1,0.0921,0.00966,0.000125,0.593,0.9,122.0,224253.0,4,6 +D.Y.T,torico,29.0,0.804,0.615,8.0,-6.129,1,0.0702,0.0921,,0.0421,0.647,91.967,191349.0,4,9 +Farhot,Feel Ugly,34.0,0.565,0.645,10.0,-7.627,0,0.117,0.588,1.55e-06,0.121,0.554,62.316,308040.0,4,1 +Shalom Hanoch,◊ê◊í◊ì◊™ ◊ì◊©◊ê,22.0,0.423,0.312,1.0,-11.104,0,0.0368,0.865,3.73e-06,0.957,0.292,123.132,337653.0,4,10 +Love and Rockets,Holiday on the Moon,46.0,0.334,0.636,2.0,-9.263,1,0.0288,4.17e-06,0.51,0.159,0.208,165.434,365707.0,4,10 +Berry Galazka,Man Can't Hang - With GIRLI & Suzi Wu,36.0,0.722,0.77,5.0,-4.817,0,0.068,0.422,4.96e-05,0.273,0.62,135.109,205983.0,4,10 +Van Halen,Hot for Teacher - 2015 Remaster,69.0,0.552,0.947,2.0,-4.671,1,0.15,0.000652,0.00025,0.0637,0.465,127.631,282747.0,4,8 +Shocking Blue,Venus,66.0,0.691,0.762,11.0,-6.47,0,0.0367,0.462,0.0286,0.0804,0.957,128.111,187533.0,4,10 +Barracuda Sound,Rosa,38.0,0.55,0.0874,2.0,-20.571,0,0.0747,0.953,0.88,0.0988,0.255,97.052,1.709516667,4,7 +Scott Walker,Cossacks Are,32.0,0.422,0.587,4.0,-9.655,0,0.0993,0.0529,0.00366,0.0958,0.0961,140.852,272067.0,4,10 +Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,10 +The First Day,Villagers,50.0,0.485,0.669,10.0,-4.95,1,0.0336,0.0802,7.74e-05,0.422,0.486,134.008,4.174666667,4,0 +Band Of Skulls,Love Is All You Love,35.0,0.511,0.697,4.0,-6.257,1,0.0278,0.000109,0.000104,0.0677,0.832,79.994,202813.0,4,10 +Avihu Pinchasov Rhythm Club,◊¢◊ï◊ú◊î ◊ú◊ê◊ï◊ï◊ô◊®,32.0,0.638,0.974,9.0,-3.668,1,0.0875,0.0289,0.00762,0.316,0.773,123.0,219373.0,4,10 +New Model Army,The Hunt - 2005 Remaster,32.0,0.476,0.943,5.0,-7.726,1,0.0845,0.00547,0.0579,0.123,0.542,169.854,252200.0,4,10 +Sugarcult,Bouncing Off The Walls,55.0,0.477,0.917,6.0,-4.692,1,0.0547,0.00295,,0.268,0.71,150.974,141293.0,4,10 +Larkin Poe,She's A Self Made Man,48.0,0.279,0.723,6.0,-5.322,1,0.0472,0.0134,,0.201,0.455,138.174,181625.0,4,2 +The Black Keys,Poor Boy a Long Way From Home,66.0,0.404,0.924,11.0,-5.387,0,0.0701,0.00123,0.748,0.442,0.417,93.418,248511.0,4,10 +Motel Marys,Designated Driver,26.0,0.324,0.832,2.0,-5.95,1,0.0765,7.05e-05,0.0141,0.281,0.372,130.044,155846.0,4,10 +Annie Lennox,"Sisters Are Doin' It for Themselves - Live at Live 8, Hyde Park, London, 2nd July 2005",14.0,0.449,0.813,5.0,-7.167,0,0.0681,0.0479,,0.941,0.463,119.924,4.441016667,4,9 +Headie One,Siberia (feat. Burna Boy),63.0,0.873,0.6,7.0,-7.178,1,0.192,0.623,,0.0701,0.705,124.01,173493.0,4,5 +Yehudit Ravitz,◊ú◊ß◊ó◊™ ◊ê◊™ ◊ô◊ì◊ô ◊ë◊ô◊ì◊ö,37.0,0.577,0.447,2.0,-16.187,0,0.0412,0.424,0.00065,0.0837,0.675,84.476,212827.0,4,9 +Motorama,Pole Star,44.0,0.509,0.912,6.0,-6.52,1,0.0308,0.326,0.607,0.0527,0.854,167.939,191161.0,4,6 +Simple Minds,Changeling,37.0,0.521,0.818,9.0,-11.535,1,0.0533,0.0686,0.0264,0.327,0.59,114.49,253267.0,4,1 +Cyrus Chestnut,Darn That Dream,46.0,0.418,0.0872,7.0,-24.547,1,0.0354,0.92,0.898,0.108,0.14,148.264,5.09275,3,7 +Fiddlehead,Million Times,41.0,0.515,0.958,2.0,-5.33,1,0.0339,0.000741,0.000554,0.143,0.694,135.006,165143.0,4,10 +Madonna,Hung Up - Live,39.0,0.556,0.825,9.0,-5.79,0,0.0473,0.00383,0.0828,0.922,0.28,125.001,9.835333333,4,9 +Zivert,Life,60.0,0.67,0.703,11.0,-6.313,0,0.214,0.2,,0.0803,0.434,120.008,188000.0,4,9 +Reefer Tym,Carry Go,38.0,0.666,0.778,5.0,-3.835,0,0.0581,0.266,0.307,0.0803,0.873,196.052,158015.0,4,9 +The Sugarhill Gang,8th Wonder,30.0,0.866,0.909,1.0,-9.575,1,0.212,0.288,,0.118,0.652,106.534,446533.0,4,5 +Kanye West,Flashing Lights,78.0,0.639,0.628,6.0,-7.578,0,0.0399,0.0381,,0.386,0.43,90.482,237507.0,4,9 +"Asha Bhosle, Mohammed Rafi",Gora Rang Chunariya Kali,1.0,0.299,0.867,6.0,-8.981,1,0.329,0.863,2.62e-05,0.197,0.881,165.444,5.72,4,3 +L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,10 +Andr√©s Calamaro,Roc√≠o,22.0,0.639,0.413,4.0,-10.25,0,0.0382,0.467,,0.227,0.22,111.941,203627.0,4,9 +Geeta Dutt,Chale Aao Chale Aao,13.0,0.391,0.111,3.0,-16.743,1,0.0404,0.973,,0.153,0.362,139.327,1.71705,3,3 +Xavier Rudd,Follow The Sun,71.0,0.611,0.394,,-10.757,1,0.0416,0.534,4.68e-05,0.108,0.202,123.941,256267.0,4,10 +Omar Coleman,Strange Times,35.0,0.516,0.55,6.0,-7.304,1,0.0387,0.315,0.0469,0.261,0.719,178.42,261990.0,4,2 +The Subways,Rock & Roll Queen,61.0,0.395,0.764,10.0,-6.258,0,0.0419,0.000316,0.00131,0.111,0.325,141.423,169947.0,4,6 +The Kid LAROI,WITHOUT YOU (with Miley Cyrus),86.0,0.655,0.469,,-6.257,1,0.0292,0.173,,0.0956,0.467,92.56,161385.0,4,10 +The Raconteurs,Level,48.0,0.519,0.666,1.0,-9.732,1,0.0645,0.101,0.346,0.118,0.274,146.467,141160.0,4,10 +Brandy Clark,Like Mine,32.0,0.514,0.428,6.0,-8.409,1,0.0485,0.101,0.0404,0.0992,0.125,105.913,206840.0,4,1 +W.A.S.P.,Chainsaw Charlie(Murders In The New Morgue),43.0,0.232,0.961,5.0,-7.454,0,0.161,3.53e-05,0.158,0.157,0.297,154.418,523347.0,4,8 +Free Party,Distant,44.0,0.734,0.845,4.0,-5.64,0,0.225,0.452,,0.14,0.809,73.205,175563.0,4,5 +U.P. Wilson,Shakin' Dem Bones,29.0,0.501,0.645,,-10.914,1,0.0866,0.575,0.00663,0.0828,0.684,157.296,227067.0,4,2 +Brad Mehldau,Ron's Place,41.0,0.491,0.101,9.0,-22.313,1,0.0391,0.887,0.877,0.114,0.363,96.211,6.511783333,3,7 +Tyler Ramsey,A Dream Of Home,37.0,0.662,0.761,7.0,-6.598,1,0.0251,0.0705,0.0287,0.162,0.414,106.692,362493.0,4,1 +Dead Heat,World At War,28.0,0.27,0.952,1.0,-3.642,0,0.0885,6.51e-05,0.00206,0.2,0.54,89.766,199134.0,4,8 +Yola,Rock Me Gently,34.0,0.512,0.459,7.0,-5.632,1,0.0266,0.468,1.13e-06,0.138,0.435,146.93,210283.0,4,1 +Nirvana,Come As You Are,78.0,0.5,0.824,4.0,-5.846,0,0.0388,0.00016,0.00161,0.0916,0.539,120.125,218920.0,4,10 +With Confidence,Big Cat Judgement Day,56.0,0.538,0.802,1.0,-5.865,1,0.0412,0.00109,,0.0993,0.735,96.004,151407.0,4,1 +Savannah Pope,He Sees Me,16.0,0.481,0.455,7.0,-7.471,0,0.0315,0.0199,0.0881,0.104,0.333,128.013,311664.0,4,10 +K.Flay,Giver,58.0,0.493,0.606,5.0,-4.437,0,0.0401,0.0042,0.0104,0.0679,0.573,175.896,214147.0,4,1 +Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,6 +MSTRKRFT,Heartbreaker,41.0,0.551,0.858,,-4.882,0,0.0981,0.0621,0.000102,0.354,0.422,128.05,194013.0,4,1 +MINOE,Burden,20.0,0.79,0.628,,-9.17,1,0.116,0.0568,,0.225,0.171,91.967,166957.0,4,9 +Catching Flies,GLY,51.0,0.669,0.563,5.0,-10.437,0,0.0357,0.25,0.917,0.142,0.394,119.974,220623.0,4,6 +Bruce Dickinson,Tattooed Millionaire - 2001 Remastered Version,40.0,0.53,0.898,4.0,-7.516,1,0.039,0.00165,,0.3,0.77,130.251,267840.0,4,8 +Deno,Drizzy,58.0,0.86,0.713,4.0,-6.008,0,0.054,0.168,,0.391,0.605,142.022,155153.0,4,5 +Céline Dion,The Power Of Love - Live à Paris,31.0,0.487,0.678,7.0,-8.058,1,0.0334,0.167,1.14e-05,0.687,0.355,140.175,4.757783333,4,9 +Abigor,Scars In The Landscape Of God,24.0,0.133,0.996,,-6.82,1,0.128,0.000402,0.899,0.367,0.0307,92.627,373907.0,4,8 +Udit Narayan,Jaadu Teri Nazar,48.0,0.604,0.689,6.0,-13.12,0,0.0459,0.401,4.45e-05,0.104,0.673,87.838,4.665166667,4,3 +Iamdoechii,Yucky Blucky Fruitcake,77.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,275520.0,4,9 +The Blue Stones,Shakin' Off The Rust,58.0,0.585,0.8,7.0,-6.094,1,0.035,0.0017,4.96e-06,0.0981,0.368,110.971,222936.0,4,10 +The La's,There She Goes,68.0,0.533,0.761,7.0,-10.632,1,0.0298,0.013,0.829,0.207,0.917,122.777,162187.0,4,6 +Creed,With Arms Wide Open,2.0,0.415,0.533,,-8.445,1,0.0308,0.0037,0.000732,0.176,0.126,138.929,278440.0,4,10 +Goodbye June,Oh No,55.0,0.258,0.978,8.0,-4.208,1,0.172,0.000519,0.000363,0.218,0.28,132.862,221470.0,4,2 +Creed,Higher,,0.457,0.817,2.0,-6.364,1,0.0356,5.23e-05,0.000204,0.159,0.444,155.84,326293.0,4,10 +Eclipse,Saturday Night (Hallelujah),,0.596,0.951,9.0,-6.398,1,0.0545,0.00155,,0.0353,0.649,129.967,196550.0,4,10 +Thornetta Davis,Cry,24.0,0.575,0.607,,-8.295,1,0.0238,0.303,1.45e-05,0.093,0.748,102.105,251600.0,4,2 +Shining,The Last Stand,21.0,0.412,0.987,1.0,-2.974,0,0.127,1.67e-05,0.00661,0.204,0.239,134.965,257107.0,4,8 +Deathstars,Blitzkrieg,42.0,0.491,0.949,8.0,-4.428,1,0.0853,0.000191,0.00262,0.109,0.316,139.988,246160.0,4,8 +Bryce Vine,Blame It On Me,59.0,0.763,0.456,1.0,-6.769,1,0.0622,0.251,,0.103,0.838,140.112,131877.0,4,9 +Hanan Ben Ari,◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö ◊û◊ó◊ì◊©,33.0,0.697,0.545,2.0,-7.429,0,0.0335,0.0994,0.00105,0.163,0.624,79.979,255117.0,4,9 +Lenny Kravitz,Again,69.0,0.55,0.804,2.0,-5.218,1,0.0271,0.0148,4.33e-05,0.105,0.789,79.166,231667.0,4,10 +Mr JazziQ,Woza,57.0,0.822,0.419,6.0,-9.26,1,0.0761,0.00413,0.000212,0.0312,0.486,112.999,391187.0,4,9 +Inquisition,A Glorious Shadow from Fire and Ashes,29.0,0.371,0.994,2.0,-5.875,0,0.115,2.86e-06,0.844,0.173,0.0322,119.998,386077.0,3,8 +Bettye LaVette,Romance In The Dark,40.0,0.74,0.419,8.0,-7.859,1,0.0507,0.76,0.000514,0.118,0.684,137.671,258547.0,4,2 +Arik Einstein,Katvu Alav Ba'iton,14.0,0.646,0.539,,-12.116,1,0.0402,0.369,9.83e-06,0.178,0.594,102.984,161960.0,4,10 +Weezer,Hero,58.0,0.549,0.741,2.0,-3.711,1,0.0325,0.000423,0.000715,0.298,0.42,140.017,236347.0,4,10 +Aisha Badru,Splintered,45.0,0.369,0.303,1.0,-11.763,0,0.0564,0.848,0.000298,0.111,0.127,147.439,250453.0,4,2 +The Dose,Cold Hands,36.0,0.61,0.678,2.0,-8.776,1,0.0326,0.0125,0.023,0.146,0.315,125.012,258425.0,4,1 +Great American Ghost,Altar of Snakes,29.0,0.339,0.959,1.0,-5.181,1,0.0804,0.000156,1.35e-05,0.355,0.176,157.75,214399.0,4,8 +Solence,Thunder,51.0,0.694,0.765,5.0,-5.773,0,0.0613,0.0165,0.00278,0.179,0.407,129.927,203538.0,4,10 +Little Arthur Duncan,44 Blues,30.0,0.74,0.413,9.0,-11.152,1,0.0499,0.803,0.0456,0.752,0.564,131.764,226653.0,4,2 +Klone,Yonder,42.0,0.566,0.577,4.0,-5.868,0,0.0292,0.00449,6.32e-05,0.386,0.217,109.938,452080.0,4,10 +Layla Zoe,Nowhere Left to Go,30.0,0.702,0.633,11.0,-6.402,0,0.0552,0.0921,0.492,0.0965,0.556,80.02,227333.0,4,2 +Khruangbin,Summer Madness,59.0,0.504,0.323,6.0,-12.442,0,0.0481,0.382,0.835,0.373,0.453,79.654,201917.0,4,6 +Alfie Templeman,Things I Thought Were Mine,60.0,0.888,0.54,1.0,-6.071,0,0.134,0.348,0.309,0.0821,0.806,99.992,193165.0,4,6 +"Justin Wellington, Small Jam",Iko Iko (My Bestie),87.0,0.862,0.753,5.0,-5.356,1,0.0625,0.131,2.01e-06,0.077,0.827,105.039,3.047616667,4,9 +Nora Maddox,Il Confine Del Dolore - feat: Ensemble Cordes De La Mer,43.0,0.206,0.103,2.0,-19.888,0,0.0355,0.968,0.944,0.0989,0.0544,71.412,1.973083333,4,7 +Strawberry Station,Future Funk 2021,36.0,0.688,0.533,11.0,-12.869,1,0.12,0.00347,0.148,0.152,0.664,127.981,185630.0,4,6 +Warbringer,Living Weapon,41.0,0.336,0.988,8.0,-5.357,1,0.2,1.05e-05,0.0473,0.206,0.15,105.843,261560.0,4,8 +The Aprons,Fear of Heights,3.0,0.603,0.337,9.0,-10.09,0,0.036,0.678,0.454,0.104,0.0785,115.014,208194.0,4,6 +Sabaton,Defence of Moscow,69.0,0.483,0.988,,-4.835,1,0.0794,0.000455,0.0133,0.143,0.199,109.986,248992.0,4,8 +Johnny Adams,Reconsider Me,29.0,0.441,0.49,5.0,-11.249,1,0.0447,0.642,0.000456,0.417,0.556,107.735,235431.0,1,2 +Jo Harman,Loving Arms,27.0,0.471,0.369,10.0,-10.804,1,0.0559,0.732,0.00692,0.124,0.299,129.086,381050.0,4,2 +Omer Adam,◊ë◊ó◊ï◊®◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,37.0,0.436,0.437,1.0,-6.702,0,0.0409,0.696,,0.0695,0.407,149.596,194760.0,4,9 +Marcy Playground,A Cloak Of Elvenkind,41.0,0.415,0.363,7.0,-10.736,1,0.0315,0.694,0.633,0.105,0.258,83.486,179933.0,4,10 +ShiGGa Shay,uRight (feat. Jay Park),51.0,0.721,0.517,7.0,-7.308,0,0.0622,0.306,6.65e-05,0.13,0.171,79.015,210380.0,4,5 +"Above, Below",Paradise,26.0,0.474,0.992,9.0,-2.633,0,0.284,0.00046,0.000258,0.087,0.0826,125.042,195970.0,4,8 +Rory Gallagher,Bad Penny,55.0,0.252,0.729,2.0,-10.022,0,0.0646,0.0974,0.00881,0.045,0.689,199.738,245377.0,4,10 +Skepta,Too Many Man,48.0,0.736,0.712,7.0,-8.933,1,0.246,0.0147,,0.146,0.604,129.962,215920.0,4,5 +Britney Spears,Alien,42.0,0.611,0.732,,-6.078,1,0.0314,0.262,0.00352,0.266,0.375,111.984,3.933333333,4,9 +Avraham Aviv Alush,◊û◊ß◊ï◊ù ◊û◊ï◊ú◊ö,26.0,0.533,0.564,,-6.975,0,0.0328,0.547,,0.182,0.333,134.122,220382.0,4,9 +Chiiild,Gone,55.0,0.775,0.438,7.0,-8.479,1,0.0598,0.654,0.0796,0.131,0.637,142.027,171693.0,4,6 +MONO,After You Comes the Flood,30.0,0.148,0.864,4.0,-7.92,0,0.0788,5.29e-05,0.616,0.0951,0.197,103.573,336514.0,4,8 +King Gizzard & The Lizard Wizard,Intrasport,53.0,0.655,0.9,7.0,-6.267,1,0.0423,0.0447,0.205,0.269,0.885,109.984,252631.0,4,1 +A$AP Ferg,Move Ya Hips (feat. Nicki Minaj & MadeinTYO),64.0,0.808,0.676,4.0,-4.902,1,0.223,0.0618,2.68e-06,0.11,0.0763,144.018,144973.0,4,5 +The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,6 +Plain White T's,Hey There Delilah,80.0,0.656,0.291,2.0,-10.572,1,0.0293,0.872,,0.114,0.298,103.971,232533.0,4,10 +Willa,Swan,39.0,0.617,0.651,10.0,-4.03,0,0.0331,0.0977,0.0192,0.0671,0.577,66.019,181329.0,4,10 +"Caitlyn Smith, Old Dominion",I Can't (feat. Old Dominion),67.0,0.499,0.667,,-4.336,1,0.0325,0.2,,0.0894,0.38,137.905,3.50245,4,4 +Swirlies,Pancake,42.0,0.173,0.811,6.0,-11.903,1,0.0809,0.000111,0.153,0.403,0.205,120.177,195613.0,4,6 +Bob Dylan,Maggie's Farm,50.0,0.415,0.72,7.0,-11.177,1,0.0492,0.481,,0.185,0.619,176.785,234627.0,4,6 +Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,10 +Derek & The Dominos,Layla,75.0,0.404,0.902,1.0,-3.88,1,0.0665,0.577,0.297,0.287,0.497,115.669,423840.0,4,2 +The Notorious B.I.G.,Ten Crack Commandments - 2014 Remaster,64.0,0.612,0.85,1.0,-4.703,1,0.5,0.0393,,0.255,0.781,173.497,204027.0,4,5 +BENEE,Happen To Me,59.0,0.661,0.643,,-7.655,1,0.0319,0.168,0.0034,0.0966,0.36,148.994,231701.0,4,6 +Free,Walk In My Shadow,40.0,0.532,0.548,,-10.105,0,0.0253,0.0991,0.00141,0.264,0.902,93.765,210427.0,4,2 +Native Dancer,Pixies,26.0,0.607,0.413,6.0,-11.455,0,0.0392,0.525,0.0172,0.0929,0.234,91.951,294360.0,4,1 +The Wannadies,You & Me Song,56.0,0.325,0.365,2.0,-8.252,1,0.0382,0.00638,,0.0745,0.319,144.914,170867.0,4,6 +Muse,Feeling Good,64.0,0.345,0.418,7.0,-7.787,0,0.0316,0.299,1.75e-05,0.103,0.267,109.044,198800.0,3,10 +Ablaze My Sorrow,At the Grave of Giants,24.0,0.506,0.934,1.0,-8.391,1,0.0472,5.06e-06,4.41e-06,0.357,0.486,109.986,283500.0,4,8 +Pixies,Hey,67.0,0.59,0.372,7.0,-12.37,1,0.0318,0.00105,0.00929,0.316,0.306,99.887,210907.0,4,6 +Tom Walker,Wait for You - Acoustic,46.0,0.371,0.432,10.0,-7.015,0,0.0303,0.397,,0.102,0.196,148.602,176803.0,4,9 +M√•neskin,ZITTI E BUONI,75.0,0.62,0.944,4.0,-3.082,0,0.0863,0.0014,,0.733,0.592,103.024,192655.0,4,10 +TV On The Radio,Happy Idiot,60.0,0.617,0.948,11.0,-4.236,0,0.0621,0.00226,0.00221,0.0755,0.863,139.996,183002.0,4,10 +Ghost,Dance Macabre,59.0,0.619,0.696,7.0,-6.269,0,0.0315,1.89e-05,0.00555,0.38,0.727,125.986,219720.0,4,8 +Backstreet Boys,Hey Mr. DJ (Keep Playin' This Song),36.0,0.693,0.666,10.0,-6.347,0,0.0422,0.00402,,0.098,0.651,92.015,4.43045,4,9 +Zero 9:36,Take Me Instead,49.0,0.461,0.755,10.0,-6.883,0,0.0453,0.00146,,0.188,0.218,79.02,166389.0,4,10 +The Vaccines,Headphones Baby,56.0,0.522,0.88,10.0,-3.873,1,0.0959,0.00186,,0.16,0.659,129.971,198467.0,4,6 +Ginger Root,Weather,46.0,0.726,0.817,11.0,-6.397,0,0.0334,0.399,0.178,0.0871,0.501,126.977,222976.0,4,9 +Volga,Sister,31.0,0.555,0.662,7.0,-8.373,1,0.0379,0.102,0.0317,0.101,0.271,84.875,137520.0,4,8 +Cult Leader,To: Achlys,35.0,0.525,0.483,6.0,-8.194,1,0.0331,0.00389,0.932,0.176,0.0558,110.015,375427.0,4,8 +The Velvet Underground,Sweet Jane,63.0,0.619,0.637,2.0,-7.369,1,0.0286,0.015,,0.374,0.936,105.205,246307.0,4,6 +Galacticana,Strand of Oaks,50.0,0.46,0.842,7.0,-4.937,1,0.0373,0.0827,0.448,0.147,0.342,96.012,4.012216667,4,0 +Angel Olsen,Shut Up Kiss Me,61.0,0.373,0.63,7.0,-5.131,1,0.0461,0.0552,,0.107,0.352,115.942,202200.0,4,6 +Great White,Rollin' Stoned,48.0,0.547,0.922,9.0,-5.166,1,0.0605,0.00118,0.000406,0.0918,0.473,133.309,248639.0,4,10 +Favourite People,Wading Out,40.0,0.514,0.69,11.0,-7.212,1,0.0383,0.298,0.851,0.133,0.291,164.22,221419.0,3,10 +Berry Sakharof,◊õ◊û◊î ◊ô◊ï◊°◊ô,31.0,0.567,0.717,1.0,-12.307,1,0.0367,0.00587,2.09e-05,0.0517,0.808,117.564,271440.0,4,10 +Randy Travis,"Forever and Ever, Amen",67.0,0.677,0.724,2.0,-8.992,1,0.0245,0.143,0.000101,0.158,0.697,90.392,3.544,4,4 +Ray Wylie Hubbard,Rattlesnake Shakin‚Äô Woman,38.0,0.282,0.484,2.0,-6.875,1,0.0352,0.374,5.59e-05,0.125,0.312,177.367,271678.0,4,2 +Martin Kohlstedt,XEO,50.0,0.437,0.133,,-20.449,0,0.0335,0.978,0.92,0.119,0.165,103.997,242329.0,4,6 +Jessie J,Bang Bang,79.0,0.706,0.786,,-3.417,0,0.091,0.26,,0.38,0.751,150.028,199387.0,4,9 +Skillet,Back from the Dead,60.0,0.571,0.967,9.0,-3.717,1,0.0716,0.00642,5.8e-06,0.227,0.712,161.962,213587.0,4,10 +The Charlatans,One To Another,50.0,0.444,0.896,10.0,-4.633,1,0.0505,0.00037,4.27e-05,0.423,0.328,102.343,270573.0,4,6 +The Devil Wears Prada,Born To Lose,36.0,0.229,0.99,4.0,-2.901,1,0.158,0.000189,0.0447,0.263,0.173,164.892,184773.0,4,8 +Blodwyn Pig,It's Only Love - 2006 Remaster,29.0,0.44,0.757,3.0,-6.813,1,0.0591,0.289,0.000325,0.294,0.616,74.712,203573.0,4,2 +MOLYBARON,Amongst The Boys And The Dead Flowers,,0.46,0.984,5.0,-3.572,1,0.123,4.98e-05,0.857,0.0418,0.376,108.677,253824.0,3,10 +Eddie Burns,Lonesome Feeling,9.0,0.589,0.337,,-10.761,1,0.118,0.598,0.0741,0.176,0.585,185.908,287547.0,3,2 +Alice In Chains,Down In A Hole,63.0,0.357,0.795,6.0,-5.909,1,0.0337,0.0134,0.00013,0.111,0.416,97.171,338227.0,4,10 +Mac DeMarco,Still Beating,69.0,0.709,0.496,1.0,-10.528,0,0.0417,0.581,0.195,0.151,0.469,78.477,181587.0,4,6 +The Churchills,When You're Gone,26.0,0.48,0.449,2.0,-14.561,1,0.0279,0.375,0.591,0.225,0.6,102.074,199627.0,4,10 +Joy Oladokun,sorry isn't good enough,51.0,0.618,0.554,2.0,-7.39,0,0.0464,0.029,7.76e-05,0.179,0.575,140.038,187544.0,4,1 +WALK THE MOON,Shut Up and Dance - Live Acoustic - 2015,60.0,0.82,0.615,,-4.548,1,0.0466,0.151,,0.204,0.768,129.874,3.23311667,4,0 +Yuval Dayan,◊û◊™◊ê◊®◊ó◊™ ◊ë◊¢◊ï◊ú◊ù,28.0,0.657,0.791,10.0,-6.825,0,0.0272,0.611,0.000853,0.0486,0.901,138.003,199613.0,4,9 +Mukesh,Ruk Ja Oh Janewali Ruk Ja,21.0,0.615,0.641,4.0,-5.447,1,0.0921,0.768,0.000476,0.698,0.828,102.607,5.25995,4,3 +Dora Jar,Multiply,41.0,0.694,0.214,2.0,-12.774,1,0.0316,0.929,0.0032,0.137,0.375,121.958,136312.0,4,6 +Robert Henry,Something's Wrong,2.0,0.576,0.32,5.0,-9.224,1,0.0597,0.795,4.82e-05,0.104,0.891,96.171,172713.0,4,2 +Orianthi,Sinners Hymn,42.0,0.284,0.948,8.0,-2.924,0,0.135,0.000173,0.0223,0.116,0.218,170.025,246555.0,4,8 +American Authors,Hit It,,0.639,0.914,7.0,-3.661,1,0.0931,0.00226,,0.513,0.75,120.071,207453.0,4,10 +Bruce Soord,The Solitary Path of a Convicted Man,33.0,0.68,0.625,1.0,-10.427,0,0.0273,0.103,0.703,0.11,0.433,126.991,223751.0,4,10 +Blur,Parklife,61.0,0.627,0.891,4.0,-6.094,1,0.0676,0.121,,0.281,0.722,138.79,185093.0,4,1 +Whitesnake,"All I Want, All I Need - 2020 Remix",30.0,0.504,0.923,9.0,-3.865,0,0.0511,0.0383,2.3e-06,0.109,0.493,96.003,341618.0,4,10 +Lil' Kim,Crush on You (feat. Lil' Cease) - Remix,60.0,0.748,0.693,11.0,-7.832,0,0.278,0.282,,0.123,0.768,88.802,275947.0,4,5 +Grandmaster Flash & The Furious Five,The Adventures of Grandmaster Flash On the Wheels of Steel - Extended Mix,36.0,0.863,0.676,11.0,-9.949,0,0.175,0.2,0.000698,0.0929,0.538,111.022,426333.0,4,5 +"Max Richter, Louisa Fuller, Natalia Bonner, John Metcalfe, Philip Sheppard, Chris Worsey",On The Nature Of Daylight,61.0,0.065,0.341,10.0,-12.743,0,0.0482,0.154,0.854,0.109,0.0334,65.38,6.195783333,4,7 +Antonita Romero,Las Cosas Del Querer (Original Mix),25.0,0.604,0.67,1.0,-11.053,1,0.0428,0.767,0.361,0.0948,0.97,100.492,106789.0,4,9 +Slipknot,Duality,77.0,0.354,0.982,4.0,-3.026,0,0.168,0.000237,0.000294,0.204,0.194,143.772,252613.0,4,8 +Mink Mussel Creek,Cat Love Power,33.0,0.345,0.614,2.0,-6.976,1,0.0357,0.0309,0.0249,0.134,0.042,123.016,407533.0,4,1 +Dudu Aharon,◊™◊ë◊ô◊†◊ô,21.0,0.738,0.941,,-2.78,1,0.0831,0.162,,0.142,0.799,100.017,210773.0,4,9 +WALK THE MOON,Shut Up and Dance,81.0,0.578,0.866,1.0,-3.804,1,0.0619,0.00701,,0.257,0.619,128.038,199080.0,4,10 +Sir Chloe,Michelle,75.0,0.366,0.439,4.0,-5.238,1,0.0298,0.0781,1.92e-05,0.108,0.11,115.94,214088.0,3,9 +Shania Twain,I'm Gonna Getcha Good,55.0,0.723,0.789,1.0,-4.813,1,0.0302,0.0441,,0.0612,0.946,124.013,4.49,4,4 +Bones Owens,Blind Eyes,37.0,0.637,0.525,9.0,-6.421,0,0.0244,0.0187,,0.463,0.621,140.092,196909.0,4,10 +Royal Bliss,Fire Within,41.0,0.608,0.89,1.0,-3.709,1,0.0316,0.00127,1.19e-06,0.161,0.351,111.994,222400.0,4,9 +Simple Symmetry,Oh Lord,41.0,0.499,0.76,5.0,-8.662,1,0.0354,0.257,0.0902,0.104,0.206,120.011,285313.0,4,10 +Lazy Queen,Gutted,5.0,0.432,0.968,10.0,-5.682,0,0.07,1.02e-05,2.83e-06,0.1,0.397,107.93,118000.0,4,10 +YBN Nahmir,Opp Stoppa (feat. 21 Savage),78.0,0.829,0.343,2.0,-4.937,0,0.102,0.00734,,0.179,0.312,78.035,135431.0,4,5 +Ghost Iris,Coda,43.0,0.489,0.994,1.0,-2.236,0,0.113,2.05e-05,0.00683,0.333,0.218,90.015,243000.0,4,10 +Jax,90s Kids,64.0,0.714,0.657,,-6.436,1,0.118,0.0802,,0.35,0.725,151.898,163816.0,4,9 +Nicki Minaj,Moment 4 Life,70.0,0.475,0.882,11.0,-3.883,1,0.351,0.406,,0.241,0.369,98.001,279307.0,4,5 +Green Day,Boulevard of Broken Dreams,73.0,0.49,0.679,8.0,-3.68,1,0.0309,0.00394,1.54e-05,0.0383,0.506,167.046,261267.0,4,10 +Albert Lee & Hogan's Heroes,Back In The USA,40.0,0.538,0.954,,-2.305,1,0.0359,0.571,0.00859,0.397,0.962,159.982,203493.0,4,10 +Ayron Jones,Mercy,55.0,0.238,0.946,10.0,-4.054,0,0.126,0.000147,0.000706,0.166,0.276,158.757,205831.0,4,8 +The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,10 +The Jeff Healey Band,The Moon Is Full,18.0,0.511,0.82,,-7.423,1,0.0596,0.117,1.8e-05,0.0959,0.928,102.18,246360.0,4,2 +Lacy Gibson,Drown In My Own Tears,31.0,0.639,0.38,,-16.251,1,0.0753,0.426,0.000584,0.124,0.488,97.814,280573.0,1,2 +Wildflowers in the Graveyard,Amber Rubarth,29.0,0.589,0.102,7.0,-16.807,1,0.0357,0.978,0.000245,0.115,0.424,79.547,3.016283333,4,0 +Nebu Kiniza,Questions (feat. Future),62.0,0.776,0.609,1.0,-5.631,0,0.0375,0.301,,0.077,0.375,138.047,184351.0,4,5 +"Enrico Pieranunzi, Thomas Fonnesbæk, Ulysses Owens Jr.",You Know,39.0,0.427,0.0348,1.0,-27.214,1,0.0411,0.987,0.922,0.0821,0.0703,116.824,6.588,4,7 +Hemlock Ernst,Down,47.0,0.834,0.904,3.0,-8.979,0,0.234,0.4,0.0101,0.119,0.282,103.969,258462.0,4,5 +Kilo Kish,BITE ME,48.0,0.761,0.806,10.0,-4.402,0,0.0603,0.0664,0.00695,0.619,0.707,116.977,206893.0,4,6 +Oceans of Slumber,A Return to the Earth Below,34.0,0.447,0.563,6.0,-8.404,1,0.0307,0.0388,0.000196,0.0879,0.0385,80.017,339120.0,4,8 +The Used,The Bird and the Worm,60.0,0.299,0.933,6.0,-6.874,0,0.17,0.0742,1.21e-05,0.0723,0.205,180.092,225040.0,3,10 +8485,hangar,48.0,0.463,0.654,9.0,-7.669,1,0.0408,0.000352,,0.301,0.371,100.012,165539.0,4,10 +Deep In Love,"Bonny Light Horseman, Eric D. Johnson, Josh Kaufman, Anaïs Mitchell",59.0,0.618,0.558,5.0,-8.184,1,0.0251,0.604,0.395,0.124,0.336,111.709,5.1512,4,0 +Focus,Hocus Pocus - Original Single Version,50.0,0.266,0.815,9.0,-9.946,1,0.296,0.0514,0.916,0.242,0.432,187.106,192261.0,4,10 +"Alexia Mathieu, Josephine Forrester",Body And Soul,47.0,0.6,0.155,1.0,-15.675,1,0.0673,0.972,0.882,0.108,0.0745,117.888,2.3542,4,7 +James Vincent McMorrow,I Should Go (with Kenny Beats),55.0,0.855,0.583,9.0,-5.277,0,0.074,0.196,0.000276,0.0766,0.902,134.953,144227.0,4,1 +BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,9 +Fox Stevenson,Bruises,61.0,0.45,0.856,11.0,-3.081,1,0.0734,0.000385,1.21e-05,0.604,0.361,174.096,220733.0,4,10 +Maggie Rose,Saint,46.0,0.53,0.396,,-6.537,1,0.0237,0.637,0.000654,0.105,0.316,82.084,281613.0,3,1 +Cream,Crossroads - Live,57.0,0.391,0.756,7.0,-11.317,1,0.0648,0.413,0.0418,0.879,0.839,131.648,258467.0,4,10 +"Zac Brown Band, Jimmy Buffett",Knee Deep (feat. Jimmy Buffett),,0.715,0.584,8.0,-8.231,1,0.0296,0.432,1.41e-06,0.095,0.61,90.987,3.386216667,4,4 +Glded,Could Be,36.0,0.572,0.368,4.0,-20.157,1,0.0371,0.66,0.804,0.0975,0.102,106.012,224358.0,4,6 +Dillon Carmichael,Hot Beer,53.0,0.639,0.867,11.0,-4.523,1,0.0382,0.118,,0.196,0.882,147.923,191738.0,4,10 +Mocky,Feeling Like I Like,49.0,0.763,0.525,1.0,-7.62,0,0.0565,0.071,0.0617,0.0555,0.704,105.584,258185.0,4,1 +Emmure,PIGS EAR,49.0,0.434,0.911,4.0,-6.89,1,0.11,0.000151,0.0643,0.357,0.426,139.702,131143.0,4,8 +Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,6 +The Bloody Beetroots,Warp 1.9,47.0,0.654,0.6,1.0,-6.174,1,0.264,0.0011,0.882,0.0403,0.406,130.166,203731.0,4,6 +Elle King,Ex's & Oh's,72.0,0.612,0.921,7.0,-2.882,1,0.085,0.0183,,0.0576,0.446,139.988,202173.0,4,10 +Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,10 +Ten Years After,One Of These Days - live,37.0,0.15,0.828,11.0,-6.575,0,0.0856,0.000347,0.0357,0.734,0.432,75.99,308093.0,4,2 +Eiffel 65,Blue (Da Ba Dee) - Gabry Ponte Ice Pop Radio,76.0,0.822,0.969,7.0,-11.471,0,0.0582,0.259,0.000153,0.39,0.765,128.007,283748.0,4,9 +Alan Jackson,Where I Come From,58.0,0.726,0.631,11.0,-8.136,0,0.0334,0.22,,0.193,0.746,124.711,3.987333333,4,4 +Alexisonfire,This Could Be Anywhere In The World,53.0,0.192,0.737,1.0,-5.319,0,0.0835,3.78e-05,0.000712,0.14,0.266,83.763,243853.0,5,10 +Journey,Don't Stop Believin',1.0,0.338,0.66,4.0,-13.289,1,0.0632,0.0191,1.3e-05,0.967,0.201,123.416,262048.0,4,10 +Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,9 +"Ensemble Rivr Dane, Ana Olgica",Atoms,35.0,0.192,0.0305,3.0,-25.163,1,0.0374,0.942,0.964,0.114,0.0893,106.624,2.41395,3,7 +Klass Murda,Legendary,52.0,0.688,0.677,1.0,-7.269,1,0.384,0.418,,0.16,0.762,143.062,169615.0,4,5 +Jacques Burtin,L'aube,26.0,0.454,0.121,9.0,-18.337,0,0.0437,0.915,0.0546,0.0894,0.0724,109.119,4.782666667,5,7 +Passenger,Sword from the Stone,55.0,0.618,0.454,,-9.328,0,0.0348,0.587,4.78e-05,0.136,0.42,79.934,3.362,4,0 +O.R.k.,Kneel to Nothing,29.0,0.384,0.79,2.0,-6.104,0,0.0457,0.00518,6.56e-05,0.117,0.404,167.989,278227.0,4,8 +Teenage Wrist,Silverspoon,44.0,0.368,0.812,9.0,-5.633,1,0.0342,6.23e-05,0.00254,0.325,0.357,150.017,222588.0,4,10 +Johnny Hodges,Castle Rock,36.0,0.716,0.322,8.0,-12.394,1,0.0387,0.966,0.858,0.103,0.629,171.485,169413.0,4,2 +Cephas & Wiggins,Dog Days of August,14.0,0.601,0.41,9.0,-9.331,1,0.0442,0.509,0.0109,0.104,0.765,106.399,251693.0,4,2 +Sergey Golovin,Charger,32.0,0.526,0.845,1.0,-6.424,0,0.0584,1.16e-05,0.658,0.0951,0.425,125.986,247262.0,4,8 +Brothers Osborne,Stay A Little Longer,63.0,0.557,0.886,6.0,-5.356,1,0.0302,0.0377,0.108,0.163,0.545,96.989,5.591333333,4,4 +OMC,How Bizarre,69.0,0.772,0.705,,-6.255,1,0.0411,0.247,,0.23,0.834,124.908,225700.0,4,9 +Julian Casablancas,11th Dimension,55.0,0.574,0.925,6.0,-2.766,0,0.0463,0.00164,0.0243,0.115,0.369,125.501,243333.0,4,6 +Britney Spears,Toxic,81.0,0.774,0.838,5.0,-3.914,0,0.114,0.0249,0.025,0.242,0.924,143.04,3.313333333,4,9 +Monster Magnet,Negasonic Teenage Warhead,50.0,0.46,0.818,8.0,-7.945,1,0.0366,4.08e-05,0.372,0.0867,0.15,117.817,267933.0,4,8 +Dumpstaphunk,United Nations Stomp (feat. Marcus King),44.0,0.392,0.897,11.0,-3.835,1,0.0992,0.00161,0.000221,0.0416,0.561,184.053,347000.0,4,2 +Darkthrone,Transilvanian Hunger,47.0,0.267,1.0,4.0,-4.92,0,0.135,0.016,0.447,0.45,0.0215,138.616,369760.0,4,8 +Myrkur,House Carpenter,49.0,0.55,0.53,,-11.147,0,0.0342,0.809,0.00399,0.13,0.545,93.927,218112.0,4,8 +Trade Wind,No King but Me,25.0,0.452,0.83,2.0,-7.759,1,0.032,0.0018,0.0504,0.0935,0.405,141.825,230916.0,4,10 +Maher Cissoko,Kora by Night,36.0,0.415,0.0276,7.0,-26.725,1,0.0429,0.974,0.902,0.102,0.183,146.044,3.750666667,3,7 +Eve 6,Inside Out,68.0,0.483,0.818,11.0,-7.666,1,0.0444,0.114,,0.367,0.691,175.668,219467.0,4,9 +Julianna Barwick,Inspirit - Takuya's Ry≈´teki Dragons,34.0,0.189,0.476,11.0,-9.192,1,0.0306,0.881,0.917,0.127,0.038,88.83,255460.0,4,6 +Young M.A,Don Diva,16.0,0.82,0.726,8.0,-4.572,1,0.296,0.023,,0.139,0.631,176.189,183515.0,4,5 +waants,Keep Careful,34.0,0.631,0.787,7.0,-6.272,0,0.0436,0.389,0.15,0.179,0.663,94.008,277267.0,4,6 +A Tribe Called Quest,The Hop,60.0,0.928,0.517,1.0,-6.489,1,0.361,0.0679,,0.174,0.616,95.523,207467.0,4,5 +Little Simz,"might bang, might not",57.0,0.431,0.731,11.0,-6.188,0,0.0489,0.00709,,0.35,0.644,176.515,126463.0,5,5 +Lil Poppa,All The Money In The World (feat. Lil Durk),46.0,0.715,0.673,4.0,-6.495,0,0.313,0.0943,,0.174,0.292,97.61,148000.0,4,5 +Yeah Yeah Yeahs,Heads Will Roll,67.0,0.562,0.903,8.0,-4.46,0,0.0296,0.000187,0.0939,0.298,0.791,132.009,221000.0,4,10 +Pop Unknown,Half Of Ninety,25.0,0.411,0.595,1.0,-7.926,0,0.0334,0.279,0.328,0.0827,0.121,169.097,243267.0,4,10 +Flying Colors,More,34.0,0.583,0.79,3.0,-8.165,1,0.0423,0.00902,0.000144,0.0797,0.48,133.021,429533.0,4,10 +Miri Mesika,◊û◊û◊ô,24.0,0.544,0.484,4.0,-6.215,0,0.0303,0.57,,0.339,0.16,127.694,244427.0,4,9 +Bones Owens,White Lines,47.0,0.538,0.826,2.0,-4.479,1,0.0942,0.0169,,0.0887,0.594,142.037,188600.0,4,10 +Lene Lovich,Lucky Number,43.0,0.669,0.733,5.0,-10.495,1,0.0494,0.0205,0.000224,0.042,0.833,153.778,171093.0,4,1 +Refused,New Noise,53.0,0.68,0.763,9.0,-8.158,1,0.0908,0.0045,0.00462,0.106,0.385,105.902,312720.0,4,10 +Nothing More,Fade In / Fade Out,56.0,0.411,0.805,4.0,-5.246,0,0.0418,0.00879,2.58e-05,0.0819,0.238,83.479,364907.0,4,10 +SK√ÅLD,Gr√≥tti,49.0,0.66,0.836,6.0,-10.636,0,0.0335,0.0532,0.824,0.357,0.534,89.999,173067.0,4,8 +Psychedelic Porn Crumpets,Mr. Prism,38.0,0.414,0.938,11.0,-5.487,1,0.143,0.00125,0.00312,0.458,0.341,177.971,234800.0,4,10 +psykhi,White Picket Fence,24.0,0.551,0.8,,-4.813,1,0.0347,0.103,,0.111,0.811,164.127,176341.0,4,9 +Black River Delta,Going Down,19.0,0.483,0.808,7.0,-6.324,1,0.114,0.0407,0.00119,0.0987,0.68,82.042,208867.0,4,2 +FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,6 +Handsome Boy Modeling School,The Truth,59.0,0.7,0.393,2.0,-10.88,1,0.0471,0.6,6.08e-06,0.113,0.477,79.638,337200.0,4,5 +Green Day,Longview,67.0,0.381,0.732,10.0,-7.594,0,0.0536,0.00834,0.0101,0.0854,0.814,142.504,233240.0,4,10 +Queen,You Are The Champions - In Support Of The Covid-19 Solidarity Response Fund,42.0,0.207,0.676,10.0,-6.078,1,0.0413,0.0276,,0.392,0.161,94.386,127450.0,4,10 +Catfish and the Bottlemen,Longshot,61.0,0.481,0.765,7.0,-4.025,1,0.0388,0.00381,0.000737,0.119,0.465,102.829,232960.0,4,10 +Omer Adam,Hopa,36.0,0.69,0.91,9.0,-4.103,1,0.083,0.163,,0.0665,0.664,120.986,183480.0,4,9 +Pearl Jam,Daughter (Remastered),68.0,0.615,0.702,7.0,-9.686,1,0.0278,0.00746,0.00431,0.0608,0.734,96.99,234333.0,4,10 +Explosions In The Sky,Your Hand In Mine,44.0,0.278,0.479,4.0,-16.422,1,0.0298,0.11,0.837,0.0601,0.108,115.029,496573.0,3,10 +Generation X,Dancing With Myself,53.0,0.385,0.947,4.0,-3.141,1,0.0729,4.72e-05,0.616,0.662,0.831,176.28,228080.0,4,1 +Zac Brown Band,Heavy Is the Head,45.0,0.402,0.924,8.0,-3.433,1,0.0519,0.000356,0.00335,0.0834,0.68,170.739,239747.0,4,10 +Nathan Cavaleri,29 Gold Stars,23.0,0.632,0.388,9.0,-6.686,1,0.117,0.341,4.45e-05,0.18,0.808,99.99,145513.0,4,2 +Jon Batiste,CRY,52.0,0.738,0.507,9.0,-6.991,0,0.0272,0.229,0.00151,0.0724,0.7,80.015,237244.0,4,2 +Basement Freaks,A Blues Thang,29.0,0.79,0.838,4.0,-5.497,0,0.136,0.0685,8.37e-05,0.102,0.916,97.976,203456.0,4,2 +Oxymorrons,Justice,40.0,0.406,0.961,2.0,-3.382,0,0.157,0.000177,0.00183,0.325,0.508,186.025,181935.0,4,6 +Paul McCartney,Here Today - Remixed 2015,46.0,0.349,0.201,,-15.368,1,0.0294,0.767,,0.134,0.338,77.402,148853.0,3,10 +Cannonball Adderley,One For Daddy-O - Remastered,52.0,0.616,0.434,5.0,-7.257,0,0.031,0.581,,0.131,0.404,108.467,505453.0,4,2 +Philip Sayce,Black Roller Coming,51.0,0.4,0.916,9.0,-5.443,0,0.0479,0.00982,0.00611,0.171,0.352,168.209,169287.0,4,10 +Eyal Golan,◊ú◊ë ◊©◊ú ◊í◊ë◊®,34.0,0.702,0.893,11.0,-6.647,0,0.0411,0.0742,,0.0582,0.962,112.116,251200.0,4,9 +Snooks Eaglin,Brown Skin Woman,35.0,0.647,0.191,11.0,-18.669,1,0.0271,0.924,0.0223,0.109,0.439,104.984,227960.0,1,2 +Queen,Life Is Real (Song For Lennon) - Remastered 2011,39.0,0.571,0.447,7.0,-8.303,1,0.0246,0.613,,0.07,0.345,80.699,211360.0,4,10 +daysormay,The Trend,40.0,0.676,0.674,7.0,-5.301,0,0.0582,0.107,,0.153,0.462,103.951,187041.0,4,10 +Shlomo Artzi,◊§◊™◊ê◊ï◊ù ◊õ◊©◊ú◊ê ◊ë◊ê◊™,34.0,0.552,0.636,3.0,-8.602,1,0.0305,0.65,,0.291,0.539,134.842,262773.0,4,10 +Celldweller,Into the Void,51.0,0.434,0.952,6.0,-4.946,1,0.117,3.23e-05,0.00234,0.173,0.573,194.027,210928.0,4,8 +ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,6 +Amplifier,Kaleidoscope,32.0,0.294,0.859,4.0,-4.635,0,0.0448,0.00519,0.0639,0.102,0.368,96.466,350513.0,4,8 +Willie Nelson,My Heroes Have Always Been Cowboys,47.0,0.387,0.322,2.0,-13.348,1,0.0378,0.181,0.0145,0.205,0.258,114.762,3.05755,3,4 +The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,6 +DENM,Life's 2 Short,50.0,0.485,0.707,,-5.598,1,0.0765,0.339,,0.16,0.541,79.744,240728.0,4,1 +Fleece,Do U Mind? (Leave the Light On),55.0,0.625,0.358,5.0,-8.545,0,0.0279,0.309,0.0171,0.11,0.238,84.609,222929.0,4,9 +Bon Jovi,Have A Nice Day,62.0,0.5,0.899,4.0,-4.066,1,0.0736,4.84e-05,0.000198,0.0794,0.566,130.06,229107.0,4,10 +Tord Gustavsen Trio,Curves,,0.515,0.0283,9.0,-28.954,1,0.0402,0.963,0.927,0.0906,0.0886,100.598,6.32555,4,7 +Manic Street Preachers,Motorcycle Emptiness,60.0,0.522,0.801,4.0,-3.641,1,0.0301,8.2e-06,0.0685,0.174,0.197,112.445,305707.0,4,6 +Sleater-Kinney,One More Hour,45.0,0.364,0.904,9.0,-4.168,1,0.0451,0.00341,1.9e-05,0.153,0.73,139.887,199693.0,4,10 +The Angels,Under The Stone,34.0,0.481,0.91,9.0,-4.176,1,0.0441,0.00169,3.67e-05,0.368,0.428,141.324,247742.0,4,10 +Molchat Doma,–ù–µ –°–º–µ—à–Ω–æ / Ne Smeshno,41.0,0.632,0.786,10.0,-9.329,0,0.0578,0.117,0.913,0.127,0.551,123.002,232120.0,4,6 +Basinettes,Longing,46.0,0.535,0.0689,5.0,-21.391,1,0.038,0.869,0.0292,0.0766,0.211,123.288,3.279733333,4,7 +Coi Leray,BIG PURR (Prrdd) (feat. Pooh Shiesty),77.0,0.774,0.412,1.0,-8.619,1,0.378,0.026,,0.088,0.38,139.943,116760.0,4,5 +Born a New,whentheresnobullettobite,25.0,0.364,0.98,9.0,-3.144,1,0.17,9.64e-05,,0.0622,0.505,74.987,172312.0,4,8 +Numenorean,Adore,40.0,0.345,0.965,7.0,-5.701,1,0.0701,1.74e-05,0.901,0.15,0.1,136.953,522250.0,4,8 +Rainbow,Stargazer,59.0,0.166,0.948,11.0,-8.503,0,0.0631,0.00374,0.0131,0.769,0.476,177.495,506160.0,4,8 +The Black Crowes,Jealous Again,55.0,0.633,0.842,7.0,-4.642,1,0.0262,0.111,,0.139,0.674,114.449,275067.0,4,10 +Griff,Shade of Yellow,68.0,0.675,0.562,9.0,-5.99,1,0.0968,0.245,0.00109,0.103,0.655,79.916,2.61605,1,9 +The Black Keys,Going Down South,60.0,0.475,0.762,11.0,-7.452,0,0.0391,0.0018,0.0493,0.285,0.619,113.682,228973.0,4,10 +Tiny Bradshaw,Soft,31.0,0.687,0.499,,-12.092,1,0.0395,0.664,0.772,0.0893,0.809,82.5,153573.0,4,2 +W.A.S.P.,I Wanna Be Somebody,61.0,0.285,0.825,1.0,-7.049,0,0.0466,0.000826,,0.268,0.516,164.611,223533.0,4,8 +Chicago,25 or 6 to 4 - 2002 Remaster,65.0,0.604,0.905,4.0,-7.059,0,0.0578,0.309,0.0632,0.0837,0.723,147.448,289800.0,4,10 +Westlife,World of Our Own,,0.704,0.761,1.0,-4.659,1,0.0347,0.0137,,0.0487,0.907,97.002,3.523783333,4,9 +So It Begins,Fenrir,44.0,0.257,0.984,1.0,-2.448,1,0.212,0.000209,0.0106,0.367,0.139,100.047,272100.0,4,8 +KALEO,All the Pretty Girls,69.0,0.466,0.496,1.0,-6.606,1,0.0302,0.626,6.22e-06,0.117,0.352,74.747,269893.0,4,10 +George Thorogood & The Destroyers,Bad To The Bone,69.0,0.459,0.727,,-11.777,1,0.0303,0.00614,0.0652,0.384,0.955,149.231,292173.0,1,2 +The Guess Who,American Woman,64.0,0.55,0.726,2.0,-8.51,1,0.0516,0.146,0.00608,0.428,0.37,92.697,307493.0,4,10 +Roni Dalumi,◊ñ◊î ◊ë◊ê ◊ê◊ú◊ô◊ô,42.0,0.8,0.44,2.0,-7.26,1,0.0428,0.0522,,0.0546,0.5,140.107,152571.0,4,9 +Mk.gee,Roll with the Punches,40.0,0.825,0.823,3.0,-6.757,1,0.0857,0.0321,0.156,0.0548,0.966,141.96,226646.0,4,6 +Eviatar Banai,◊û◊í◊ì◊ú ◊î◊û◊ô◊ù,27.0,0.431,0.26,7.0,-10.734,1,0.0491,0.914,0.00322,0.357,0.202,155.866,231260.0,3,10 +Brant Bjork,Automatic Fantastic,46.0,0.625,0.524,1.0,-10.965,1,0.046,0.0405,0.927,0.122,0.516,125.348,415467.0,4,8 +"WILLOW, Travis Barker",t r a n s p a r e n t s o u l feat. Travis Barker,86.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,2.8005,4,9 +Vacations,Young,78.0,0.498,0.81,7.0,-4.065,1,0.0263,0.00392,0.00717,0.0635,0.594,79.935,189160.0,4,9 +AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,9 +Chris Cornell,Get It While You Can,40.0,0.599,0.639,5.0,-6.07,1,0.0295,0.125,2.07e-06,0.243,0.534,96.044,202844.0,4,10 +Flowdan,Banging Like a 45,32.0,0.623,0.551,,-11.776,0,0.353,0.232,0.000827,0.13,0.342,136.67,182165.0,4,5 +Lil Baby,All Of A Sudden,63.0,0.759,0.727,1.0,-5.617,1,0.111,0.000151,0.0015,0.0588,0.376,139.995,169187.0,4,5 +Caitlyn Smith,Cheap Date,52.0,0.587,0.299,2.0,-6.649,1,0.0327,0.853,2.11e-06,0.149,0.184,96.657,3.16778333,3,0 +Parquet Courts,Berlin Got Blurry,46.0,0.592,0.8,7.0,-6.086,1,0.0285,0.0225,6.35e-05,0.17,0.838,138.759,206333.0,4,6 +Bob Corritore,Big Mama's Soul Food,18.0,0.421,0.9,9.0,-3.171,1,0.162,0.59,0.000485,0.315,0.755,130.294,249235.0,4,2 +blessthefall,"Hey Baby, Here's That Song You Wanted",60.0,0.199,0.955,3.0,-2.774,0,0.111,0.00191,2.1e-05,0.098,0.454,184.916,194800.0,4,8 +Rammstein,AUSL√ÑNDER,70.0,0.681,0.912,,-4.159,1,0.0912,0.000757,0.00136,0.359,0.479,125.031,231603.0,4,8 +Arik Einstein,◊í◊ô◊ò◊®◊î ◊ï◊õ◊ô◊†◊ï◊®,46.0,0.537,0.391,4.0,-10.797,1,0.0264,0.842,0.0302,0.119,0.379,73.008,216467.0,4,10 +James Arthur,Medicine,77.0,0.306,0.74,10.0,-4.521,1,0.0532,0.232,,0.0892,0.314,98.3,208906.0,5,9 +Lauren Alaina,Road Less Traveled,63.0,0.611,0.886,,-4.673,1,0.0343,0.0551,1.1e-06,0.247,0.27,112.988,3.60445,4,4 +Be Careful,Epifuana,36.0,0.578,0.396,5.0,-14.602,0,0.133,0.0436,0.826,0.116,0.605,170.008,187200.0,4,6 +LightSkinKeisha,FDH,50.0,0.928,0.682,7.0,-6.301,1,0.265,0.05,,0.0872,0.769,140.094,168093.0,4,5 +Eyal Golan,◊ë◊ú◊¢◊ì◊ô◊ô◊ö,29.0,0.644,0.836,11.0,-6.995,0,0.0437,0.313,,0.309,0.629,110.041,276867.0,4,9 +Dreamshade,Stone Cold Digital,41.0,0.56,0.946,7.0,-6.106,1,0.0816,0.00146,,0.312,0.334,114.989,198267.0,4,10 +Avalanche Effect,The Veil,38.0,0.426,0.932,1.0,-9.138,1,0.0591,0.000138,0.00331,0.059,0.602,170.048,267000.0,4,8 +Damon Fowler,Alafia Moon,29.0,0.388,0.41,9.0,-9.376,1,0.0301,0.183,0.039,0.0993,0.42,116.168,274173.0,3,2 +Dead Disco,The Treatment - Metronomy Remix,16.0,0.582,0.704,,-6.49,1,0.0276,0.000987,0.587,0.224,0.375,106.918,199880.0,4,6 +Kobi Maman,◊¢◊ì ◊©◊†◊í◊û◊®,48.0,0.496,0.448,1.0,-7.822,0,0.0682,0.389,,0.0941,0.327,79.115,213500.0,4,9 +AJ Tracey,Little More Love,72.0,0.719,0.762,6.0,-6.623,1,0.114,0.199,9.89e-06,0.358,0.676,100.08,160000.0,4,5 +Rainbow,Catch The Rainbow,57.0,0.32,0.412,4.0,-12.75,0,0.0316,0.188,0.0339,0.0644,0.282,132.986,396467.0,4,10 +Shalom Hanoch,◊õ◊û◊î ◊ò◊ï◊ë ◊©◊ë◊ê◊™ ◊î◊ë◊ô◊™◊î,23.0,0.526,0.404,2.0,-18.53,1,0.0358,0.543,0.00842,0.107,0.445,81.851,321800.0,4,10 +Weathers,Losing Blood,50.0,0.687,0.773,5.0,-4.341,0,0.0551,0.0128,,0.148,0.674,100.009,184459.0,4,10 +Lil Nas X,MONTERO (Call Me By Your Name),58.0,0.61,0.508,8.0,-6.682,0,0.152,0.297,,0.384,0.758,178.818,2.29793333,4,9 +Chris Cornell,Showdown,40.0,0.647,0.872,4.0,-6.337,0,0.0388,0.0702,2.38e-05,0.342,0.694,104.982,203410.0,4,10 +George Strait,Fool Hearted Memory,43.0,0.567,0.57,10.0,-9.926,1,0.0295,0.317,,0.205,0.645,88.851,2.661116667,4,4 +Ryan Hurd,Payback (feat. The Cadillac Three),49.0,0.381,0.896,2.0,-3.712,1,0.0517,0.00113,,0.183,0.564,157.981,207215.0,4,10 +The 1975,Love It If We Made It,70.0,0.472,0.745,4.0,-5.297,1,0.0356,0.000607,2.74e-05,0.0957,0.0631,180.06,252926.0,4,9 +Heart,All I Wanna Do Is Make Love To You,68.0,0.626,0.746,7.0,-8.832,1,0.0282,0.16,,0.0618,0.8,102.896,310893.0,4,10 +Queen Jane Approximately,Emma Swift,31.0,0.573,0.679,2.0,-7.772,1,0.0263,0.0198,6.72e-05,0.201,0.777,113.06,4.6096,4,0 +Sure Sure,This Must Be The Place,64.0,0.886,0.371,5.0,-10.542,1,0.0465,0.349,0.00138,0.0985,0.928,115.026,219261.0,4,6 +"Claude Debussy, Claire Jones, Paul Watkins, English Chamber Orchestra",Danses pour Harpe Chromatique: Danse profane,34.0,0.264,0.0556,9.0,-23.917,1,0.0349,0.964,0.91,0.0783,0.0487,99.381,5.155066667,3,7 +Hemant Kumar,Insaaf Ki Dagar Pe,8.0,0.466,0.471,3.0,-11.494,1,0.0469,0.82,,0.175,0.716,137.8,3.32645,3,3 +King Nun,Chinese Medicine,29.0,0.481,0.938,1.0,-3.116,0,0.14,0.000116,0.000105,0.0835,0.608,162.971,165014.0,4,10 +System Of A Down,Protect The Land,67.0,0.432,0.886,8.0,-3.991,1,0.0341,9.2e-05,4.74e-05,0.338,0.248,76.04,307645.0,4,10 +"Kelsea Ballerini, LANY",I Quit Drinking,79.0,0.607,0.418,1.0,-6.997,1,0.0363,0.394,,0.182,0.386,95.002,2.853333333,4,4 +Narkis,◊û◊û◊î ◊ê◊™◊î ◊ë◊ï◊®◊ó,36.0,0.702,0.763,2.0,-5.237,0,0.0518,0.0175,1.91e-05,0.189,0.6,103.004,223511.0,4,9 +Dropdead Chaos,HUMANS,24.0,0.363,0.987,11.0,-3.849,0,0.236,8.36e-06,0.00251,0.246,0.202,200.015,290896.0,4,8 +Juan Wauters,Locura,43.0,0.718,0.63,4.0,-9.147,0,0.0373,0.0905,0.000169,0.483,0.666,115.537,164524.0,4,6 +Lady Gaga,Sour Candy (with BLACKPINK),72.0,0.752,0.87,9.0,-3.812,0,0.0623,0.0604,1.12e-05,0.489,0.784,120.006,157707.0,4,9 +"Udit Narayan, Alka Yagnik",Chand Chhupa Badal Mein,53.0,0.402,0.61,11.0,-9.509,0,0.141,0.368,,0.109,0.463,86.248,5.78355,4,3 +WALK THE MOON,Kamikaze,58.0,0.575,0.694,1.0,-5.674,1,0.0709,0.0158,,0.108,0.442,77.537,196533.0,4,9 +Sonny Landreth,Somebody Gotta Make A Move,41.0,0.572,0.522,4.0,-8.699,0,0.0348,0.582,0.00231,0.156,0.218,125.971,234418.0,4,2 +Lil Jon & The East Side Boyz,Lovers And Friends,66.0,0.675,0.501,10.0,-6.183,1,0.22,0.0541,,0.429,0.532,139.861,260600.0,4,5 +Luna Delirious,Valentine,43.0,0.361,0.231,4.0,-9.684,0,0.0375,0.924,,0.17,0.359,167.544,130339.0,4,6 +24kGoldn,Company (feat. Future),79.0,0.831,0.727,8.0,-3.657,0,0.169,0.447,,0.111,0.703,125.068,213080.0,4,9 +Island Apollo,Hold It Down,40.0,0.571,0.719,8.0,-7.193,0,0.0288,0.00274,0.000463,0.19,0.613,91.984,238508.0,4,1 +The All-American Rejects,Sweat,50.0,0.647,0.512,5.0,-4.162,1,0.0714,0.0017,5.97e-05,0.0689,0.695,135.171,183956.0,3,10 +Dudu Aharon,◊û◊ó◊õ◊î ◊®◊ß ◊ú◊ö,15.0,0.705,0.957,6.0,-2.373,1,0.0397,0.1,,0.161,0.787,105.045,191187.0,4,9 +Ida Mae,Reaching,29.0,0.499,0.395,10.0,-5.839,1,0.0293,0.521,4.23e-05,0.147,0.547,81.685,195467.0,4,2 +Matilda Mann,As It Is,57.0,0.657,0.258,10.0,-12.613,1,0.0311,0.908,2.79e-06,0.116,0.318,127.725,184301.0,4,9 +iivrson,Choose,35.0,0.544,0.463,9.0,-10.572,1,0.13,0.56,6.62e-05,0.112,0.157,88.906,138667.0,4,9 +The Uptown Players,Solitude,59.0,0.427,0.0841,5.0,-20.033,0,0.0319,0.973,0.962,0.0995,0.159,105.973,2.509966667,4,7 +KenTheMan,Might Not Like It,55.0,0.668,0.435,1.0,-9.839,1,0.479,0.257,,0.123,0.609,174.142,157000.0,4,5 +ODC,I Don't Know You,40.0,0.421,0.949,5.0,-2.215,0,0.0932,0.000189,0.00994,0.448,0.27,148.048,221988.0,4,8 +The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,9 +Derek & The Dominos,Layla - 40th Anniversary Version / 2010 Remastered,,0.404,0.903,1.0,-3.88,1,0.0668,0.577,0.297,0.287,0.498,115.672,7.064,4,10 +GA-20,Two In The Ground,35.0,0.529,0.481,5.0,-8.501,1,0.0258,0.627,0.0249,0.26,0.436,85.9,252634.0,4,2 +Doda,◊ê◊ú◊£ ◊õ◊ë◊ê◊ô◊ù,36.0,0.728,0.513,,-10.514,1,0.0446,0.115,1.06e-06,0.111,0.891,124.594,249000.0,4,10 +Diunna Greenleaf,Sunny Day Friends,31.0,0.604,0.771,,-4.656,1,0.0619,0.273,,0.0599,0.594,124.089,220933.0,4,2 +Mike Zito,Big Mouth,41.0,0.604,0.743,5.0,-6.442,0,0.0349,0.0971,0.000131,0.0604,0.823,99.37,248080.0,4,2 +"Ludwig van Beethoven, Itzhak Perlman, André Previn, London Symphony Orchestra","Beethoven: Violin Concerto in D Major, Op. 61: II. Larghetto",27.0,0.131,0.0398,7.0,-26.035,1,0.0484,0.957,0.753,0.0892,0.053,84.829,9.39955,4,7 +Parkwood,Screwdriver,34.0,0.446,0.989,7.0,-4.131,1,0.155,0.00125,9.2e-06,0.102,0.0437,105.955,197264.0,4,10 +LUMP,Animal - Edit,52.0,0.76,0.652,1.0,-8.896,1,0.0311,0.137,0.213,0.11,0.398,119.978,185536.0,3,6 +Valerio Castilla,Don't Belong Anywhere,46.0,0.671,0.172,2.0,-15.305,0,0.0508,0.981,0.942,0.122,0.268,89.969,3.892033333,4,7 +props,I Don't Mind,27.0,0.732,0.397,5.0,-10.648,1,0.254,0.0609,3.45e-05,0.0737,0.512,73.888,159791.0,4,6 +Brett Young,"1, 2, 3 Mississippi",51.0,0.596,0.751,6.0,-6.233,1,0.0355,0.00878,6.54e-06,0.0866,0.757,155.974,3.446666667,4,4 +France Gall,Laisse tomber les filles,39.0,0.663,0.699,2.0,-9.659,1,0.0313,0.485,,0.0994,0.965,132.817,124973.0,4,1 +John Denver,Rocky Mountain High,67.0,0.455,0.437,4.0,-11.411,1,0.0278,0.314,,0.501,0.724,81.396,283640.0,4,10 +Cream,White Room,12.0,0.55,0.576,,-13.475,1,0.0306,0.178,0.00935,0.0555,0.486,109.837,5.05333333,4,10 +Johnny & The Hurricanes,Red River Rock,40.0,0.371,0.813,,-11.397,1,0.0741,0.0946,0.919,0.272,0.822,153.963,2.13353333,4,10 +Ricky Skaggs,Highway 40 Blues,47.0,0.653,0.657,4.0,-11.966,1,0.0316,0.0582,0.00139,0.349,0.96,117.972,3.148216667,4,4 +Saliva,After Me - 2021 Version,48.0,0.462,0.855,1.0,-4.336,0,0.0428,8.06e-06,0.000346,0.0745,0.516,89.996,234288.0,4,10 +Lil Ed & The Blues Imperials,World Of Love,6.0,0.49,0.72,,-6.11,1,0.032,0.0251,0.0109,0.1,0.93,167.89,240267.0,4,2 +Survivor,"Burning Heart - From ""Rocky IV"" Soundtrack",67.0,0.652,0.609,9.0,-9.684,0,0.028,0.298,8.79e-06,0.0573,0.646,98.125,230107.0,4,10 +Tired Violence,"What is Today, But Yesterday's Tomorrow?",30.0,0.462,0.9,8.0,-7.393,1,0.051,0.00158,0.000199,0.376,0.609,155.033,98758.0,4,8 +James Morrison,I Won't Let You Go - Live At The Hospital Club,33.0,0.469,0.362,,-10.713,1,0.034,0.817,,0.699,0.214,104.534,4.002766667,4,9 +Benny Sings,Nobody‚Äôs Fault,48.0,0.883,0.405,2.0,-10.356,0,0.0387,0.479,0.328,0.0419,0.832,113.979,202538.0,4,1 +"Pragya Dasgupta, Jai Kothari",Palkan Lagi,13.0,0.447,0.252,11.0,-10.986,1,0.0377,0.669,,0.279,0.174,120.777,2.833066667,4,0 +Chris Cornell,"Thank You - Recorded Live At Esplanade Arts & Heritage Centre, Medicine Hat, Alberta, Canada on April 27, 2011",52.0,0.402,0.317,7.0,-5.826,1,0.0268,0.766,,0.715,0.103,77.654,288187.0,4,10 +Booker T. & the M.G.'s,Green Onions,68.0,0.816,0.514,10.0,-8.741,1,0.0339,0.767,0.949,0.0899,0.912,136.837,176333.0,4,10 +Gugun Power Trio,Vixen Eyes,35.0,0.687,0.853,6.0,-7.761,1,0.0567,0.0801,0.00171,0.109,0.918,110.051,256680.0,4,10 +The Weeknd,The Hills,86.0,0.585,0.564,,-7.063,0,0.0515,0.0671,,0.135,0.137,113.003,242253.0,4,9 +Altin G√ºn,Gelin Halayƒ±,36.0,0.407,0.704,,-10.505,1,0.0361,0.0395,0.0829,0.12,0.948,104.695,197125.0,4,1 +Roei Hermon,◊ê◊ô◊ü ◊ê◊ï◊™◊ô,31.0,0.67,0.833,11.0,-10.018,0,0.116,0.31,0.00603,0.313,0.751,122.334,290500.0,4,10 +Mateo Ortega,tranquilas noches valencianas,46.0,0.571,0.0442,2.0,-19.376,0,0.0588,0.994,0.868,0.105,0.121,107.813,3.513783333,4,7 +Mr. Big,To Be With You - 2010 Remastered Version,73.0,0.688,0.375,4.0,-9.601,1,0.0535,0.286,,0.133,0.45,83.635,210480.0,4,8 +Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,10 +Sacred Reich,Surf Nicaragua,41.0,0.318,0.963,7.0,-4.878,1,0.176,0.000182,0.387,0.344,0.358,102.225,280400.0,4,8 +LCD Soundsystem,Drunk Girls,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,6 +Danny Sanderson,◊ñ◊î ◊î◊õ◊ú ◊ë◊©◊ë◊ô◊ú◊ö,42.0,0.659,0.3,7.0,-10.946,0,0.0292,0.524,,0.211,0.214,87.864,205000.0,4,10 +Led Zeppelin,The Rover - 1993 Remaster,55.0,0.367,0.752,6.0,-8.134,0,0.0317,0.0133,0.00979,0.0658,0.401,205.47,336907.0,4,10 +Olivia Rodrigo,good 4 u,82.0,0.556,0.661,6.0,-5.052,0,0.204,0.3,,0.101,0.668,168.56,2.96913333,4,9 +Monster Magnet,Space Lord,53.0,0.636,0.743,10.0,-7.112,1,0.0354,0.000231,0.665,0.123,0.356,95.821,355933.0,4,10 +The Stone Foxes,I Know Who You Are,31.0,0.492,0.664,11.0,-8.116,1,0.0679,0.00584,0.329,0.101,0.35,154.919,191904.0,4,2 +False Advertising,You Said,17.0,0.435,0.833,10.0,-7.53,1,0.0375,1.48e-05,0.000898,0.278,0.551,170.836,222120.0,4,10 +The Maccabees,Marks To Prove It,44.0,0.18,0.916,7.0,-6.788,1,0.0923,0.000975,0.224,0.0945,0.186,85.614,254547.0,4,6 +Buddy Holly,Rave On,57.0,0.566,0.711,,-6.536,1,0.0335,0.611,6.59e-06,0.417,0.961,159.629,1.83266667,4,10 +Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,1 +The Record Company,Off The Ground,56.0,0.543,0.696,7.0,-4.572,1,0.0426,0.601,0.215,0.384,0.849,92.15,253747.0,4,10 +Jj Thames,Only Fool Was Me,25.0,0.562,0.466,4.0,-8.879,1,0.0333,0.441,0.00233,0.337,0.257,144.105,268453.0,3,2 +James Smith,Say You'll Stay - Acoustic,40.0,0.534,0.258,2.0,-8.007,0,0.0313,0.944,,0.171,0.512,88.771,211452.0,4,9 +A Tribe Called Quest,Scenario,60.0,0.795,0.6,2.0,-14.004,1,0.341,0.112,0.000171,0.111,0.633,101.78,250133.0,4,5 +Westlife,Bop Bop Baby,,0.68,0.895,2.0,-4.515,1,0.0306,0.0144,,0.229,0.659,118.023,4.365116667,4,9 +The Black Keys,Eagle Birds,44.0,0.512,0.78,11.0,-4.946,0,0.0409,0.0471,0.0242,0.0856,0.609,93.998,160543.0,4,10 +The Presidents Of The United States Of America,Lump,68.0,0.499,0.873,6.0,-3.902,1,0.0386,0.00468,,0.165,0.864,142.726,134200.0,4,6 +pg.lost,Eraser,46.0,0.242,0.87,7.0,-6.416,1,0.049,5.21e-06,0.76,0.37,0.192,127.01,510240.0,4,8 +FANGZ,Who Are We Now,25.0,0.386,0.971,,-2.766,1,0.094,5.69e-06,0.00553,0.555,0.32,174.898,142882.0,4,10 +The Monks,Complication,34.0,0.476,0.731,,-7.658,1,0.148,0.484,0.000392,0.129,0.613,126.8,142613.0,4,6 +CeeFineAss,Payback,54.0,0.643,0.49,7.0,-11.009,1,0.417,0.00841,,0.123,0.726,97.536,92682.0,4,5 +Trudy Lynn,One Monkey Don't Stop No Show,10.0,0.736,0.709,6.0,-5.687,1,0.121,0.671,7.62e-06,0.0849,0.832,118.888,194933.0,4,2 +Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,10 +The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,1 +shame,One Rizla,47.0,0.425,0.889,11.0,-4.53,0,0.0419,0.000116,1.49e-05,0.0812,0.583,131.949,214578.0,4,1 +Blondie,Dreaming - Remastered,43.0,0.343,0.901,2.0,-5.373,1,0.0419,0.00244,0.000147,0.0801,0.798,161.69,188427.0,4,1 +Anni Piper,Love's Truly Blind,32.0,0.639,0.422,11.0,-9.385,1,0.0263,0.272,9.98e-05,0.124,0.321,105.015,207640.0,3,2 +The Damnnation,Parasite,14.0,0.614,0.929,1.0,-5.087,1,0.0337,0.000378,0.00447,0.168,0.198,109.983,221240.0,4,8 +Incubus,Megalomaniac,59.0,0.532,0.943,7.0,-4.549,0,0.0512,0.0056,0.000587,0.317,0.371,140.042,294800.0,4,10 +Michael Schenker Group,In Search of the Peace of Mind,34.0,0.147,0.883,9.0,-5.926,1,0.0544,0.0885,0.263,0.123,0.368,179.893,387047.0,4,10 +The Fall of Troy,Knife Fight at the Mormon Church,32.0,0.485,0.97,3.0,-7.014,0,0.0609,4.07e-06,0.165,0.28,0.572,101.99,254678.0,4,1 +Simon & Garfunkel,Homeward Bound,,0.485,0.38,3.0,-11.773,1,0.034,0.829,,0.103,0.531,92.933,2.49355,4,0 +Malady,Famous Last Words,32.0,0.556,0.865,6.0,-5.694,0,0.0346,0.000337,7.55e-06,0.441,0.413,123.997,210333.0,4,9 +Boundaries,Is Survived By,39.0,0.511,0.937,2.0,-5.06,1,0.0755,1.7e-05,0.378,0.32,0.197,95.069,178947.0,4,8 +Joe Turner,Too Much,41.0,0.632,0.601,7.0,-7.742,0,0.0354,0.448,0.569,0.125,0.24,117.01,236480.0,4,6 +Alcest,Autre temps,44.0,0.24,0.548,1.0,-8.378,0,0.0325,0.00607,0.875,0.0941,0.128,127.337,350320.0,4,10 +Neck Deep,When You Know,59.0,0.546,0.782,8.0,-4.801,1,0.0371,0.00155,0.000545,0.0528,0.44,108.049,189102.0,4,10 +"Topic, Bebe Rexha",Chain My Heart,78.0,0.663,0.849,11.0,-4.462,0,0.0334,0.0791,1.2e-06,0.192,0.722,123.992,2.448,4,9 +Umphrey's McGee,"In the Kitchen, Pt. 1 (Live)",24.0,0.565,0.771,11.0,-11.088,0,0.0365,0.858,0.873,0.397,0.442,111.501,596885.0,4,10 +PVRIS,Thank You (feat. RAYE),53.0,0.498,0.748,4.0,-5.766,0,0.256,0.145,,0.0582,0.358,99.832,211418.0,4,10 +Jamie Berry,This Is For Everyone - Original Mix,42.0,0.674,0.65,5.0,-6.124,1,0.0398,0.182,0.0276,0.27,0.818,115.999,229655.0,4,2 +Yeah Yeah Yeahs,Maps,68.0,0.502,0.941,7.0,-5.194,1,0.0716,0.000346,0.319,0.553,0.124,119.783,219987.0,4,6 +TheColorGrey,Out Of My Hands (feat. Oddisee),47.0,0.553,0.611,9.0,-8.233,0,0.266,0.31,0.000112,0.0745,0.631,79.803,216453.0,4,5 +Frank Zappa,Watermelon In Easter Hay,56.0,0.486,0.433,9.0,-13.21,1,0.0439,0.192,0.031,0.124,0.295,110.936,547960.0,4,10 +Dan Owen,Made to Love You,,0.361,0.153,,-10.296,1,0.0332,0.879,,0.0918,0.128,80.794,3.46445,4,0 +Britney Spears,Private Show,,0.753,0.456,2.0,-5.892,1,0.0416,0.22,1.02e-06,0.449,0.525,112.521,3.92155,3,9 +Pinkshinyultrablast,Dance AM,33.0,0.556,0.607,10.0,-8.302,1,0.0456,0.000542,0.00235,0.0781,0.283,89.957,272498.0,4,10 +King King,Wait On Time - Live,35.0,0.561,0.804,4.0,-8.4,1,0.0607,0.0385,0.00255,0.706,0.588,118.076,386853.0,4,2 +Bahamas,Trick To Happy,65.0,0.755,0.289,2.0,-9.658,1,0.0614,0.535,0.000529,0.109,0.646,177.98,204453.0,4,1 +RUMINA,Stained Blue,19.0,0.566,0.35,4.0,-10.564,0,0.0333,0.811,0.0612,0.0907,0.0489,125.114,194165.0,4,6 +Amyl and The Sniffers,Some Mutts (Can't Be Muzzled),36.0,0.337,0.95,3.0,-2.218,0,0.0751,0.000943,0.00082,0.104,0.474,86.179,159566.0,4,1 +Doe Boy,Tweakin (feat. Future),51.0,0.839,0.497,6.0,-6.088,0,0.311,0.0966,,0.094,0.427,76.029,183144.0,4,5 +Designed Intervention,Strangers Who Know Every Secret,37.0,0.716,0.696,4.0,-5.289,1,0.0262,0.0738,0.125,0.08,0.55,110.019,156614.0,4,6 +IRONTOM,Big Shot,45.0,0.504,0.938,8.0,-2.696,0,0.0583,0.00743,,0.0741,0.612,145.91,220527.0,4,1 +The Black Keys,Your Touch,61.0,0.532,0.768,4.0,-8.698,0,0.0551,0.8,2.01e-05,0.377,0.698,116.026,162587.0,4,10 +Powerman 5000,Free,46.0,0.509,0.928,10.0,-2.557,0,0.0508,1.47e-05,0.000978,0.131,0.49,132.274,222813.0,4,8 +Biig Piig,American Beauty,,0.643,0.622,7.0,-10.569,0,0.0304,0.345,0.928,0.156,0.833,120.202,172067.0,4,6 +Wardruna,Helvegen,60.0,0.234,0.51,5.0,-13.398,0,0.0498,0.657,0.293,0.545,0.191,100.67,431867.0,4,8 +Phosphorescent,Ride On / Right On,47.0,0.539,0.582,7.0,-7.414,1,0.0328,0.00818,0.0717,0.15,0.245,95.07,224907.0,4,10 +"Bruno Mars, Anderson .Paak, Silk Sonic",Leave The Door Open,92.0,0.586,0.616,5.0,-7.964,1,0.0324,0.182,,0.0927,0.719,148.088,4.034933333,4,9 +Trivium,Until the World Goes Cold,50.0,0.517,0.887,10.0,-7.637,0,0.0732,0.000244,0.00258,0.151,0.531,166.008,321162.0,4,8 +Sam Fischer,For Now,64.0,0.731,0.233,1.0,-11.109,1,0.0376,0.89,,0.3,0.408,108.008,211813.0,4,9 +The Undertones,Teenage Kicks,61.0,0.415,0.782,2.0,-6.745,1,0.0461,0.0011,,0.14,0.564,135.029,148480.0,4,1 +Skales,Badman Love,44.0,0.87,0.68,5.0,-6.596,1,0.158,0.141,1.62e-05,0.0595,0.727,97.022,210033.0,4,9 +Awake for the Sunrise,Flock of Dimes,41.0,0.351,0.353,10.0,-11.15,1,0.084,0.889,2.12e-06,0.0903,0.564,201.789,3.972216667,3,0 +Rejjie Snow,Cookie Chips,58.0,0.458,0.635,5.0,-7.697,1,0.275,0.45,0.000108,0.114,0.555,91.926,259907.0,4,5 +U2,I Still Haven't Found What I'm Looking For,76.0,0.564,0.774,1.0,-9.424,1,0.0368,0.0135,0.00191,0.0861,0.657,100.894,4.62461667,4,10 +"Fuzon, Shafqat Amanat Ali",Khamaj,38.0,0.645,0.402,6.0,-14.454,1,0.0299,0.499,1.79e-05,0.362,0.438,80.056,6.932883333,4,0 +Young Rising Sons,Carry On - Acoustic,54.0,0.675,0.195,7.0,-13.465,0,0.0346,0.868,2.03e-06,0.126,0.275,91.935,3.46466667,4,0 +Stevedreez,STAY UP,42.0,0.803,0.319,,-10.736,0,0.154,0.000592,0.0154,0.103,0.441,110.007,229766.0,4,9 +Song Sung,Telling Tales,24.0,0.425,0.555,,-11.806,1,0.0287,0.0262,0.284,0.206,0.247,108.991,252500.0,4,10 +Wake up Frankie,The Outlaw,25.0,0.534,0.887,10.0,-6.371,0,0.0606,0.000439,0.000128,0.394,0.432,126.475,226957.0,4,8 +Johnny Cash,Get Rhythm,57.0,0.914,0.465,5.0,-11.406,1,0.0618,0.67,,0.222,0.932,110.205,133120.0,4,10 +Coach Party,Everybody Hates Me,41.0,0.556,0.885,10.0,-5.917,1,0.0397,0.00283,0.0137,0.144,0.556,137.969,154391.0,4,6 +UPSAHL,Douchebag,58.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,9 +SAINt JHN,Roses - Imanbek Remix [Latino Gang],22.0,0.802,0.78,8.0,-4.858,1,0.0753,0.0868,0.00149,0.199,0.875,121.985,208450.0,4,9 +Ben Harper,Black Eyed Dog,37.0,0.506,0.22,7.0,-13.371,1,0.0328,0.922,0.139,0.0806,0.496,93.583,168779.0,4,1 +Orchards,Butterfly,46.0,0.587,0.932,7.0,-4.697,1,0.0687,0.00257,,0.0694,0.564,100.004,207882.0,4,8 +Sampa the Great,Final Form,53.0,0.69,0.889,11.0,-6.689,0,0.166,0.00876,0.00226,0.302,0.761,96.02,216778.0,4,5 +"Jimmie Allen, Brad Paisley",Freedom Was A Highway,72.0,0.563,0.847,1.0,-4.493,1,0.0468,0.0891,,0.121,0.666,96.06,3.545333333,4,4 +Buddy Guy,Messin' with the Kid,2.0,0.723,0.738,5.0,-8.571,1,0.0442,0.81,0.011,0.0829,0.809,120.121,135547.0,4,2 +Albert King,Blues At Sunrise,35.0,0.343,0.617,11.0,-7.179,1,0.108,0.366,0.0363,0.784,0.523,171.624,910480.0,3,2 +MISSIO,Wolves,53.0,0.739,0.647,10.0,-8.643,0,0.069,0.0852,,0.237,0.19,119.991,223672.0,4,10 +JAWNY,Best Thing,60.0,0.781,0.746,5.0,-6.327,0,0.38,0.503,,0.106,0.858,95.73,156709.0,4,6 +shame,Concrete,44.0,0.446,0.902,2.0,-4.698,1,0.0423,0.00966,0.00301,0.135,0.203,92.496,214106.0,4,6 +Yuval Dayan,Mesunveret,28.0,0.603,0.323,5.0,-8.043,0,0.0322,0.837,6.88e-05,0.11,0.153,145.787,220283.0,4,9 +Action Bronson,Mongolia [Feat. Hologram & Meyhem Lauren],46.0,0.563,0.809,6.0,-5.678,1,0.326,0.452,1.76e-05,0.214,0.691,80.524,172040.0,4,5 +Wire,Outdoor Miner - 2006 Remastered Version,46.0,0.568,0.636,4.0,-8.862,1,0.0297,0.431,3.02e-06,0.492,0.71,124.37,104507.0,4,6 +Scorpions,Send Me An Angel,70.0,0.153,0.417,1.0,-11.587,1,0.0318,0.434,0.000622,0.211,0.166,80.87,273333.0,3,10 +Drown in Sulphur,Essence,33.0,0.454,0.9,,-6.282,1,0.0866,0.000455,0.802,0.226,0.0799,120.005,241250.0,4,8 +alt-J,Left Hand Free,67.0,0.698,0.875,3.0,-4.45,1,0.0482,0.456,0.0157,0.0826,0.811,101.989,173631.0,4,1 +Ben Kweller,American Cigarettes,42.0,0.692,0.488,7.0,-7.007,1,0.0341,0.00516,,0.113,0.291,144.06,222500.0,4,10 +Sha Na Na,Book of Love - Live at Woodstock,20.0,0.587,0.527,9.0,-8.599,1,0.0743,0.952,8.17e-06,0.669,0.914,116.953,121747.0,4,10 +Cautious Clay,Karma & Friends,59.0,0.548,0.58,6.0,-7.637,0,0.0251,0.048,0.0238,0.237,0.446,87.997,165306.0,4,1 +Lucy Dacus,Hot & Heavy,63.0,0.551,0.78,,-6.659,1,0.055,0.0941,1.15e-06,0.11,0.421,135.023,250613.0,4,6 +Eli Young Band,Even If It Breaks Your Heart,67.0,0.495,0.527,,-4.742,1,0.0351,0.000159,0.0163,0.1,0.574,208.067,3.675333333,4,4 +Dissection,Maha-Kali,45.0,0.571,0.853,1.0,-4.733,0,0.0303,3.37e-05,0.126,0.0919,0.648,109.019,366333.0,4,8 +Ehud Banai,◊ò◊ô◊§ ◊ò◊ô◊§◊î,28.0,0.634,0.803,2.0,-6.484,0,0.0266,0.109,1.28e-05,0.142,0.882,133.797,177307.0,4,10 +Buffalo Fuzz,Perfect Man,38.0,0.459,0.58,4.0,-9.7,1,0.0353,0.00872,0.0203,0.124,0.185,128.789,325313.0,4,10 +Chad Tepper,Enough,46.0,0.581,0.791,2.0,-6.872,1,0.07,0.00141,,0.0716,0.582,161.927,201852.0,4,10 +The Brian Jonestown Massacre,Panic In Babylon,40.0,0.465,0.884,11.0,-5.423,1,0.051,0.000793,0.818,0.49,0.288,128.284,278827.0,4,10 +Henry Green,The Sweetest Taboo,51.0,0.569,0.129,7.0,-19.854,0,0.0401,0.942,0.0251,0.0963,0.15,93.894,2.87556667,4,0 +Nati Levi,◊°◊ï◊õ◊®,21.0,0.68,0.727,11.0,-12.032,1,0.0328,0.251,4.84e-05,0.221,0.915,99.525,288000.0,4,9 +Welshly Arms,Legendary - Acoustic,45.0,0.665,0.458,6.0,-8.111,0,0.0371,0.661,,0.0774,0.612,141.934,216940.0,4,10 +Polo G,RAPSTAR,96.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,165926.0,4,5 +Marduk,Christraping Black Metal,36.0,0.195,0.983,3.0,-4.597,1,0.0773,1.68e-06,0.308,0.355,0.0378,93.087,225800.0,4,8 +Celso Blues Boy,Por um Monte de Cerveja,28.0,0.613,0.878,4.0,-5.731,1,0.0313,0.00777,9.2e-05,0.168,0.902,129.991,232699.0,4,2 +Ruth Brown,I Don't Know,46.0,0.727,0.296,8.0,-7.851,1,0.0381,0.642,0.00195,0.0815,0.592,101.006,173733.0,4,2 +Abbie Ozard,breakdowns,34.0,0.481,0.666,8.0,-9.43,1,0.0395,0.0957,,0.104,0.66,98.748,156352.0,4,6 +Jazz,◊ê◊ú ◊™◊©◊ô◊ù ◊ú◊ô ◊ô◊ì ◊¢◊ú ◊î◊û◊ï◊™◊ü,16.0,0.66,0.483,9.0,-6.491,0,0.268,0.0744,0.00103,0.105,0.44,177.585,295547.0,4,9 +Gun,Word Up - Radio Mix,46.0,0.525,0.954,6.0,-7.325,0,0.0426,0.00131,0.0453,0.295,0.635,117.729,260600.0,4,10 +Filip Benedetto,Catch a Moment in Time,47.0,0.523,0.133,4.0,-22.312,0,0.0543,0.925,0.892,0.0971,0.152,96.755,3.845833333,4,7 +Rush,Tom Sawyer,72.0,0.536,0.901,9.0,-7.211,1,0.0374,0.00145,0.0186,0.06,0.666,87.559,276880.0,4,10 +Waylon Jennings,This Time,41.0,0.448,0.597,,-12.201,1,0.0381,0.0884,0.285,0.149,0.514,98.494,2.412216667,4,4 +Lauran Hibberd,Sweat Patch,32.0,0.745,0.471,4.0,-6.455,1,0.0399,0.0848,0.000158,0.153,0.846,85.507,195864.0,4,10 +Hemant Kumar,Jane Woh Kaise Log The,33.0,0.514,0.273,4.0,-8.322,1,0.0376,0.956,,0.0829,0.496,92.879,4.318666667,4,3 +"BRELAND, Keith Urban",Throw It Back (feat. Keith Urban),70.0,0.79,0.73,,-4.98,1,0.0926,0.0586,,0.0878,0.513,93.985,3.148933333,4,4 +–∫—É–ª—å—Ç–æ–¥–∏–Ω–æ—á–µ—Å—Ç–≤–∞,–°–Ω–µ–≥,30.0,0.581,0.675,7.0,-10.567,1,0.0561,0.231,0.585,0.117,0.43,151.96,225802.0,4,6 +Shocking Blue,Send Me A Postcard,53.0,0.344,0.81,11.0,-8.098,1,0.0448,0.0017,0.000409,0.119,0.667,153.801,160827.0,4,1 +Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,1 +Fiddlehead,Loverman,,0.533,0.971,4.0,-6.15,1,0.0519,0.000433,0.646,0.109,0.368,129.999,133212.0,4,10 +Noah Cunane,F*CK ABOUT IT,49.0,0.364,0.936,9.0,-4.281,1,0.146,0.000626,2.5e-06,0.427,0.579,180.191,100608.0,4,10 +Molchat Doma,–û—Ç–≤–µ—Ç–∞ –ù–µ—Ç / Otveta Net,42.0,0.653,0.612,,-10.022,1,0.0294,0.000606,0.825,0.036,0.593,150.307,242966.0,4,6 +Jason Aldean,She's Country,69.0,0.553,0.872,1.0,-2.832,0,0.0782,0.198,,0.0659,0.638,172.138,3.676216667,4,4 +Omer Adam,◊û◊î ◊©◊†◊§◊ú ◊û◊î◊ô◊ì◊ô◊ô◊ù,53.0,0.664,0.354,11.0,-9.855,0,0.0373,0.789,1.97e-05,0.168,0.346,135.977,181765.0,4,9 +The White Stripes,Fell In Love With A Girl,71.0,0.323,0.982,9.0,-1.742,0,0.113,0.706,5.93e-05,0.853,0.365,95.517,110093.0,4,10 +Sarit Hadad,◊õ◊û◊ï ◊°◊ô◊†◊ì◊®◊ú◊î,32.0,0.747,0.89,2.0,-4.05,1,0.0274,0.225,,0.027,0.961,108.032,205507.0,4,9 +Aerosmith,Mama Kin,50.0,0.426,0.751,4.0,-10.91,1,0.0403,0.122,0.00144,0.271,0.889,153.359,267227.0,4,10 +North Mississippi Allstars,Catfish,49.0,0.633,0.862,10.0,-6.869,0,0.0507,0.0443,0.0148,0.366,0.611,89.957,231000.0,4,2 +Sarah Neufeld,Stories,26.0,0.194,0.262,4.0,-13.313,0,0.0362,0.968,0.94,0.162,0.0337,66.457,359476.0,4,6 +Aerosmith,What It Takes,55.0,0.522,0.738,,-6.423,1,0.031,0.0286,5.8e-06,0.4,0.461,142.702,310533.0,4,10 +Doss,On Your Mind,47.0,0.825,0.569,5.0,-8.334,0,0.0483,0.0617,0.776,0.094,0.502,123.013,246183.0,4,1 +Lydia Baskow Trio,Nuages ​​Creux,61.0,0.279,0.0331,,-21.254,1,0.041,0.775,0.00863,0.0938,0.212,98.321,2.625,4,7 +Howlin' Wolf,Back Door Man,42.0,0.528,0.592,9.0,-14.041,0,0.0621,0.747,1.13e-06,0.203,0.925,156.623,173533.0,4,2 +Elvis Presley,Mystery Train,52.0,0.699,0.514,4.0,-12.61,1,0.0315,0.587,0.029,0.22,0.63,120.758,144947.0,4,10 +Asynje,Vindr,37.0,0.244,0.371,5.0,-13.817,1,0.0444,0.857,0.0134,0.0644,0.0789,97.799,318213.0,3,8 +Edith Whiskers,Home,68.0,0.72,0.197,2.0,-12.494,1,0.0361,0.981,0.00187,0.1,0.284,120.024,3.289333333,4,9 +Windy & Carl,Undercurrent,34.0,0.0862,0.222,9.0,-20.901,1,0.0441,0.893,0.795,0.11,0.109,202.983,281453.0,4,6 +WurlD,GHOST TOWN,45.0,0.698,0.609,7.0,-5.658,0,0.208,0.394,0.00292,0.678,0.742,79.028,197327.0,4,9 +Wednesday 13,Devil Inside,36.0,0.568,0.89,5.0,-7.763,1,0.0446,4.6e-05,0.015,0.2,0.835,151.101,314358.0,4,8 +Maddie Jay,CR78,43.0,0.79,0.539,10.0,-6.918,1,0.0553,0.313,0.0534,0.106,0.778,95.024,171373.0,4,1 +ENMY,Demon Eyes,46.0,0.41,0.935,6.0,-3.063,1,0.0571,2.31e-05,0.000752,0.446,0.503,90.964,171758.0,4,8 +Rose Cousins,Chains,42.0,0.381,0.593,2.0,-7.376,1,0.0382,0.396,0.00245,0.113,0.477,79.848,194571.0,4,10 +Deftones,7 Words,53.0,0.431,0.906,9.0,-6.13,1,0.0945,0.0001,0.0001,0.123,0.53,125.459,223893.0,4,8 +Blur,Ghost Ship,63.0,0.803,0.722,2.0,-6.421,1,0.0377,0.0324,0.00264,0.0763,0.857,139.981,299133.0,4,10 +L√òL√ò,death wish,60.0,0.627,0.819,,-2.122,0,0.0539,0.0526,,0.0838,0.937,90.037,197301.0,4,10 +L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,6 +Tom Francis,Upon These Stones,42.0,0.583,0.333,,-14.111,0,0.0417,0.764,0.479,0.104,0.195,148.747,4.3,4,0 +Abigail Barlow,Good Guys,40.0,0.799,0.63,1.0,-4.794,0,0.161,0.154,,0.433,0.77,111.049,158164.0,4,9 +Cas Haley,Every Road I'm On,45.0,0.72,0.674,9.0,-7.83,1,0.0294,0.194,0.000386,0.0946,0.97,148.045,229381.0,4,10 +tricot,potage,47.0,0.296,0.577,,-4.516,0,0.0391,0.0204,1.02e-06,0.121,0.497,87.028,246915.0,4,10 +The Highwomen,Highwomen,58.0,0.554,0.47,8.0,-6.604,0,0.0548,0.77,2.6e-06,0.106,0.346,95.598,212480.0,4,9 +Bones Owens,Keep It Close,49.0,0.451,0.817,11.0,-5.124,1,0.038,0.0144,3.49e-06,0.103,0.459,79.974,220791.0,4,2 +Supergrass,Sun Hits The Sky,46.0,0.374,0.842,7.0,-12.169,0,0.045,4.08e-05,0.565,0.118,0.352,150.484,291370.0,4,10 +Bloc Party,Banquet,64.0,0.575,0.936,10.0,-4.913,0,0.0512,0.000128,0.0146,0.0828,0.879,150.234,201360.0,4,1 +Itay Levi,◊ó◊ô◊õ◊ô◊™◊ô ◊ó◊ô◊õ◊ô◊™◊ô,22.0,0.757,0.832,,-5.143,0,0.0911,0.137,,0.0959,0.688,104.063,186985.0,4,9 +Ollie,Shot Me Down,53.0,0.779,0.335,,-11.08,0,0.254,0.742,,0.0932,0.51,62.482,200838.0,4,5 +King Crimson,Red,42.0,0.297,0.743,9.0,-8.565,1,0.0299,0.00277,0.879,0.16,0.119,87.829,375749.0,4,10 +Sara Kays,Backseat Rider,64.0,0.569,0.538,2.0,-9.003,1,0.0323,0.593,,0.23,0.552,104.05,208091.0,4,9 +Miley Cyrus,Prisoner (feat. Dua Lipa),83.0,0.781,0.67,3.0,-3.912,0,0.0452,0.0103,,0.0761,0.595,127.99,169333.0,4,9 +Nevertel,new friend,,0.599,0.816,2.0,-5.87,1,0.053,0.00154,0.000131,0.462,0.249,120.022,178250.0,4,8 +ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,3.84133333,4,10 +Tal Segev,◊ô◊ù ◊ë◊§◊®◊ô◊ñ,24.0,0.63,0.813,7.0,-6.284,1,0.0412,0.0856,4.29e-06,0.376,0.375,121.962,198211.0,4,9 +Digga D,Toxic,66.0,0.647,0.62,8.0,-8.37,1,0.442,0.217,,0.121,0.276,140.221,190286.0,4,5 +Survive Said The Prophet,Right and Left (To Redefine ver.),37.0,0.669,0.834,4.0,-5.209,0,0.0434,0.0636,,0.117,0.438,114.019,195227.0,4,10 +Immortal,Battles in the North,34.0,0.22,0.985,5.0,-4.335,1,0.0813,0.0158,0.637,0.296,0.0314,101.328,251797.0,3,8 +Generation X,Dancing With Myself,53.0,0.385,0.947,4.0,-3.141,1,0.0729,4.72e-05,0.616,0.662,0.831,176.28,228080.0,4,10 +Extreme,More Than Words,73.0,0.623,0.127,6.0,-14.935,1,0.0306,0.452,,0.114,0.237,91.625,334040.0,4,10 +Millennial,Aisha Badru,38.0,0.587,0.0984,2.0,-18.198,1,0.0424,0.87,0.000143,0.103,0.221,124.808,2.887183333,4,0 +Rudimental,"These Days (feat. Jess Glynne, Macklemore & Dan Caplen)",77.0,0.653,0.809,,-4.057,1,0.0474,0.194,,0.165,0.55,92.213,210773.0,4,9 +Kanye West,POWER,78.0,0.542,0.914,,-4.747,0,0.113,0.0161,,0.744,0.576,153.993,292093.0,4,5 +"Gautier Capuçon, Jerome Ducros",Einaudi: Una mattina,,0.0975,0.0077,9.0,-34.135,0,0.0471,0.988,0.83,0.0603,0.0989,87.152,3.180216667,4,7 +Kash Doll,Bossa Nova (feat. Tee Grizzley),56.0,0.908,0.696,9.0,-5.18,1,0.264,0.0213,4.06e-05,0.0747,0.287,102.032,156842.0,4,5 +Austin TV,El Hombre P√°nico,35.0,0.443,0.948,9.0,-3.91,0,0.0549,3.16e-05,0.21,0.142,0.859,186.161,138400.0,3,10 +CHVRCHES,The Mother We Share,54.0,0.462,0.722,1.0,-5.134,1,0.0306,0.0356,4.52e-06,0.127,0.327,173.941,191294.0,4,6 +Turin Brakes,Video Games,32.0,0.455,0.423,9.0,-8.343,1,0.0325,0.0115,5.47e-05,0.139,0.158,114.841,216193.0,4,6 +Justin Bieber,Off My Face,79.0,0.509,0.228,4.0,-8.68,1,0.0332,0.92,,0.104,0.586,90.674,156468.0,4,9 +Dejector,Take Me There,28.0,0.68,0.661,10.0,-13.39,1,0.0848,0.34,0.447,0.104,0.202,137.989,195041.0,4,9 +Ashley Monroe,Til It Breaks,48.0,0.712,0.354,1.0,-7.814,0,0.0309,0.386,1.14e-05,0.116,0.528,133.969,201520.0,4,1 +Britney Spears,Outrageous,55.0,0.828,0.662,7.0,-6.419,1,0.0461,0.0394,2.02e-05,0.191,0.847,105.014,3.365116667,4,9 +Cherry Tess & Her Rhythm Sparks,Leave a Happy Fool Alone,30.0,0.403,0.852,2.0,-5.84,1,0.0462,0.228,,0.0621,0.692,150.19,149000.0,4,10 +Tru Carr,Beat It Up,57.0,0.726,0.611,1.0,-5.541,1,0.338,0.0317,,0.286,0.684,154.067,202987.0,4,5 +The Kid LAROI,SO DONE,78.0,0.719,0.598,9.0,-6.254,1,0.077,0.232,,0.115,0.303,142.592,126521.0,4,9 +Fareeduddin Ayaz Qawal,Ghayal Hiraniaya,10.0,0.318,0.535,1.0,-8.816,1,0.0745,0.712,2.68e-05,0.0853,0.189,169.739,7.05885,5,0 +The Rolling Stones,Wild Horses - Acoustic Version,52.0,0.385,0.393,7.0,-7.874,1,0.0258,0.561,0.00138,0.101,0.178,147.665,347493.0,4,10 +Lalalar,ƒ∞syanlar - Radio Edit,43.0,0.776,0.523,7.0,-10.667,1,0.0626,0.17,0.82,0.429,0.529,100.976,280500.0,4,10 +Wooden Shjips,Eclipse,41.0,0.383,0.475,11.0,-11.842,0,0.0278,0.00706,0.759,0.108,0.339,141.423,383101.0,4,1 +The Lightning Seeds,Pure,55.0,0.622,0.702,4.0,-10.612,1,0.0282,0.0393,0.439,0.0903,0.858,123.518,3.79778333,4,10 +Eyal Golan,◊ê◊°◊™◊ì◊® ◊ú◊ë◊ì,34.0,0.724,0.399,2.0,-8.125,0,0.0445,0.782,,0.0936,0.454,135.82,208000.0,4,9 +Junon,Carcosa,31.0,0.447,0.962,2.0,-2.378,1,0.0656,2.27e-06,0.941,0.328,0.22,125.038,221574.0,4,8 +Backstreet Boys,Just Want You to Know,52.0,0.709,0.555,2.0,-3.506,1,0.0348,0.000269,,0.0804,0.638,106.0,3.853116667,4,9 +Doul,The Time Has Come,37.0,0.391,0.742,2.0,-4.691,1,0.0401,0.00277,0.00365,0.254,0.479,172.056,214520.0,4,1 +Kylie V,On My Mind,30.0,0.605,0.428,6.0,-7.93,1,0.0261,0.685,0.00924,0.201,0.228,152.969,260013.0,4,6 +Nytt Land,Valhalla Rising,37.0,0.428,0.42,4.0,-12.871,0,0.0355,0.145,0.272,0.348,0.107,87.016,420792.0,4,8 +Rosetta Stone,Adrenaline,38.0,0.469,0.813,7.0,-8.547,1,0.0504,8.15e-05,0.774,0.198,0.558,135.019,220960.0,4,10 +ssgkobe,Angels,53.0,0.584,0.561,11.0,-8.742,0,0.333,0.0121,,0.136,0.579,74.106,116728.0,4,5 +Prospa,WANT NEED LOVE,55.0,0.429,0.683,8.0,-7.297,1,0.038,0.000823,0.00342,0.0801,0.0536,126.873,241890.0,4,6 +Scream,Came Without Warning,26.0,0.29,0.982,9.0,-7.919,1,0.292,0.000291,3.72e-05,0.331,0.191,92.135,106187.0,4,10 +David Shaw,Heavy Soul,47.0,0.72,0.747,7.0,-4.413,1,0.0313,0.204,2.55e-05,0.139,0.919,145.047,182690.0,4,1 +DJ Scream,"Hood Rich Anthem (feat. 2 Chainz, Future, Waka Flocka Flame, Yo Gotti & Gucci Mane)",32.0,0.73,0.829,2.0,-4.11,1,0.191,0.137,,0.37,0.54,135.914,192533.0,4,5 +Meir Banai,◊ê◊¶◊ú◊ö ◊ë◊¢◊ï◊ú◊ù - Acoustic Version,44.0,0.5,0.268,4.0,-11.422,0,0.0295,0.842,1.15e-05,0.109,0.155,120.996,263387.0,3,10 +Bryan Adams,(Everything I Do) I Do It For You - Live At Sydney Opera House / 2013,36.0,0.402,0.356,,-7.626,1,0.0313,0.789,,0.906,0.312,136.979,3.925333333,4,9 +Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,10 +Saba,Ziplock,63.0,0.878,0.441,11.0,-8.864,0,0.0778,0.103,,0.102,0.374,115.051,198960.0,4,5 +Courtney Salas Group,Would You Be Mine?,50.0,0.573,0.0368,7.0,-23.202,0,0.0409,0.977,0.964,0.111,0.167,106.256,2.640866667,4,7 +Omer Adam,◊ê◊ì◊ï◊ü ◊û◊®◊§◊ô,35.0,0.576,0.311,3.0,-8.364,1,0.0558,0.745,,0.0918,0.692,110.277,186312.0,4,9 +Pearl Jam,Quick Escape,53.0,0.417,0.932,9.0,-5.482,1,0.055,0.000187,0.00121,0.326,0.436,163.527,286573.0,4,10 +Luke Bryan,All My Friends Say,60.0,0.683,0.9,9.0,-4.422,1,0.0333,0.0439,,0.177,0.962,117.036,4.046666667,4,4 +Lata Mangeshkar,Kahan Tak Ham Uthaye Gham,,0.523,0.218,1.0,-10.22,1,0.033,0.979,1.07e-05,0.226,0.515,87.652,3.342666667,4,3 +Melvoni,MILLION DOLLAR PEASANT,51.0,0.849,0.417,5.0,-8.479,1,0.105,0.11,,0.113,0.16,126.05,136992.0,4,5 +Shriekback,All Lined Up,37.0,0.769,0.673,,-9.761,1,0.0703,0.115,7.85e-05,0.458,0.878,131.254,225640.0,4,6 +Rob Zombie,The Triumph of King Freak (A Crypt of Preservation and Superstition),54.0,0.546,0.919,2.0,-5.467,1,0.0568,5.31e-05,0.178,0.0833,0.383,99.972,247040.0,4,8 +Bloody Hammers,Now the Screaming Starts,37.0,0.456,0.944,,-4.458,1,0.0758,0.000136,0.194,0.297,0.49,175.026,243689.0,4,8 +Hypocrisy,Slippin' Away,41.0,0.364,0.565,7.0,-8.793,0,0.0315,0.0005,0.289,0.254,0.0583,121.285,312933.0,4,8 +Kali,Do A Bitch,67.0,0.614,0.41,1.0,-11.034,0,0.422,0.0865,6.87e-06,0.159,0.31,104.482,164702.0,4,5 +Journey,Suzanne,44.0,0.52,0.952,10.0,-2.304,1,0.0538,0.23,2.52e-05,0.325,0.574,88.002,3.64821667,4,10 +Holly Herndon,Frontier,35.0,0.47,0.56,5.0,-6.844,0,0.0392,0.00244,7.14e-05,0.468,0.168,140.02,269079.0,4,6 +The Go,Summer Sun Blues,11.0,0.416,0.813,2.0,-6.183,1,0.0381,0.122,0.01,0.107,0.424,122.171,217040.0,4,2 +Transatlantic,Reaching for the Sky,27.0,0.377,0.871,10.0,-6.24,1,0.0467,0.00381,,0.762,0.325,131.232,340573.0,4,8 +Kasabian,Shoot the Runner,55.0,0.526,0.776,7.0,-4.169,1,0.0852,0.000431,0.0157,0.334,0.524,131.194,207373.0,4,6 +Rob Zombie,Superbeast,64.0,0.518,0.975,8.0,-4.425,1,0.0575,0.000136,0.827,0.42,0.32,154.059,220267.0,4,8 +You Am I,Berlin Chair,47.0,0.271,0.882,7.0,-8.483,1,0.06,0.0404,0.00201,0.0826,0.423,142.92,154667.0,4,10 +Bring Me The Horizon,Sleepwalking,63.0,0.4,0.959,2.0,-3.258,0,0.103,0.000187,4.21e-06,0.231,0.339,149.062,230093.0,4,8 +lil aaron,THAT ONE SONG,4.0,0.5,0.9,2.0,-3.654,1,0.0863,0.000375,,0.381,0.632,159.826,182953.0,4,10 +Marmozets,Habits,36.0,0.353,0.979,7.0,-2.701,0,0.13,0.005,0.102,0.342,0.26,157.907,220387.0,4,10 +Yaeji,MONEY CAN'T BUY,44.0,0.892,0.402,1.0,-8.735,1,0.192,0.157,0.0331,0.0875,0.506,108.02,170424.0,4,6 +Julien Baker,Heatwave,52.0,0.594,0.531,7.0,-6.436,1,0.0257,0.482,0.00258,0.157,0.624,107.968,164067.0,4,6 +Iron Maiden,Speed of Light,51.0,0.176,0.974,7.0,-5.778,0,0.132,0.000419,2.62e-05,0.107,0.334,185.491,301746.0,4,8 +"Niccolò Paganini, Jan Vogler","Cantabile, MS 109/Op. 17 (Arr. for Cello and Guitar)",38.0,0.16,0.257,2.0,-11.122,1,0.0425,0.99,0.8,0.107,0.224,172.442,3.43045,4,7 +Fantastic Negrito,Searching For Captain Save A Hoe,38.0,0.724,0.56,10.0,-7.429,0,0.0375,0.085,,0.153,0.373,74.984,225551.0,4,5 +Marina Maximilian,Maurin,21.0,0.505,0.362,10.0,-7.665,1,0.0289,0.442,0.000123,0.122,0.199,121.885,208457.0,4,9 +"Asha Bhosle, Manna Dey",Kaate Na Kaate Raina,11.0,0.331,0.759,6.0,-6.668,0,0.174,0.826,0.269,0.544,0.326,103.407,10.23036667,4,3 +Black Label Society,Suicide Messiah,54.0,0.359,0.83,5.0,-5.723,1,0.0725,0.000217,3.83e-05,0.0601,0.205,76.727,347867.0,4,8 +Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,8 +Foals,Mountain at My Gates,66.0,0.495,0.931,2.0,-5.336,0,0.0469,0.0025,0.0819,0.246,0.617,104.05,244293.0,4,6 +The Fretless,Alaska,32.0,0.76,0.292,,-14.534,1,0.0774,0.829,0.303,0.0832,0.568,104.939,229264.0,4,6 +"John Prine, Fiona Prine",My Happiness (feat. Fiona Prine),43.0,0.7,0.252,5.0,-14.384,1,0.0308,0.921,2.89e-05,0.117,0.552,97.51,2.92223333,4,0 +River,Leon Bridges,5.0,0.658,0.179,8.0,-10.866,1,0.0448,0.689,,0.17,0.191,128.128,3.976,4,0 +New Order,Age of Consent - 2015 Remaster,67.0,0.372,0.91,2.0,-5.559,1,0.0392,0.00101,0.0944,0.13,0.756,161.964,315333.0,4,6 +The Beatles,Here Comes The Sun - Remastered 2009,82.0,0.557,0.54,9.0,-10.484,1,0.0347,0.0339,0.00248,0.179,0.394,129.171,185733.0,4,10 +Sara Farell,Beautiful People,50.0,0.674,0.265,3.0,-11.687,1,0.031,0.845,,0.111,0.481,139.913,212625.0,4,9 +"Vincenzo Bellini, Ophélie Gaillard, Morphing Chamber Orchestra, Frédéric Chaslin",I Capuleti e i Montecchi: Oh quante volte (Arr. for Cello & Orchestra),37.0,0.111,0.188,7.0,-16.844,0,0.0403,0.986,0.854,0.114,0.0556,80.867,4.40555,4,7 +Fleetwood Mac,Everywhere - 2017 Remaster,78.0,0.73,0.487,4.0,-10.991,1,0.0303,0.258,0.01,0.0852,0.731,114.965,226653.0,4,10 +UniBe@t,dump,37.0,0.83,0.72,5.0,-8.14,0,0.354,0.0012,0.00456,0.0887,0.9,116.013,273103.0,4,6 +Dot Cromwell,Hold U,33.0,0.837,0.737,,-3.336,1,0.275,0.277,9.41e-05,0.322,0.578,133.048,162075.0,4,5 +Joe Bonamassa,Love Ain't a Love Song,36.0,0.471,0.944,10.0,-4.673,0,0.0686,0.000744,0.000587,0.193,0.763,94.414,228520.0,4,2 +Grateful Dead,Althea - 2013 Remaster,63.0,0.783,0.284,9.0,-14.307,1,0.0365,0.679,0.282,0.0767,0.584,82.676,412596.0,4,10 +Ariel Posen,Coming Back,33.0,0.61,0.547,2.0,-8.05,0,0.0353,0.0911,4.31e-06,0.165,0.618,131.99,178333.0,4,2 +Helena Deland,Truth Nugget,42.0,0.662,0.63,10.0,-10.558,1,0.0363,0.633,0.673,0.363,0.528,101.994,281253.0,4,1 +P Money,Is Someone There?,33.0,0.674,0.846,7.0,-9.552,1,0.367,0.613,,0.577,0.577,138.066,229091.0,4,5 +Skarlett Riot,Gravity,46.0,0.477,0.923,10.0,-3.163,0,0.0551,0.000462,5.54e-06,0.096,0.411,171.999,227478.0,4,8 +B.B. King,"You Upset Me, Baby",26.0,0.699,0.475,,-8.806,1,0.186,0.946,0.000762,0.281,0.74,116.471,183520.0,4,2 +Steely Dan,FM,53.0,0.787,0.607,11.0,-9.133,0,0.0274,0.119,0.00305,0.0929,0.681,109.38,290160.0,4,10 +Backstreet Boys,Get Another Boyfriend,53.0,0.738,0.75,2.0,-5.034,0,0.135,0.0323,,0.102,0.801,96.112,3.101783333,4,9 +Sarah Jarosz,Hometown,53.0,0.584,0.273,9.0,-12.806,1,0.0357,0.853,0.000109,0.102,0.47,149.757,180240.0,4,1 +Sum 41,Out For Blood,60.0,0.553,0.868,6.0,-4.186,0,0.048,7.35e-05,0.0359,0.0934,0.5,140.054,216571.0,4,10 +Anti-Flag,Hate Conquers All,44.0,0.582,0.945,11.0,-5.95,0,0.089,0.00016,,0.668,0.389,123.041,166893.0,4,10 +JD McPherson,Fire Bug,30.0,0.692,0.843,11.0,-6.66,0,0.0351,0.448,0.0193,0.0876,0.974,147.306,137813.0,4,10 +Cian Ducrot,Not Usually Like This,57.0,0.705,0.476,11.0,-9.039,1,0.0894,0.684,,0.16,0.757,134.947,199851.0,5,9 +PACKS,Silvertongue,29.0,0.363,0.683,11.0,-7.064,0,0.032,0.0118,0.000162,0.109,0.578,144.776,174041.0,4,6 +Lush,Thoughtforms - 2nd Version,40.0,0.363,0.872,11.0,-9.103,0,0.048,0.0743,0.929,0.231,0.238,105.06,167000.0,4,6 +Orr Amrami Brockman,◊ï◊®◊ï◊ì ◊ñ◊ï◊î◊®,43.0,0.594,0.622,1.0,-4.881,0,0.0908,0.169,,0.219,0.546,93.433,169677.0,4,9 +Ori Ben Ari,◊ú◊§◊¢◊û◊ô◊ù,39.0,0.577,0.497,5.0,-8.31,0,0.0356,0.203,,0.113,0.31,140.024,230115.0,4,9 +Sarit Hadad,◊†◊™◊™◊ô ◊ú◊î ◊ó◊ô◊ô,20.0,0.808,0.791,1.0,-5.228,1,0.0411,0.144,3.87e-06,0.0518,0.786,111.975,167293.0,4,9 +ATB,Your Love (9PM),91.0,0.669,0.784,7.0,-5.603,1,0.112,0.194,6.28e-06,0.115,0.517,125.993,150053.0,4,9 +Psychedelic Porn Crumpets,Mr. Prism,38.0,0.414,0.938,11.0,-5.487,1,0.143,0.00125,0.00312,0.458,0.341,177.971,234800.0,4,6 +La Banda del Capitan Corneta,La Cuerera,17.0,0.447,0.737,5.0,-6.185,1,0.0685,0.449,0.00029,0.157,0.762,128.733,228560.0,3,2 +Keren Peles,◊ê◊ô◊ü ◊°◊ï◊£ ◊ú◊ú◊ô◊ú◊î,39.0,0.545,0.572,2.0,-5.564,0,0.0328,0.605,,0.0601,0.365,128.288,185704.0,4,9 +Jacques Greene,Promise,43.0,0.565,0.468,8.0,-8.959,0,0.047,0.794,0.905,0.216,0.079,155.006,209806.0,4,6 +Shalom Hanoch,◊ê-◊ú◊ô-◊û◊ï◊™,15.0,0.486,0.831,7.0,-8.575,1,0.0353,0.0312,6.51e-05,0.159,0.398,97.855,281933.0,4,10 +SPIRIT OF THE BEEHIVE,RAPID & COMPLETE RECOVERY,47.0,0.266,0.66,2.0,-10.854,1,0.135,0.0629,0.514,0.437,0.358,83.02,241184.0,4,6 +Black Eyed Peas,NO MA√ëANA,55.0,0.885,0.681,6.0,-7.663,1,0.0439,0.129,0.0161,0.384,0.569,117.979,221695.0,4,9 +Gary Stewart,She's Actin' Single (I'm Drinkin' Doubles),37.0,0.708,0.482,6.0,-10.366,1,0.0315,0.567,2.59e-05,0.115,0.699,109.41,2.85155,4,4 +Gerry Rafferty,Baker Street,69.0,0.497,0.349,7.0,-14.0,1,0.0297,0.0929,0.028,0.259,0.421,113.762,365627.0,4,10 +Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,10 +Demrick,Another Day,10.0,0.578,0.896,2.0,-5.562,1,0.406,0.00276,1.26e-05,0.221,0.362,185.64,136704.0,4,5 +Howler,Back of Your Neck,33.0,0.552,0.936,11.0,-2.93,1,0.28,0.314,0.0129,0.105,0.222,166.849,222573.0,4,6 +Benny Walker,Money and Fools,40.0,0.699,0.392,11.0,-9.618,1,0.0334,0.502,0.000344,0.133,0.289,134.855,230620.0,4,2 +Saptak Chatterjee,Paheli,23.0,0.53,0.765,7.0,-6.352,1,0.0864,0.564,,0.124,0.24,96.079,5.400483333,4,0 +Queen,We Will Rock You,78.0,0.692,0.497,2.0,-7.316,1,0.119,0.676,,0.259,0.475,81.308,122067.0,4,10 +Brothers Osborne,Skeletons,47.0,0.435,0.856,,-4.967,1,0.0515,0.00856,0.0343,0.117,0.569,180.298,219440.0,4,10 +Pete Shelley,Homosapien,45.0,0.603,0.872,2.0,-7.358,1,0.0577,0.00121,4.69e-06,0.754,0.686,132.82,275840.0,4,1 +Celtic Frost,Mexican Radio,46.0,0.245,0.933,4.0,-8.148,0,0.0863,3.43e-05,0.182,0.0437,0.456,178.555,209000.0,4,8 +Azu Tiwaline,Eyes of the Wind,25.0,0.178,0.461,,-16.2,1,0.0584,0.625,0.802,0.148,0.219,66.449,386796.0,5,6 +Alabama Shakes,Sound & Color,55.0,0.548,0.428,2.0,-7.399,1,0.0608,0.847,0.608,0.0827,0.181,114.752,182467.0,4,2 +"Domenico Monleone, Pietro Mascagni, HAUSER, Robert Ziegler, London Symphony Orchestra",Intermezzo (Cavalleria Rusticana),46.0,0.186,0.364,5.0,-8.288,1,0.0377,0.962,0.899,0.101,0.0392,88.955,3.44,3,7 +The Groundhogs,Smokestack Lightnin',31.0,0.388,0.657,11.0,-10.176,0,0.0639,0.0472,0.00198,0.299,0.905,185.47,188667.0,4,2 +Red Death,Path of Discipline,16.0,0.445,0.975,5.0,-4.149,1,0.0517,9.96e-05,0.018,0.297,0.136,109.401,219037.0,4,8 +Concrete Castles,Half Awake,43.0,0.553,0.707,1.0,-6.087,0,0.0374,0.0242,,0.0735,0.325,140.098,222969.0,4,1 +Nirvana,Love Buzz - Remastered,7.0,0.272,0.855,10.0,-5.937,1,0.14,0.853,0.00624,0.11,0.378,132.498,223573.0,4,10 +Lana Del Rey,hope is a dangerous thing for a woman like me to have - but I have it,68.0,0.49,0.104,4.0,-13.208,0,0.0635,0.964,,0.162,0.278,86.675,324499.0,4,6 +Little Simz,Venom,75.0,0.436,0.655,7.0,-8.153,1,0.159,0.425,,0.393,0.523,139.712,2.57915,4,9 +Creedence Clearwater Revival,Have You Ever Seen The Rain,77.0,0.741,0.697,,-7.028,1,0.0277,0.0664,2.28e-05,0.133,0.774,116.109,2.66888333,4,10 +Bon Jovi,Lay Your Hands On Me,50.0,0.332,0.967,2.0,-3.859,1,0.0679,0.177,,0.308,0.389,100.497,3.82155,4,10 +(sic)boy,social phobia,41.0,0.442,0.744,,-4.38,0,0.208,0.00804,1.32e-06,0.0823,0.563,182.212,182308.0,4,9 +The Dandy Warhols,Bohemian Like You,68.0,0.584,0.931,9.0,-6.158,1,0.0344,0.00315,0.772,0.133,0.694,131.275,211707.0,4,10 +Hayley Williams,Over Those Hills,55.0,0.561,0.372,3.0,-9.494,1,0.0425,0.541,0.00248,0.124,0.365,110.062,191950.0,4,6 +Dick Dale and his Del-Tones,Misirlou,53.0,0.289,0.879,4.0,-9.15,1,0.0543,0.015,0.503,0.441,0.584,172.924,134922.0,4,1 +"Anonymous, Sheku Kanneh-Mason, Isata Kanneh-Mason",Song Of The Birds,,0.131,0.0606,9.0,-24.672,0,0.0551,0.988,0.265,0.421,0.0391,87.462,2.799983333,4,7 +Two Door Cinema Club,Bad Decisions,50.0,0.652,0.722,5.0,-7.554,0,0.0325,0.0653,0.0211,0.259,0.496,105.972,232931.0,4,6 +John Coltrane,Equinox,3.0,0.617,0.167,8.0,-17.424,0,0.034,0.727,0.0111,0.0561,0.26,117.246,513573.0,4,2 +Our Last Night,winter,60.0,0.451,0.937,2.0,-4.455,1,0.106,0.000383,3.96e-06,0.134,0.524,177.878,175000.0,4,8 +Dizzee Rascal,"Fix Up, Look Sharp",52.0,0.934,0.826,7.0,-4.34,1,0.268,0.0241,4.32e-06,0.0934,0.301,104.741,224960.0,4,5 +Randy Travis,Diggin' Up Bones,50.0,0.703,0.575,,-8.215,1,0.0261,0.361,,0.0692,0.869,85.672,2.98955,4,4 +LAYBRICKS,Paradise,28.0,0.511,0.886,2.0,-4.678,1,0.0343,0.000354,0.000109,0.111,0.527,104.001,236231.0,4,10 +Ariel Posen,Heart by Heart,38.0,0.637,0.371,7.0,-13.499,0,0.0432,0.564,0.0063,0.101,0.693,82.965,241725.0,4,2 +Noisettes,Never Forget You,73.0,0.569,0.692,9.0,-4.683,1,0.0323,0.0167,3.78e-05,0.126,0.737,141.632,3.20355,4,9 +Electric Enemy,Voices,48.0,0.404,0.876,9.0,-2.008,1,0.0645,0.0269,,0.479,0.458,179.941,190661.0,4,10 +Hanan Ben Ari,◊ê◊û◊ü ◊¢◊ú ◊î◊ô◊ú◊ì◊ô◊ù,52.0,0.458,0.369,10.0,-12.132,0,0.0711,0.305,1.74e-06,0.339,0.239,53.437,218125.0,4,9 +Shlomo Artzi,◊ë◊ú◊ô◊ú◊ï◊™ ◊ê◊†◊ô ◊û◊™◊í◊¢◊í◊¢,21.0,0.381,0.371,7.0,-14.344,1,0.028,0.297,1.02e-06,0.145,0.255,86.514,265000.0,4,10 +blackbear,cheers (with Wiz Khalifa),73.0,0.795,0.642,9.0,-4.431,1,0.0288,0.0509,,0.17,0.669,97.999,201010.0,4,9 +NUMI,◊ú◊ê ◊ë◊û◊ß◊®◊î,8.0,0.863,0.446,7.0,-12.644,1,0.281,0.486,,0.0931,0.243,117.919,201356.0,4,5 +Yehudit Ravitz,◊û◊©◊†◊î ◊ú◊©◊†◊î,24.0,0.478,0.305,7.0,-12.031,1,0.0288,0.592,,0.104,0.192,85.737,293000.0,4,10 +Vice Beats,That Love - Radio Version,40.0,0.846,0.725,5.0,-6.803,0,0.0934,0.361,0.000406,0.0752,0.814,95.011,234947.0,4,5 +Sister James,Questions (feat. Samia),32.0,0.345,0.517,4.0,-6.916,1,0.042,0.0219,0.0728,0.189,0.398,144.015,249823.0,1,1 +Projexx,Sidepiece,52.0,0.623,0.463,6.0,-7.737,0,0.112,0.499,0.00341,0.22,0.103,99.693,186000.0,4,5 +Barns Courtney,Fire,65.0,0.548,0.64,10.0,-6.285,0,0.0306,0.21,0.000328,0.08,0.392,108.326,197520.0,4,10 +Brett Young,In Case You Didn't Know,75.0,0.607,0.536,10.0,-7.306,1,0.0305,0.386,,0.102,0.434,147.986,3.74755,4,4 +Surf Curse,Freaks,61.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,2.4506,4,9 +Infectious Grooves,Lock It In The Pocket,34.0,0.487,0.977,5.0,-3.779,1,0.0774,0.00734,3.15e-05,0.115,0.736,114.359,216507.0,4,10 +Avenue Beat,F2020,65.0,0.702,0.597,2.0,-7.067,1,0.207,0.587,3.62e-06,0.112,0.383,85.016,181852.0,4,9 +Danzig,Blood And Tears,50.0,0.533,0.411,7.0,-12.441,1,0.0265,0.012,0.073,0.128,0.148,84.049,259627.0,3,8 +Red Hot Chili Peppers,Suck My Kiss,64.0,0.623,0.936,,-9.955,1,0.0528,0.000617,9.86e-05,0.269,0.705,101.514,217133.0,4,10 +Persephone,Allison Russell,40.0,0.585,0.404,2.0,-8.188,1,0.0477,0.458,6.42e-06,0.121,0.43,125.267,4.378,4,0 +Cage The Elephant,Spiderhead,59.0,0.543,0.946,2.0,-0.734,1,0.0454,0.00614,1.49e-05,0.106,0.547,117.962,222813.0,4,10 +Noah Reid,"Simply the Best (From ""Schitt's Creek"")",56.0,0.441,0.138,11.0,-12.136,1,0.0352,0.93,0.00023,0.105,0.119,85.492,2.96531667,4,0 +Alice Cooper,$1000 High Heel Shoes,41.0,0.654,0.822,4.0,-3.16,1,0.0949,0.0228,3e-05,0.11,0.591,108.076,209071.0,4,8 +Merk,Deep Dive,23.0,0.76,0.537,9.0,-11.453,0,0.0388,0.544,0.0285,0.066,0.734,115.014,249407.0,4,6 +Oasis,Live Forever,58.0,0.335,0.776,9.0,-5.32,0,0.0325,9.27e-06,9.51e-06,0.369,0.219,90.59,276867.0,4,1 +U2,Bullet The Blue Sky,54.0,0.364,0.638,8.0,-10.24,1,0.0441,0.00735,0.399,0.133,0.451,152.509,271547.0,4,10 +Maximo Park,Graffiti,41.0,0.147,0.904,4.0,-2.602,1,0.0504,0.000328,0.129,0.375,0.414,150.163,185267.0,4,1 +deryk,Call You Out,34.0,0.641,0.464,9.0,-9.365,0,0.0464,0.631,0.0334,0.0868,0.246,145.862,177493.0,4,6 +Lords of Black,Into the Black,31.0,0.418,0.929,7.0,-4.122,1,0.0539,0.000131,0.00134,0.245,0.546,170.037,238018.0,4,8 +Little Simz,Woman,64.0,0.531,0.648,1.0,-7.638,1,0.209,0.712,0.000191,0.0973,0.799,86.739,269413.0,4,1 +Anti-Flag,A Dying Plea Vol. 1,42.0,0.359,0.988,,-2.485,1,0.325,0.0303,,0.0726,0.191,167.045,206205.0,4,10 +Johnni Bassett,Woman's Got Ways,12.0,0.68,0.393,7.0,-13.531,0,0.0321,0.153,0.00362,0.101,0.368,86.396,304520.0,4,2 +Koe Wetzel,Fuss & Fight,61.0,0.652,0.798,2.0,-5.592,0,0.0669,0.00486,,0.131,0.292,141.014,240266.0,4,10 +Shlomo Artzi,◊ú◊ô◊ú◊î ◊ú◊ê ◊©◊ß◊ò,29.0,0.639,0.211,,-18.037,1,0.0409,0.687,1.14e-05,0.0963,0.37,139.169,295000.0,4,10 +Martika,Toy Soldiers,59.0,0.514,0.59,1.0,-6.405,0,0.0274,0.403,,0.126,0.173,130.167,287600.0,4,10 +Ritt Momney,Put Your Records On,6.0,0.399,0.492,6.0,-10.777,0,0.0538,0.058,0.00101,0.11,0.159,91.066,3.507716667,4,9 +Royal Blood,Figure It Out,67.0,0.658,0.814,,-4.631,1,0.0558,0.229,0.00676,0.216,0.69,108.016,183602.0,4,10 +Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,10 +Ozzy Osbourne,No More Tears,67.0,0.346,0.749,6.0,-6.506,1,0.035,0.00167,8.86e-05,0.648,0.315,102.591,443240.0,4,8 +Dudu Aharon,◊ú◊ô◊ú◊î ◊û◊°◊ï◊ë◊ö,17.0,0.669,0.888,5.0,-4.159,0,0.0326,0.117,,0.503,0.695,131.982,256440.0,4,9 +The String Cheese Incident,Franklin's Tower (Live),25.0,0.515,0.871,,-8.263,1,0.0646,0.645,0.474,0.835,0.669,118.54,525173.0,4,10 +Passersby,somewhere else,28.0,0.381,0.322,2.0,-13.16,1,0.0318,0.867,0.424,0.111,0.377,170.033,155423.0,4,6 +Belinda Carlisle,Leave a Light On - Live,16.0,0.372,0.833,2.0,-8.122,1,0.0353,0.0228,,0.988,0.551,135.773,4.43755,4,9 +Dance Gavin Dance,We Own The Night,63.0,0.224,0.905,5.0,-3.239,0,0.0722,0.0509,,0.281,0.485,78.318,205707.0,4,10 +Aldous Harding,Revival,46.0,0.721,0.464,2.0,-8.634,1,0.0304,0.753,0.000869,0.0946,0.693,118.081,137314.0,4,6 +Spoonie Gee,Monster Jam,25.0,0.874,0.876,4.0,-8.3,0,0.153,0.377,,0.194,0.851,106.68,527760.0,4,5 +Bring Me The Horizon,heavy metal (feat. Rahzel),58.0,0.589,0.914,7.0,-3.582,1,0.0935,0.00119,0.000257,0.361,0.512,129.935,240587.0,4,10 +Benefits,Taking Us Back,12.0,0.591,0.925,11.0,-5.491,1,0.0517,0.142,,0.402,0.628,137.987,198600.0,4,6 +Kenny Wayne Shepherd,Woman Like You,39.0,0.343,0.901,7.0,-4.298,1,0.0444,0.00336,8.72e-06,0.258,0.668,174.134,259720.0,4,2 +Plush,Hate,47.0,0.393,0.852,,-1.69,1,0.0414,7.41e-05,0.00138,0.328,0.575,164.166,222874.0,4,10 +Great Grandpa,Digger,34.0,0.28,0.406,8.0,-8.106,1,0.0312,0.507,0.0975,0.117,0.188,172.765,294573.0,4,6 +UQiYO,√âlan Vital (feat. ‰πÖ‰øùÁî∞„É™„É߄Ƕ„Éò„ǧ),30.0,0.765,0.576,,-6.681,1,0.0342,0.276,0.00101,0.111,0.789,115.995,204178.0,4,6 +The Black Crowes,Twice As Hard,58.0,0.376,0.851,,-3.535,1,0.0459,0.11,0.000124,0.277,0.487,173.119,249533.0,4,10 +Estrellita De Palma,Qu√© bonito es el querer,23.0,0.488,0.428,10.0,-10.037,0,0.0438,0.873,,0.611,0.906,121.504,126840.0,4,9 +Catholic Action,Black & White,26.0,0.49,0.784,1.0,-8.057,0,0.0531,0.0235,6.42e-05,0.189,0.58,132.549,210238.0,4,10 +Animals As Leaders,Cafo,50.0,0.399,0.94,4.0,-6.686,1,0.0915,1.7e-05,0.815,0.348,0.132,154.999,401120.0,3,8 +Monster Magnet,Negasonic Teenage Warhead,50.0,0.46,0.818,8.0,-7.945,1,0.0366,4.08e-05,0.372,0.0867,0.15,117.817,267933.0,4,10 +salute,Want U There,44.0,0.623,0.965,6.0,-3.157,0,0.376,0.00135,2.44e-06,0.482,0.346,134.066,176506.0,4,1 +"Mohammed Rafi, Lata Mangeshkar",Diwane Hai Diwanon Ko,7.0,0.437,0.675,9.0,-6.453,1,0.245,0.759,1.1e-06,0.0902,0.723,144.211,4.559783333,3,3 +The Cramps,Human Fly,56.0,0.531,0.849,9.0,-10.754,1,0.111,0.0389,0.00763,0.186,0.305,119.516,136427.0,4,1 +Lady Lamb,Deep Love,35.0,0.496,0.469,7.0,-6.619,1,0.0352,0.366,,0.133,0.259,137.833,237680.0,4,1 +Kelly Clarkson,Already Gone,57.0,0.209,0.872,9.0,-2.996,1,0.0757,0.217,,0.0768,0.294,78.139,281560.0,4,10 +Bring Me The Horizon,Happy Song,67.0,0.295,0.924,5.0,-3.407,1,0.0678,4.02e-05,0.00462,0.377,0.219,171.941,239387.0,4,10 +Pir√°mides,14.12,21.0,0.39,0.744,1.0,-8.163,1,0.0336,0.016,0.907,0.14,0.197,130.894,203027.0,4,10 +Rage Against The Machine,Bulls On Parade,74.0,0.412,0.919,5.0,-7.291,1,0.184,0.0124,0.0601,0.424,0.572,166.367,229467.0,4,10 +The Goo Goo Dolls,Iris,79.0,0.315,0.715,11.0,-8.072,0,0.0362,0.00125,7.97e-06,0.0942,0.497,155.925,289533.0,3,10 +Wynton Kelly,Kelly Blue,32.0,0.588,0.223,5.0,-16.551,0,0.0487,0.776,0.000631,0.106,0.412,126.747,650467.0,4,2 +Glen Glenn,Everybody's Movin',37.0,0.696,0.666,1.0,-6.481,0,0.0497,0.694,0.00384,0.131,0.932,79.229,162493.0,4,10 +Nas,Halftime,60.0,0.766,0.793,4.0,-6.638,0,0.165,0.0294,7.97e-06,0.173,0.647,91.925,260800.0,4,5 +Udit Narayan,Ghoongte Mein Chanda,36.0,0.759,0.76,6.0,-10.802,0,0.223,0.294,0.00022,0.053,0.699,91.848,6.2,4,3 +Lonestar,My Front Porch Looking In,57.0,0.529,0.811,5.0,-5.62,1,0.0511,0.0317,,0.311,0.454,102.703,3.726216667,4,4 +Pearl Jam,Retrograde,53.0,0.463,0.62,8.0,-8.141,1,0.0301,0.172,2.77e-05,0.111,0.259,107.076,322307.0,4,10 +Vulture,Malicious Souls,29.0,0.306,0.935,4.0,-7.856,1,0.0611,6.88e-05,0.235,0.463,0.364,190.087,197933.0,4,8 +Pearl Jam,Superblood Wolfmoon,55.0,0.511,0.93,9.0,-5.173,1,0.0522,0.00556,,0.403,0.881,153.376,229467.0,4,10 +Sam Sparro,Happiness - The Magician Remix,31.0,0.733,0.671,10.0,-5.15,0,0.0374,0.00608,0.672,0.109,0.251,120.021,218025.0,4,6 +Joshua Redman,Turnaround,32.0,0.575,0.17,5.0,-16.196,1,0.0535,0.901,0.0306,0.179,0.37,77.048,384337.0,4,2 +Serpents Oath,Malediction,26.0,0.198,0.993,7.0,-3.961,0,0.143,3.63e-06,0.741,0.0775,0.0398,115.643,286851.0,4,8 +Goat Girl,Bang,32.0,0.413,0.69,10.0,-6.868,1,0.0299,0.212,0.0241,0.314,0.483,95.26,267533.0,4,1 +Caterina Valente,Bongo Cha Cha Cha - Bonus Track,62.0,0.78,0.591,3.0,-7.764,1,0.09,0.807,,0.23,0.771,126.803,166280.0,4,9 +Paramore,Misery Business,72.0,0.517,0.906,1.0,-3.677,1,0.0735,0.00272,9.26e-06,0.113,0.731,172.977,211520.0,4,10 +Park Wan Kyu,Another Day,32.0,0.452,0.766,4.0,-5.046,1,0.0374,0.0809,,0.186,0.258,109.135,251179.0,4,10 +Debtors' Prison,Dustbowl Revival,,0.64,0.549,2.0,-7.015,1,0.0345,0.655,,0.0983,0.498,76.029,4.884883333,4,0 +Idan Amedi,◊ê◊û◊®◊ô◊ß◊î,29.0,0.518,0.729,4.0,-7.141,0,0.0269,0.304,6.17e-05,0.107,0.482,106.956,238827.0,4,9 +Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,1 +Ehud Banai,◊ë◊í◊ú◊í◊ï◊ú ◊ê◊ó◊®,17.0,0.55,0.423,4.0,-16.101,0,0.0285,0.139,0.798,0.128,0.268,143.876,285267.0,4,10 +Airways,Out Of Luck,39.0,0.527,0.98,2.0,-5.791,1,0.0618,0.00825,0.00143,0.153,0.599,90.042,181333.0,4,10 +"Dmitri Shostakovich, Sheku Kanneh-Mason, City Of Birmingham Symphony Orchestra, Mirga Gražinytė-Tyla","The Gadfly Suite, Op. 97a: 10. Nocturne - Live",,0.124,0.0632,9.0,-25.258,0,0.0521,0.967,0.932,0.108,0.0361,82.475,5.056183333,4,7 +Blonde Redhead,23,44.0,0.383,0.835,8.0,-5.07,1,0.049,0.0194,0.189,0.153,0.17,120.268,318800.0,4,10 +The Chainsmokers,You Owe Me - Whyel Remix,32.0,0.471,0.918,9.0,-2.737,1,0.0351,0.000526,0.00147,0.384,0.203,179.97,256800.0,4,10 +National Nightmare,Witch,32.0,0.493,0.937,9.0,-3.555,0,0.0884,0.0198,0.000216,0.103,0.435,155.179,290417.0,4,8 +Tom Petty and the Heartbreakers,American Girl,75.0,0.55,0.824,2.0,-5.988,1,0.0334,0.448,0.000127,0.366,0.777,114.512,3.57888333,4,10 +Big Joe Turner,Well All Right,31.0,0.493,0.621,,-6.19,1,0.0525,0.619,2.21e-06,0.257,0.855,161.696,148733.0,4,2 +Gus Dapperton,First Aid,58.0,0.623,0.48,10.0,-4.39,0,0.0269,0.0148,0.00141,0.086,0.355,140.015,268509.0,4,6 +Berry Sakharof,◊®◊¢◊© ◊ú◊ë◊ü,24.0,0.506,0.845,1.0,-12.056,1,0.0376,0.0337,8.43e-06,0.161,0.467,120.829,232693.0,4,10 +Baby Keem,no sense,68.0,0.783,0.485,,-11.262,0,0.521,0.419,0.0998,0.182,0.858,179.948,170766.0,4,5 +Aaron Goldberg,The Wind In The Night,39.0,0.427,0.0787,10.0,-25.917,1,0.0413,0.98,0.933,0.0867,0.0398,140.156,5.044,4,7 +Andrew W.K.,Babalon,44.0,0.169,0.956,2.0,-2.94,1,0.0631,0.00127,0.0566,0.208,0.159,95.249,257240.0,3,8 +morgxn,PUMP THE BREAK,50.0,0.797,0.542,1.0,-5.131,1,0.0345,0.039,,0.314,0.394,102.045,192773.0,4,1 +Cemetery Sun,Stay A While,41.0,0.441,0.794,3.0,-5.642,1,0.0454,0.00599,,0.118,0.454,156.018,203013.0,4,9 +Warne Marsh,Quintessence - Remastered,41.0,0.57,0.165,,-16.408,0,0.0389,0.804,0.000911,0.236,0.591,76.368,4.268883333,4,7 +Grateful Dead,St. Stephen - 2013 Remaster,45.0,0.394,0.366,9.0,-12.883,1,0.0472,0.552,9.3e-06,0.0991,0.549,91.259,267507.0,4,10 +Carl Perkins,Dixie Fried,30.0,0.61,0.703,4.0,-8.349,0,0.0372,0.716,,0.0834,0.709,161.817,144240.0,4,10 +"Vinod Rathod, Sadhana Sargam",Gambler Gambler,19.0,0.477,0.876,7.0,-7.574,0,0.125,0.697,0.394,0.377,0.706,174.152,6.316666667,4,3 +Bloody Hammers,Hands of the Ripper,30.0,0.538,0.837,,-4.498,1,0.0319,5.36e-05,0.000429,0.158,0.768,130.001,172013.0,4,8 +Gene Vincent,Lotta Lovin',44.0,0.565,0.495,7.0,-14.611,1,0.0506,0.766,0.000111,0.287,0.952,168.21,131973.0,4,10 +The Bellamy Brothers,Let Your Love Flow,69.0,0.679,0.553,3.0,-14.687,1,0.0316,0.0611,7.16e-06,0.139,0.946,109.071,3.312666667,4,4 +"Manna Dey, Asrani",Tum Bin Jeevan,11.0,0.36,0.373,2.0,-12.611,1,0.0376,0.991,0.793,0.188,0.443,148.608,5.716666667,4,3 +Brittany Howard,History Repeats,40.0,0.555,0.933,11.0,-6.287,0,0.118,0.437,0.307,0.267,0.616,97.878,184827.0,4,2 +Koral Banko,The Nomad,54.0,0.544,0.0221,7.0,-21.88,0,0.0442,0.994,0.921,0.106,0.352,70.795,177196.0,3,1 +Deap Vally,Baby I Call Hell,42.0,0.383,0.917,9.0,-4.516,0,0.195,0.000636,4.35e-05,0.409,0.443,79.362,180400.0,4,10 +Bastille,Power,49.0,0.664,0.726,10.0,-4.899,1,0.0329,0.211,,0.272,0.538,97.749,209107.0,4,10 +Idan Amedi,◊®◊• ◊ê◊ú ◊î◊ê◊ï◊®,29.0,0.532,0.834,1.0,-5.486,0,0.032,0.195,,0.0971,0.517,90.521,217720.0,4,9 +The Black Keys,Fever,64.0,0.609,0.674,9.0,-6.506,0,0.0355,0.00378,0.000302,0.129,0.743,127.541,246307.0,4,6 +Megan Thee Stallion,What‚Äôs New,76.0,0.934,0.873,1.0,-4.707,1,0.309,0.00488,,0.0832,0.721,139.997,155090.0,4,5 +Bloc Party,Kettling,34.0,0.351,0.865,7.0,-4.526,1,0.0433,5.76e-05,0.00236,0.916,0.475,79.547,221120.0,4,10 +Basement,Promise Everything,46.0,0.3,0.957,4.0,-5.993,1,0.112,2.67e-05,1.58e-05,0.266,0.352,76.256,157080.0,4,10 +The Lumineers,Ophelia,79.0,0.664,0.573,5.0,-6.519,1,0.0277,0.613,0.000363,0.0857,0.566,76.023,160097.0,4,9 +"Joseph Boulogne Chevalier de Saint-Georges, Zhou Qian, Toronto Chamber Orchestra, Kevin Mallon",Violin Concerto No. 10 in G Major: Largo,51.0,0.212,0.0517,2.0,-24.467,1,0.0525,0.928,0.639,0.112,0.152,185.678,6.627333333,3,7 +The Doors,Touch Me,64.0,0.425,0.903,1.0,-4.801,1,0.0732,0.405,0.0128,0.117,0.769,108.748,190253.0,4,10 +Empire of the Sun,Walking On A Dream,78.0,0.871,0.701,5.0,-5.594,0,0.0458,0.257,7.52e-06,0.0589,0.716,126.975,198440.0,4,6 +DMX,How's It Goin' Down,60.0,0.912,0.596,6.0,-9.959,1,0.451,0.482,0.000369,0.107,0.816,90.463,282907.0,4,5 +Emma-Jean Thackray,Say Something,44.0,0.419,0.608,10.0,-9.957,0,0.054,0.798,0.0476,0.129,0.341,125.144,229500.0,1,6 +Pineapple Express,Colour,26.0,0.508,0.869,1.0,-5.393,1,0.0545,0.0256,,0.0552,0.6,149.92,4.026666667,4,0 +Idan Amedi,◊õ◊ê◊ë ◊©◊ú ◊ú◊ï◊ó◊û◊ô◊ù,43.0,0.318,0.259,9.0,-10.315,0,0.0307,0.803,,0.121,0.438,174.738,198773.0,4,9 +Muse,Uprising,75.0,0.602,0.905,2.0,-4.046,1,0.0775,0.000202,0.064,0.117,0.411,128.019,304840.0,4,10 +Justin Bieber,Lonely (with benny blanco),84.0,0.631,0.239,11.0,-7.071,0,0.0398,0.864,,0.116,0.0927,79.859,149297.0,4,9 +Little Boots,Meddle,26.0,0.641,0.88,2.0,-3.094,1,0.156,0.0219,3.97e-05,0.0802,0.636,168.99,195947.0,4,6 +Backstreet Boys,Feels Like Home,19.0,0.685,0.814,2.0,-5.227,1,0.0314,0.0278,,0.0998,0.748,112.008,3.4342,4,9 +Eviatar Banai,◊ê◊™◊î,25.0,0.403,0.265,2.0,-10.071,1,0.0273,0.806,0.165,0.134,0.193,78.177,188460.0,4,10 +Forth Wanderers,Nevermine,41.0,0.385,0.637,4.0,-5.176,1,0.0315,0.0455,0.349,0.286,0.246,163.913,234098.0,4,1 +Hollis Brown,Do Me Right,32.0,0.689,0.679,5.0,-6.735,1,0.0315,0.00028,3.38e-05,0.0986,0.43,136.988,278213.0,4,10 +Reyanna Maria,So Pretty,71.0,0.799,0.543,10.0,-6.094,0,0.24,0.0512,0.0425,0.134,0.25,187.906,85742.0,4,9 +Oliver Young,Just One Step At A Time,49.0,0.508,0.0729,4.0,-21.153,0,0.0721,0.97,0.927,0.111,0.0705,76.225,4.133333333,4,7 +Gorgoroth,Profetens √Öpenbaring,38.0,0.452,0.953,1.0,-7.215,1,0.0485,1.32e-05,0.0182,0.205,0.439,126.445,266627.0,4,8 +RIKA,DOSES,42.0,0.668,0.377,9.0,-9.488,1,0.134,0.147,,0.258,0.656,92.721,150968.0,4,9 +Rob Thomas,Her Diamonds,62.0,0.555,0.924,7.0,-4.93,1,0.0604,0.0159,,0.075,0.865,87.606,280000.0,4,10 +Filthy Gears,Scrub,20.0,0.578,0.459,5.0,-9.412,1,0.033,0.000157,0.906,0.11,0.0834,140.014,279431.0,4,5 +Billy Idol,White Wedding - Part 1 - 2001- Remaster,,0.672,0.792,9.0,-6.436,1,0.0333,0.0175,0.0119,0.313,0.649,146.904,505093.0,4,10 +Leslie West,Blood of the Sun,26.0,0.395,0.904,2.0,-7.762,0,0.0393,0.000368,0.000358,0.852,0.649,106.067,202040.0,4,10 +Hildegard,Jour 2,24.0,0.568,0.356,9.0,-8.874,1,0.0322,0.205,2.75e-05,0.202,0.247,55.994,281975.0,4,6 +The Strokes,What Ever Happened?,60.0,0.547,0.596,11.0,-6.044,1,0.0339,8.02e-05,0.739,0.273,0.584,116.17,169507.0,4,6 +Eno ‚Ä¢ Hyde,Daddy's Car,38.0,0.625,0.916,9.0,-5.861,1,0.0793,0.0368,0.0253,0.125,0.771,120.027,290144.0,4,6 +Lata Mangeshkar,Yeh Galiyan Yeh Chaubara,24.0,0.467,0.637,9.0,-10.193,0,0.0467,0.679,0.002,0.0728,0.875,82.625,6.476,4,3 +Chris Cornell,Nothing Compares 2 U - Live At SiriusXM/2015,62.0,0.434,0.327,,-10.72,1,0.0312,0.609,1.78e-06,0.686,0.295,119.506,303907.0,4,10 +Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,6 +lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,1 +Hound Dog Taylor,Give Me Back My Wig,48.0,0.642,0.708,9.0,-13.402,1,0.0543,0.0346,0.0103,0.0844,0.775,108.143,215800.0,4,2 +Sir Mix-A-Lot,Baby Got Back,68.0,0.926,0.669,1.0,-11.271,1,0.301,0.0051,,0.0887,0.642,128.462,262827.0,4,9 +Tim Montana,Do It Fast,44.0,0.594,0.958,9.0,-3.887,1,0.0825,0.00918,4.41e-06,0.23,0.806,149.944,198013.0,4,10 +Japandroids,The House That Heaven Built,46.0,0.322,0.985,,-3.494,1,0.14,0.000522,0.00865,0.0964,0.0815,161.195,289150.0,4,6 +Jos√© James,You Know What It Do,38.0,0.799,0.926,1.0,-4.941,1,0.0392,0.0177,0.00588,0.0808,0.966,145.946,187214.0,4,9 +Avril Lavigne,When You're Gone,69.0,0.457,0.719,4.0,-3.921,0,0.0323,0.191,,0.228,0.168,142.034,240493.0,4,10 +The Clash,London Calling - Remastered,71.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,3.34133333,4,10 +Offica,Obito,55.0,0.797,0.631,11.0,-10.34,1,0.421,0.164,,0.0973,0.765,143.095,214825.0,4,5 +Dudi Buzaglo,◊û◊©◊ï◊í◊¢◊™,44.0,0.808,0.597,1.0,-5.68,1,0.226,0.13,,0.0696,0.719,96.028,161111.0,4,9 +Marcus King,Beautiful Stranger,46.0,0.485,0.248,4.0,-10.566,1,0.0292,0.837,1.52e-05,0.0935,0.188,111.662,247547.0,3,2 +Las Perlas Negras,Like A Tourist On Caminito,51.0,0.447,0.222,9.0,-13.136,0,0.0631,0.986,0.92,0.119,0.231,79.226,3.9,3,7 +Arch Echo,Strut,33.0,0.52,0.954,1.0,-3.882,1,0.0658,0.000736,0.866,0.349,0.609,104.914,272280.0,4,8 +Mott The Hoople,Jerkin' Crocus,24.0,0.493,0.857,2.0,-6.281,1,0.0382,0.0808,,0.265,0.901,128.407,240800.0,4,2 +Nviiri The Storyteller,Niko Sawa,46.0,0.74,0.641,6.0,-9.494,1,0.0863,0.102,,0.121,0.324,79.022,220755.0,4,9 +Pale Saints,Ordeal,31.0,0.503,0.541,2.0,-15.489,1,0.0335,7.82e-05,0.818,0.262,0.613,121.503,238227.0,3,6 +Pretenders,I Didn't Know When to Stop,37.0,0.35,0.835,9.0,-4.386,1,0.112,0.00257,0.00014,0.355,0.587,126.778,143853.0,4,10 +Anti-Flag,American Attraction,52.0,0.597,0.907,,-3.878,1,0.0519,0.000101,,0.116,0.659,119.975,176373.0,4,10 +D Smoke,Dreams,40.0,0.772,0.449,1.0,-10.324,1,0.366,0.457,1.93e-05,0.343,0.561,94.736,213438.0,4,5 +Ezra Charles,88 Answers,32.0,0.596,0.797,,-7.007,1,0.0431,0.129,0.00626,0.337,0.651,127.736,199400.0,4,2 +Type O Negative,Christian Woman,1.0,0.269,0.672,11.0,-7.714,1,0.0424,0.147,0.0196,0.239,0.136,90.237,539493.0,4,10 +Badge √âpoque Ensemble,"You Can Build a Palace, Or You Can Please People",33.0,0.543,0.525,,-7.144,1,0.0347,0.228,0.927,0.0801,0.695,112.892,213047.0,4,1 +The War and Treaty,Down to the River,44.0,0.461,0.695,6.0,-6.918,1,0.0601,0.162,4.3e-05,0.121,0.771,152.249,231253.0,4,2 +The Dead Deads,In for Blood,35.0,0.515,0.735,1.0,-2.972,1,0.0388,7.08e-05,0.00535,0.286,0.456,128.026,223933.0,4,10 +blackwave.,Bittersweet Baby,57.0,0.69,0.665,6.0,-6.963,0,0.0746,0.597,,0.606,0.423,88.018,199373.0,4,5 +John Moreland,You Don't Care for Me Enough to Cry,51.0,0.389,0.208,2.0,-11.669,1,0.0359,0.861,7.76e-06,0.192,0.233,90.346,254619.0,4,2 +Shlomo Artzi,◊û◊ó◊û◊ú ◊†◊§◊©◊ô,27.0,0.572,0.721,6.0,-4.061,0,0.0336,0.59,,0.103,0.618,142.832,252598.0,4,10 +Michal Geva,Let Me Go,7.0,0.57,0.586,,-9.426,0,0.05,0.164,0.0648,0.111,0.101,123.917,246262.0,4,6 +Tuna,◊ë◊°◊ô◊ë◊ï◊ë,49.0,0.633,0.81,11.0,-6.819,0,0.0486,0.0997,1.91e-06,0.12,0.665,94.009,313253.0,4,5 +Brothers Osborne,Pushing Up Daisies (Love Alive),57.0,0.606,0.633,9.0,-7.19,1,0.032,0.152,0.000765,0.196,0.535,142.016,3.650216667,4,4 +Gabriella Vargas Luna,Anoranza,42.0,0.689,0.209,9.0,-10.481,1,0.0941,0.87,0.222,0.104,0.236,75.474,2.8,4,7 +"Landon Austin, Jada Facer",Such Great Heights (Acoustic),48.0,0.557,0.372,8.0,-12.523,1,0.0344,0.693,1.16e-05,0.105,0.287,155.99,3.11538333,4,0 +Colin & Caroline,Send Me on My Way (Acoustic),49.0,0.363,0.356,,-10.857,1,0.0369,0.799,5.53e-06,0.0861,0.249,193.841,3.13021667,4,0 +Doss,Puppy,42.0,0.518,0.95,10.0,-5.461,0,0.0372,7.31e-05,0.82,0.129,0.468,140.01,248699.0,4,6 +Swales,The Night,33.0,0.794,0.705,4.0,-8.05,0,0.0499,0.00495,0.901,0.201,0.702,126.004,190476.0,4,6 +Soulico,Pitom Banu (feat. Axum),13.0,0.852,0.659,7.0,-5.548,1,0.19,0.00425,2.23e-06,0.1,0.193,105.016,204200.0,4,5 +Tom Grennan,Little Bit of Love,81.0,0.689,0.706,1.0,-4.48,0,0.0312,0.0833,,0.105,0.623,106.52,3.77113333,4,9 +Dominique,Soulja Life Mentality,27.0,0.854,0.474,8.0,-8.849,0,0.315,0.0576,,0.117,0.522,85.034,158118.0,4,5 +Avenged Sevenfold,Unholy Confessions,63.0,0.447,0.876,2.0,-5.446,0,0.066,0.000359,0.00103,0.255,0.532,92.535,283827.0,4,8 +Gun,Better Days,35.0,0.523,0.787,9.0,-13.211,1,0.0331,2.74e-05,0.00434,0.272,0.671,93.465,3.70666667,4,10 +The Cure,The Lovecats,60.0,0.747,0.571,9.0,-12.9,0,0.086,0.48,1.05e-06,0.242,0.965,91.838,220093.0,4,1 +girlhouse,pretty girl in la,42.0,0.567,0.532,2.0,-9.171,1,0.0324,0.191,0.000269,0.143,0.196,122.987,214634.0,4,6 +Skrillex,Butterflies (with Starrah & Four Tet),68.0,0.738,0.844,2.0,-5.743,0,0.14,0.00536,0.0119,0.397,0.243,128.005,195938.0,4,9 +"Mohammed Rafi, Asha Bhosle",Megha Re Bole and Bade Hain Dil Ke Kale,2.0,0.486,0.636,7.0,-9.389,1,0.0986,0.7,0.000911,0.494,0.911,125.624,6.358666667,4,3 +Adele,Make You Feel My Love (Live at Hotel Cafe),,0.447,0.166,10.0,-12.193,1,0.0374,0.974,3.81e-06,0.665,0.107,144.706,3.87,4,9 +Aurélien Trigo,Impermanence,46.0,0.393,0.163,9.0,-19.789,0,0.0477,0.971,0.914,0.127,0.097,134.853,3.224683333,4,7 +Kansas Joe McCoy & Memphis Minnie,When the Levee Breaks,5.0,0.62,0.439,7.0,-6.826,0,0.0391,0.916,0.000156,0.101,0.514,98.06,191120.0,4,2 +King Gizzard & The Lizard Wizard,Honey,52.0,0.575,0.558,11.0,-10.254,1,0.0321,0.0518,0.276,0.118,0.826,155.894,273854.0,1,10 +Weezer,Island in the Sun - Live from Spotify NYC,44.0,0.689,0.673,5.0,-7.6,0,0.0287,0.303,,0.723,0.564,113.139,224353.0,4,10 +Jack Ingram,In His Arms,61.0,0.641,0.101,,-14.288,1,0.0396,0.941,2.21e-06,0.377,0.217,98.596,150187.0,4,1 +Gomma,IENA,,0.405,0.968,4.0,-3.759,0,0.15,0.00313,,0.216,0.295,170.088,115240.0,4,10 +The Mothers Of Invention,Trouble Every Day,44.0,0.311,0.775,2.0,-12.683,1,0.076,0.506,,0.897,0.477,121.352,350053.0,4,1 +Eli Huli,UP UP UP,16.0,0.715,0.555,2.0,-7.147,1,0.0423,0.00213,2.08e-06,0.0949,0.219,122.992,203696.0,4,9 +The Rapture,How Deep Is Your Love?,52.0,0.472,0.826,9.0,-3.938,0,0.0594,0.000617,0.000713,0.187,0.132,122.326,385920.0,4,1 +Juke Ross,We Never Die (Acoustic),48.0,0.686,0.328,11.0,-5.013,0,0.0353,0.459,,0.128,0.466,80.098,194827.0,4,9 +Mohammed Rafi,Apni To Har Aah Ek Toofan Hai,7.0,0.515,0.258,6.0,-11.941,1,0.0298,0.98,0.00479,0.0918,0.375,88.839,4.584666667,5,3 +Joan Baez,Take Me Back To The Sweet Sunny South - Live At The Woodstock Music & Art Fair / 1969,23.0,0.411,0.381,7.0,-13.908,1,0.0329,0.777,,0.676,0.384,88.015,164900.0,4,10 +Spafford,Beautiful Day (Live),40.0,0.349,0.364,,-13.728,1,0.0303,0.755,0.000298,0.955,0.31,128.034,349250.0,4,10 +Gaffa Tape Sandy,Kill the Chord,34.0,0.358,0.912,9.0,-4.651,1,0.05,3.36e-06,0.00271,0.122,0.578,156.873,205400.0,4,1 +√òZWALD,Mt. Hood,26.0,0.57,0.83,,-7.992,1,0.0614,0.0725,0.015,0.176,0.735,117.05,210929.0,4,6 +Pink Floyd,Wish You Were Here,76.0,0.481,0.262,7.0,-15.73,1,0.0414,0.735,0.0114,0.832,0.375,122.883,334744.0,4,10 +COUNTERFEIT.,Enough,35.0,0.233,0.985,7.0,-4.839,1,0.182,0.000311,0.00324,0.335,0.54,194.927,218154.0,3,10 +Yebba,Distance,58.0,0.587,0.501,,-7.483,1,0.0408,0.704,0.193,0.0824,0.44,139.92,255794.0,4,9 +Westlife,When I'm With You,,0.592,0.703,9.0,-6.129,1,0.0474,0.11,,0.0844,0.273,119.89,4.178883333,4,9 +Dream Wife,Hasta La Vista,36.0,0.929,0.626,4.0,-5.996,1,0.0383,0.0483,0.000113,0.102,0.859,123.134,222215.0,4,6 +The Cold Stares,Break My Fall,41.0,0.49,0.317,7.0,-8.12,0,0.0297,0.816,0.000123,0.0938,0.251,139.308,265360.0,3,2 +Adam Jensen,Trouble,48.0,0.433,0.863,1.0,-6.213,0,0.0455,0.0397,,0.0763,0.424,85.999,224142.0,4,10 +Soul Asylum,Runaway Train,70.0,0.613,0.72,,-7.957,1,0.0425,0.0132,,0.104,0.561,117.341,265867.0,4,10 +Mayhem,De Mysteriis Dom Sathanas,42.0,0.0697,0.816,9.0,-6.41,1,0.0803,8.74e-06,0.833,0.303,0.0387,179.783,381853.0,4,8 +Mickey Gilley,Stand By Me - Single Version,50.0,0.666,0.42,4.0,-12.28,1,0.0255,0.699,0.0511,0.142,0.34,90.794,3.582066667,4,4 +Shamshad Begum,Boojh Mera Kya Naam Re,7.0,0.493,0.556,8.0,-6.27,1,0.0772,0.822,0.000332,0.233,0.931,190.617,4.51245,4,3 +Steve Miller Band,The Joker,76.0,0.596,0.448,5.0,-9.616,1,0.0396,0.365,5.3e-06,0.206,0.796,83.293,264504.0,4,10 +Eviatar Banai,◊û◊™◊†◊ï◊™,32.0,0.566,0.765,9.0,-5.329,0,0.0329,0.0376,5.97e-05,0.0716,0.576,111.957,211733.0,4,10 +Backstreet Boys,In Pieces,30.0,0.296,0.911,9.0,-3.093,1,0.0552,0.00422,,0.153,0.329,203.841,3.684883333,4,9 +Leah Kate,Boyfriend,52.0,0.898,0.509,11.0,-6.038,0,0.124,0.158,0.0036,0.0939,0.555,108.002,143556.0,4,9 +Sugar Ray,When It's Over - David Kahne Main,58.0,0.675,0.775,4.0,-5.772,1,0.0522,0.0387,,0.383,0.933,99.945,217853.0,4,10 +Tom Morello,Interstate 80 (with Slash),43.0,0.358,0.912,7.0,-4.736,1,0.0976,0.000456,0.000124,0.348,0.351,174.171,278270.0,4,10 +Nada Surf,Popular,53.0,0.444,0.884,7.0,-6.104,1,0.119,0.00751,8.94e-05,0.116,0.296,94.82,220587.0,4,6 +"yeah, sure",hello there,22.0,0.468,0.909,2.0,-3.641,1,0.0521,0.0237,,0.272,0.603,121.987,193784.0,4,10 +–î—É—Ä–Ω–æ–µ –í–ª–∏—è–Ω–∏–µ,–ñ–∏–∑–Ω—å –∫–∞–∫ –±–æ–ª–µ–∑–Ω—å,32.0,0.237,0.7,11.0,-11.703,1,0.0547,0.00646,0.814,0.122,0.125,136.016,303987.0,4,6 +Morphine,Buena,54.0,0.576,0.494,10.0,-12.242,0,0.0605,0.106,0.174,0.13,0.587,96.478,199667.0,4,1 +Shlomo Artzi,◊ó◊ï◊ù ◊ô◊ï◊ú◊ô ◊ê◊ï◊í◊ï◊°◊ò,31.0,0.605,0.451,6.0,-14.955,0,0.0318,0.159,2.83e-05,0.0748,0.343,128.708,331573.0,4,10 +Jex Opolis,Drive Safe,25.0,0.733,0.689,,-9.255,1,0.0351,0.0425,0.843,0.0733,0.38,128.029,247379.0,4,1 +Josiah and the Bonnevilles,Stolen Love,50.0,0.529,0.693,1.0,-7.47,1,0.0262,0.00613,4.38e-06,0.205,0.448,112.012,223160.0,4,1 +Steppenwolf,Born To Be Wild,72.0,0.438,0.71,2.0,-12.412,1,0.0919,0.262,0.537,0.221,0.53,145.928,3.50621667,4,10 +Superbloom,Pollen,,0.487,0.785,6.0,-5.857,1,0.0303,9.35e-05,0.0341,0.349,0.259,95.961,212883.0,4,1 +Lonnie Shields,All The Way Down,8.0,0.815,0.607,7.0,-6.623,0,0.0284,0.163,,0.112,0.57,117.36,242027.0,4,2 +Sharon Van Etten,Seventeen,63.0,0.538,0.77,5.0,-7.376,1,0.0487,0.0158,0.214,0.0686,0.238,127.103,265920.0,4,1 +Good Charlotte,Lifestyles of the Rich & Famous,70.0,0.62,0.93,1.0,-3.685,1,0.0374,0.00043,,0.0686,0.609,106.22,190173.0,4,10 +Hermano,The Bottle,42.0,0.381,0.539,7.0,-6.761,1,0.0375,2.5e-05,0.723,0.125,0.499,127.424,282160.0,4,8 +Imagine Dragons,Whatever It Takes,80.0,0.672,0.655,10.0,-5.021,0,0.0311,0.0362,,0.117,0.556,134.945,201240.0,4,10 +Paula Cole,Black Mountain Blues,38.0,0.579,0.689,3.0,-7.385,0,0.057,0.201,0.00501,0.117,0.578,101.394,308814.0,4,2 +Girlhood,The Love I Need,52.0,0.573,0.96,6.0,-2.578,1,0.0543,0.000945,0.00194,0.068,0.617,97.983,206000.0,4,9 +Godfather of Harlem,"Been To War (feat. Swizz Beatz, DMX & French Montana)",55.0,0.735,0.917,5.0,-5.524,0,0.212,0.0293,,0.138,0.483,91.993,187826.0,4,5 +System Of A Down,Toxicity,78.0,0.413,0.873,8.0,-4.151,1,0.0536,0.000264,0.00249,0.204,0.48,116.68,218933.0,3,8 +Jane Bordeaux,◊ê◊ô◊©◊î ◊ß◊©◊î,47.0,0.702,0.787,9.0,-8.175,0,0.0433,0.0137,0.526,0.105,0.436,99.982,195500.0,4,9 +Myd,Whether the Weather,43.0,0.668,0.811,1.0,-10.875,1,0.0522,0.000137,0.837,0.63,0.147,124.007,325533.0,4,6 +Zongamin,Bongo Song,34.0,0.783,0.929,1.0,-12.052,0,0.0455,0.000406,0.927,0.0738,0.644,123.687,314653.0,4,1 +Aerosmith,Livin' On The Edge,60.0,0.399,0.881,2.0,-4.341,1,0.0347,0.0019,0.00429,0.39,0.272,84.58,380893.0,4,10 +Kevin Powers,roddy,55.0,0.877,0.389,4.0,-8.186,0,0.182,0.0913,,0.1,0.15,89.95,112371.0,4,5 +Kanye West,Two Words,55.0,0.442,0.807,6.0,-4.753,1,0.265,0.0158,6.43e-06,0.217,0.446,84.649,266213.0,4,5 +Joe Bonamassa,This Train - Live,39.0,0.245,0.893,7.0,-8.147,1,0.049,0.0301,0.175,0.987,0.68,182.234,504893.0,4,2 +Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,6 +Lenny Kravitz,Tunnel Vision,45.0,0.663,0.923,,-7.091,1,0.04,0.0272,0.00153,0.224,0.924,115.736,259027.0,4,10 +CHVRCHES,He Said She Said,56.0,0.574,0.625,7.0,-6.249,1,0.0304,0.0366,0.000243,0.114,0.281,126.923,189385.0,4,10 +Bon Jovi,Raise Your Hands,53.0,0.456,0.956,2.0,-3.086,1,0.0423,0.0607,0.00198,0.0728,0.527,136.283,256733.0,4,10 +Eviatar Banai,◊ë◊®◊ï◊©,32.0,0.635,0.484,7.0,-7.586,1,0.0345,0.644,,0.0802,0.779,125.358,205000.0,4,10 +System Of A Down,Sugar,70.0,0.451,0.889,1.0,-2.693,1,0.261,0.00167,0.00215,0.258,0.586,131.073,153800.0,4,8 +The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,1 +Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,10 +Jagguar,Guessing in a Row,28.0,0.577,0.881,4.0,-5.961,1,0.039,0.291,0.000925,0.103,0.721,108.036,226944.0,4,1 +The Kid LAROI,FEEL SOMETHING (feat. Marshmello),71.0,0.523,0.609,1.0,-7.802,1,0.191,0.059,,0.14,0.374,154.051,139041.0,4,5 +Passenger,Simple Song,61.0,0.631,0.402,5.0,-11.125,1,0.0286,0.616,0.0114,0.0892,0.598,78.0,3.808,4,0 +Buckcherry,Crazy Bitch,68.0,0.661,0.978,1.0,-3.064,0,0.107,0.0247,,0.0856,0.592,98.019,204960.0,4,8 +Lynyrd Skynyrd,Free Bird,74.0,0.249,0.834,,-8.21,1,0.0577,0.0738,9.48e-05,0.0924,0.338,118.223,547107.0,4,10 +Dudu Tassa,◊î◊©◊ô◊ë◊î,20.0,0.656,0.638,11.0,-5.742,0,0.0463,0.00409,0.000289,0.106,0.152,136.926,261550.0,4,10 +Psychotic Waltz,All the Bad Men,21.0,0.509,0.918,6.0,-4.683,0,0.0423,1.5e-05,0.000381,0.385,0.363,115.072,238987.0,4,8 +Bad Wolves,Killing Me Slowly,63.0,0.345,0.89,1.0,-4.175,0,0.0774,0.000725,2.98e-06,0.204,0.276,137.973,237065.0,4,10 +Thelonious Monk,Ba-Lue Bolivar Ba-Lues-Are,36.0,0.566,0.374,5.0,-11.194,0,0.0507,0.596,0.0102,0.172,0.326,115.735,787933.0,4,2 +Mint Field,Aterrizar,28.0,0.624,0.526,,-8.925,1,0.0295,0.0305,0.572,0.112,0.237,110.949,214467.0,4,6 +Ravid Plotnik,◊°◊û◊ï◊®◊ê◊ô,44.0,0.612,0.478,,-10.728,1,0.0763,0.0778,4.78e-05,0.889,0.174,60.021,365387.0,4,5 +T.G. Sheppard,Do You Wanna Go to Heaven,34.0,0.651,0.527,1.0,-12.564,1,0.0283,0.559,0.00104,0.107,0.698,90.619,3.178883333,4,4 +"Jason Aldean, Carrie Underwood",If I Didn't Love You,74.0,0.456,0.679,1.0,-4.802,1,0.0324,0.176,,0.103,0.483,184.075,3.533833333,4,4 +Artillery,Khomaniac,32.0,0.21,0.955,,-7.741,1,0.178,5.09e-06,0.0237,0.244,0.119,90.134,401947.0,4,8 +Nothing More,Here's To The Heartache,50.0,0.165,0.919,5.0,-5.321,1,0.143,0.00113,,0.395,0.306,83.382,257093.0,3,10 +Quicksilver Daydream,Hang On,29.0,0.431,0.469,2.0,-8.941,0,0.027,0.561,0.0262,0.107,0.231,74.942,179632.0,4,6 +Britney Spears,Perfume (The Dreaming Mix),34.0,0.446,0.708,8.0,-4.367,1,0.0627,0.568,1.72e-06,0.311,0.496,159.858,4.041116667,4,9 +Auras,The Demoness,29.0,0.467,0.986,11.0,-4.458,0,0.108,7.01e-06,0.0178,0.158,0.391,130.026,258267.0,3,8 +Carmella Gross & Wagner,◊õ◊®◊û◊ú◊î ◊í◊®◊ï◊° ◊ï◊ê◊í◊†◊®,19.0,0.503,0.469,9.0,-13.264,0,0.0279,0.00764,0.000794,0.0787,0.262,130.047,261827.0,4,10 +Blue Hawaii,Still I Miss U,33.0,0.734,0.414,4.0,-10.895,0,0.0455,0.44,0.625,0.12,0.329,93.009,197810.0,4,6 +Backstreet Boys,Larger Than Life,67.0,0.661,0.973,,-2.994,0,0.037,0.11,1.74e-05,0.617,0.75,108.037,3.88045,4,9 +Mot√∂rhead,Ace of Spades,74.0,0.329,0.974,3.0,-8.77,0,0.135,0.000852,0.000118,0.0904,0.234,140.862,166920.0,4,10 +Randy Houser,How Country Feels,69.0,0.678,0.839,7.0,-3.617,1,0.0394,0.0379,,0.0742,0.772,104.952,3.09845,4,4 +The Lazy Eyes,The Seaside - Edit,34.0,0.612,0.601,5.0,-7.19,1,0.0288,0.0113,0.000255,0.267,0.291,120.044,207000.0,4,10 +Heart,Alone,74.0,0.418,0.452,1.0,-13.099,1,0.0356,0.638,0.00026,0.0959,0.168,175.088,218733.0,4,10 +Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,9 +Van Halen,Panama - 2015 Remaster,73.0,0.526,0.978,8.0,-5.436,1,0.108,0.00122,4.75e-05,0.0744,0.451,141.167,3.50378333,4,10 +Rema,Dumebi (Remix),46.0,0.922,0.693,3.0,-3.105,0,0.0842,0.15,0.000278,0.115,0.718,110.019,187926.0,4,9 +Rise Against,Savior,74.0,0.554,0.932,5.0,-3.424,0,0.0485,0.00154,0.000142,0.425,0.478,112.49,242280.0,4,10 +Roseburg,Wave,37.0,0.562,0.862,11.0,-3.895,0,0.0513,0.0104,,0.0624,0.835,75.096,186129.0,4,1 +Andreas Borkental,Olomana,51.0,0.617,0.0961,6.0,-16.523,0,0.0637,0.993,0.947,0.109,0.188,91.331,2.662266667,4,7 +Isotopes,Flower,40.0,0.447,0.975,6.0,-2.462,0,0.0682,0.000187,,0.349,0.507,165.017,239404.0,4,8 +Axty,What I've Become,39.0,0.492,0.954,8.0,-3.757,0,0.106,0.000333,,0.338,0.184,127.988,264375.0,4,10 +Lord Huron,I Lied (with Allison Ponthier),64.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,234383.0,3,1 +Robert Pete Williams,Angola Penitentiary Blues,16.0,0.612,0.372,8.0,-12.299,1,0.0737,0.472,0.00203,0.321,0.325,109.456,427960.0,4,2 +Dominique Saison,time stands still,46.0,0.466,0.119,9.0,-19.114,1,0.0587,0.992,0.935,0.112,0.393,126.277,2.89605,3,7 +David Essex,Rock On,51.0,0.676,0.292,11.0,-14.448,1,0.34,0.723,0.00189,0.433,0.649,74.798,204187.0,4,10 +The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,1 +Trevor Morris,Floki Appears to Kill Athelstan,54.0,0.481,0.336,1.0,-18.247,0,0.0382,0.562,0.185,0.107,0.0853,89.84,191067.0,4,8 +Devon Gilfillian,Unchained,49.0,0.385,0.832,7.0,-4.9,0,0.0891,0.0313,0.000717,0.132,0.673,179.839,244536.0,4,2 +Steppenwolf,Magic Carpet Ride,70.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,4.52621667,4,10 +Jon Allen,How Long,26.0,0.653,0.293,2.0,-12.661,0,0.0342,0.483,1.81e-06,0.172,0.548,133.945,211455.0,4,2 +Welshly Arms,Indestructible,53.0,0.674,0.611,2.0,-6.322,0,0.0363,0.0415,1.13e-06,0.0726,0.782,175.929,226413.0,4,10 +"Lata Mangeshkar, Shabbir Kumar","Zindagi Har Kadam Ek Nai Jung Hai, Pt. 2",16.0,0.287,0.672,10.0,-8.441,0,0.048,0.908,0.332,0.102,0.494,135.984,5.322883333,4,3 +Patrick Sweany,One Thing (2020),22.0,0.395,0.421,,-12.227,1,0.0301,0.115,0.527,0.102,0.135,131.79,246053.0,3,2 +Lil Durk,Backdoor,59.0,0.665,0.549,4.0,-7.597,0,0.311,0.107,3.51e-06,0.27,0.229,82.069,200000.0,4,5 +Ollie Danon,◊ë◊ô◊ü ◊î◊¢◊†◊§◊ô◊ù (◊ê◊ë◊ï◊ì◊î ◊ë◊ô◊§◊ü),17.0,0.471,0.571,1.0,-8.599,1,0.0321,0.0445,0.0333,0.127,0.347,146.841,351690.0,4,6 +Sonny Fisher,Rocking Daddy,24.0,0.534,0.83,7.0,-6.855,1,0.111,0.228,0.000248,0.1,0.78,188.248,151160.0,4,10 +The Animals,House Of The Rising Sun,62.0,0.315,0.534,9.0,-7.552,0,0.031,0.000825,0.108,0.101,0.283,116.891,4.49533333,3,10 +Gingiot,Gingiot,24.0,0.567,0.559,7.0,-12.591,1,0.0296,0.325,0.201,0.107,0.115,117.587,279432.0,4,10 +Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,1 +Samia,Big Wheel,58.0,0.553,0.512,5.0,-7.759,1,0.0465,0.569,3.87e-05,0.107,0.259,94.96,195773.0,4,1 +The White Stripes,Seven Nation Army,83.0,0.726,0.463,,-7.828,1,0.0799,0.00817,0.447,0.255,0.321,123.881,231733.0,4,10 +Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,1 +Garbage,#1 Crush,46.0,0.647,0.627,7.0,-7.156,0,0.0236,0.000119,0.0162,0.331,0.445,94.204,290507.0,4,10 +John Denver,Thank God I'm a Country Boy - Live,,0.409,0.621,9.0,-11.016,1,0.138,0.656,,0.967,0.836,202.354,3.341116667,3,4 +Brooke Eden,Sunroof,46.0,0.586,0.905,8.0,-5.268,1,0.0457,0.0028,5.95e-06,0.322,0.371,94.968,222593.0,4,9 +Iya Terra,We All Walk Our Own Roads (with Trevor Hall),51.0,0.608,0.827,4.0,-6.026,0,0.0688,0.28,3.62e-05,0.174,0.629,152.029,237225.0,4,10 +Nathaniel Rateliff & The Night Sweats,S.O.B.,66.0,0.699,0.579,1.0,-6.504,1,0.0416,0.267,0.00602,0.452,0.128,109.948,247613.0,4,10 +Gang Starr,Manifest,34.0,0.849,0.803,6.0,-6.775,1,0.275,0.0502,4.94e-06,0.24,0.738,90.873,290813.0,4,5 +Eliad,◊®◊ï◊ó◊ï◊™,36.0,0.797,0.468,10.0,-5.901,0,0.0438,0.0672,,0.0819,0.486,132.998,216373.0,4,9 +The Texas Gentlemen,Habbie Doobie,41.0,0.51,0.723,2.0,-6.72,1,0.0331,0.0367,7.88e-05,0.161,0.499,89.964,376619.0,4,10 +Black Label Society,Pictures Of Home,24.0,0.29,0.971,4.0,-1.96,0,0.104,0.0368,1.26e-06,0.108,0.64,120.248,213107.0,4,8 +The Who,Behind Blue Eyes - Original Album Version,,0.399,0.518,7.0,-10.637,1,0.0318,0.229,0.00122,0.262,0.285,127.084,3.72221667,4,10 +Enslaved,Havenless,42.0,0.33,0.85,4.0,-7.016,1,0.0665,0.00242,0.53,0.279,0.696,135.413,335333.0,3,8 +Stepson,Deeper Sleep,43.0,0.532,0.992,10.0,-2.68,0,0.135,0.000794,,0.1,0.5,90.019,203244.0,4,8 +JD McPherson,North Side Gal,44.0,0.687,0.64,2.0,-7.799,1,0.0515,0.523,1.32e-06,0.327,0.97,84.965,151493.0,4,9 +Lola Flores,La zarzamora,33.0,0.543,0.351,11.0,-8.17,0,0.0909,0.978,,0.308,0.791,89.948,168907.0,3,9 +Sl√∏tface,Tap the pack,23.0,0.401,0.822,9.0,-7.091,1,0.122,0.000147,0.0011,0.0713,0.674,174.966,146520.0,4,1 +Nothing More,Just Say When,50.0,0.456,0.579,,-5.665,1,0.0311,0.0898,2.48e-06,0.0992,0.164,147.28,224343.0,4,9 +Vaporwavez,Floppy Disk Prism,35.0,0.525,0.677,4.0,-6.211,1,0.0251,0.124,0.923,0.244,0.246,99.974,164400.0,4,6 +CRX,Broken Bones,46.0,0.352,0.571,2.0,-3.801,0,0.0441,3e-05,0.00885,0.125,0.53,99.202,211373.0,3,10 +Kappi Kat,Baarish,14.0,0.461,0.777,2.0,-7.469,1,0.0306,0.388,0.923,0.291,0.525,163.043,283909.0,4,6 +Edenbridge,Live and Let Go,36.0,0.443,0.927,3.0,-8.046,0,0.0613,4.62e-05,6.2e-06,0.123,0.392,129.993,270599.0,4,8 +The Fray,How to Save a Life,82.0,0.64,0.743,10.0,-4.08,1,0.0379,0.269,,0.101,0.361,122.035,262533.0,4,9 +FRITZ,Die Happily,29.0,0.488,0.548,9.0,-7.176,1,0.0396,0.000121,0.277,0.0762,0.235,100.023,205417.0,4,10 +Leyla Blue,What A Shame,75.0,0.699,0.463,,-7.828,1,0.475,0.315,,0.0803,0.565,143.99,177200.0,4,9 +Durand Jones & The Indications,Witchoo,52.0,0.804,0.591,11.0,-11.184,0,0.0797,0.198,0.00179,0.0597,0.762,118.015,222901.0,4,1 +Habe,Soho,35.0,0.713,0.537,1.0,-6.456,0,0.0603,0.471,0.424,0.283,0.635,83.023,242892.0,4,6 +Michael Franti & Spearhead,I Got You,54.0,0.768,0.774,2.0,-5.584,1,0.0446,0.244,,0.113,0.775,100.005,216099.0,4,10 +Nice And Quiet,Bedouine,,0.51,0.29,,-14.789,1,0.0294,0.723,0.386,0.105,0.435,130.936,3.851116667,4,0 +Clawfinger,Out to Get Me,42.0,0.543,0.952,2.0,-3.402,1,0.0376,0.000469,0.000239,0.117,0.733,129.977,224427.0,4,8 +Local Natives,Tusk,30.0,0.46,0.576,7.0,-10.118,0,0.0344,0.00312,0.158,0.118,0.443,93.775,210000.0,4,6 +Martin Luke Brown,Opalite,41.0,0.728,0.664,2.0,-5.543,1,0.0438,0.00973,0.000515,0.37,0.105,104.021,211749.0,4,1 +Ana Popovic,Lives That Don't Exist,36.0,0.715,0.92,2.0,-4.189,1,0.0849,0.0929,,0.296,0.798,100.61,235453.0,4,10 +Alice Cooper,School's Out,68.0,0.294,0.745,5.0,-9.138,1,0.0461,0.05,0.125,0.676,0.347,134.364,210107.0,4,8 +Leon Bridges,Mrs.,57.0,0.706,0.354,6.0,-9.592,1,0.29,0.479,,0.0734,0.376,119.793,242520.0,3,2 +Steven Wilson,KING GHOST,45.0,0.499,0.485,2.0,-12.348,1,0.0509,0.221,0.503,0.0578,0.167,188.046,246027.0,4,10 +duendita,bio,43.0,0.484,0.493,1.0,-10.587,0,0.0909,0.492,0.0223,0.327,0.146,113.765,257910.0,4,6 +Simple Minds,Theme For Great Cities,50.0,0.536,0.808,8.0,-13.407,1,0.0439,0.0579,0.894,0.117,0.678,122.408,351867.0,4,6 +Lil Greenwood,Grandpa Can Boogie Too,34.0,0.699,0.688,5.0,-4.11,0,0.141,0.755,,0.151,0.843,79.242,170387.0,4,2 +Blay Vision,99 Pace,8.0,0.55,0.879,8.0,-5.623,0,0.286,0.0296,,0.375,0.1,140.686,137826.0,4,5 +We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,1 +Taarovet Eskot,◊î◊ó◊ì◊® ◊î◊ê◊ô◊†◊ò◊ô◊û◊ô ◊©◊ú◊ô,31.0,0.765,0.612,,-8.427,1,0.0252,0.133,2.27e-05,0.063,0.935,106.455,210333.0,4,10 +Liam St. John,OZARK,26.0,0.724,0.464,1.0,-7.383,0,0.0462,0.0898,1.29e-06,0.26,0.599,106.061,224151.0,4,2 +Anoushka Shankar,Lasya,34.0,0.661,0.446,7.0,-10.972,1,0.036,0.884,0.513,0.073,0.399,116.0,278520.0,4,6 +Myrkur,Ella,42.0,0.24,0.313,5.0,-11.476,1,0.033,0.791,0.000156,0.176,0.131,101.673,234923.0,3,8 +Au√∞n,N√¶√∞ir um,31.0,0.115,0.758,2.0,-7.819,0,0.0731,0.000105,0.842,0.371,0.175,171.998,304440.0,4,8 +The Record Company,Ball And Chain,47.0,0.552,0.958,1.0,-5.304,0,0.0719,0.00397,0.0401,0.226,0.183,128.008,304687.0,4,10 +The Knickerbockers,Lies (are breaking my heart),34.0,0.491,0.696,9.0,-10.114,1,0.0301,0.707,,0.211,0.893,144.765,165360.0,4,1 +Run‚ÄìD.M.C.,Beats to the Rhyme,38.0,0.78,0.828,6.0,-4.737,0,0.31,0.00384,,0.204,0.538,103.176,160840.0,4,5 +Camel,Echoes,36.0,0.195,0.608,10.0,-8.497,1,0.031,0.0114,0.0145,0.295,0.485,153.379,437600.0,4,10 +Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,6 +Boston,Foreplay / Long Time,65.0,0.436,0.657,5.0,-8.868,1,0.0541,0.00975,0.00748,0.0931,0.21,118.693,467640.0,4,10 +Kenny Wayne Shepherd,Mr. Soul,24.0,0.233,0.931,2.0,-7.206,1,0.132,0.0015,0.00273,0.983,0.608,137.834,235173.0,4,2 +Lackhoney,Pocketwatcher,34.0,0.871,0.451,,-7.939,1,0.362,0.0408,,0.0797,0.766,94.959,171789.0,4,5 +Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,1 +Mandrake Handshake,Monolith,27.0,0.369,0.618,10.0,-8.202,1,0.0298,0.0289,,0.108,0.516,76.998,431973.0,4,6 +Bernstein Square,This Is New,58.0,0.445,0.17,3.0,-18.671,1,0.044,0.976,0.826,0.102,0.0943,122.232,3.253033333,4,7 +MILLY,Star Spangled Banner,22.0,0.62,0.668,6.0,-6.882,1,0.0269,0.00959,0.0323,0.113,0.537,111.979,224963.0,3,10 +Lata Mangeshkar,Zulmi Sang Ankh Ladi Re,11.0,0.6,0.49,5.0,-9.2,1,0.0431,0.784,1e-06,0.203,0.955,77.603,3.455783333,3,3 +The Calling,Wherever You Will Go,73.0,0.558,0.719,2.0,-5.113,1,0.0267,0.0367,,0.115,0.371,112.027,208600.0,4,10 +City Girls,Pussy Talk,73.0,0.943,0.641,1.0,-5.598,1,0.191,0.0016,,0.211,0.242,99.099,218333.0,4,9 +Da Brat,Funkdafied,57.0,0.802,0.461,11.0,-12.367,0,0.302,0.0757,,0.109,0.74,90.995,185933.0,4,5 +Albert King,Playing On Me,27.0,0.57,0.703,2.0,-11.672,1,0.14,0.21,1.49e-05,0.156,0.937,166.75,203067.0,4,2 +John Mayer,"Free Fallin' - Live at the Nokia Theatre, Los Angeles, CA - December 2007",73.0,0.315,0.296,5.0,-13.262,1,0.0315,0.771,,0.702,0.435,173.509,263573.0,4,10 +The Warning,CHOKE,,0.47,0.825,7.0,-4.936,0,0.0337,0.000132,9.89e-05,0.0929,0.372,87.947,231855.0,4,10 +The Psychedelic Furs,Pretty in Pink,59.0,0.386,0.916,2.0,-5.955,1,0.0741,0.105,0.00991,0.325,0.775,135.642,238107.0,4,1 +anaiis,juno,35.0,0.361,0.433,2.0,-13.35,0,0.0671,0.617,0.0376,0.0924,0.318,139.911,205927.0,4,6 +Shalom Hanoch,◊¢◊ú ◊©◊§◊™ ◊î◊†◊ó◊ú ◊î◊ñ◊ï◊®◊ù,15.0,0.206,0.0758,4.0,-22.17,1,0.0407,0.882,7.79e-05,0.191,0.346,82.356,226280.0,1,10 +Delain,One Second,40.0,0.487,0.955,9.0,-5.067,0,0.0574,0.000122,0.000152,0.283,0.382,139.965,216520.0,4,8 +Def√≥rmica,Novelesco,25.0,0.209,0.545,7.0,-8.941,0,0.0321,0.0153,0.908,0.127,0.0375,169.654,303893.0,3,10 +The Subways,Kalifornia,26.0,0.4,0.975,,-2.723,0,0.0627,2.41e-05,0.0688,0.158,0.408,146.875,174387.0,4,10 +Dudu Aharon,◊û◊î ◊¢◊©◊ô◊™ ◊ú◊ô,15.0,0.672,0.875,11.0,-3.383,0,0.0452,0.0263,,0.662,0.581,128.019,216680.0,4,9 +Of Mice & Men,When You Can't Sleep At Night,54.0,0.58,0.376,7.0,-7.012,1,0.0252,0.784,0.000659,0.118,0.0872,104.996,212027.0,4,10 +The Heavytrackerz,Put the Word Out,32.0,0.759,0.71,10.0,-5.242,1,0.111,0.259,0.191,0.456,0.5,120.993,230000.0,4,5 +Kyuss,Green Machine,55.0,0.497,0.947,,-8.802,1,0.0391,8.21e-05,0.000693,0.118,0.588,90.371,217907.0,4,10 +Philip Sayce,Steamroller / Powerful Thing - Live,34.0,0.328,0.967,8.0,-4.975,1,0.155,0.0687,,0.965,0.152,89.079,382741.0,4,2 +Siouxsie and the Banshees,Monitor,48.0,0.461,0.836,7.0,-6.518,1,0.035,0.407,3.31e-05,0.414,0.27,95.84,334667.0,4,10 +Narissa,Transactions,52.0,0.918,0.363,1.0,-8.937,1,0.506,0.293,1.02e-06,0.0797,0.61,107.962,152184.0,4,5 +Good Rockin' Charles,I Wish I Had Somebody,29.0,0.566,0.251,,-17.183,1,0.0298,0.752,0.818,0.0764,0.644,96.721,286271.0,4,2 +"Percy Grainger, Slovak Radio Symphony Orchestra, Keith Brion",My Robin Is to the Greenwood Gone,24.0,0.141,0.0347,9.0,-29.991,0,0.0391,0.953,0.853,0.0978,0.048,91.036,4.072883333,4,7 +Chris Duarte,My Way Down,37.0,0.608,0.97,6.0,-4.943,0,0.0465,0.0174,0.131,0.0933,0.617,98.307,276560.0,4,2 +Clairo,4EVER,71.0,0.75,0.585,9.0,-7.576,0,0.0285,0.049,0.00552,0.155,0.584,102.331,159595.0,4,6 +Orgy,Blue Monday,62.0,0.589,0.696,8.0,-8.109,1,0.034,8.65e-05,3.43e-05,0.0779,0.938,129.833,267000.0,4,10 +Afrikan Boy,LITW,8.0,0.606,0.496,5.0,-10.92,1,0.0848,0.793,,0.107,0.71,91.266,318232.0,4,5 +Manna Dey,Zindagi Kaisi Hai Paheli,35.0,0.374,0.62,,-6.486,1,0.0373,0.857,5.02e-06,0.343,0.529,97.23,3.486883333,4,3 +Led Zeppelin,Going to California - 1990 Remaster,31.0,0.495,0.237,2.0,-17.701,1,0.0333,0.892,0.00638,0.0865,0.541,77.376,3.52445,4,0 +FEVER 333,Made An America,51.0,0.479,0.926,3.0,-4.226,0,0.0893,0.000399,0.0022,0.179,0.673,175.994,173327.0,4,10 +Paul McCartney,Slidin' - EOB Remix,50.0,0.421,0.808,9.0,-5.772,0,0.0637,0.00117,4.91e-05,0.265,0.482,111.86,159746.0,4,10 +Mr Eazi,Saudi Arabia,51.0,0.815,0.565,1.0,-10.499,0,0.0902,0.213,0.000239,0.0952,0.705,103.955,119291.0,4,9 +Sid Vicious,My Way - 1993 Remastered Version,43.0,0.236,0.823,4.0,-7.165,1,0.0863,0.699,0.643,0.364,0.259,175.38,244813.0,4,6 +Yair Rubin,◊õ◊ú ◊ô◊ï◊ù,15.0,0.713,0.667,7.0,-10.765,1,0.0297,0.0987,0.14,0.11,0.817,131.027,216066.0,4,6 +Dead Eyes,Break In The Current,,0.608,0.916,9.0,-7.23,0,0.11,0.000135,1.75e-05,0.134,0.287,110.009,210860.0,4,10 +CABAL,Drag Me Down (feat. Jamie Hails),27.0,0.544,0.959,7.0,-5.517,1,0.141,0.000109,,0.0717,0.176,117.967,243147.0,4,8 +Demob Happy,Less Is More,37.0,0.529,0.743,1.0,-6.865,1,0.091,0.00378,5.46e-06,0.0432,0.616,112.985,180000.0,4,10 +Dashboard Confessional,We Fight,43.0,0.51,0.894,5.0,-4.264,1,0.0544,0.00691,5.16e-05,0.0921,0.553,174.033,204613.0,4,10 +Allman Brothers Band,"Statesboro Blues - Live at Fillmore West, San Francisco, CA 1/30/71",18.0,0.359,0.678,7.0,-7.748,1,0.0552,0.588,0.00345,0.982,0.774,126.665,258482.0,4,10 +ERRA,Disarray,36.0,0.499,0.988,11.0,-2.887,1,0.116,0.00305,1.68e-06,0.373,0.212,104.957,230000.0,4,8 +Shampoo,Trouble,43.0,0.796,0.971,9.0,-6.339,1,0.0882,0.025,0.00226,0.32,0.963,133.159,193142.0,4,9 +Stormzy,Own It (feat. Ed Sheeran & Burna Boy),74.0,0.817,0.781,7.0,-4.178,0,0.112,0.00838,5.21e-06,0.123,0.359,104.0,216707.0,4,9 +Jack White,Over and Over and Over,44.0,0.565,0.849,4.0,-5.313,0,0.0926,0.000243,0.00289,0.0631,0.758,123.768,216280.0,4,10 +Kings of Leon,The Bucket,58.0,0.494,0.637,,-6.004,1,0.0336,0.0789,2.77e-05,0.215,0.175,140.034,175547.0,4,6 +Backstreet Boys,Climbing the Walls,37.0,0.493,0.867,5.0,-4.035,1,0.0314,0.0522,,0.265,0.229,91.011,3.705116667,4,9 +Flatpocket,One from the Tap,45.0,0.613,0.491,3.0,-10.315,1,0.142,0.871,0.175,0.116,0.225,81.327,92053.0,4,5 +Otherkin,"Yeah, I Know",42.0,0.488,0.976,6.0,-4.609,0,0.0621,0.000234,0.000922,0.349,0.381,159.971,213493.0,4,10 +Teddy Neguse,◊™.◊ñ,27.0,0.88,0.596,1.0,-6.465,1,0.0998,0.232,0.000262,0.116,0.389,144.918,149295.0,4,5 +The Pink Fairies,Lucille (1970 BBC Top Gear Radio Broadcast),16.0,0.294,0.931,3.0,-6.744,0,0.113,0.0864,0.0274,0.367,0.573,133.948,162893.0,4,2 +Badflower,The Jester,54.0,0.51,0.827,2.0,-6.013,1,0.0419,0.00708,7.27e-05,0.191,0.338,92.92,245933.0,4,10 +Me & My Toothbrush,Intoxicated,43.0,0.926,0.728,7.0,-6.103,1,0.129,0.0679,0.181,0.0716,0.821,120.034,208524.0,4,6 +Detroit Grand Pubahs,Sandwiches,36.0,0.794,0.482,2.0,-6.699,1,0.0532,0.000207,0.518,0.143,0.687,134.001,182533.0,4,9 +Poison,(Flesh & Blood) Sacrifice - Remastered 2006,34.0,0.579,0.975,8.0,-2.641,1,0.0458,0.0106,,0.223,0.571,114.067,280600.0,4,8 +The Pink Slips,Texas,28.0,0.421,0.95,4.0,-1.226,0,0.238,0.000661,0.000429,0.126,0.572,171.949,195613.0,4,10 +Daron Malakian and Scars On Broadway,Guns Are Loaded,50.0,0.532,0.739,8.0,-4.066,1,0.0325,0.0254,4.03e-06,0.0498,0.295,145.031,256587.0,4,8 +"Surprise, Surprise",Savannah Conley,48.0,0.481,0.134,1.0,-17.099,1,0.0461,0.608,9.02e-05,0.0992,0.0753,120.27,3.937933333,3,0 +Death Cab for Cutie,Black Sun,57.0,0.608,0.642,2.0,-7.978,1,0.0251,0.17,0.0667,0.166,0.608,87.703,289160.0,4,10 +Lucille Bogan,Man Stealer Blues,34.0,0.539,0.228,5.0,-8.234,0,0.0466,0.992,2.19e-06,0.126,0.518,84.324,182400.0,4,2 +Nuski2Squad,Live On (Thuggin Days) - Remix,50.0,0.552,0.698,7.0,-4.973,0,0.249,0.172,,0.313,0.266,68.478,221002.0,3,5 +Run‚ÄìD.M.C.,King of Rock,47.0,0.825,0.857,2.0,-3.389,0,0.0448,0.00907,,0.0461,0.791,98.204,314147.0,4,5 +Karl Hector & The Malcouns,Mother Seletta,36.0,0.361,0.91,9.0,-7.914,1,0.0943,0.0338,0.648,0.122,0.305,108.168,486861.0,4,6 +The Cold Stares,The Great Unknown,41.0,0.443,0.888,1.0,-3.333,1,0.0714,0.00071,4.91e-06,0.303,0.637,162.067,181440.0,4,10 +At The Drive In,Arcarsenal,34.0,0.369,0.987,2.0,-2.517,1,0.219,0.00596,0.000923,0.368,0.232,130.214,174760.0,4,10 +Ishay Levi,◊®◊ô◊ß◊ì◊ô,32.0,0.687,0.728,,-12.67,0,0.0289,0.292,8.22e-06,0.0375,0.96,103.733,314760.0,4,9 +Cedric Burnside,Hard to Stay Cool,38.0,0.629,0.23,2.0,-12.813,0,0.0385,0.585,0.000118,0.138,0.539,138.566,334360.0,4,2 +"Oscar Roberto Casares, Flavio Cucchi","7 Spanish songs (7 Canciones Sefaradies): No. 3, En la mar ay una torre",39.0,0.382,0.0164,7.0,-29.371,1,0.0452,0.975,0.914,0.113,0.506,74.326,2.248216667,5,7 +Pixey,Free to Live in Colour,42.0,0.553,0.74,9.0,-5.54,1,0.0363,0.0987,,0.134,0.656,115.957,194313.0,4,6 +Big Zuu,Variation,44.0,0.67,0.649,1.0,-8.382,1,0.303,0.02,,0.111,0.203,105.251,208500.0,3,5 +Barracuda Sound,Quiet Desperation,42.0,0.595,0.121,9.0,-19.476,0,0.069,0.966,0.917,0.103,0.384,115.258,2.2784,4,7 +Yuval Dayan,◊ê◊û◊ê,30.0,0.586,0.253,1.0,-8.667,0,0.0465,0.932,5.27e-05,0.114,0.568,104.217,164973.0,4,9 +Imanbek,Dancing On Dangerous,27.0,0.656,0.863,1.0,-2.698,0,0.0518,0.203,2.64e-06,0.119,0.696,105.038,123429.0,4,9 +Dead Pony,Sharp Tongues,37.0,0.508,0.89,1.0,-6.592,1,0.0687,3.43e-05,0.00133,0.319,0.661,160.084,163875.0,4,1 +Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,1 +Bachman-Turner Overdrive,Blue Moanin',29.0,0.64,0.459,9.0,-13.294,0,0.0355,0.0282,0.297,0.197,0.769,122.82,223840.0,4,2 +Goldfinger,99 Red Balloons,64.0,0.285,0.843,4.0,-7.318,1,0.129,0.00103,0.00037,0.327,0.282,97.051,229173.0,4,10 +"Asha Bhosle, Simi Garewal, Mukesh",Teetar Ke Do Aage Teetar,8.0,0.66,0.696,,-11.597,0,0.093,0.738,0.83,0.334,0.893,115.765,3.797116667,4,3 +Dead Vibrations,Reflections,32.0,0.342,0.926,2.0,-5.338,1,0.0384,2.18e-05,0.871,0.155,0.425,129.446,235583.0,4,10 +Soulja Boy,She Make It Clap,74.0,0.941,0.471,1.0,-13.087,1,0.494,0.0308,0.00838,0.0837,0.487,119.898,111550.0,4,9 +Patricia Brennan,Solar,28.0,0.27,0.0118,1.0,-28.505,1,0.0408,0.993,0.94,0.108,0.0363,69.334,250648.0,5,6 +Immortal,Damned In Black,38.0,0.11,0.969,1.0,-5.858,0,0.124,3.21e-06,0.779,0.151,0.17,79.762,409600.0,4,8 +Kings of Leon,Closer,66.0,0.398,0.768,11.0,-4.624,0,0.0392,0.469,2.02e-05,0.106,0.235,108.685,237480.0,5,10 +Slow Pulp,Steel Birds,39.0,0.581,0.432,2.0,-7.305,1,0.0262,0.461,0.00127,0.0972,0.253,140.062,203500.0,4,1 +Post Animal,Gelatin Mode,39.0,0.274,0.719,8.0,-6.072,1,0.053,0.121,,0.116,0.494,153.714,347973.0,4,1 +Westlife,L.O.V.E.,37.0,0.916,0.501,1.0,-5.023,1,0.0494,0.315,,0.0873,0.89,103.049,2.887783333,4,9 +Otherwise,Soldiers,64.0,0.592,0.877,2.0,-4.05,0,0.0502,0.0095,0.000171,0.131,0.712,117.106,241849.0,4,10 +Ozzy Osbourne,"Mama, I'm Coming Home",69.0,0.282,0.656,8.0,-6.557,1,0.0302,0.0105,,0.0892,0.242,139.352,251867.0,4,10 +,Playback,29.0,0.629,0.893,6.0,-7.577,0,0.0653,0.000344,0.828,0.0531,0.788,94.968,107604.0,4,6 +Lil Poppa,Mask On,52.0,0.758,0.631,11.0,-6.645,0,0.43,0.13,,0.164,0.25,139.925,164752.0,4,5 +Kanishk Seth,Jhinjhoti,24.0,0.499,0.544,1.0,-12.079,1,0.0383,0.76,0.837,0.103,0.182,120.019,5.033333333,4,0 +Arik Einstein,◊©◊ë◊ô◊®,33.0,0.729,0.512,2.0,-13.078,1,0.0284,0.00208,0.0408,0.242,0.933,124.959,219000.0,4,10 +Lacy Cavalier,Get Away With It,,0.453,0.419,,-6.548,1,0.0544,0.102,,0.239,0.477,111.992,2.787083333,4,4 +Rodney Atkins,These Are My People,62.0,0.558,0.896,,-3.687,1,0.0545,0.0316,,0.528,0.63,90.064,3.560883333,4,4 +Kutiman,◊û◊ú◊õ◊î ◊ï◊û◊ú◊ö,28.0,0.42,0.721,10.0,-6.08,1,0.0313,0.000449,,0.112,0.367,85.471,202900.0,4,6 +Bessie Smith,Devil's Gonna Git You,36.0,0.653,0.0442,10.0,-12.269,0,0.0371,0.993,,0.131,0.346,71.434,190027.0,5,2 +GAUPA,Vakuum,38.0,0.39,0.899,6.0,-3.57,1,0.0469,0.000267,0.074,0.0472,0.244,132.421,302417.0,1,8 +Circa Waves,Saviour,28.0,0.444,0.845,9.0,-4.586,1,0.0424,0.000731,0.0552,0.364,0.636,87.963,189001.0,4,10 +Eyal Golan,◊õ◊©◊ê◊™ ◊ê◊ô◊†◊ö,30.0,0.459,0.708,4.0,-3.887,0,0.0412,0.0541,,0.109,0.449,99.833,253227.0,3,9 +Gojira,Oroborus,48.0,0.395,0.962,7.0,-4.568,0,0.0783,1.36e-05,0.0831,0.176,0.0681,136.839,321787.0,4,8 +The Collective,Quiet Now,56.0,0.567,0.0839,4.0,-21.322,0,0.0368,0.966,0.904,0.144,0.0777,118.54,4.731516667,4,7 +Shemekia Copeland,I Feel A Sin Coming On,39.0,0.6,0.489,3.0,-6.775,1,0.0307,0.13,9.57e-05,0.119,0.365,121.961,232347.0,3,2 +Ed Sheeran,Afterglow,81.0,0.641,0.324,11.0,-5.851,1,0.0299,0.698,,0.328,0.273,110.184,3.09145,4,0 +AHI,Ol' Sweet Day,58.0,0.393,0.558,3.0,-9.429,1,0.0475,0.603,4.85e-05,0.108,0.336,112.64,178053.0,4,9 +Sterling Brown,Ma Rainey,,0.687,0.0292,,-23.057,1,0.209,0.844,,0.145,0.435,134.231,132000.0,3,5 +FJ√òRA,Come With Me,28.0,0.479,0.651,11.0,-5.609,0,0.0384,0.0786,,0.332,0.426,124.943,141196.0,4,10 +Hellhammer,The Third of the Storms (Evoked Damnation),33.0,0.173,0.872,11.0,-10.796,0,0.0363,0.000602,0.794,0.212,0.492,164.09,177027.0,4,8 +La Blusa El√©ctrica,Viento,18.0,0.396,0.702,9.0,-7.521,1,0.0411,0.000577,0.02,0.26,0.649,147.951,274065.0,4,2 +...And Oceans,As the After Becomes the Before,23.0,0.171,0.713,4.0,-9.328,1,0.0613,2.51e-06,0.097,0.0471,0.234,116.29,313000.0,4,8 +N.E.R.D,Lapdance,,0.713,0.96,11.0,-2.34,1,0.143,0.0381,1.25e-05,0.255,0.715,101.982,209760.0,4,10 +–®—Ç–∞–¥—Ç,–ü–µ—Ä–ø–µ—Ç—É—É–º-–º–æ–±–∏–ª–µ,26.0,0.522,0.747,2.0,-9.554,1,0.033,2.21e-05,0.868,0.139,0.313,124.995,257088.0,4,6 +Timeflies,Once In a While - Acoustic,54.0,0.636,0.355,5.0,-7.047,1,0.0665,0.794,,0.374,0.738,99.295,3.85971667,4,0 +Radiohead,Ill Wind,44.0,0.515,0.491,5.0,-11.1,0,0.0274,0.869,0.564,0.0977,0.223,146.908,254113.0,4,1 +Municipal Waste,Sadistic Magician,50.0,0.26,0.998,4.0,-2.844,1,0.16,0.000728,0.0187,0.141,0.447,194.788,129387.0,4,8 +New West,Next to You,56.0,0.373,0.644,9.0,-6.032,1,0.0277,0.346,,0.387,0.436,172.045,232326.0,4,6 +Joywave,It's A Trip!,59.0,0.673,0.716,8.0,-4.982,0,0.0291,0.088,0.00256,0.209,0.727,97.925,183525.0,4,1 +Curses,Rest,35.0,0.534,0.849,11.0,-3.931,1,0.0638,0.00208,5.37e-06,0.137,0.575,114.896,243017.0,4,8 +Studio Killers,Jenny (I Wanna Ruin Our Friendship),75.0,0.668,0.798,11.0,-5.701,1,0.0334,0.00305,0.0144,0.277,0.575,133.928,215280.0,4,9 +Resentment,Madi Diaz,40.0,0.554,0.122,11.0,-12.692,1,0.0614,0.883,,0.107,0.381,166.355,2.89045,4,0 +Fr√∂st,Record Still Spinning,24.0,0.607,0.649,,-8.463,1,0.0323,0.0432,0.625,0.117,0.693,150.009,209630.0,4,10 +Julia Holter,So Humble the Afternoon,40.0,0.238,0.225,,-12.986,1,0.0322,0.807,0.787,0.122,0.0366,63.633,322840.0,4,6 +young friend,PINCH ME,58.0,0.777,0.465,6.0,-10.55,0,0.0501,0.621,,0.0932,0.757,113.003,179363.0,4,6 +Moon Taxi,Say,50.0,0.553,0.595,9.0,-6.834,1,0.0549,0.0126,,0.112,0.619,160.019,189427.0,4,6 +Samantha Fish,Try Not To Fall In Love With You,26.0,0.725,0.436,1.0,-9.649,0,0.026,0.506,0.00227,0.077,0.676,100.12,244907.0,4,2 +"Bob Dylan, Johnny Cash",Girl from the North Country,65.0,0.607,0.142,7.0,-23.455,1,0.0382,0.843,0.000197,0.121,0.305,118.867,3.67333333,4,0 +Polo G,RAPSTAR,96.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,165926.0,4,9 +Hadag Nahash,◊¢◊ï◊ì ◊ô◊î◊ô◊î ◊ò◊ï◊ë,24.0,0.719,0.906,6.0,-5.56,0,0.0797,0.0587,0.00044,0.291,0.55,108.998,211178.0,4,5 +pizzagirl,car freshener aftershave,36.0,0.603,0.724,7.0,-6.843,1,0.0265,0.00135,1.02e-05,0.184,0.387,129.984,243868.0,4,1 +Justin Morgan,Human Nature,56.0,0.717,0.292,9.0,-11.542,0,0.0733,0.796,,0.126,0.502,140.157,236953.0,4,9 +Volbeat,I Only Wanna Be With You,55.0,0.429,0.991,2.0,-4.824,1,0.0874,6.29e-06,0.0141,0.0389,0.607,137.928,164093.0,4,8 +Champion Jack Dupree,Junker's Blues,50.0,0.779,0.155,5.0,-21.57,1,0.112,0.856,7.82e-06,0.0974,0.696,103.251,192707.0,4,2 +Jasmine Thompson,Rather Be,,0.534,0.332,11.0,-7.44,1,0.0374,0.837,,0.0997,0.509,110.771,4.13028333,4,0 +Ravid Plotnik,◊ê◊ô◊ñ◊ë◊ú (◊†◊¶'◊ô ◊†◊¶'),34.0,0.448,0.748,5.0,-8.301,0,0.213,0.0356,2.27e-05,0.127,0.599,99.804,187800.0,4,5 +Holy Fawn,Dark Stone,43.0,0.304,0.583,6.0,-5.313,1,0.061,0.052,0.185,0.179,0.0764,105.929,382167.0,4,6 +Daze of June,Hiroshima (feat. Keisuke Numata),39.0,0.473,0.985,2.0,-3.312,1,0.132,8.91e-05,6.48e-05,0.13,0.082,125.003,264940.0,4,10 +Anson Seabra,"It's Raining, It's Pouring",70.0,0.598,0.444,2.0,-8.683,0,0.0327,0.68,1.94e-05,0.142,0.286,113.919,183090.0,4,9 +Olivia Newton-John,Let Me Be There,,0.559,0.673,7.0,-7.693,1,0.0409,0.281,5.97e-06,0.147,0.83,129.015,2.96645,4,4 +Bush,Lost In You,46.0,0.517,0.753,5.0,-5.242,1,0.036,0.0204,0.000557,0.0575,0.121,117.044,259798.0,4,10 +Bj√∂rk,Stonemilker,39.0,0.133,0.257,2.0,-13.545,1,0.0317,0.12,0.00608,0.1,0.0501,82.163,409320.0,5,6 +Westlife,My Blood,41.0,0.549,0.711,11.0,-5.025,1,0.187,0.0563,,0.0607,0.32,187.932,3.298216667,4,9 +The Bohicas,Where You At,35.0,0.44,0.922,,-5.381,1,0.0596,6.23e-05,0.158,0.229,0.694,173.016,168756.0,4,10 +Hadag Nahash,◊û◊°◊§◊®◊ô◊ù,28.0,0.713,0.704,,-8.54,0,0.0515,0.202,,0.279,0.771,122.007,265693.0,4,5 +2 Chainz,Quarantine Thick,55.0,0.934,0.65,9.0,-6.065,0,0.0698,0.13,,0.0902,0.649,135.869,190378.0,4,5 +Slipknot,Wait and Bleed,70.0,0.382,0.996,7.0,-4.119,1,0.104,0.00208,,0.417,0.327,93.345,147840.0,4,10 +New Bleach,Night,23.0,0.357,0.412,9.0,-12.903,0,0.0451,0.808,0.838,0.105,0.206,178.23,331533.0,4,6 +Immortal,Blashyrkh - Mighty Ravendark,41.0,0.317,0.99,9.0,-6.162,1,0.154,0.0272,0.651,0.224,0.0336,137.196,273763.0,4,8 +EMF,Unbelievable,63.0,0.636,0.848,1.0,-6.854,1,0.0362,0.000339,0.0402,0.141,0.934,104.073,209813.0,4,10 +Resolve,Of Silk and Straw,41.0,0.304,0.994,11.0,-1.446,1,0.246,1.46e-05,0.642,0.12,0.147,89.879,225250.0,4,8 +The Receiving End Of Sirens,This Armistice,33.0,0.457,0.869,7.0,-6.663,1,0.0401,0.000496,0.000443,0.399,0.181,146.024,355640.0,4,10 +AmPm,Afterglow - feat. Kimberley Chen,44.0,0.709,0.729,3.0,-6.452,0,0.0321,0.0135,0.00022,0.0532,0.719,122.991,184687.0,4,9 +The Kooks,She Moves In Her Own Way,71.0,0.41,0.803,7.0,-5.363,1,0.0623,0.239,,0.103,0.814,153.315,169307.0,4,10 +"Andrew ""Jr Boy"" Jones",Whiskey Drinkin' Blues,39.0,0.658,0.569,7.0,-5.574,1,0.0302,0.195,1.22e-05,0.281,0.454,119.949,273347.0,3,2 +L7,Fake Friends (feat. Joan Jett),36.0,0.393,0.878,9.0,-2.553,1,0.0908,0.00316,3.72e-05,0.298,0.4,142.997,188880.0,4,10 +Shalom Hanoch,◊©◊ë◊¢◊™ ◊ô◊û◊ô◊ù,18.0,0.674,0.736,11.0,-7.476,0,0.0295,0.589,4.89e-05,0.125,0.533,110.025,206045.0,4,10 +Kishore Kumar,Zindagi Milke Bitayenge - Sad Version / Satte Pe Satta / Soundtrack Version,16.0,0.305,0.044,3.0,-16.577,0,0.0367,0.932,0.000103,0.151,0.219,92.074,1.796,5,3 +Lowlands,Alina Hardin,51.0,0.421,0.192,8.0,-11.996,0,0.0315,0.973,0.000111,0.0948,0.256,140.963,4.602,4,0 +Lou Reed,Walk On the Wild Side,74.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,4.23621667,4,10 +"Billy Bragg, Joe Henry",Hobo's Lullaby,,0.397,0.16,7.0,-10.392,1,0.0457,0.969,1.36e-06,0.104,0.354,202.515,3.95546667,4,0 +Pattern-Seeking Animals,No Burden Left to Carry,24.0,0.258,0.741,8.0,-6.256,0,0.0361,0.0546,0.000194,0.0667,0.283,162.026,577980.0,3,10 +The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,6 +British Lion,Lightning,33.0,0.25,0.946,2.0,-3.712,0,0.136,0.00963,0.000805,0.289,0.349,160.878,349736.0,4,8 +"Mohammed Rafi, Lata Mangeshkar",Yunhi Tum Mujhse - From Sachaa Jhutha,41.0,0.658,0.582,8.0,-9.613,1,0.0879,0.879,,0.0997,0.884,117.968,4.289783333,3,3 +Mendel,Descending Upon Hades,33.0,0.253,0.951,11.0,-6.251,1,0.0968,0.000862,0.419,0.282,0.183,114.999,393829.0,4,8 +Novelists FR,Terrorist,54.0,0.331,0.917,5.0,-5.0,1,0.105,8.13e-05,0.00957,0.191,0.347,147.873,226652.0,4,10 +Everclear,Father Of Mine,64.0,0.568,0.94,1.0,-5.401,1,0.0411,0.000431,4.96e-05,0.0779,0.738,97.096,231400.0,4,9 +Overkill,"Mean, Green, Killing Machine",47.0,0.324,0.977,4.0,-4.963,0,0.0913,3.24e-05,0.0101,0.0888,0.438,198.97,449787.0,4,8 +The Raconteurs,Blank Generation (Studio Version) - Recorded at Electric Lady Studios,50.0,0.391,0.791,11.0,-5.964,0,0.0552,0.0232,0.295,0.124,0.582,131.09,233597.0,4,10 +"Javed-Mohsin, Arijit Singh, Shreya Ghoshal",Pal,61.0,0.495,0.498,7.0,-7.023,0,0.0337,0.701,,0.0706,0.32,133.992,4.121433333,4,3 +Steven Wilson,EMINENT SLEAZE,41.0,0.749,0.463,11.0,-10.398,0,0.0545,0.21,3.43e-06,0.142,0.662,125.023,232928.0,4,10 +Sid Vicious,My Way - 1993 Remastered Version,43.0,0.236,0.823,4.0,-7.165,1,0.0863,0.699,0.643,0.364,0.259,175.38,244813.0,4,1 +Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,6 +Eviatar Banai,◊©◊ú◊ó ◊ú◊ô ◊û◊ú◊ê◊ö,47.0,0.694,0.636,6.0,-5.829,0,0.0354,0.17,0.00493,0.0975,0.931,142.984,237601.0,4,9 +U2,Bad - Remastered 2009,56.0,0.373,0.681,2.0,-9.055,1,0.0296,0.0116,0.000827,0.0905,0.34,98.7,368440.0,4,10 +Slayer,War Ensemble,51.0,0.332,0.988,8.0,-4.111,1,0.146,7.65e-05,0.0126,0.055,0.097,98.878,291733.0,4,8 +Arik Einstein,◊§◊©◊ï◊ò ◊ê◊ï◊û◊® ◊ú◊ö,21.0,0.677,0.57,,-8.179,1,0.0485,0.835,4.82e-06,0.105,0.61,77.008,189333.0,4,10 +Country Joe & The Fish,Rock And Soul Music,27.0,0.331,0.808,2.0,-9.89,1,0.0686,0.115,2.52e-05,0.876,0.641,117.038,414240.0,3,10 +Muse,Starlight,73.0,0.55,0.874,4.0,-4.046,1,0.0321,0.000436,1.02e-05,0.206,0.318,121.61,240213.0,4,10 +SPIRIT OF THE BEEHIVE,RAPID & COMPLETE RECOVERY,47.0,0.266,0.66,2.0,-10.854,1,0.135,0.0629,0.514,0.437,0.358,83.02,241184.0,4,1 +Onslaught,Bow Down To the Clowns,25.0,0.426,0.95,1.0,-7.524,1,0.1,1.34e-05,0.131,0.78,0.261,93.997,290600.0,4,8 +Jellyfish in Space,Helium Balloon,29.0,0.831,0.276,,-12.188,1,0.0721,0.324,0.257,0.112,0.0686,119.991,191964.0,4,6 +KAWALA,Chasing/Wasting Time,48.0,0.675,0.795,8.0,-6.441,0,0.0323,0.0647,0.00294,0.154,0.905,117.959,158840.0,4,6 +Manntra,Ori Ori,44.0,0.592,0.994,8.0,-3.62,1,0.0807,4.57e-05,0.0032,0.215,0.153,110.009,192753.0,4,8 +Metallica,The Unforgiven,73.0,0.54,0.584,7.0,-9.579,1,0.0254,0.0108,0.00296,0.253,0.244,139.261,386493.0,4,10 +The Black Keys,Lonely Boy,74.0,0.356,0.872,2.0,-7.837,1,0.068,0.00417,0.00975,0.0997,0.607,166.3,193653.0,4,10 +"Sting, Branford Marsalis, Royal Philharmonic Concert Orchestra, Steven Mercurio",Englishman In New York - Live In Berlin/2010,38.0,0.639,0.639,11.0,-7.976,0,0.0445,0.343,,0.95,0.545,104.899,4.647333333,4,9 +The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,10 +Bladee,Drama (feat. Charli XCX),63.0,0.725,0.659,8.0,-5.45,1,0.146,0.0908,,0.124,0.637,74.95,120754.0,4,10 +"Our Hollow, Our Home",Better Daze,46.0,0.292,0.971,10.0,-3.084,0,0.104,0.000298,0.00195,0.348,0.411,99.65,230765.0,4,10 +Deno,Medicine (feat. Unknown T),55.0,0.835,0.676,11.0,-5.453,1,0.138,0.0948,,0.0586,0.566,141.994,179150.0,4,5 +Gleemer,Gauze,48.0,0.567,0.539,10.0,-8.745,1,0.0333,0.00458,0.406,0.109,0.372,81.989,297501.0,4,10 +The Luka State,Bury Me,44.0,0.35,0.846,4.0,-8.265,0,0.0657,1.57e-05,0.000639,0.333,0.737,178.031,182758.0,4,1 +Gucci Mane,Shit Crazy (feat. BIG30),73.0,0.913,0.573,11.0,-9.05,1,0.379,0.0202,,0.236,0.626,145.011,162802.0,4,5 +The Streets,Blinded by the Lights,56.0,0.599,0.701,9.0,-5.718,0,0.568,0.315,,0.102,0.669,133.046,284600.0,4,5 +Don Williams,Tulsa Time,46.0,0.877,0.489,4.0,-15.244,1,0.0385,0.493,8.05e-06,0.0611,0.929,103.886,3.213333333,4,4 +Robin Trower,I Can't Wait Much Longer,29.0,0.364,0.497,4.0,-12.402,0,0.0426,0.0124,0.000195,0.0741,0.37,136.595,321160.0,4,2 +Evalyn,Under the Same Stars,14.0,0.425,0.386,,-9.741,1,0.0357,0.693,0.000573,0.108,0.137,138.82,217554.0,4,9 +Bernard Allison,Chills & Thrills,30.0,0.581,0.752,2.0,-9.183,1,0.065,0.081,0.304,0.93,0.627,111.91,410520.0,4,10 +King Crimson,Starless,48.0,0.271,0.481,7.0,-9.979,0,0.037,0.106,0.465,0.153,0.121,117.925,744569.0,4,10 +Claudio Van Hoven,Maria,45.0,0.53,0.113,4.0,-19.022,1,0.0647,0.994,0.942,0.108,0.188,84.797,3.6384,4,7 +The J. Geils Band,Floyd's Hotel,22.0,0.599,0.721,,-7.565,1,0.0421,0.283,0.261,0.118,0.78,131.103,189520.0,4,2 +Major Murphy,Attention,43.0,0.533,0.876,2.0,-5.452,1,0.0311,0.000754,0.178,0.0823,0.606,101.011,177326.0,4,1 +REYN,Un Dimanche Orageux,29.0,0.395,0.0163,3.0,-20.892,1,0.0608,0.984,0.942,0.111,0.193,72.217,117500.0,3,1 +Still Woozy,Kenny,70.0,0.743,0.49,1.0,-10.845,1,0.0377,0.307,0.0393,0.108,0.394,120.028,194133.0,4,6 +Jonas Brothers,Only Human,75.0,0.795,0.496,,-5.883,1,0.0722,0.108,,0.0645,0.874,94.01,183000.0,4,9 +R√òNIN,ALL GIRLS ARE THE SAME,79.0,0.785,0.343,9.0,-10.923,0,0.0862,0.593,,0.103,0.468,118.065,121949.0,4,5 +Royal Blood,"My Sharona - Live Session from Abbey Road Studios, London, UK",49.0,0.48,0.867,9.0,-6.24,0,0.12,0.0231,0.0169,0.555,0.593,151.074,152378.0,4,10 +Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,10 +Sjowgren,I Don't Know,53.0,0.673,0.739,1.0,-7.529,1,0.0266,0.0115,0.0162,0.371,0.961,111.968,195045.0,4,6 +The Dirtbombs,I Can't Stop Thinking About It,24.0,0.581,0.996,7.0,-4.175,0,0.0534,0.356,0.0391,0.411,0.419,153.145,183533.0,4,2 +Kano,P's and Q's,53.0,0.468,0.779,11.0,-6.625,0,0.382,0.085,0.000235,0.553,0.735,84.458,248107.0,5,5 +HUGEL,VIP (feat. BLOODLINE),49.0,0.794,0.695,3.0,-5.998,0,0.0451,0.185,4.39e-06,0.0796,0.695,123.018,144790.0,4,9 +Pappo's Blues,Blues para Mi Guitarra,34.0,0.786,0.474,9.0,-7.051,0,0.0341,0.479,0.000359,0.14,0.607,98.506,429067.0,3,2 +Blur,Song 2,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,10 +Ronnie Atkins,Scorpio,34.0,0.465,0.979,7.0,-7.443,1,0.0575,1.08e-05,2.22e-06,0.0917,0.433,137.029,274547.0,4,10 +Bratty,tdbn,53.0,0.594,0.681,1.0,-8.67,0,0.038,0.0548,0.19,0.0786,0.65,76.972,199173.0,4,6 +Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,1 +Ben Kweller,American Cigarettes,42.0,0.692,0.488,7.0,-7.007,1,0.0341,0.00516,,0.113,0.291,144.06,222500.0,4,6 +Andrew Bird,Olympians - Acoustic,43.0,0.519,0.386,7.0,-8.065,1,0.0431,0.786,0.00176,0.0757,0.292,155.328,297453.0,4,1 +Geoffrey O'Connor,Foolish Enough (feat. Laura Jean),21.0,0.631,0.774,11.0,-6.845,0,0.0262,0.126,0.000344,0.179,0.517,119.989,198949.0,4,6 +Swamp Dogg,"Good, Better, Best",40.0,0.84,0.405,10.0,-11.714,0,0.16,0.336,0.0347,0.111,0.814,90.036,170040.0,4,9 +Cold Years,Too Far Gone,22.0,0.415,0.941,11.0,-4.3,1,0.0524,0.00181,3.56e-06,0.337,0.572,167.978,176529.0,4,10 +"Dua Lipa, DaBaby",Levitating (feat. DaBaby),90.0,0.702,0.825,6.0,-3.787,0,0.0601,0.00883,,0.0674,0.915,102.977,3.3844,4,9 +Nitin Sawhney,Daydream (feat. Ashwin Srinivasan),42.0,0.413,0.148,7.0,-16.149,0,0.0412,0.974,0.623,0.0952,0.459,59.584,115453.0,4,6 +Haken,Prosthetic,44.0,0.429,0.971,11.0,-4.954,1,0.0854,0.00135,0.00804,0.108,0.261,186.02,358133.0,3,8 +"Akhil Sachdeva, Tulsi Kumar",Tera Ban Jaunga,64.0,0.605,0.53,11.0,-6.346,1,0.0246,0.821,,0.131,0.397,93.95,3.940616667,4,3 +Queen,Jealousy - Remastered 2011,44.0,0.574,0.478,3.0,-9.842,1,0.031,0.211,,0.243,0.211,80.8,193147.0,4,10 +Fr√§ulein,Pretty People,24.0,0.852,0.273,8.0,-12.233,0,0.0356,0.302,0.62,0.088,0.896,119.855,260582.0,5,10 +Sparklehorse,Wish You Were Here,47.0,0.787,0.132,2.0,-16.174,1,0.0343,0.363,0.794,0.223,0.0933,104.928,418160.0,4,6 +City Girls,Jobs,62.0,0.885,0.592,10.0,-6.06,0,0.303,0.00094,9.04e-05,0.081,0.672,159.996,121386.0,4,5 +Tired Violence,"What is Today, But Yesterday's Tomorrow?",30.0,0.462,0.9,8.0,-7.393,1,0.051,0.00158,0.000199,0.376,0.609,155.033,98758.0,4,10 +Levi Conner,Wasting My Time,34.0,0.392,0.669,3.0,-5.445,1,0.031,0.019,6.59e-06,0.0534,0.512,160.014,259030.0,3,10 +Fleetwood Mac,Warm Ways - 2017 Remaster,36.0,0.652,0.373,3.0,-13.994,1,0.0272,0.569,0.00263,0.312,0.457,92.234,233507.0,4,10 +Loretta Lynn,Coal Miner's Daughter - Single Version,58.0,0.604,0.354,9.0,-14.07,1,0.0313,0.836,0.00474,0.103,0.635,137.349,3.016,4,4 +Eyal Golan,◊û◊†◊í◊ô◊†◊™ ◊î◊ú◊ë,29.0,0.675,0.925,7.0,-4.631,0,0.0308,0.335,2.02e-06,0.226,0.865,106.013,234333.0,4,9 +Cross My Heart,The Great Depression,22.0,0.516,0.834,11.0,-5.704,0,0.0372,3.04e-05,0.0312,0.152,0.564,117.65,241800.0,4,10 +MJ Guider,Vi√±ales,18.0,0.293,0.581,7.0,-13.786,1,0.0461,0.0199,0.652,0.266,0.217,159.952,248671.0,4,6 +Salt-N-Pepa,Push It,68.0,0.913,0.596,11.0,-12.477,0,0.0707,0.00658,0.00349,0.078,0.973,127.215,272133.0,4,5 +From Autumn To Ashes,The After Dinner Payback,46.0,0.444,0.971,4.0,-2.238,0,0.146,0.000322,,0.0533,0.542,89.706,171267.0,4,10 +Seether,Dangerous,62.0,0.599,0.901,,-4.842,0,0.071,0.000766,0.0154,0.0597,0.536,100.995,229640.0,4,10 +Amusement Parks On Fire,Our Goal to Realise,31.0,0.282,0.813,,-3.261,0,0.0503,5.31e-06,,0.499,0.387,70.994,197563.0,3,10 +Dayglow,Medicine,,0.866,0.754,,-5.531,1,0.0356,0.0364,0.00181,0.0801,0.962,115.034,229173.0,4,6 +Kishore Kumar,Sara Zamana - Yaarana / Soundtrack Version,28.0,0.409,0.825,8.0,-9.606,1,0.0743,0.882,0.00179,0.207,0.576,137.967,4.441116667,4,3 +"Wolfgang Amadeus Mozart, Nikolaj Znaider, London Symphony Orchestra","Violin Concerto No. 4 in D Major, K. 218: III. Rondeau. Andante grazioso - Allegro ma non troppo",31.0,0.463,0.0717,2.0,-21.259,1,0.0572,0.924,0.0665,0.0758,0.379,130.72,6.843116667,3,7 +Cam,Forgetting You,43.0,0.503,0.431,8.0,-8.171,1,0.0366,0.275,2.4e-05,0.108,0.176,163.728,184760.0,3,1 +The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,1 +S. P. Balasubrahmanyam,Sach Mere Yaar Hai - Saagar / Soundtrack Version,36.0,0.392,0.443,2.0,-14.144,1,0.111,0.224,2.16e-05,0.144,0.355,81.338,6.874883333,4,3 +Missy Elliott,Sock It 2 Me (feat. Da Brat),53.0,0.874,0.498,8.0,-9.108,1,0.233,0.00791,0.00375,0.102,0.599,81.997,257467.0,4,5 +LANCO,Greatest Love Story,69.0,0.669,0.617,10.0,-8.72,1,0.057,0.401,,0.119,0.621,147.992,3.70955,4,4 +Dudu Tassa,◊í◊®◊û◊†◊ô◊î,20.0,0.455,0.717,9.0,-6.236,0,0.0292,0.142,,0.178,0.293,149.942,267757.0,4,10 +Grandmaster Flash,White Lines (Don't Do It),51.0,0.844,0.522,,-13.277,1,0.0874,0.0846,3.24e-05,0.0729,0.771,115.267,269667.0,4,5 +Mammoth WVH,Mammoth,,0.428,0.957,9.0,-4.439,1,0.185,1.25e-05,0.00476,0.264,0.132,97.541,270380.0,4,10 +"Alan Jackson, Zac Brown Band",As She's Walking Away,45.0,0.556,0.655,3.0,-5.909,1,0.031,0.46,,0.12,0.334,183.981,3.730666667,4,4 +Eviatar Banai,◊ê◊ë◊ê,38.0,0.548,0.41,4.0,-9.006,0,0.0264,0.813,0.202,0.103,0.144,97.273,269307.0,4,10 +"Kumar Sanu, Sadhana Sargam",Hum Unse Mohabbat Karke,28.0,0.402,0.829,11.0,-5.882,0,0.0844,0.823,0.000735,0.0747,0.817,153.375,8.9,4,3 +Albert King,Crosscut Saw - Mono Mix,50.0,0.84,0.412,1.0,-14.23,1,0.056,0.0217,0.784,0.041,0.963,122.807,156398.0,4,2 +Jeremy Leone,Breathe In,33.0,0.46,0.653,5.0,-10.412,1,0.072,0.305,2.17e-06,0.0905,0.408,168.138,192857.0,4,9 +Patient Sixty-Seven,Where to from Here - Reimagined,33.0,0.431,0.887,10.0,-3.285,0,0.0764,0.0929,,0.113,0.251,145.098,197586.0,4,8 +Arctic Monkeys,Fake Tales Of San Francisco,63.0,0.454,0.778,9.0,-4.225,1,0.0449,0.00998,,0.0427,0.704,127.158,177947.0,4,10 +Crawly,You Got What You Came For,45.0,0.7,0.373,8.0,-10.277,1,0.03,0.174,6.08e-06,0.179,0.329,107.082,179439.0,4,5 +YoungBoy Never Broke Again,Toxic Punk,69.0,0.633,0.534,1.0,-8.605,1,0.229,0.0524,,0.189,0.29,155.111,123871.0,4,5 +Steve Harley,Make Me Smile (Come up and See Me),64.0,0.571,0.818,,-8.277,1,0.0337,0.00706,0.000177,0.0877,0.773,141.463,239213.0,4,6 +Terry vs. Tori,Magic Hour,27.0,0.46,0.727,1.0,-8.336,1,0.0299,8.29e-05,0.79,0.121,0.807,145.015,167045.0,4,6 +Alfie Templeman,Happiness In Liquid Form,61.0,0.691,0.854,6.0,-4.542,0,0.068,0.00181,0.00762,0.333,0.833,124.005,212825.0,4,9 +Meg Ward,Make U Mine,,0.814,0.785,1.0,-10.308,1,0.167,0.144,0.0117,0.316,0.63,131.955,261822.0,4,1 +Lil Tjay,Calling My Phone,89.0,0.907,0.393,4.0,-7.636,0,0.0539,0.451,1.35e-06,0.135,0.202,104.949,205458.0,4,9 +Sunglasses For Jaws,What Does It Look Like,21.0,0.692,0.779,9.0,-6.87,0,0.0455,0.0883,0.00601,0.091,0.654,108.996,200473.0,4,6 +MARINA,Bubblegum Bitch,82.0,0.495,0.856,,-5.123,0,0.0311,0.000219,,0.103,0.609,158.024,154667.0,4,9 +M√∂tley Cr√ºe,Dr Feelgood,70.0,0.537,0.968,2.0,-3.957,1,0.0705,0.000668,0.00945,0.231,0.348,110.966,289920.0,4,10 +LP,One Last Time,32.0,0.479,0.761,8.0,-7.94,0,0.0501,0.0986,4.32e-06,0.133,0.443,111.7,193213.0,4,10 +The California Honeydrops,Live Learn,41.0,0.616,0.728,11.0,-6.623,1,0.165,0.2,4.83e-05,0.0731,0.773,171.982,275347.0,4,2 +The Shins,The Past And Pending,52.0,0.575,0.309,9.0,-12.976,1,0.0413,0.854,0.124,0.0882,0.153,118.855,323907.0,4,6 +Queen Latifah,Ladies First,42.0,0.846,0.795,11.0,-9.984,1,0.28,0.0572,,0.307,0.874,107.319,238693.0,4,5 +Angel Olsen,All Mirrors,52.0,0.433,0.688,7.0,-7.378,0,0.0376,0.00302,0.00195,0.153,0.232,105.018,282027.0,4,6 +Vory,This Side ft. Landstrip Chip,49.0,0.622,0.509,4.0,-8.489,0,0.0983,0.382,6.96e-06,0.122,0.0788,91.9,211738.0,4,5 +Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,1 +Overmono,If U Ever,38.0,0.829,0.408,,-16.117,0,0.125,0.811,0.658,0.107,0.406,132.976,288331.0,4,1 +Circle of Dust,Onenemy - Fury Weekend Remix,42.0,0.587,0.923,,-4.205,1,0.189,0.00074,0.000172,0.447,0.571,134.051,272239.0,4,8 +Bob Seger,Shame On The Moon,56.0,0.615,0.563,9.0,-7.585,1,0.0254,0.283,0.00118,0.117,0.547,105.772,295053.0,4,10 +The Treatment,Rat Race,32.0,0.532,0.839,2.0,-6.563,1,0.0351,6.86e-05,0.000409,0.0661,0.641,133.997,204440.0,4,10 +Blossoms,Stranger Still - Acoustic,39.0,0.614,0.39,9.0,-11.028,0,0.0371,0.797,,0.106,0.237,125.04,205968.0,4,6 +"Anonymous, Mischa Maisky, Pavel Gililov",Catalan Folksong - arr. Pablo Casals (1876-1973),34.0,0.194,0.061,9.0,-25.181,0,0.0519,0.991,0.596,0.0799,0.044,88.571,3.229333333,1,7 +Betty Davis,Anti Love Song,41.0,0.715,0.616,5.0,-10.124,0,0.111,0.504,0.0372,0.611,0.901,93.421,272427.0,4,10 +Type O Negative,I Don't Wanna Be Me,58.0,0.474,0.977,8.0,-8.651,0,0.15,0.024,0.604,0.0931,0.0449,100.557,308827.0,4,8 +Gerry Cinnamon,Sometimes,65.0,0.638,0.699,9.0,-6.736,1,0.0304,0.0214,,0.0739,0.959,149.992,196600.0,4,6 +Tuna,◊ê◊ï◊®◊ï◊™ ◊í◊ë◊ï◊î◊ô◊ù,34.0,0.721,0.702,11.0,-7.848,0,0.149,0.00861,0.000338,0.248,0.611,140.079,236670.0,4,5 +Blondes,Minimum Wage,33.0,0.569,0.913,9.0,-3.237,1,0.0335,0.000905,0.00945,0.123,0.713,144.017,196513.0,4,10 +Golden Vessel,getforward,49.0,0.71,0.486,4.0,-11.482,1,0.266,0.282,0.0587,0.15,0.422,124.009,600250.0,4,6 +Erol Alkan,Waves,40.0,0.34,0.533,11.0,-12.554,0,0.034,0.939,0.852,0.156,0.121,128.918,258546.0,4,1 +Tom Ashbrook,Klass,42.0,0.3,0.194,6.0,-19.867,1,0.038,0.949,0.95,0.139,0.0887,172.835,392792.0,4,1 +Asquith,NFT - Bass Mix,19.0,0.45,0.992,10.0,-6.055,0,0.116,0.000253,0.916,0.475,0.848,147.941,294163.0,4,1 +Freddie King,Stumble,52.0,0.678,0.612,4.0,-9.764,1,0.0339,0.101,0.318,0.164,0.857,118.381,216627.0,4,2 +Theory of a Deadman,Rx (Medicate),71.0,0.639,0.71,1.0,-7.445,1,0.0275,0.0133,,0.118,0.378,119.989,233173.0,4,10 +Joel Corry,BED,89.0,0.671,0.782,6.0,-4.593,1,0.0341,0.0142,0.00221,0.333,0.618,123.989,178088.0,4,9 +Type O Negative,Unsuccessfully Coping with the Natural Beauty of Infidelity,38.0,0.267,0.936,11.0,-6.517,1,0.134,0.00681,0.253,0.721,0.113,133.286,756547.0,4,8 +Lynn Anderson,Rose Garden,60.0,0.589,0.501,,-11.665,1,0.031,0.168,,0.0741,0.969,131.064,2.931116667,4,4 +Kol HaChatichim Etzli,◊õ◊ú ◊î◊°◊ô◊ë◊ï◊™,26.0,0.539,0.665,7.0,-6.709,1,0.0256,0.0973,0.000122,0.0955,0.377,127.968,335387.0,4,6 +Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,1 +Almighty Mighty,Slow Burner,27.0,0.185,0.75,7.0,-7.022,0,0.0354,0.0542,0.119,0.156,0.196,92.839,318560.0,4,6 +Paul McCartney,Live And Let Die,48.0,0.388,0.41,7.0,-13.285,1,0.0565,0.229,0.00027,0.221,0.223,154.24,191493.0,5,10 +Teenage Wrist,Mary,39.0,0.28,0.921,,-2.581,1,0.067,8e-05,0.396,0.312,0.223,140.031,226089.0,3,10 +Shed Seven,Going For Gold,48.0,0.353,0.808,9.0,-4.849,1,0.0358,0.0175,0.476,0.0991,0.426,96.142,265493.0,4,6 +Las Penas,Tu Bolero Es Mi Zamba,47.0,0.475,0.197,,-14.956,1,0.0643,0.985,0.925,0.111,0.274,78.128,3.183333333,4,7 +Mountain,"Long Red - Live at Woodstock, Bethel, NY - August 1969",21.0,0.446,0.889,4.0,-5.464,0,0.136,0.273,0.239,0.411,0.767,91.983,343693.0,4,10 +Tennis,Runner,46.0,0.531,0.831,7.0,-6.179,1,0.0412,0.0886,0.00266,0.106,0.667,157.266,216960.0,4,6 +Blake Shelton,Honey Bee,64.0,0.481,0.849,4.0,-5.131,1,0.0385,0.00167,1.49e-06,0.121,0.723,205.57,3.512,4,4 +Jack Miller,I Like,22.0,0.709,0.455,7.0,-11.117,1,0.0285,0.0834,,0.0944,0.731,90.002,203646.0,4,9 +Judas Priest,Painkiller,66.0,0.435,0.987,1.0,-4.667,0,0.16,0.000195,0.0847,0.268,0.101,103.16,365827.0,4,8 +Phora,Destiny's Song,56.0,0.642,0.4,,-10.529,0,0.407,0.792,4.54e-06,0.381,0.357,54.718,161067.0,4,5 +Flyying Colours,It's Tomorrow Now,16.0,0.225,0.865,9.0,-6.572,1,0.0919,4.91e-06,0.125,0.579,0.197,99.368,223013.0,4,10 +Calum Scott,Rhythm Inside - Recorded At Spotify Studios NYC,45.0,0.537,0.27,5.0,-7.003,1,0.0375,0.941,,0.0892,0.363,122.655,3.78261667,4,0 +Garbage,I Think I'm Paranoid,54.0,0.557,0.762,,-7.487,1,0.0323,0.000751,0.0406,0.43,0.514,113.888,218135.0,4,10 +The Picturebooks,Rebel (feat. Lzzy Hale),36.0,0.372,0.599,6.0,-5.015,1,0.0336,0.126,0.00396,0.123,0.16,67.356,311653.0,4,10 +Eyal Golan,◊î◊ï◊ú◊õ◊ô◊ù ◊ú◊î◊©◊™◊í◊¢,34.0,0.823,0.742,3.0,-5.582,0,0.0424,0.135,0.000196,0.122,0.689,125.962,196190.0,4,9 +Lawrence Hart,Surrender Yourself,40.0,0.641,0.677,7.0,-9.002,0,0.0462,0.0813,0.826,0.111,0.0708,122.992,347413.0,4,6 +Dave Matthews Band,That Girl Is You,39.0,0.698,0.46,,-8.697,0,0.0822,0.741,1.45e-05,0.135,0.383,102.041,196869.0,4,10 +beachtown,whenever,30.0,0.55,0.645,8.0,-8.683,0,0.0484,0.734,0.111,0.166,0.262,79.013,222798.0,4,6 +Stone Foundation,Hold on to Love,36.0,0.511,0.455,2.0,-7.71,0,0.0284,0.54,7.39e-06,0.0957,0.857,171.125,182544.0,4,9 +Bade Ghulam Ali Khan,Shubh Din Aayo Raj Dulara,12.0,0.358,0.448,8.0,-17.377,1,0.0504,0.991,0.936,0.293,0.636,68.718,2.834,4,3 +Meet Me in St. Louis,All We Need Is A Little Energon And A Lot Of Luck,21.0,0.268,0.692,,-9.793,1,0.106,0.000381,,0.172,0.359,85.836,224907.0,4,10 +Justin Bieber,Love Yourself,,0.759,0.401,4.0,-8.999,1,0.259,0.86,,0.299,0.576,100.126,232627.0,4,9 +The Dead Daisies,Like No Other 2021,40.0,0.491,0.961,1.0,-5.361,1,0.259,9.58e-05,9.79e-05,0.335,0.5,102.022,209937.0,4,8 +Ehud Banai,◊¢◊ë◊ï◊ì◊î ◊©◊ó◊ï◊®◊î,24.0,0.641,0.72,9.0,-8.565,1,0.0418,0.435,0.0211,0.0893,0.827,92.422,358027.0,4,10 +Cigar Cigarette,Time After Time,60.0,0.378,0.533,10.0,-8.843,1,0.0279,0.479,0.508,0.131,0.285,75.927,290630.0,4,6 +Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,8 +Eric Bibb,Whole World's Got The Blues (feat. Eric Gales),41.0,0.636,0.495,,-9.428,1,0.0395,0.0456,0.0823,0.106,0.536,108.23,333989.0,3,2 +Creedence Clearwater Revival,I Put A Spell On You - Live At The Woodstock Music & Art Fair / 1969,38.0,0.33,0.922,,-6.189,1,0.0609,0.0156,0.03,0.839,0.64,112.907,268080.0,4,10 +Eloy,Poseidon's Creation,40.0,0.164,0.594,,-11.36,1,0.0352,0.00228,0.398,0.136,0.198,82.122,701960.0,4,10 +Arcade Fire,We Used to Wait,48.0,0.573,0.642,8.0,-7.239,1,0.0279,0.0734,0.0232,0.105,0.49,120.753,301400.0,4,6 +Lavinia Meijer,La Valse d'Amélie,39.0,0.246,0.0833,9.0,-25.533,0,0.0488,0.992,0.915,0.0883,0.161,92.413,2.64245,3,7 +Seckou Keita,Tatono,27.0,0.342,0.213,4.0,-17.861,0,0.0355,0.935,0.907,0.103,0.365,139.797,6.215116667,4,7 +The Smashing Pumpkins,Cyr,52.0,0.671,0.876,8.0,-6.991,1,0.0277,2.5e-05,0.0241,0.0857,0.504,127.0,243160.0,4,10 +Otis Rush,Double Trouble,50.0,0.566,0.424,7.0,-8.689,0,0.0392,0.669,0.00456,0.175,0.431,105.768,163440.0,1,2 +Carnifex,Cursed - Isolation Mix,35.0,0.289,0.899,5.0,-4.907,1,0.104,1.21e-05,0.899,0.746,0.0642,120.032,324000.0,4,8 +Rascal Flatts,I Like The Sound Of That,65.0,0.611,0.8,,-5.61,1,0.0377,0.257,,0.194,0.527,89.974,3.488,4,4 +Winona Oak,Old Insecurities,58.0,0.384,0.513,11.0,-8.664,0,0.0567,0.725,2.92e-05,0.131,0.265,104.878,201747.0,4,9 +Age Is a Box,One by One - Edit,10.0,0.74,0.491,10.0,-8.905,0,0.0458,0.12,0.581,0.148,0.221,120.019,167280.0,4,6 +Mohammed Aziz,O Bahena,14.0,0.626,0.688,9.0,-11.12,1,0.0496,0.0983,,0.0326,0.925,88.034,4.754883333,4,3 +Faith No More,Midlife Crisis,59.0,0.669,0.656,9.0,-10.549,1,0.0413,0.00113,0.000252,0.0989,0.464,108.098,259866.0,4,10 +Frameworks,Cusp - Edit,39.0,0.733,0.726,5.0,-9.894,0,0.0366,0.278,0.83,0.173,0.0823,117.991,249080.0,4,9 +Foals,On The Luna,51.0,0.525,0.976,,-2.023,1,0.0479,0.0662,0.000392,0.0804,0.855,138.984,192695.0,4,1 +Khruangbin,Summer Madness,59.0,0.504,0.323,6.0,-12.442,0,0.0481,0.382,0.835,0.373,0.453,79.654,201917.0,4,1 +Columbus,Pain Is a Mirror,34.0,0.51,0.833,3.0,-5.528,1,0.0449,0.000966,0.000104,0.127,0.44,152.952,200506.0,4,10 +Foghat,My Babe,,0.383,0.803,7.0,-9.353,1,0.0709,0.0861,0.0186,0.171,0.618,143.188,276760.0,4,2 +Daniel Avery,Endless Hours,41.0,0.512,0.883,7.0,-8.808,1,0.0323,0.0133,0.901,0.106,0.452,135.957,317464.0,4,6 +Brand of Sacrifice,Demon King,44.0,0.484,0.987,7.0,-4.621,1,0.182,0.000212,,0.338,0.195,125.032,235267.0,4,8 +Mark Roswell Trio,Tenderly,54.0,0.537,0.132,3.0,-18.58,1,0.0363,0.96,0.864,0.144,0.119,119.394,3.38915,3,7 +T. Rex,20th Century Boy,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,10 +Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,6 +The Walkmen,Heaven,51.0,0.368,0.905,9.0,-6.346,1,0.0577,0.000105,0.152,0.144,0.49,157.976,266867.0,4,10 +Allister,Somewhere On Fullerton,45.0,0.54,0.912,3.0,-4.662,1,0.0855,0.00315,,0.124,0.828,96.958,159573.0,4,10 +"Boney M., G. Mart",Rasputin - Club Mix,60.0,0.718,0.907,6.0,-5.154,0,0.0501,0.167,0.00104,0.245,0.975,127.151,4.537116667,4,9 +Joanna Connor,I Feel So Good,34.0,0.581,0.833,4.0,-7.904,0,0.0577,0.00757,0.045,0.367,0.154,119.949,216853.0,4,2 +IDLES,War,50.0,0.24,0.956,,-3.335,1,0.07,3.39e-05,0.000752,0.0579,0.205,93.486,187451.0,4,1 +Gama Bomb,Lords of the Hellfire Club,23.0,0.576,0.974,6.0,-4.244,0,0.12,0.00127,0.00434,0.116,0.343,106.472,151935.0,4,8 +Uniforms,Semana Sat√°n,28.0,0.392,0.668,11.0,-6.92,1,0.0314,0.0214,0.714,0.102,0.253,102.004,305940.0,4,6 +The Beatles,In My Life - Remastered 2009,73.0,0.688,0.435,9.0,-11.359,1,0.0323,0.449,,0.113,0.435,103.239,146333.0,4,10 +Hadag Nahash,◊©◊ô◊® ◊†◊ó◊û◊î,38.0,0.694,0.897,7.0,-4.046,1,0.0591,0.0145,0.000101,0.256,0.929,152.075,240693.0,4,5 +Sponge,Plowed,55.0,0.412,0.88,1.0,-9.001,1,0.045,0.00252,4.39e-05,0.09,0.234,105.241,197000.0,4,10 +Jack Larsen,Saving Grace,52.0,0.433,0.713,,-8.288,1,0.0345,0.0157,,0.137,0.447,82.47,179476.0,4,6 +Stephen Puth,Look Away - Acoustic,56.0,0.696,0.188,6.0,-14.328,1,0.0324,0.793,,0.0986,0.713,106.433,184900.0,4,9 +Maroon 5,Memories,87.0,0.764,0.32,11.0,-7.209,1,0.0546,0.837,,0.0822,0.575,91.019,189486.0,4,9 +Thomas Rhett,Die A Happy Man,74.0,0.595,0.389,2.0,-9.245,1,0.0349,0.418,1.39e-06,0.116,0.4,166.052,3.79045,4,4 +Neil Cowley,Tramlines,46.0,0.234,0.0129,2.0,-29.399,0,0.029,0.985,0.925,0.105,0.152,68.011,226669.0,4,1 +Neon95,Welcome to the Afterlife,28.0,0.596,0.7,5.0,-9.06,1,0.0357,0.0974,0.845,0.211,0.313,99.973,196103.0,4,6 +Joe Bonamassa,High Class Girl - Live,39.0,0.512,0.859,11.0,-5.349,0,0.0644,0.0308,0.00457,0.77,0.661,118.02,341840.0,4,2 +CueStack,Through the Night,40.0,0.5,0.941,4.0,-4.186,0,0.0581,0.00574,0.0837,0.286,0.484,160.113,204494.0,4,8 +Naughty By Nature,Hip Hop Hooray,66.0,0.862,0.642,6.0,-13.652,0,0.101,0.102,,0.272,0.765,99.201,267267.0,4,5 +Nothing But Thieves,Unperson,53.0,0.535,0.904,1.0,-6.041,1,0.109,0.00227,0.0085,0.0301,0.274,140.002,204537.0,4,10 +Lakeyah,Perfect,54.0,0.874,0.591,5.0,-5.12,0,0.126,0.138,,0.166,0.736,138.018,141512.0,4,5 +bl00dwave,Far from Here,24.0,0.477,0.585,8.0,-8.717,1,0.0394,0.411,0.255,0.12,0.0337,170.022,191993.0,4,6 +Talking Heads,Girlfriend Is Better - 2005 Remaster,51.0,0.865,0.752,7.0,-6.493,1,0.0941,0.0892,0.000626,0.0401,0.966,118.649,343427.0,4,10 +Sammy Hagar,Right Now,35.0,0.37,0.823,,-4.295,0,0.0481,0.000721,0.00175,0.384,0.495,83.475,219821.0,4,10 +Berry Sakharof,◊î◊¢◊ô◊ü,20.0,0.572,0.699,7.0,-6.008,1,0.0389,0.00166,0.000698,0.149,0.459,126.061,234320.0,4,10 +Joan Baez,One Day At A Time - Live At The Woodstock Music & Art Fair / 1969,25.0,0.282,0.237,1.0,-17.871,1,0.0547,0.759,,0.13,0.416,82.559,275496.0,4,10 +The Doors,Roadhouse Blues - New Stereo Mix,47.0,0.602,0.668,9.0,-8.023,1,0.0308,0.0929,4.79e-06,0.0708,0.753,120.229,248147.0,4,10 +Creedence Clearwater Revival,Proud Mary,,0.699,0.64,2.0,-7.564,1,0.0288,0.13,0.000224,0.0601,0.729,120.745,187213.0,4,10 +Kid Cudi,Day 'N' Nite - Crookers Remix,,0.757,0.706,11.0,-4.744,0,0.0462,0.0326,0.0497,0.0552,0.962,129.993,281747.0,4,1 +"Our Hollow, Our Home",Better Daze,46.0,0.292,0.971,10.0,-3.084,0,0.104,0.000298,0.00195,0.348,0.411,99.65,230765.0,4,8 +Cradle Of Filth,Her Ghost in the Fog,47.0,0.379,0.996,2.0,-3.023,0,0.285,0.00457,9.26e-06,0.0981,0.0386,128.049,384813.0,4,8 +The Hunna,Bad Place,56.0,0.648,0.564,9.0,-3.972,1,0.0322,0.216,,0.0854,0.357,132.932,139729.0,4,10 +Brett James,Tell the People,43.0,0.535,0.731,4.0,-3.458,1,0.0343,0.024,6.44e-06,0.0665,0.417,153.971,218782.0,4,10 +Dirty Heads,Oxygen,60.0,0.68,0.878,8.0,-3.923,0,0.0554,0.0744,,0.137,0.769,169.987,225395.0,4,10 +Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,6 +minco eggersman,Abide,35.0,0.342,0.0213,1.0,-22.668,0,0.038,0.976,0.0116,0.139,0.04,82.917,280962.0,3,1 +TK from Ling tosite sigure,yesworld,48.0,0.518,0.937,8.0,-2.857,1,0.102,0.044,,0.159,0.584,138.983,288093.0,4,10 +Justice For The Damned,Guidance From The Pain,30.0,0.416,0.954,1.0,-4.846,1,0.121,4.79e-05,0.00985,0.0696,0.145,129.292,180837.0,4,8 +Pixies,Where Is My Mind?,77.0,0.519,0.441,4.0,-14.178,1,0.0353,0.0204,0.000453,0.076,0.25,81.334,234973.0,4,1 +Arik Einstein,◊§◊®◊ê◊í - ◊§◊ï◊ñ◊ô - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,26.0,0.366,0.609,4.0,-10.279,0,0.12,0.1,0.000168,0.0928,0.315,172.937,324011.0,4,10 +Larissa Lambert,Weak,77.0,0.617,0.451,7.0,-9.323,1,0.0584,0.627,,0.267,0.487,127.923,159375.0,4,9 +Asia,Sole Survivor,44.0,0.424,0.948,,-7.232,1,0.0803,0.0818,7.32e-06,0.0273,0.318,124.292,287773.0,4,10 +Talat Aziz,Zindagi Jab Bhi,36.0,0.604,0.497,2.0,-6.933,1,0.0267,0.748,,0.358,0.549,95.007,4.946,4,3 +Idan Amedi,◊ñ◊û◊ü,33.0,0.545,0.317,1.0,-12.755,1,0.0298,0.816,4.31e-05,0.128,0.187,90.051,202667.0,4,9 +Cody Jinks,Loud and Heavy (Unplugged),37.0,0.499,0.491,,-7.326,0,0.0292,0.0311,2.01e-06,0.134,0.431,80.062,214072.0,4,1 +The Police,Tea In The Sahara,44.0,0.555,0.243,1.0,-18.21,0,0.0484,0.131,0.0002,0.0918,0.338,137.928,259493.0,4,10 +Gin Blossoms,Hey Jealousy,3.0,0.385,0.919,6.0,-4.154,0,0.0642,0.00019,,0.358,0.469,153.02,235840.0,4,9 +U2,When Love Comes To Town,54.0,0.65,0.665,9.0,-11.259,1,0.0372,0.0526,4.62e-06,0.13,0.593,115.51,254267.0,4,10 +The Kinks,You Really Got Me - Mono Mix,72.0,0.573,0.939,8.0,-6.441,1,0.0808,0.493,,0.0994,0.963,137.382,134253.0,4,10 +YUNGBLUD,acting like that (feat. Machine Gun Kelly),71.0,0.522,0.9,,-2.631,0,0.0719,6.98e-05,,0.3,0.579,160.01,191067.0,4,10 +Gabe Lee,Talk to You,39.0,0.691,0.222,1.0,-8.387,1,0.033,0.805,,0.0767,0.535,79.735,181488.0,4,1 +De La Soul,Pain,55.0,0.908,0.417,10.0,-8.244,0,0.255,0.0452,0.0824,0.0895,0.81,104.504,279754.0,4,5 +Twin Shadow,Get Closer,,0.778,0.809,8.0,-4.383,1,0.0282,0.102,3.28e-05,0.101,0.949,95.042,201960.0,4,6 +James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,6 +Lou Donaldson,Play Ray,39.0,0.704,0.214,3.0,-17.339,1,0.0617,0.787,0.00209,0.0923,0.664,77.52,5.522216667,4,7 +Eyal Golan,◊ó◊ñ◊ß ◊û◊û◊†◊ô,28.0,0.775,0.81,7.0,-4.89,1,0.0744,0.499,3.62e-06,0.0773,0.322,99.978,201093.0,4,9 +Alfie Templeman,Shady,44.0,0.789,0.743,6.0,-6.113,0,0.0861,0.0234,0.015,0.489,0.629,109.987,175205.0,4,6 +Don Cotti,Bun War - Instrumental Version,11.0,0.556,0.847,11.0,-6.361,0,0.0939,0.0503,0.906,0.326,0.663,139.942,207305.0,4,5 +Benny The Butcher,Overall (feat. Chinx),55.0,0.454,0.772,1.0,-7.181,1,0.342,0.319,9.95e-06,0.361,0.64,172.31,205640.0,4,5 +The Clash,Should I Stay or Should I Go - Remastered,79.0,0.743,0.836,2.0,-6.465,1,0.116,0.0804,,0.384,0.82,113.375,3.14978333,4,10 +Matt Rollings,"Stay (Feat. Alison Krauss, with Vince Gill)",35.0,0.448,0.246,8.0,-13.153,1,0.0312,0.905,0.0477,0.108,0.0906,120.696,331853.0,4,1 +Vibe Ish,◊õ◊ú ◊î◊ô◊ï◊ù,34.0,0.609,0.786,4.0,-6.777,0,0.264,0.462,,0.109,0.544,92.795,192568.0,4,5 +"Traditional, Simon Dinnigan",Spanish Romance,46.0,0.401,0.0133,11.0,-31.385,0,0.0447,0.996,0.899,0.0921,0.066,102.819,2.92155,4,7 +"Curtis Peoples, Mari√© Digby",Not Enough Drugs (Acoustic),42.0,0.468,0.413,10.0,-10.349,1,0.0427,0.662,,0.0669,0.403,159.487,3.77746667,4,0 +Colibrí Acústico,Ora,45.0,0.425,0.48,4.0,-9.296,0,0.0362,0.694,0.94,0.101,0.187,119.451,2.777433333,4,7 +Arcade Fire,Dimensions,53.0,0.218,0.179,3.0,-24.814,1,0.0397,0.966,0.956,0.0858,0.0383,163.743,339444.0,4,1 +The Jam,Town Called Malice,69.0,0.542,0.91,7.0,-8.924,1,0.0873,0.00228,0.00524,0.0686,0.775,101.774,173320.0,4,6 +Joha,Non Pi√π,29.0,0.157,0.11,,-18.521,1,0.0361,0.92,0.925,0.0832,0.089,61.424,989947.0,4,6 +"Udit Narayan, Vibha Sharma",Ishq Hua Kaise Hua,41.0,0.479,0.747,6.0,-6.227,0,0.0692,0.56,0.000728,0.422,0.502,79.323,7.577783333,4,3 +Omar Apollo,Ugotme,63.0,0.782,0.494,,-1.458,1,0.0339,0.454,6.31e-05,0.134,0.401,65.832,127273.0,4,6 +Ron Gallo,CAN WE STILL BE FRIENDS? - Sports Remix,30.0,0.759,0.617,9.0,-8.984,0,0.0781,0.0386,0.00119,0.103,0.507,106.639,166853.0,4,9 +Dire Straits,Sultans of Swing,67.0,0.73,0.868,5.0,-7.325,1,0.0288,0.0632,0.0661,0.318,0.923,148.217,5.84,4,10 +Kaidi & NK-OK,Sweet Shop,44.0,0.673,0.763,6.0,-9.027,0,0.08,0.00667,0.184,0.159,0.261,147.078,230427.0,4,1 +Little Axe,Midnight Dream,12.0,0.742,0.775,2.0,-4.581,0,0.105,0.347,4.32e-05,0.345,0.679,89.899,243973.0,4,2 +"Fancy Cars, SVRCINA",I'll Follow - Acoustic Version,53.0,0.582,0.436,10.0,-4.077,1,0.0259,0.735,,0.19,0.378,96.039,3.30731667,4,0 +LAP√™CHE,Finally Trying,35.0,0.4,0.984,2.0,-4.771,1,0.0973,8.8e-06,0.897,0.118,0.455,148.96,183042.0,4,6 +Vance Joy,Missing Piece,78.0,0.628,0.877,,-4.205,1,0.046,0.0155,5.97e-06,0.113,0.721,101.992,3.62346667,4,9 +Fathomsong,Cypress Castles,45.0,0.536,0.218,9.0,-14.675,0,0.0989,0.893,0.88,0.13,0.152,115.952,2.583333333,3,7 +Lil Gotit,Burnt N Turnt,64.0,0.943,0.537,10.0,-6.855,0,0.256,0.342,,0.19,0.59,122.008,184918.0,4,5 +Zeus,Are You Gonna' Waste My Time?,17.0,0.431,0.795,9.0,-5.0,1,0.0914,0.00437,3.45e-06,0.0906,0.678,147.961,158945.0,4,9 +J Man_wv,THE ANTHEM,,0.421,0.566,1.0,-9.849,1,0.245,0.337,,0.107,0.128,140.275,150831.0,4,5 +Type O Negative,Summer Breeze,48.0,0.365,0.706,9.0,-7.984,1,0.0381,0.021,0.792,0.287,0.346,127.937,289240.0,4,8 +Blind Melon,Tones Of Home,55.0,0.556,0.808,,-6.965,1,0.0335,0.166,0.000167,0.164,0.844,115.287,266827.0,4,10 +Moses Boyd,2 Far Gone - Vocal Mix,41.0,0.415,0.79,1.0,-7.349,1,0.0515,0.0192,0.0319,0.132,0.376,123.912,309625.0,4,6 +Sue Foley,The Ice Queen,38.0,0.488,0.408,4.0,-8.373,0,0.0432,0.756,0.00125,0.198,0.445,151.196,383133.0,3,10 +Vektor,Activate,35.0,0.552,0.986,1.0,-3.265,0,0.176,0.000112,0.888,0.314,0.328,104.032,210288.0,4,8 +Moshiko Mor,◊ô◊§◊î ◊©◊ú◊ô,41.0,0.756,0.526,4.0,-6.695,0,0.03,0.603,,0.083,0.523,104.006,240500.0,4,9 +BROTHER SUN SISTER MOON,Cactus,35.0,0.489,0.474,5.0,-7.459,0,0.0256,0.649,0.803,0.0891,0.201,132.042,352189.0,3,6 +jxdn,Tonight (feat. iann dior),66.0,0.501,0.633,5.0,-6.56,1,0.0466,0.00358,,0.351,0.463,165.029,135573.0,4,9 +Karolina,◊ê◊î◊ë◊î ◊ë◊ï◊ê◊ô (Prod. by JORDI),34.0,0.752,0.568,2.0,-8.235,0,0.0893,0.14,,0.127,0.511,102.09,195294.0,4,9 +Booker T. & the M.G.'s,Green Onions - 45 Version,59.0,0.788,0.38,10.0,-15.179,1,0.0346,0.811,0.906,0.102,0.892,138.205,167385.0,4,10 +The View,Same Jeans,58.0,0.479,0.967,,-2.445,1,0.0431,0.00697,,0.217,0.719,134.743,213080.0,4,6 +Jeff Buckley,Grace,57.0,0.546,0.867,11.0,-4.235,0,0.0354,0.0256,0.000229,0.221,0.189,127.988,322040.0,4,6 +Rasco,Cult,13.0,0.224,0.635,9.0,-8.39,1,0.0357,0.134,0.865,0.3,0.203,124.688,226881.0,4,6 +Faith No More,Epic,69.0,0.358,0.893,4.0,-7.486,0,0.12,0.0222,0.0524,0.126,0.262,174.238,293653.0,4,10 +Tuna,◊î◊ò◊ï◊ë ◊î◊®◊¢ ◊ï◊ê◊ó◊ï◊™◊ö,45.0,0.657,0.822,4.0,-6.071,0,0.0785,0.108,,0.34,0.597,82.011,204351.0,4,10 +King Tuff,Neverending Sunshine,36.0,0.158,0.893,,-6.4,1,0.129,0.00782,0.00544,0.119,0.607,170.233,220037.0,4,1 +Wipers,When It's Over,42.0,0.435,0.756,9.0,-4.275,0,0.0264,3.24e-05,0.788,0.208,0.346,85.524,394120.0,4,1 +Arhkota,Dreamy Hamilton,25.0,0.115,0.385,,-12.351,1,0.0375,0.753,0.313,0.339,0.149,71.203,296518.0,3,6 +Psychedelic Porn Crumpets,Pukebox,41.0,0.386,0.94,1.0,-5.235,0,0.0871,6.8e-05,2.11e-05,0.329,0.378,150.112,188780.0,4,1 +The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,10 +Zack Villere,Sore Throat,40.0,0.48,0.165,8.0,-11.561,1,0.0284,0.851,0.00657,0.0917,0.168,78.372,121240.0,4,6 +Andreas Moe,Ocean - Stripped Acoustic,,0.56,0.393,1.0,-9.924,0,0.0305,0.821,,0.0933,0.58,93.038,2.6176,4,0 +Eddie Rabbitt,Drinkin' My Baby (Off My Mind) - 2009 Remaster,40.0,0.614,0.706,4.0,-7.397,0,0.0292,0.0764,,0.306,0.867,127.952,2.43245,4,4 +Mob Rich,Made To Fall,27.0,0.54,0.579,10.0,-8.227,1,0.0323,0.0106,1.5e-05,0.0695,0.331,85.484,195854.0,4,10 +Arthur Brown,Fire,46.0,0.439,0.882,5.0,-9.036,0,0.087,0.541,0.671,0.793,0.317,138.551,174160.0,4,1 +Michael Schenker Group,Sail the Darkness,45.0,0.544,0.924,11.0,-5.077,0,0.0353,0.0251,8.83e-05,0.431,0.74,97.987,217578.0,4,10 +"Anne-Marie, Little Mix",Kiss My (Uh Oh),75.0,0.638,0.878,5.0,-3.639,0,0.0484,0.0151,0.000223,0.308,0.481,103.948,2.94666667,4,9 +Alan Walker,Fake A Smile,76.0,0.447,0.553,,-4.817,1,0.0322,0.212,,0.165,0.252,149.877,168118.0,4,9 +Midival Punditz,Night,,0.535,0.422,10.0,-8.754,1,0.0314,0.539,0.0198,0.18,0.103,130.016,5.908666667,4,0 +Big Daddy Wilson,Thumb A Ride,36.0,0.727,0.27,4.0,-13.179,0,0.0367,0.84,0.124,0.0949,0.742,96.04,173613.0,4,2 +"Mulgrew Miller, Richie Goods, Karriem Riggins",It Never Entered my Mind,,0.445,0.223,3.0,-17.402,1,0.0374,0.921,0.884,0.131,0.225,110.821,6.52845,4,7 +Charlie Parker Quartet,Chi Chi,31.0,0.419,0.58,8.0,-6.566,1,0.0525,0.228,0.00353,0.277,0.63,202.668,182867.0,3,2 +The Elovaters,Margaritas (with Orange Grove),47.0,0.675,0.592,1.0,-6.975,1,0.0626,0.32,,0.27,0.741,170.09,217409.0,4,10 +Crowded House,Chocolate Cake,39.0,0.71,0.642,4.0,-11.786,0,0.0366,0.103,,0.0322,0.772,116.149,242093.0,4,10 +Young Stoner Life,Came and Saw (feat. Rowdy Rebel),72.0,0.771,0.817,2.0,-6.791,1,0.214,0.306,,0.155,0.554,123.952,174413.0,4,5 +Vaporwave Aesthetic,By Myself,30.0,0.753,0.403,,-10.505,1,0.042,0.67,0.913,0.198,0.357,84.989,152475.0,4,6 +Plan B,Charmaine,34.0,0.779,0.601,10.0,-4.748,0,0.341,0.412,,0.155,0.793,95.269,226133.0,4,5 +Quarters of Change,Down That Road,32.0,0.587,0.697,,-8.358,0,0.0364,0.0149,4.11e-06,0.175,0.658,143.969,257000.0,4,6 +Mohammed Rafi,Yeh Reshmi Zulfen,13.0,0.455,0.599,5.0,-6.865,1,0.0548,0.942,7.8e-05,0.14,0.683,133.581,5.334666667,4,3 +En Vogue,Giving Him Something He Can Feel,,0.49,0.298,9.0,-10.175,0,0.0409,0.306,1.72e-06,0.0875,0.705,203.914,235707.0,3,5 +The Postal Service,Such Great Heights,66.0,0.644,0.808,5.0,-7.268,1,0.0513,0.0467,0.187,0.0652,0.175,174.98,266507.0,4,10 +Cypress Hill,How I Could Just Kill a Man,63.0,0.769,0.675,6.0,-13.326,1,0.0724,0.000722,0.000149,0.0904,0.803,101.884,252240.0,4,5 +As I Lay Dying,A Greater Foundation,47.0,0.522,0.992,3.0,-3.234,0,0.114,0.000585,0.00093,0.665,0.365,124.983,226213.0,4,8 +"Lata Mangeshkar, Hariharan",Likha Hai Yeh,23.0,0.37,0.67,7.0,-11.007,0,0.0445,0.809,6.32e-06,0.236,0.802,177.164,5.209333333,3,3 +To The Grave,Miserable Summer,41.0,0.417,0.817,9.0,-7.821,1,0.0445,1.16e-05,0.823,0.0918,0.267,137.945,294783.0,4,8 +KID BRUNSWICK,Prescription Kid,53.0,0.529,0.767,1.0,-5.847,1,0.0407,0.00069,0.00206,0.37,0.299,87.462,208601.0,4,10 +Mt. Eddy,Metaphor,39.0,0.558,0.921,4.0,-4.409,1,0.0639,0.0234,0.00035,0.154,0.357,93.468,211087.0,4,10 +"Alexia Mathieu, Josephine Forrester",Estate,45.0,0.729,0.113,11.0,-18.318,0,0.0666,0.981,0.936,0.11,0.173,116.245,2.733083333,4,7 +Latto,Muwop (feat. Gucci Mane),63.0,0.79,0.61,9.0,-6.958,0,0.102,0.0613,,0.243,0.62,145.88,200135.0,4,5 +Lucky Peterson,Let The Good Time Party Begin,21.0,0.708,0.667,2.0,-6.45,1,0.0686,0.118,1.12e-05,0.119,0.648,121.993,275227.0,4,2 +Squid,Narrator - Edit,36.0,0.526,0.71,2.0,-6.555,0,0.0624,0.00136,0.00384,0.638,0.363,135.063,270904.0,4,6 +18veno,Blocc Life,32.0,0.844,0.542,1.0,-7.451,1,0.341,0.0401,,0.103,0.797,144.923,117264.0,4,5 +Jim Reeves,This Is It,46.0,0.417,0.179,2.0,-16.966,1,0.0287,0.859,0.156,0.0922,0.431,85.578,3.107333333,4,4 +Daniel Wilson,Killed Ya,23.0,0.602,0.873,1.0,-5.683,0,0.0407,0.000361,0.855,0.268,0.867,149.957,155200.0,4,6 +Maggie Lindemann,Knife Under My Pillow,59.0,0.562,0.876,,-4.448,1,0.0463,0.00147,0.000678,0.217,0.525,149.971,122999.0,4,10 +Creedence Clearwater Revival,Born On The Bayou - Live At The Woodstock Music & Art Fair / 1969,43.0,0.433,0.63,9.0,-7.607,1,0.0451,0.0101,0.192,0.823,0.749,120.51,333493.0,4,10 +James Blake,Retrograde,65.0,0.533,0.251,7.0,-11.283,0,0.0372,0.873,0.104,0.134,0.186,77.503,223600.0,4,6 +Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,10 +Erica Banks,Throw Dat,45.0,0.97,0.241,10.0,-19.112,0,0.44,0.0246,,0.153,0.614,127.056,156029.0,4,5 +Dipzy,What Do You Want - Treasure Fingers Remix,28.0,0.859,0.842,,-5.896,1,0.0811,0.00588,0.742,0.0728,0.599,127.033,222992.0,4,6 +This Is The Kit,Coming to Get You Nowhere,49.0,0.688,0.523,7.0,-10.659,1,0.0401,0.898,0.375,0.127,0.864,94.89,200480.0,4,6 +Temple Balls,Thunder from the North,37.0,0.44,0.988,8.0,-3.46,0,0.0482,1.52e-05,0.389,0.0757,0.664,166.041,220392.0,4,8 +Mukesh,O Janewale Ho Sake To Laut Ke Aana,15.0,0.284,0.3,5.0,-13.927,1,0.032,0.957,0.0564,0.151,0.482,88.331,3.262,3,3 +Wilderado,Surefire,62.0,0.675,0.688,11.0,-5.116,1,0.0323,0.00062,2.07e-06,0.118,0.318,126.032,240252.0,4,10 +Alec Benjamin,The Way You Felt,75.0,0.872,0.52,,-6.928,1,0.0618,0.715,,0.0982,0.736,131.918,182810.0,4,9 +chloe moriondo,I Eat Boys,61.0,0.523,0.537,2.0,-4.958,1,0.0274,0.0499,,0.222,0.167,91.728,162867.0,4,9 +Perrosky,Gris,15.0,0.515,0.816,7.0,-6.152,1,0.037,0.0471,0.0353,0.0758,0.753,98.568,185640.0,3,2 +Figueroa,Back to the Stars,35.0,0.417,0.569,4.0,-7.56,1,0.0303,0.000302,0.606,0.104,0.0352,140.02,366957.0,4,1 +Various Artists,Tere Ishq Ka Mujhpe Hua Ye Asar / Dialogue : Halat Kuch Ti Apni Bhi ( Nagin ) - Nagin / Soundtrack Version,22.0,0.461,0.624,9.0,-6.06,1,0.108,0.847,,0.36,0.643,123.546,6.84445,4,3 +My Thinking Face,Sane! Sane! Sane!,10.0,0.251,0.78,9.0,-5.217,1,0.0587,8.07e-06,1.36e-05,0.106,0.411,85.759,132061.0,4,10 +Eashwar Subramanian,Across the River,17.0,0.229,0.158,8.0,-20.951,0,0.0408,0.957,0.904,0.105,0.193,79.841,261000.0,4,6 +Filter,Dose,36.0,0.394,0.912,4.0,-7.126,0,0.0641,4.44e-05,0.889,0.0368,0.334,158.881,233960.0,4,8 +Hearts & Colors,Can't Help Falling In Love,53.0,0.365,0.195,1.0,-10.34,1,0.0283,0.906,,0.105,0.24,74.721,2.34666667,4,0 +Emmylou Harris,Two More Bottles of Wine - 2003 Remaster,48.0,0.764,0.736,3.0,-7.571,1,0.0333,0.251,0.000294,0.121,0.96,134.336,3.10555,4,4 +"Stan Getz, Bob Brookmeyer",A Nightingale Sang In Berkeley Square,,0.407,0.106,1.0,-19.078,1,0.0375,0.973,0.0762,0.123,0.233,94.231,6.966666667,4,7 +Rema,Peace Of Mind,49.0,0.516,0.688,4.0,-8.719,0,0.286,0.243,,0.0662,0.656,138.326,208692.0,5,9 +Oscar Lang,Antidote to Being Bored,41.0,0.352,0.988,9.0,-2.777,1,0.107,1.19e-06,0.234,0.361,0.307,146.011,171493.0,4,6 +iamjakehill,dying lately,61.0,0.711,0.497,4.0,-10.128,1,0.0382,0.328,,0.341,0.861,140.018,221147.0,4,5 +Neil Cowley,She Lives in Golden Sands,29.0,0.436,0.277,9.0,-18.604,0,0.0306,0.977,0.899,0.0647,0.404,142.184,335768.0,4,1 +Frank Zappa,Muffin Man,47.0,0.412,0.657,6.0,-11.78,1,0.0887,0.111,8.83e-05,0.15,0.742,129.119,337733.0,4,10 +A. G. Cook,Animals,32.0,0.328,0.36,9.0,-6.775,1,0.0275,0.623,,0.106,0.077,80.044,247907.0,4,6 +Berry Sakharof,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö) - ◊í◊®◊°◊î ◊û◊ï◊ß◊ì◊û◊™,23.0,0.512,0.872,11.0,-6.956,0,0.0338,0.0415,0.00225,0.404,0.563,156.487,242965.0,4,10 +Song Sung,Telling Tales,24.0,0.425,0.555,,-11.806,1,0.0287,0.0262,0.284,0.206,0.247,108.991,252500.0,4,6 +"Phil Woods, Space Jazz Trio",Blue Ballad,48.0,0.47,0.156,2.0,-17.036,1,0.0399,0.623,0.187,0.104,0.059,118.176,6.582,4,7 +Arik Einstein,◊ï◊¢◊ï◊ì ◊ú◊ê ◊ê◊û◊®◊™◊ô ◊î◊õ◊ú - ◊ï◊¢◊ï◊ì ◊ú◊ê ◊ê◊û◊®◊™◊ô ◊î◊õ◊ú - ◊ê◊ï◊°◊£ ◊î◊ß◊ú◊ò◊ï◊™ ◊†◊ì◊ô◊®◊ï◊™,24.0,0.511,0.188,5.0,-14.726,1,0.0413,0.959,0.000989,0.135,0.18,72.236,226133.0,4,10 +Blur,Country House - 2012 Remaster,57.0,0.331,0.885,9.0,-6.606,1,0.0924,0.205,,0.123,0.589,175.294,236960.0,4,6 +MY BABY,Electrified,32.0,0.793,0.519,1.0,-11.452,1,0.0432,0.122,0.71,0.335,0.307,126.204,398110.0,4,2 +Dio,The Last In Line,55.0,0.295,0.833,9.0,-8.279,0,0.0764,0.014,0.0683,0.0816,0.625,172.756,343173.0,4,8 +Eden Hason,◊©◊ß◊ô◊¢◊ï◊™ ◊ê◊ì◊ï◊û◊ï◊™,58.0,0.585,0.394,6.0,-9.016,0,0.0321,0.676,,0.119,0.345,84.018,212963.0,4,9 +Sugarland,Stuck Like Glue,66.0,0.702,0.795,1.0,-4.764,1,0.0568,0.329,,0.0505,0.836,83.961,4.12645,4,4 +Ben Abraham,She,46.0,0.444,0.296,8.0,-12.873,1,0.0388,0.913,0.00191,0.0957,0.26,138.516,3.55021667,3,0 +Roy Milton,Best Wishes,,0.494,0.0905,8.0,-19.986,1,0.0827,0.855,0.024,0.114,0.205,73.943,163200.0,4,2 +Madison Beer,Blue,67.0,0.64,0.501,7.0,-7.86,1,0.0624,0.15,,0.16,0.346,114.031,229882.0,4,9 +J. Cole,l e t . g o . m y . h a n d (with Bas & 6LACK),82.0,0.583,0.625,1.0,-8.011,1,0.277,0.506,,0.196,0.516,89.812,266291.0,4,5 +The Stone Roses,Fools Gold - Remastered,61.0,0.731,0.875,7.0,-6.393,1,0.0457,0.000367,0.858,0.289,0.164,112.78,594453.0,4,10 +Greg Koch,Chief's Blues,23.0,0.432,0.449,4.0,-9.577,0,0.0399,0.0151,0.897,0.189,0.474,150.755,428578.0,3,2 +Kryple,No Caption,30.0,0.861,0.597,1.0,-8.667,1,0.285,0.139,,0.084,0.742,104.976,156038.0,4,5 +Ike & Tina Turner,River Deep - Mountain High,58.0,0.389,0.745,3.0,-6.998,1,0.0384,0.777,0.00159,0.143,0.271,83.037,214880.0,4,10 +Chris Cain,Out Of My Head,26.0,0.33,0.826,9.0,-2.479,0,0.0466,0.0123,5.79e-05,0.687,0.456,137.579,200973.0,4,2 +Dudu Aharon,◊ô◊®◊ï◊ß ◊ï◊ì◊ë◊©,20.0,0.579,0.336,10.0,-7.787,1,0.0297,0.801,,0.367,0.588,102.504,257987.0,4,9 +Teni,FOR YOU,58.0,0.724,0.62,7.0,-5.576,1,0.101,0.29,3.57e-06,0.105,0.478,107.159,188411.0,4,9 +Phife Dawg,Nutshell Pt. 2 (feat. Busta Rhymes and Redman),48.0,0.847,0.741,1.0,-6.609,1,0.38,0.0861,,0.147,0.818,94.232,221656.0,4,5 +Blu DeTiger,Figure It Out,62.0,0.747,0.554,8.0,-6.154,0,0.289,0.493,0.000425,0.332,0.585,96.988,164318.0,4,9 +Blanco,The Great Escape (feat. Central Cee),68.0,0.854,0.671,8.0,-6.072,0,0.148,0.256,,0.103,0.877,142.073,192676.0,4,9 +Daft Punk,Get Lucky (feat. Pharrell Williams & Nile Rodgers) - Radio Edit,79.0,0.794,0.811,6.0,-8.966,0,0.038,0.0426,1.07e-06,0.101,0.862,116.047,248413.0,4,9 +The Avalanches,Frontier Psychiatrist,36.0,0.712,0.908,6.0,-7.414,1,0.221,0.128,0.000167,0.383,0.408,98.946,288027.0,4,6 +Robert Cray,Hot,31.0,0.588,0.788,1.0,-3.417,1,0.0746,0.373,0.0695,0.301,0.782,79.073,224907.0,4,2 +Frank Zappa,Peaches En Regalia,53.0,0.385,0.689,11.0,-11.616,0,0.0294,0.262,0.835,0.0848,0.777,101.894,218893.0,4,10 +Itay Levi,◊ó◊¶◊ô ◊ë◊©◊ë◊ô◊ú◊ô,46.0,0.727,0.53,10.0,-6.599,0,0.0939,0.459,2.29e-06,0.102,0.368,93.986,203085.0,4,9 +A. G. Cook,Xcxoplex (with Charli XCX),60.0,0.608,0.741,,-4.622,1,0.0721,0.0599,,0.449,0.509,75.03,141867.0,4,6 +Lake Street Dive,I Can Change,,0.546,0.193,,-11.903,1,0.0426,0.868,4.18e-05,0.087,0.311,139.795,3.19488333,4,0 +Charlie Puth,One Call Away,71.0,0.667,0.613,1.0,-5.353,1,0.0344,0.403,,0.115,0.47,91.024,194453.0,4,9 +Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,9 +Lenny Kravitz,Thinking Of You,50.0,0.636,0.726,9.0,-8.008,1,0.0412,0.18,0.00581,0.32,0.563,166.657,384133.0,4,10 +ZZ Top,Just Got Paid,56.0,0.567,0.687,9.0,-10.536,1,0.0435,0.29,0.426,0.121,0.625,99.93,267480.0,4,10 +A92,Spin Dat,15.0,0.899,0.49,8.0,-8.563,1,0.51,0.115,1.13e-06,0.0954,0.592,141.959,218239.0,4,5 +Nicolas Cage Fighter,Dead Ends,30.0,0.22,0.884,1.0,-7.053,1,0.0814,1.7e-06,0.948,0.0768,0.311,83.215,201963.0,4,8 +Honeysuckle Weekends,Ahir Bhairav,15.0,0.597,0.511,3.0,-9.498,1,0.0382,0.171,0.0702,0.0909,0.397,155.982,5.665766667,4,0 +Lynyrd Skynyrd,Sweet Home Alabama,17.0,0.597,0.605,7.0,-12.013,1,0.0255,0.181,0.000331,0.118,0.886,97.782,4.68578333,4,10 +Free,Songs Of Yesterday,30.0,0.508,0.494,6.0,-11.111,1,0.0468,0.117,1.98e-05,0.113,0.548,103.951,215627.0,4,2 +Alexas Lucio,Viaggio privato,47.0,0.568,0.0764,2.0,-22.455,1,0.0632,0.962,0.959,0.108,0.345,105.192,1.9903,3,7 +The Beatles,Come Together - Remastered 2009,78.0,0.533,0.376,9.0,-11.913,0,0.0393,0.0302,0.248,0.0926,0.187,165.007,259947.0,4,10 +"Suman Kalyanpur, Kamal Barot",Garjat Barsat Sawan Aayo Re,13.0,0.404,0.472,,-12.144,1,0.0517,0.963,0.262,0.851,0.8,100.833,3.206216667,4,3 +almost monday,broken people,58.0,0.758,0.723,9.0,-3.618,0,0.0764,0.0723,0.000656,0.0747,0.589,116.016,202662.0,4,9 +Will Smith,Gettin' Jiggy Wit It,71.0,0.881,0.874,6.0,-4.505,1,0.139,0.0175,1.14e-06,0.154,0.858,107.891,227933.0,4,5 +The Killers,Out Of My Mind,49.0,0.626,0.859,11.0,-4.295,0,0.0378,0.00213,0.00412,0.081,0.153,100.01,223680.0,4,10 +The Gories,Early in the Morning,22.0,0.629,0.733,1.0,-13.401,1,0.0445,0.259,0.000307,0.162,0.847,130.391,160493.0,4,2 +"Sridevi Kapoor, Jolly Mukherjee",Chandni O Meri Chandni,24.0,0.56,0.755,2.0,-9.87,0,0.0702,0.742,2.57e-06,0.443,0.86,90.817,4.708133333,4,3 +Satellite and the Harpoonist,Satellite Man,20.0,0.556,0.473,10.0,-11.486,0,0.0911,0.347,0.00404,0.0979,0.739,127.409,180433.0,4,2 +New Radicals,Someday We'll Know,57.0,0.65,0.663,1.0,-7.163,0,0.0291,0.208,,0.334,0.431,109.415,217467.0,4,10 +Aarti Mukherji,Do Naina Aur Ek Kahani,30.0,0.5,0.31,9.0,-13.013,1,0.028,0.717,1.81e-06,0.0509,0.387,95.492,5.444,4,3 +ÌöåÏǨAUTO,Age.Of.Aquarius,27.0,0.495,0.677,11.0,-13.135,1,0.159,0.0627,0.84,0.103,0.244,170.052,209722.0,4,6 +Chapterhouse,Falling Down,32.0,0.459,0.836,9.0,-7.637,1,0.0378,1.77e-05,0.457,0.146,0.547,101.977,236373.0,4,10 +Left Lane Cruiser,Putain!,33.0,0.317,0.955,8.0,-5.196,1,0.131,2.83e-06,0.817,0.184,0.408,76.146,228693.0,4,8 +Patrick Droney,When The Lights Go Out,,0.679,0.689,,-7.208,1,0.0586,0.0208,0.1,0.243,0.431,115.067,198693.0,4,9 +Alma Zohar,◊ê◊í◊ï ◊ò◊®◊ô◊§,15.0,0.561,0.874,3.0,-3.396,1,0.0307,0.00412,6.1e-06,0.162,0.685,134.934,242416.0,4,9 +John Mayall & The Bluesbreakers,All Your Love - Mono,33.0,0.28,0.715,2.0,-4.787,0,0.029,0.00247,2.04e-05,0.0388,0.738,107.162,215027.0,4,2 +Eden Ben Zaken,◊û◊ú◊õ◊™ ◊î◊©◊ï◊©◊†◊ô◊ù,34.0,0.761,0.793,5.0,-2.896,1,0.109,0.329,,0.118,0.684,125.999,185071.0,4,9 +Joe Bonamassa,So Many Roads,48.0,0.29,0.756,5.0,-5.408,0,0.039,0.0114,0.148,0.0947,0.546,146.458,425853.0,3,2 +Chris Robinson Brotherhood,Let It Bleed - Live,18.0,0.456,0.638,,-8.753,1,0.0326,0.448,0.0037,0.713,0.754,110.024,453707.0,4,10 +Young Bleed,How Ya Do Dat,53.0,0.788,0.451,1.0,-9.313,1,0.318,0.118,,0.134,0.302,89.97,271067.0,4,5 +Seffy Efrati,Cool,3.0,0.591,0.552,,-7.719,1,0.0277,0.278,0.139,0.391,0.305,136.01,264920.0,4,6 +Harry Styles,Falling,86.0,0.567,0.267,4.0,-6.502,1,0.0299,0.839,1.46e-06,0.089,0.0592,110.011,240133.0,4,9 +Anderson East,Madelyn,57.0,0.675,0.638,4.0,-4.083,0,0.0373,0.0413,,0.21,0.675,89.998,195413.0,4,1 +Camp Lo,Luchini AKA This Is It,33.0,0.579,0.93,6.0,-6.589,1,0.309,0.0403,,0.335,0.837,81.05,228520.0,4,5 +Crystal Lake,Chosen Ones,43.0,0.382,0.702,1.0,-5.102,1,0.0315,0.00043,7.95e-05,0.198,0.148,147.867,202754.0,4,10 +Iron Maiden,Run to the Hills - 1998 Remastered Version,23.0,0.193,0.995,,-3.579,1,0.223,0.00214,0.00165,0.773,0.218,172.855,237533.0,4,8 +Lata Mangeshkar,"Suno Chhoti Si Gudiya Ki Kahani, Pt. 1",1.0,0.533,0.371,6.0,-10.423,1,0.0494,0.961,0.015,0.371,0.811,136.692,2.891116667,3,3 +A Day To Remember,Last Chance To Dance (Bad Friend),66.0,0.308,0.916,4.0,-4.13,0,0.0875,2.02e-05,,0.322,0.68,122.231,185733.0,4,8 +Peter Sarstedt,Where Do You Go To (My Lovely) [Re-Recorded],,0.555,0.447,2.0,-7.537,0,0.035,0.283,6.18e-05,0.139,0.451,182.699,4.79533333,3,0 +Berry Sakharof,◊ê◊ì◊ù,16.0,0.55,0.711,11.0,-8.111,0,0.0293,0.207,0.0308,0.131,0.598,80.012,234722.0,4,10 +Witchcraft,An Alternative to Freedom,44.0,0.328,0.738,11.0,-6.356,1,0.0343,9.02e-05,0.0193,0.283,0.264,132.121,317600.0,4,8 +Westlife,Hello My Love,52.0,0.683,0.713,5.0,-4.584,1,0.0398,0.153,,0.112,0.219,121.963,3.605533333,4,9 +Talvin Singh,Traveller - Leafcutter John Remix,,0.309,0.501,10.0,-12.711,0,0.0405,0.0556,0.854,0.107,0.121,148.055,5.841333333,4,0 +No Fit State,Hit the Ground,34.0,0.417,0.919,,-7.314,0,0.112,0.00882,0.003,0.484,0.438,143.975,196771.0,4,10 +John Mayer,Slow Dancing in a Burning Room - Acoustic,56.0,0.611,0.313,4.0,-10.242,1,0.0339,0.835,0.000315,0.111,0.378,134.858,232707.0,3,9 +Ballaké Sissoko,Maimouna,37.0,0.54,0.0713,5.0,-20.538,1,0.0469,0.977,0.918,0.0806,0.527,96.862,3.570666667,4,7 +LEADR,"Hi, I'm Human",22.0,0.669,0.544,,-5.855,1,0.0247,0.249,0.0197,0.0996,0.173,95.031,197347.0,4,9 +Skeletal Family,Promised Land,43.0,0.243,0.808,9.0,-11.592,1,0.0592,1.31e-05,0.0706,0.0981,0.225,169.361,291573.0,4,10 +Sally Sossa,Right My Wrongs (with Toosii),50.0,0.565,0.641,,-5.566,0,0.354,0.0572,,0.117,0.535,108.232,164319.0,5,5 +Scissor Sisters,Take Your Mama,56.0,0.758,0.954,8.0,-4.573,1,0.108,0.196,4.11e-05,0.0531,0.924,153.973,271907.0,4,1 +Tom The Mail Man,Forever,54.0,0.705,0.563,10.0,-8.387,0,0.27,0.132,,0.107,0.578,132.985,187669.0,4,5 +Train,Drops of Jupiter (Tell Me),78.0,0.481,0.638,,-5.862,1,0.0276,0.153,,0.154,0.497,79.064,259933.0,4,10 +Big Star,Thirteen,53.0,0.456,0.344,,-10.296,0,0.0298,0.565,9.19e-06,0.114,0.359,117.116,154480.0,4,10 +Dudu Tassa,◊ô◊ï◊™◊® ◊ë◊®◊ï◊®,20.0,0.606,0.57,4.0,-9.294,0,0.0271,0.316,0.000484,0.21,0.346,116.983,266040.0,4,10 +Digital Farm Animals,Last Night (feat. HARLEE),64.0,0.779,0.719,11.0,-3.887,0,0.0446,0.113,,0.173,0.752,122.989,152195.0,4,9 +The Polyphonic Spree,Lithium,38.0,0.582,0.86,7.0,-7.484,1,0.0547,0.068,,0.0925,0.309,122.236,323787.0,4,10 +Isasa,Reencuentro,42.0,0.295,0.0991,5.0,-18.472,1,0.0735,0.928,0.701,0.272,0.0601,130.594,4.5775,4,7 +Joy Oladokun,bad blood,35.0,0.531,0.315,6.0,-12.662,0,0.0396,0.743,,0.0945,0.258,157.96,188493.0,4,2 +NOISY,I Wish I Was A...,47.0,0.607,0.946,1.0,-2.965,1,0.15,0.00548,0.00039,0.278,0.653,120.011,195181.0,4,10 +Defamed,Aeon,37.0,0.396,0.981,,-4.23,1,0.107,0.000133,0.925,0.677,0.14,139.898,250714.0,4,8 +Ozzy Osbourne,Dreamer,65.0,0.493,0.636,1.0,-7.408,1,0.0256,0.0629,2.49e-06,0.0921,0.279,79.419,284907.0,4,8 +Flatbush Zombies,Afterlife,60.0,0.736,0.535,1.0,-8.564,1,0.0924,0.31,1.13e-06,0.107,0.376,110.014,194747.0,4,5 +Walter Wolfman Washington,Steal Away,23.0,0.544,0.381,10.0,-11.48,0,0.0582,0.307,,0.104,0.4,146.731,254235.0,4,2 +The Bright Light Social Hour,Sun King,40.0,0.556,0.683,1.0,-9.149,0,0.0374,0.101,0.0577,0.229,0.694,101.006,190135.0,4,1 +George Michael,"Freedom! '90 - Live from MTV Unplugged, 1996",48.0,0.684,0.834,1.0,-10.652,0,0.0498,0.0311,,0.889,0.676,94.039,6.03695,4,9 +Outkast,Player's Ball,60.0,0.857,0.764,1.0,-6.304,1,0.246,0.0398,,0.425,0.578,93.071,261267.0,4,5 +"Payal Dev, Jubin Nautiyal","Tum Hi Aana (From ""Marjaavaan"")",66.0,0.473,0.401,4.0,-7.018,0,0.0241,0.629,1.17e-05,0.154,0.345,90.076,4.152116667,4,3 +Eric Lee,Walking in Your Shoes,43.0,0.563,0.712,7.0,-6.143,1,0.0275,0.00526,,0.138,0.337,102.034,166040.0,4,10 +Silver Synthetic,Around the Bend,31.0,0.362,0.858,,-5.142,1,0.0479,0.00583,0.00418,0.0995,0.784,131.027,255256.0,4,10 +Alice Cooper,School's Out,68.0,0.294,0.745,5.0,-9.138,1,0.0461,0.05,0.125,0.676,0.347,134.364,210107.0,4,10 +Riverside,We Got Used To Us,45.0,0.562,0.444,7.0,-11.08,0,0.0273,0.443,0.0108,0.0943,0.205,140.035,250880.0,4,8 +Feeder,Buck Rogers,58.0,0.484,0.948,5.0,-4.349,1,0.054,0.000269,0.00108,0.0733,0.157,120.824,193133.0,4,10 +DDG,Hood Melody (feat. Youngboy Never Broke Again),68.0,0.89,0.509,5.0,-10.331,1,0.318,0.35,,0.111,0.652,122.011,208544.0,4,5 +The Pale White,That Dress,50.0,0.566,0.829,,-4.714,1,0.0565,0.00492,0.00356,0.218,0.533,128.137,188088.0,4,10 +Run The Jewels,the ground below (feat. Royal Blood) - Royal Jewels Mix,54.0,0.594,0.867,7.0,-6.637,1,0.2,0.00526,8.43e-06,0.293,0.531,90.062,173132.0,4,10 +Perturbator,Future Club,57.0,0.448,0.955,5.0,-2.945,0,0.0441,0.00108,0.837,0.371,0.39,99.994,289187.0,4,6 +Maggie Rose,Body on Fire,47.0,0.533,0.877,1.0,-4.299,1,0.0366,0.0951,1.94e-06,0.143,0.601,160.003,3.683233333,4,4 +Primal Fear,I Am Alive,47.0,0.517,0.98,7.0,-4.011,1,0.102,1.97e-06,0.00191,0.0758,0.0422,110.023,274827.0,4,8 +YUNGBLUD,"I Love You, Will You Marry Me",58.0,0.518,0.929,11.0,-3.851,0,0.0654,4.71e-05,,0.104,0.548,149.961,177870.0,4,10 +Sikkil Gurucharan,Bho Shambho,24.0,0.356,0.676,7.0,-7.645,1,0.103,0.631,1.08e-05,0.0992,0.518,167.62,5.7,4,0 +Sunflower Bean,Come For Me,36.0,0.775,0.693,,-3.34,1,0.0393,0.0252,,0.382,0.813,123.01,209021.0,4,6 +Ten Thousand Crows,The Empress,34.0,0.275,0.945,7.0,-2.749,1,0.105,1.93e-05,0.0629,0.407,0.0862,105.51,236670.0,4,8 +Outkast,Roses,72.0,0.751,0.708,,-5.653,1,0.0545,0.0482,1.85e-05,0.107,0.509,108.97,369573.0,4,5 +Vistas,Everything Changes in the End,45.0,0.438,0.908,11.0,-4.816,1,0.0342,2.69e-05,0.00203,0.61,0.465,158.963,197670.0,4,6 +Night Demon,Kill the Pain,34.0,0.24,0.902,8.0,-8.427,1,0.0863,0.00175,0.428,0.0829,0.443,110.692,258626.0,3,8 +Dua Saleh,umbrellar,41.0,0.293,0.85,1.0,-6.05,1,0.066,0.557,0.0304,0.234,0.367,129.634,155763.0,4,6 +AC/DC,Whole Lotta Rosie,64.0,0.292,0.838,9.0,-4.459,1,0.078,0.0014,0.479,0.0953,0.423,159.176,5.56333333,4,10 +Stone Temple Pilots,Creep,58.0,0.66,0.567,4.0,-6.318,0,0.0289,0.00428,0.0137,0.11,0.182,107.754,332627.0,4,10 +Skrillex,Butterflies (with Starrah & Four Tet),68.0,0.738,0.844,2.0,-5.743,0,0.14,0.00536,0.0119,0.397,0.243,128.005,195938.0,4,6 +Lucky Kilimanjaro,KIDS,46.0,0.837,0.767,11.0,-6.086,1,0.167,0.515,,0.278,0.756,115.963,158077.0,4,9 +Slim Flock,The Feds Watching,32.0,0.536,0.628,1.0,-9.24,1,0.209,0.00944,0.000502,0.177,0.188,113.194,180500.0,5,5 +Dream Theater,To Tame a Land,34.0,0.22,0.903,2.0,-4.643,1,0.0546,0.00566,0.00544,0.12,0.257,94.232,435853.0,4,8 +Devon Gilfillian,Unchained,49.0,0.385,0.832,7.0,-4.9,0,0.0891,0.0313,0.000717,0.132,0.673,179.839,244536.0,4,9 +Emma-Jean Thackray,Open - Remix (feat. Blu),41.0,0.431,0.683,1.0,-6.873,1,0.0908,0.386,1.48e-05,0.556,0.724,78.391,182757.0,3,5 +Sleep Waker,Distance,41.0,0.476,0.849,3.0,-6.944,1,0.0435,0.000696,0.02,0.261,0.535,148.062,219757.0,4,10 +Richie Kotzen,Venom,42.0,0.471,0.886,8.0,-3.627,1,0.0496,0.00261,0.0942,0.124,0.473,100.025,236719.0,4,10 +Coldplay,In My Place,71.0,0.424,0.588,9.0,-5.455,1,0.0278,0.0553,4.95e-06,0.298,0.193,144.636,226680.0,4,10 +Idan Rafael Haviv,◊†◊©◊û◊î ◊©◊ú◊ô,53.0,0.601,0.444,1.0,-9.058,0,0.0305,0.423,2.06e-06,0.0968,0.304,82.004,220053.0,4,9 +DJ Counselling,Cool Air,47.0,0.76,0.682,4.0,-8.906,0,0.134,0.209,0.877,0.0719,0.216,122.018,270506.0,4,6 +Mumford & Sons,Little Lion Man,69.0,0.517,0.492,5.0,-8.05,1,0.0272,0.0275,3.19e-05,0.0873,0.455,138.585,245173.0,4,6 +The Edgar Winter Group,Frankenstein,47.0,0.628,0.669,2.0,-14.636,0,0.0932,0.0901,0.898,0.237,0.5,96.152,284293.0,4,10 +Fangclub,Bad Words,32.0,0.409,0.679,2.0,-5.824,1,0.0307,3.03e-06,0.0141,0.111,0.236,84.988,267080.0,4,10 +Pan Daijing,Dust,26.0,0.43,0.163,7.0,-14.413,1,0.0539,0.759,0.48,0.0946,0.0635,115.219,239321.0,5,6 +The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,1 +Au/Ra,Bite Marks,56.0,0.56,0.273,7.0,-9.118,1,0.147,0.767,,0.169,0.479,156.577,163759.0,3,6 +YUNGBLUD,strawberry lipstick,25.0,0.408,0.92,10.0,-3.729,1,0.133,9.56e-06,,0.426,0.181,126.947,163862.0,4,10 +Tenacious D,Tribute,68.0,0.365,0.767,9.0,-6.185,0,0.0681,0.181,0.000856,0.0942,0.422,94.174,248053.0,4,10 +Orgy,Blue Monday,62.0,0.589,0.696,8.0,-8.109,1,0.034,8.65e-05,3.43e-05,0.0779,0.938,129.833,267000.0,4,8 +Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,10 +Weeekly,After School,83.0,0.634,0.928,1.0,-1.609,1,0.0514,0.00719,2.55e-06,0.0626,0.738,164.007,205373.0,4,9 +Green Day,Revolution Radio,58.0,0.419,0.971,7.0,-3.622,1,0.0909,4.63e-05,1.43e-05,0.171,0.677,180.033,180853.0,4,10 +El Ten Eleven,My Only Swerving,51.0,0.521,0.627,4.0,-11.863,1,0.0471,0.109,0.829,0.122,0.139,171.84,314587.0,4,10 +Julien Baker,Faith Healer,57.0,0.4,0.628,4.0,-6.801,1,0.034,0.169,0.00126,0.129,0.399,155.757,174773.0,3,1 +Medium Build,Rabbit,33.0,0.732,0.72,2.0,-8.347,1,0.0274,0.384,0.00454,0.174,0.739,115.017,207248.0,4,9 +Monster Magnet,Unbroken (Hotel Baby),42.0,0.414,0.986,6.0,-3.664,1,0.0684,0.0015,1.53e-06,0.687,0.518,125.097,222067.0,4,10 +Sleep Waker,Distance,41.0,0.476,0.849,3.0,-6.944,1,0.0435,0.000696,0.02,0.261,0.535,148.062,219757.0,4,8 +Limp Bizkit,Take A Look Around,72.0,0.425,0.852,11.0,-5.607,1,0.046,0.0175,0.306,0.0935,0.512,101.968,321040.0,4,8 +Billy Ray Cyrus,Achy Breaky Heart,65.0,0.8,0.563,9.0,-10.209,1,0.0303,0.051,,0.0797,0.961,121.808,3.38955,4,4 +Money Man,24 (feat. Lil Baby),75.0,0.868,0.638,2.0,-7.746,1,0.0736,0.146,0.0565,0.0931,0.459,126.03,182857.0,4,5 +The Charlatans,The Only One I Know,60.0,0.546,0.572,5.0,-13.104,1,0.0319,0.0701,0.000731,0.079,0.529,113.312,238120.0,4,1 +Tears For Fears,Shout,70.0,0.511,0.942,,-10.407,1,0.0429,0.174,1.87e-05,0.139,0.498,97.909,6.56111667,4,10 +Eyal Golan,◊ê◊™◊î ◊î◊û◊ú◊ö,34.0,0.589,0.461,,-5.656,0,0.0295,0.316,,0.117,0.254,128.123,271413.0,4,9 +Stanley Turrentine,Stolen Sweets,33.0,0.451,0.414,3.0,-10.857,1,0.0355,0.712,9.33e-05,0.0821,0.764,165.617,6.21,4,7 +John Moulder,Soul in Twilight,42.0,0.4,0.144,10.0,-15.52,1,0.037,0.958,0.878,0.119,0.146,120.329,6.077116667,4,7 +K.Flay,Break Stuff,43.0,0.663,0.68,2.0,-6.837,1,0.045,0.145,4.96e-05,0.112,0.548,91.988,182772.0,4,10 +UPSAHL,Douchebag,57.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,1 +Jefferson Airplane,Somebody to Love,73.0,0.504,0.578,4.0,-9.302,1,0.031,0.408,,0.321,0.654,132.411,174840.0,4,10 +Taletta,Nancy Knew,31.0,0.447,0.551,9.0,-9.418,1,0.038,0.452,0.00564,0.116,0.362,177.875,177213.0,4,1 +Duran Duran,Hungry Like the Wolf,73.0,0.691,0.812,,-7.772,1,0.0558,0.0433,1.16e-06,0.299,0.685,127.568,220627.0,4,9 +Kostakis,The Woods - Radio Edit,36.0,0.823,0.648,,-7.824,0,0.0496,0.0443,0.455,0.0818,0.335,119.999,216000.0,4,6 +Wheatus,Teenage Dirtbag,72.0,0.625,0.85,4.0,-3.904,1,0.0495,0.346,0.000233,0.174,0.633,94.661,241667.0,4,10 +The Cardigans,My Favourite Game,67.0,0.586,0.777,5.0,-6.185,0,0.0303,4.78e-05,0.00147,0.0729,0.424,143.339,220468.0,4,1 +Saylee Talwalkar,Shiv Taandav,34.0,0.339,0.873,5.0,-5.668,1,0.211,0.154,0.00127,0.104,0.0711,81.062,5.901433333,4,0 +Yaw Tog,Sore - Remix,59.0,0.662,0.723,2.0,-4.683,1,0.0762,0.355,,0.103,0.226,145.987,266501.0,4,9 +Dorothy,Raise Hell,63.0,0.547,0.693,6.0,-6.404,1,0.0264,0.0224,,0.523,0.716,79.963,181868.0,4,10 +The Steel Woods,I Need You (feat. Ashley Monroe),46.0,0.5,0.511,7.0,-6.457,1,0.0329,0.011,0.0281,0.0999,0.385,121.071,429489.0,3,10 +Mohammed Rafi,Jangal Mein More Nacha,8.0,0.793,0.52,3.0,-7.624,1,0.0469,0.852,0.00173,0.0423,0.973,118.143,3.115533333,4,3 +MSTRKRFT,Heartbreaker,41.0,0.551,0.858,,-4.882,0,0.0981,0.0621,0.000102,0.354,0.422,128.05,194013.0,4,6 +Jane Lee Hooker,Later On,26.0,0.401,0.693,9.0,-3.9,1,0.0318,0.293,0.000805,0.0983,0.346,122.678,338587.0,3,2 +Welshly Arms,Indestructible,53.0,0.674,0.611,2.0,-6.322,0,0.0363,0.0415,1.13e-06,0.0726,0.782,175.929,226413.0,4,2 +Van Halen,Mean Street - 2015 Remaster,53.0,0.481,0.902,1.0,-7.43,1,0.0681,0.00585,0.000121,0.0722,0.608,102.315,300491.0,4,10 +The Vines,Ride,44.0,0.593,0.938,9.0,-3.075,1,0.0426,0.00189,0.000158,0.0424,0.657,125.925,156213.0,4,10 +Poolside,Losing Control - Satin Jackets Remix,4.0,0.686,0.582,11.0,-6.038,0,0.0321,0.124,0.242,0.21,0.733,102.029,214400.0,4,6 +Zinoleesky,Kilofese - Remix,53.0,0.949,0.732,2.0,-6.407,1,0.0647,0.0611,2.64e-06,0.0824,0.645,112.004,216429.0,4,9 +The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,1 +Das EFX,They Want EFX,2.0,0.886,0.534,5.0,-10.407,0,0.302,0.0848,,0.0848,0.611,98.856,221093.0,4,5 +Lazy Lester,I Made up My Mind,32.0,0.632,0.554,7.0,-10.513,1,0.0455,0.535,0.131,0.7,0.706,131.462,263059.0,4,2 +Cody Jinks,What Else Is New,44.0,0.512,0.601,8.0,-6.84,1,0.0267,0.00187,,0.0535,0.821,96.046,170861.0,1,10 +Immortal,Withstand The Fall Of Time,42.0,0.159,0.964,4.0,-4.452,0,0.0871,1.11e-06,0.302,0.0819,0.0567,133.026,509640.0,4,8 +Songhoy Blues,Worry,45.0,0.349,0.827,7.0,-6.915,1,0.0473,0.0431,0.0048,0.217,0.854,96.186,185160.0,4,2 +The Presets,Are You The One? - Simian Mobile Disco Remix,13.0,0.741,0.863,11.0,-4.875,0,0.0563,0.000279,0.268,0.0668,0.817,126.971,320667.0,4,1 +Eviatar Banai,◊ê◊†◊ô ◊õ◊ê◊ü,33.0,0.477,0.771,,-5.648,1,0.0369,0.177,0.00425,0.132,0.542,170.049,252606.0,4,10 +Rajna Swaminathan,Offering,16.0,0.567,0.302,7.0,-13.048,1,0.0504,0.82,0.929,0.109,0.684,93.406,402376.0,4,6 +Yungeen Ace,Opp Boyz,59.0,0.762,0.592,2.0,-6.016,1,0.173,0.453,,0.123,0.583,100.012,142617.0,4,5 +YUNGBLUD,21st Century Liability,53.0,0.651,0.924,11.0,-3.336,0,0.173,0.0123,,0.293,0.552,93.025,189263.0,4,10 +PJ Harvey,Down By The Water,58.0,0.623,0.622,2.0,-12.255,1,0.0412,0.00168,0.181,0.343,0.319,125.166,194507.0,4,1 +Tee Grizzley,Life Insurance (feat. Lil Tjay),62.0,0.752,0.745,7.0,-6.365,0,0.229,0.24,,0.118,0.735,156.024,233905.0,4,5 +John Mayer,I Don't Trust Myself (With Loving You),58.0,0.842,0.384,9.0,-11.384,0,0.0353,0.638,0.000487,0.0998,0.604,84.026,292013.0,4,2 +Brett Dennen,Already Gone - Acoustic,41.0,0.555,0.463,4.0,-7.994,1,0.0343,0.612,,0.142,0.661,88.399,174053.0,4,9 +The Blackout,Save Our Selves (The Warning),44.0,0.434,0.903,10.0,-3.005,0,0.0399,0.000635,0.0013,0.607,0.408,90.959,214960.0,4,10 +Armored Saint,End of the Attention Span,42.0,0.36,0.99,8.0,-4.444,1,0.17,1.25e-05,3.12e-05,0.172,0.151,191.99,313355.0,4,8 +Dizzee Rascal,Only One King,35.0,0.641,0.718,1.0,-4.919,1,0.0532,0.0157,,0.306,0.0594,142.985,141442.0,4,5 +Human Impact,Genetic,21.0,0.176,0.907,5.0,-6.901,0,0.142,0.0016,0.027,0.103,0.182,101.795,280960.0,5,8 +Bad/Love,Follow the Leader,40.0,0.452,0.862,10.0,-4.293,0,0.0616,0.000153,,0.178,0.164,83.093,211696.0,4,10 +U2,Love Is Blindness,43.0,0.263,0.383,10.0,-13.418,0,0.0503,0.363,0.208,0.12,0.166,145.979,263347.0,4,10 +Siouxsie and the Banshees,Arabian Knights,50.0,0.429,0.852,4.0,-7.666,0,0.0467,0.00144,0.0132,0.659,0.384,128.486,185947.0,4,10 +Jungle,Keep Moving,72.0,0.724,0.603,10.0,-6.261,0,0.0317,0.183,0.000469,0.0948,0.569,111.493,240880.0,4,1 +Weezer,I Need Some of That,57.0,0.631,0.763,1.0,-5.582,1,0.0782,0.00227,7.75e-05,0.65,0.666,119.886,199667.0,4,1 +"Florida Georgia Line, Backstreet Boys","God, Your Mama, And Me",64.0,0.443,0.817,7.0,-3.729,1,0.0511,0.318,,0.374,0.652,168.1,3.056883333,4,4 +Buddy Guy,Mustang Sally,53.0,0.613,0.934,,-3.711,1,0.0342,0.0406,0.000313,0.0882,0.776,107.273,283267.0,4,2 +The Southern Oracle,Prisoner,20.0,0.51,0.989,1.0,-3.66,0,0.376,0.000124,6.2e-05,0.41,0.371,99.889,141400.0,4,8 +Chick Willis,Someday Baby,9.0,0.692,0.724,2.0,-6.406,0,0.0438,0.532,5.02e-06,0.259,0.826,97.445,282027.0,4,2 +Diana Navarro,Embruja por tu querer,30.0,0.712,0.77,2.0,-2.241,1,0.147,0.517,,0.152,0.581,138.853,207373.0,4,9 +Sirenia,Addiction No. 1,38.0,0.476,0.946,9.0,-5.373,1,0.0929,0.000319,0.00725,0.944,0.256,130.032,243030.0,4,8 +Hozier,Almost (Sweet Music),66.0,0.523,0.687,7.0,-5.601,1,0.105,0.0215,2.86e-06,0.203,0.711,90.036,217480.0,4,9 +Alana Springsteen,Slow Down,47.0,0.583,0.605,2.0,-4.528,1,0.0274,0.203,,0.29,0.524,141.894,3.44735,4,4 +Troi Irons,Shakespeare,48.0,0.607,0.757,10.0,-4.127,1,0.052,0.000568,,0.249,0.396,125.009,165655.0,4,10 +MASN,Hate Me!,69.0,0.683,0.628,6.0,-6.512,1,0.123,0.659,,0.106,0.356,142.06,154757.0,4,5 +The Beatles,Back In The U.S.S.R. - 2018 Mix,,0.51,0.893,9.0,-9.267,1,0.0342,0.00102,5.85e-05,0.201,0.934,142.657,2.72445,4,10 +Krokus,Screaming in the Night,53.0,0.475,0.576,9.0,-13.059,1,0.0312,0.0218,0.0221,0.391,0.524,96.378,397773.0,4,8 +Unida,Left Us To Mold,36.0,0.214,0.942,5.0,-3.928,0,0.157,0.000359,0.708,0.0942,0.391,130.433,346117.0,4,10 +Casey Bill Weldon,The Twelves (The Dirty Dozens),32.0,0.569,0.394,6.0,-12.499,1,0.0559,0.94,0.00239,0.117,0.712,102.364,191107.0,4,2 +Lost Boyz,Me And My Crazy World,50.0,0.769,0.539,,-9.108,1,0.0781,0.00258,,0.0739,0.573,92.172,311827.0,4,5 +Nick Mulvey,Third Way,44.0,0.678,0.612,4.0,-9.051,0,0.0291,0.793,0.00647,0.0945,0.589,101.046,287693.0,4,1 +Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,10 +Menahan Street Band,The Starchaser,37.0,0.538,0.767,10.0,-7.182,0,0.0346,0.0627,0.914,0.403,0.868,119.246,168400.0,4,1 +Rain Radio,Talk About,53.0,0.814,0.874,6.0,-5.316,1,0.0425,0.000222,0.522,0.276,0.434,123.992,161041.0,4,9 +Bruno Mars,Just The Way You Are,79.0,0.637,0.843,5.0,-5.413,1,0.0432,0.0151,,0.0876,0.434,109.012,220733.0,4,9 +Blondie,Hanging On The Telephone,50.0,0.503,0.824,5.0,-5.771,0,0.0757,0.00191,6.54e-05,0.219,0.581,152.396,142293.0,4,10 +Donata Antoni,Downhill,48.0,0.564,0.152,7.0,-14.733,1,0.0524,0.983,0.941,0.103,0.137,112.873,5.016666667,3,7 +Westlife,Fool Again,11.0,0.532,0.526,4.0,-6.812,1,0.0292,0.0468,,0.053,0.536,75.996,3.917783333,4,9 +Hip Linkchain,Night Life,29.0,0.508,0.43,2.0,-13.072,1,0.27,0.806,0.0835,0.222,0.434,186.263,288880.0,3,2 +The Monks,I Hate You,42.0,0.65,0.798,9.0,-8.126,0,0.0541,0.441,0.000706,0.137,0.464,110.646,213707.0,4,10 +Dermot Kennedy,Boston,54.0,0.556,0.448,4.0,-10.921,1,0.0387,0.191,0.00116,0.383,0.126,116.297,273667.0,4,9 +Yes,"Close to the Edge (i. The Solid Time of Change, ii. Total Mass Retain, iii. I Get up I Get Down, iv. Seasons of Man) - 2003 Remaster",45.0,0.222,0.597,5.0,-10.924,1,0.056,0.265,0.155,0.411,0.251,80.654,1121253.0,3,10 +TOKYO ROSE,BLVCK,34.0,0.516,0.886,7.0,-4.164,1,0.14,0.00285,5.65e-05,0.351,0.387,200.003,173125.0,4,10 +Sinego,Kenopsia,41.0,0.74,0.452,3.0,-10.888,0,0.0462,0.867,0.774,0.121,0.334,115.997,203922.0,4,1 +Shannon Curfman,No Riders,32.0,0.642,0.814,,-5.641,1,0.0281,0.108,0.00129,0.141,0.824,107.062,209867.0,4,2 +BETWEEN FRIENDS,lonely,50.0,0.471,0.446,5.0,-8.404,1,0.195,0.56,1.01e-06,0.129,0.328,84.512,162240.0,4,6 +Conquer Divide,Chemicals,50.0,0.383,0.945,8.0,-3.74,0,0.0866,0.00175,8.02e-05,0.381,0.402,150.102,230000.0,4,8 +Al Stewart,On the Border,51.0,0.477,0.642,2.0,-12.427,1,0.0331,0.0571,2.02e-05,0.0767,0.729,98.418,202293.0,4,10 +"Bickram Ghosh, Kala Ramnath",Rasiya,21.0,0.732,0.55,2.0,-8.711,0,0.0397,0.809,0.091,0.0914,0.235,132.974,6.133783333,1,0 +Katie Dey,Darkness (Lonelyspeck remix),31.0,0.635,0.629,2.0,-4.955,1,0.0285,0.649,0.897,0.209,0.402,107.98,142825.0,4,6 +Migos,Straightenin,79.0,0.847,0.629,9.0,-5.81,1,0.102,0.0318,,0.152,0.109,135.976,255532.0,4,9 +Phoebe Bridgers,Motion Sickness,73.0,0.652,0.545,1.0,-9.021,1,0.0358,0.774,0.0428,0.0847,0.626,107.019,229760.0,4,6 +John Coltrane,I'll Wait and Pray,45.0,0.475,0.0588,5.0,-17.464,0,0.0418,0.89,0.0238,0.129,0.241,115.642,3.439333333,4,7 +The Well Runs Red,Fight Me,39.0,0.498,0.748,8.0,-5.826,0,0.0464,5.45e-05,,0.0643,0.514,137.113,216350.0,4,10 +St. Vincent,The Melting Of The Sun,61.0,0.52,0.463,10.0,-10.429,1,0.0958,0.609,0.0014,0.426,0.469,159.931,257520.0,4,1 +Jade Macrae,Oh My Darling,28.0,0.58,0.289,,-10.516,1,0.0764,0.609,5.08e-05,0.0873,0.404,116.86,337933.0,3,2 +Cypress Hill,Insane in the Brain,73.0,0.897,0.612,11.0,-10.489,1,0.211,0.0297,0.186,0.0894,0.767,102.305,208267.0,4,5 +Shinedown,Call Me,61.0,0.413,0.445,1.0,-7.259,0,0.025,0.438,,0.111,0.117,95.562,222200.0,4,10 +Queens of the Stone Age,I Sat By The Ocean,66.0,0.516,0.78,8.0,-4.004,0,0.0364,0.00136,0.000715,0.11,0.899,116.794,235587.0,4,10 +girlfriends,Congratulations (feat. Jasiah),53.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,5 +Khia,Ka$H Only,27.0,0.955,0.848,11.0,-5.018,0,0.102,0.000611,,0.237,0.3,102.005,239971.0,4,5 +Badge √âpoque Ensemble,"You Can Build a Palace, Or You Can Please People",33.0,0.543,0.525,,-7.144,1,0.0347,0.228,0.927,0.0801,0.695,112.892,213047.0,4,6 +Pynch,Somebody Else,43.0,0.662,0.695,2.0,-6.32,1,0.0633,0.0137,0.119,0.104,0.761,149.961,331664.0,4,6 +Lata Mangeshkar,Mohabbat Ki Jhooti Kahani,9.0,0.373,0.245,3.0,-10.094,0,0.0326,0.993,0.0246,0.0978,0.637,130.75,3.354216667,4,3 +Normandie,White Flag,54.0,0.343,0.91,8.0,-5.734,1,0.0648,0.00136,5.67e-05,0.0717,0.15,163.975,225732.0,4,1 +Nick Lowe,I Love The Sound Of Breaking Glass,41.0,0.699,0.622,7.0,-10.74,1,0.0332,0.107,0.794,0.112,0.936,107.656,194920.0,4,1 +Shlomo Artzi,◊ê◊ó◊®◊ô ◊î◊õ◊ú ◊ê◊™ ◊©◊ô◊®,28.0,0.536,0.335,8.0,-12.395,0,0.0308,0.858,0.0232,0.309,0.331,133.343,304400.0,4,10 +M√∂tley Cr√ºe,Kickstart My Heart,76.0,0.359,0.981,7.0,-3.622,0,0.303,0.00125,0.00236,0.284,0.271,178.98,282653.0,4,10 +Deap Vally,I Like Crime,38.0,0.54,0.917,,-3.403,1,0.238,0.00128,0.908,0.0697,0.37,157.916,210083.0,4,10 +"Manna Dey, Kalyanji-Anandji",Jiska Koi Nahin Sad,24.0,0.424,0.356,,-9.143,1,0.0419,0.819,,0.311,0.602,145.941,1.197383333,3,3 +Chris Cain,Hush Money,35.0,0.454,0.78,7.0,-3.502,0,0.102,0.146,,0.34,0.707,99.499,254000.0,4,2 +Jeremy Zucker,you were good to me,81.0,0.561,0.0848,2.0,-15.099,1,0.0404,0.913,2.62e-05,0.112,0.206,102.128,219147.0,4,9 +Pablo Briceño,Preludio del valle,43.0,0.384,0.185,9.0,-14.269,0,0.0774,0.991,0.844,0.0931,0.15,149.834,2.52695,3,7 +Amy Macdonald,Mr Rock & Roll,60.0,0.61,0.858,9.0,-4.867,1,0.0318,0.0284,,0.102,0.421,110.881,214813.0,4,9 +Interloper,Search Party,34.0,0.28,0.951,4.0,-5.316,0,0.0884,0.00978,,0.239,0.233,139.835,295214.0,4,8 +Jacco Gardner,Find Yourself,35.0,0.579,0.74,10.0,-5.926,0,0.0277,0.0164,0.653,0.0996,0.752,150.02,214176.0,4,1 +M√∂tley Cr√ºe,The Dirt (Est. 1981) [feat. Machine Gun Kelly],51.0,0.421,0.859,1.0,-4.333,1,0.0694,0.000103,0.000248,0.1,0.373,166.099,232000.0,4,8 +Las Almas Nuevas,Patagonia Wind,50.0,0.461,0.279,4.0,-15.836,1,0.0883,0.975,0.908,0.0981,0.311,112.015,3.516666667,4,7 +Eva-Lina,I Am the Ex Now,46.0,0.654,0.592,4.0,-8.528,0,0.0584,0.381,0.000913,0.105,0.312,119.957,208000.0,4,9 +Ondo Fudd,Blue Dot,8.0,0.279,0.238,6.0,-20.501,0,0.0467,0.924,0.295,0.249,0.139,129.375,275312.0,4,6 +Sonny Boy Williamson II,Got The Bottle Up And Gone,5.0,0.601,0.0793,9.0,-19.872,1,0.306,0.989,0.00104,0.116,0.802,171.861,154098.0,4,2 +KALI,I Just Wanna,46.0,0.693,0.586,11.0,-5.59,0,0.0361,0.147,0.000431,0.111,0.51,108.579,254399.0,4,9 +Blackberry Smoke,You Hear Georgia,52.0,0.306,0.745,,-4.64,1,0.0376,0.000295,2.6e-05,0.396,0.453,143.805,245839.0,4,10 +The Godfathers,"Birth, School, Work, Death",42.0,0.521,0.765,9.0,-10.942,1,0.0367,0.000548,0.00885,0.114,0.719,120.674,248827.0,4,6 +TOTO,Africa,83.0,0.671,0.373,9.0,-18.064,1,0.0323,0.257,8.01e-05,0.0481,0.732,92.718,295893.0,4,10 +◊ô◊ï◊¶◊®◊ï◊™ ◊ê◊™ ◊î◊ë◊ï◊ù,◊ë◊ï◊ù,46.0,0.662,0.493,4.0,-7.828,0,0.0879,0.648,6.03e-06,0.414,0.352,92.931,203310.0,4,9 +Make Them Suffer,Soul Decay,47.0,0.417,0.914,4.0,-5.008,0,0.0639,8.48e-06,0.000205,0.226,0.422,83.98,223773.0,4,10 +Pop Smoke,Aim For The Moon (feat. Quavo),69.0,0.713,0.605,11.0,-7.487,1,0.107,0.497,3.46e-06,0.115,0.432,142.025,175756.0,4,5 +Radiohead,Just,63.0,0.291,0.767,7.0,-6.913,0,0.0862,0.000401,0.012,0.0763,0.359,175.702,234800.0,4,10 +Tricky,Chills Me to the Bone,34.0,0.797,0.376,7.0,-13.752,1,0.111,0.598,0.646,0.106,0.675,158.792,136547.0,4,6 +The J. Geils Band,Centerfold,73.0,0.653,0.677,,-12.244,1,0.0396,0.249,,0.403,0.888,114.37,216533.0,4,10 +Ali Farka Tour√©,Ai Bine,33.0,0.322,0.42,6.0,-13.367,0,0.0321,0.656,0.124,0.0828,0.29,92.978,380973.0,4,2 +Ashe,Till Forever Falls Apart,80.0,0.509,0.498,2.0,-6.94,1,0.0315,0.413,,0.0674,0.283,99.729,222861.0,4,9 +Television,Marquee Moon - Remastered,47.0,0.494,0.657,7.0,-7.543,1,0.0397,0.0632,0.449,0.0849,0.737,118.194,645000.0,4,1 +Hulkoff,Martialisk - Svitjod Edition,39.0,0.487,0.984,1.0,-4.79,1,0.161,0.000439,0.0234,0.354,0.291,120.031,225627.0,4,8 +"Red Garland, Paul Chambers, Art Taylor",Almost Like Being In Love,57.0,0.561,0.346,,-12.596,0,0.0409,0.873,0.399,0.104,0.697,93.689,4.838216667,4,7 +Squid,Sludge,41.0,0.391,0.835,7.0,-4.944,1,0.0702,0.00485,0.00514,0.118,0.109,129.024,300820.0,4,6 +Tinariwen,Tiw√†yyen,41.0,0.454,0.623,7.0,-8.709,1,0.0575,0.147,0.741,0.115,0.332,126.453,224400.0,4,2 +Bad Wolves,Zombie,70.0,0.448,0.826,2.0,-3.244,0,0.0319,0.00756,,0.117,0.19,77.093,254805.0,4,10 +The Last Shadow Puppets,The Age Of The Understatement,52.0,0.383,0.868,11.0,-6.222,0,0.0847,0.00114,3.51e-06,0.353,0.546,147.267,189560.0,4,10 +Flight Facilities,Lights Up (feat. Channel Tres),59.0,0.789,0.446,10.0,-8.264,0,0.0942,0.00454,0.0893,0.23,0.508,118.011,191537.0,4,6 +KAYTRANADA,Caution,58.0,0.696,0.394,11.0,-13.825,0,0.539,0.0579,0.821,0.0899,0.747,216.053,155758.0,4,1 +"Mani Sharma, Amit Heri, Gayathri",Remembering His Violin,18.0,0.509,0.294,5.0,-16.365,0,0.0464,0.955,0.933,0.0951,0.0338,120.102,3.061933333,4,0 +Thursday,Understanding in a Car Crash,55.0,0.401,0.907,5.0,-4.956,1,0.102,4.1e-05,0.000468,0.151,0.415,162.542,264547.0,4,10 +S. D. Burman,Wahan Kaun Hai Tera Musafir,35.0,0.456,0.264,6.0,-13.787,1,0.0318,0.983,0.343,0.118,0.694,94.352,4.722666667,3,3 +Boysetsfire,Rookie,51.0,0.458,0.878,10.0,-6.035,0,0.0601,0.000201,0.0819,0.223,0.348,98.144,253440.0,4,10 +Queensr√øche,Silent Lucidity - Remastered 2003,63.0,0.462,0.628,7.0,-5.659,1,0.0274,0.0534,0.00025,0.12,0.0981,140.049,347760.0,4,10 +Chitalkar,Kadam Kadam Badhaye Ja,,0.884,0.225,3.0,-10.038,0,0.54,0.986,0.000741,0.104,0.541,117.203,2.687333333,4,3 +Van Buren Records,Outro,28.0,0.539,0.792,2.0,-6.967,1,0.308,0.423,,0.227,0.496,81.573,324403.0,4,5 +Gracie Abrams,Mess It Up,69.0,0.765,0.582,,-4.528,1,0.12,0.245,8.21e-05,0.154,0.36,132.992,171280.0,4,9 +ERRA,Snowblood,53.0,0.529,0.983,11.0,-3.186,1,0.125,2.41e-05,0.0148,0.0763,0.359,125.017,253680.0,4,8 +AC/DC,T.N.T.,77.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,3.57778333,4,10 +Yuval Dayan,◊ê◊™◊î ◊ë◊õ◊ï◊ú◊ù,43.0,0.471,0.398,9.0,-8.337,0,0.0447,0.875,2.29e-05,0.0987,0.301,133.085,181333.0,4,9 +Chase & Status,Control,38.0,0.638,0.888,11.0,-5.238,0,0.0406,0.0287,0.000576,0.0623,0.508,140.046,250867.0,4,10 +Sleaford Mods,Kebab Spider,38.0,0.949,0.7,8.0,-8.091,1,0.0832,0.251,0.0343,0.183,0.86,119.927,220693.0,4,6 +Jackboy,Protecting My Energy,26.0,0.871,0.454,9.0,-9.532,0,0.11,0.144,,0.0916,0.393,97.012,157557.0,4,5 +ElyOtto,SugarCrash!,86.0,0.748,0.734,,-6.499,1,0.124,0.524,1.15e-05,0.0975,0.368,97.753,80081.0,4,9 +David Gilden,Yarabi,27.0,0.473,0.0788,,-23.653,0,0.0537,0.944,0.786,0.118,0.255,145.149,4.31955,4,7 +Midtown Trio,Waltz At Midnight,50.0,0.478,0.0901,2.0,-16.511,1,0.036,0.946,0.956,0.136,0.163,82.946,3.582333333,3,7 +Death Cab for Cutie,Soul Meets Body,57.0,0.63,0.772,2.0,-8.366,0,0.0251,0.124,0.000432,0.116,0.717,128.133,230907.0,4,10 +LONELYOUTH,Mouth Full of Glass,31.0,0.462,0.93,5.0,-2.882,0,0.0678,0.000448,9.69e-05,0.0628,0.393,109.929,246484.0,4,8 +Arlo Parks,Creep,54.0,0.585,0.0228,,-15.218,1,0.0422,0.986,0.000702,0.0756,0.424,75.84,4.63158333,4,0 +Eddie Cochran,Summertime Blues,63.0,0.714,0.886,11.0,-8.629,0,0.0554,0.116,0.184,0.18,0.954,156.351,1.98933333,4,10 +The End of Electronics,Union,35.0,0.592,0.351,7.0,-17.706,1,0.0335,0.554,0.819,0.0884,0.364,120.034,168000.0,4,6 +House Of Lords,Can‚Äôt Find My Way Home,36.0,0.337,0.418,6.0,-10.357,1,0.0428,0.372,1.02e-05,0.0939,0.487,174.251,295160.0,4,10 +Thomas Csorba,Dallas Girl,37.0,0.489,0.593,,-6.912,1,0.0312,0.353,0.0321,0.143,0.357,125.016,279081.0,4,1 +Kishore Kumar,Ek Ladki Bheegi Bhagi Si,14.0,0.563,0.455,4.0,-7.01,0,0.0551,0.808,,0.154,0.892,120.784,3.946666667,4,3 +Shlomo Artzi,◊ê◊í◊ì◊™ 21,27.0,0.716,0.574,1.0,-11.796,0,0.0371,0.0863,,0.137,0.57,131.911,338627.0,4,10 +Poppy,I Disagree,62.0,0.355,0.867,,-4.596,1,0.0737,0.066,,0.325,0.357,180.111,193500.0,4,10 +Wauwatosa,Good Life,27.0,0.412,0.417,5.0,-7.594,1,0.0376,0.652,0.012,0.112,0.16,78.968,269413.0,3,9 +Clairo,Sofia,83.0,0.744,0.619,,-9.805,1,0.039,0.598,0.00372,0.231,0.641,112.997,188387.0,4,10 +Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,9 +Lili Franko,◊ë◊™◊ô◊ê◊ë◊ï◊ü,4.0,0.508,0.94,4.0,-6.412,0,0.0742,0.00114,,0.334,0.564,135.979,211140.0,4,6 +Finlep,Mittenwald,47.0,0.554,0.0862,7.0,-15.67,1,0.0524,0.988,0.941,0.112,0.158,106.939,2.6781,4,7 +Lonely The Brave,Backroads (Redux),47.0,0.466,0.536,4.0,-5.4,1,0.0266,0.000979,0.000521,0.105,0.0922,77.08,256400.0,4,10 +The Clash,Train in Vain (Stand by Me) - Remastered,65.0,0.762,0.722,2.0,-8.712,1,0.0428,0.0922,0.000368,0.132,0.966,122.769,194667.0,4,10 +"Diego Diaz, Yuto Kanazawa",The Past,39.0,0.364,0.0647,4.0,-19.622,0,0.0373,0.993,0.929,0.0951,0.0507,81.388,2.8,4,7 +Blackout Problems,MURDERER,11.0,0.419,0.622,11.0,-6.239,1,0.0867,0.00048,,0.311,0.217,120.117,268155.0,4,1 +Oneohtrix Point Never,Long Road Home,50.0,0.469,0.592,1.0,-6.934,0,0.0427,0.331,0.0539,0.11,0.377,76.689,212316.0,4,6 +Joan Baez,Oh Happy Day - Live At The Woodstock Music & Art Fair / 1969,29.0,0.408,0.364,9.0,-14.531,1,0.0538,0.641,,0.568,0.538,119.445,271354.0,4,10 +Marife De Triana,Maria de la O,37.0,0.422,0.491,9.0,-4.618,0,0.0358,0.947,1.2e-06,0.358,0.497,120.501,223160.0,4,9 +Bachelor,Stay in the Car,37.0,0.581,0.569,1.0,-6.144,0,0.0426,0.0469,0.00891,0.345,0.401,120.011,164731.0,4,1 +Johnny Griffin,The Boy Next Door - Rudy Van Gelder Edition/Digital Remaster/2006,39.0,0.525,0.441,2.0,-8.256,0,0.035,0.803,0.275,0.128,0.439,138.515,4.899333333,4,7 +"Georg Holm, Jon Thor Birgisson, Kjartan Sveinsson, Orri Pall Dyrason, 12 Ensemble",Fljótavík,32.0,0.141,0.137,8.0,-15.424,1,0.0431,0.948,0.562,0.0612,0.0353,85.479,4.144883333,4,7 +Far,Mother Mary,29.0,0.331,0.885,,-6.167,1,0.058,0.00864,4.96e-05,0.101,0.399,174.043,136267.0,4,10 +Juice WRLD,Smile (with The Weeknd),78.0,0.694,0.685,6.0,-6.535,0,0.133,0.224,,0.124,0.306,158.831,196180.0,4,9 +Heavenward,MJ-12,25.0,0.426,0.842,2.0,-5.717,1,0.0297,1.78e-05,0.224,0.375,0.113,91.154,285000.0,4,10 +James Bay,Hold Back The River,68.0,0.715,0.715,5.0,-7.364,1,0.0902,0.0526,,0.0936,0.507,134.922,238747.0,4,9 +80KIDZ,Your Closet - yonkey Remix,18.0,0.666,0.537,7.0,-6.492,1,0.159,0.172,1.76e-06,0.0654,0.549,105.136,197995.0,4,9 +Unearth,Giles,37.0,0.345,0.986,11.0,-3.666,1,0.196,0.000209,0.0374,0.274,0.211,122.483,237987.0,4,8 +Reality Grey,Multidimensional Hollow,18.0,0.211,0.993,5.0,-2.485,1,0.195,4.01e-05,0.58,0.0994,0.0394,120.009,256500.0,4,8 +Swamp,Get Gone,32.0,0.311,0.775,8.0,-3.984,0,0.19,0.404,,0.525,0.705,78.636,185598.0,4,2 +Green Day,American Idiot,79.0,0.38,0.988,1.0,-2.042,1,0.0639,2.64e-05,7.86e-05,0.368,0.769,186.113,176346.0,4,10 +The Sounds,Painted By Numbers,47.0,0.475,0.807,3.0,-3.959,0,0.0332,0.0136,6.74e-05,0.109,0.731,145.179,200000.0,4,1 +Terror Danjah,Wavy,15.0,0.817,0.399,4.0,-9.067,0,0.102,0.13,0.548,0.156,0.561,139.939,193108.0,4,5 +Lainey Wilson,Things A Man Oughta Know,14.0,0.661,0.67,3.0,-5.58,1,0.0307,0.518,2.2e-06,0.13,0.357,139.852,3.438666667,4,4 +Blackfield,Family Man,33.0,0.295,0.681,2.0,-10.259,1,0.0438,0.0702,0.492,0.365,0.382,109.38,219475.0,3,10 +Earl King,Trick Bag,19.0,0.668,0.589,7.0,-6.737,1,0.056,0.635,,0.147,0.759,146.419,188600.0,4,2 +Benzy!,LOVE!,26.0,0.377,0.598,,-11.065,1,0.0357,0.0171,0.0018,0.109,0.3,150.152,168554.0,4,10 +Exumer,Possessed by Fire,30.0,0.228,0.899,4.0,-10.049,1,0.171,0.000601,1.15e-05,0.0539,0.0728,96.11,300267.0,4,8 +Rage,Straight To Hell,46.0,0.548,0.858,8.0,-5.729,1,0.0745,0.000155,0.00169,0.0951,0.374,104.177,271533.0,4,8 +Carbe and Durand,Fragile,44.0,0.429,0.387,4.0,-11.087,0,0.0476,0.917,0.876,0.317,0.39,83.395,5.859333333,4,7 +Junior Wells,Snatch It Back And Hold It,39.0,0.765,0.408,4.0,-13.079,1,0.167,0.0984,,0.141,0.891,136.713,174467.0,4,2 +my bloody valentine,All I Need,44.0,0.304,0.953,6.0,-7.701,0,0.128,0.000444,0.862,0.258,0.0865,107.395,185027.0,4,6 +Tungsten,King of Shadows,42.0,0.535,0.857,2.0,-5.441,0,0.0409,0.0119,,0.0603,0.649,140.014,232071.0,4,8 +Eagles Of Death Metal,"Blinded By The Light - From ""Super Troopers 2"" Soundtrack",47.0,0.548,0.947,5.0,-4.959,1,0.0779,0.0162,,0.18,0.416,135.813,276013.0,4,10 +Buckshot LeFonque,Music Evolution,51.0,0.841,0.535,10.0,-12.194,0,0.365,0.0811,0.0035,0.112,0.686,93.434,299067.0,4,5 +Westlife,Closer,1.0,0.22,0.708,2.0,-6.99,1,0.0331,0.0617,,0.0838,0.262,179.927,4.111333333,4,9 +W.C. Clark,My Texas Home,34.0,0.491,0.695,7.0,-2.913,1,0.0358,0.548,0.00298,0.146,0.38,85.787,293373.0,3,2 +Black Eyed Peas,GIRL LIKE ME,86.0,0.965,0.485,2.0,-8.784,1,0.191,0.0206,0.0237,0.0655,0.312,124.025,222523.0,4,9 +Kings of Leon,"100,000 People",59.0,0.42,0.466,,-8.67,1,0.0323,0.322,0.133,0.0839,0.107,78.015,344013.0,1,10 +Genesis,The Cinema Show,42.0,0.303,0.654,2.0,-8.718,1,0.0487,0.194,0.006,0.235,0.232,133.927,641320.0,3,10 +Ravid Plotnik,◊ô◊ï◊ù ◊ó◊ì◊© (◊†◊¶'◊ô ◊†◊¶'),47.0,0.633,0.59,7.0,-5.626,1,0.304,0.0363,,0.16,0.32,85.015,208653.0,4,5 +Royal & the Serpent,phuck u,,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,10 +Phoenix,1901,64.0,0.607,0.835,,-5.427,1,0.0415,0.0588,4.71e-05,0.195,0.719,144.087,193120.0,4,10 +SebastiAn,Walkman,42.0,0.77,0.748,2.0,-8.906,1,0.21,0.00217,0.881,0.0905,0.729,118.931,299947.0,4,6 +Roseburg,Wave,37.0,0.562,0.862,11.0,-3.895,0,0.0513,0.0104,,0.0624,0.835,75.096,186129.0,4,10 +Born Ruffians,Heat Wave,35.0,0.348,0.486,,-5.203,1,0.0307,0.0436,1.49e-05,0.121,0.514,70.62,272893.0,4,6 +Wolves In The Throne Room,Born from the Serpent's Eye,35.0,0.0943,0.747,10.0,-6.443,1,0.109,0.00208,0.782,0.0795,0.036,161.078,576556.0,4,8 +Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,6 +August Burns Red,Paramount,53.0,0.214,0.968,7.0,-4.902,1,0.173,4.73e-05,0.0699,0.136,0.237,156.293,288947.0,4,8 +LANDMVRKS,Tired of It All,52.0,0.318,0.957,6.0,-4.825,0,0.0961,0.00096,,0.155,0.482,164.646,217364.0,4,8 +Saski,Faking Bright,42.0,0.852,0.156,6.0,-9.703,1,0.221,0.757,0.0893,0.11,0.26,118.035,200339.0,4,6 +Jacques Dutronc,"Mini, mini, mini",34.0,0.773,0.483,9.0,-9.303,1,0.0818,0.0166,,0.0907,0.755,166.116,114773.0,4,6 +MAY-A,Swing of Things,20.0,0.645,0.61,7.0,-5.4,1,0.0289,0.251,,0.386,0.716,99.985,178573.0,4,9 +Annika Wells,Love Sucks,48.0,0.576,0.403,3.0,-8.849,0,0.08,0.68,,0.527,0.279,139.15,154578.0,4,9 +"Kishore Kumar, Manna Dey, Mehmood",Ek Chatur Naar Karke Sringar,22.0,0.493,0.652,2.0,-10.323,1,0.52,0.934,0.000207,0.237,0.817,80.594,6.356,4,3 +Pale Seas,Someday,35.0,0.567,0.914,,-5.969,0,0.0363,0.0106,,0.125,0.667,124.005,229067.0,4,1 +Fontaines D.C.,Boys In the Better Land,55.0,0.39,0.972,9.0,-5.023,1,0.0744,0.000287,2.32e-05,0.348,0.592,177.0,300116.0,4,6 +Paradise Lost,Embers Fire,37.0,0.121,0.685,,-9.661,1,0.0361,0.00103,0.0222,0.112,0.249,87.24,284360.0,4,8 +Animals As Leaders,Physical Education,52.0,0.57,0.945,1.0,-5.665,0,0.0567,0.00017,0.827,0.0543,0.53,114.987,280956.0,4,8 +Akral Necrosis,Silent Altar,20.0,0.123,0.916,7.0,-5.06,1,0.0717,1.06e-06,0.949,0.0817,0.0777,97.203,307363.0,3,8 +MISSIO,Sing To Me,64.0,0.55,0.872,2.0,-4.742,0,0.0588,0.0864,0.000291,0.0617,0.618,142.041,189920.0,4,1 +The Subways,Rock & Roll Queen,61.0,0.395,0.764,10.0,-6.258,0,0.0419,0.000316,0.00131,0.111,0.325,141.423,169947.0,4,10 +ArrDee,6am in Brighton,68.0,0.743,0.56,11.0,-9.989,0,0.261,0.175,,0.286,0.634,142.038,194366.0,4,5 +Roy Rabinovici,On Our Own,5.0,0.522,0.502,2.0,-12.773,0,0.0362,0.861,0.871,0.128,0.259,155.927,163253.0,4,6 +Lush,Nothing Natural,40.0,0.447,0.796,11.0,-12.171,0,0.0333,0.00689,0.807,0.0626,0.913,105.984,354640.0,4,6 +Lil Peep,hellboy,70.0,0.598,0.683,4.0,-6.588,0,0.054,0.0152,,0.319,0.122,135.982,177160.0,5,5 +Tom Lewis Band,Dream A Little Dream,37.0,0.714,0.245,7.0,-14.197,1,0.0305,0.841,0.678,0.108,0.287,106.992,3.736066667,4,7 +my bloody valentine,Lose My Breath,44.0,0.391,0.651,6.0,-11.523,1,0.0266,0.000512,0.841,0.0954,0.402,92.124,218000.0,4,6 +Uneven Structure,Innocent,34.0,0.515,0.687,6.0,-9.631,1,0.0585,0.00116,9.56e-05,0.106,0.332,105.967,339507.0,4,8 +The Electric Prunes,I Had Too Much to Dream (Last Night),49.0,0.341,0.714,2.0,-7.998,0,0.0404,0.354,,0.31,0.412,147.604,178144.0,4,1 +The Church,"North, South, East and West",32.0,0.437,0.687,4.0,-13.638,0,0.035,0.00388,0.00512,0.285,0.608,128.98,289173.0,4,10 +Bappi Lahiri,Yaad Aa Raha Hai,37.0,0.783,0.612,3.0,-8.221,1,0.0697,0.013,,0.677,0.756,133.813,6.326466667,4,3 +Sixth Street Quartet,Good Morning Heartache,50.0,0.502,0.153,7.0,-19.51,0,0.0334,0.973,0.769,0.122,0.116,110.032,4.94195,4,7 +H.E.A.T,Rise - Kenny Leckremo Version,33.0,0.496,0.947,2.0,-2.332,1,0.0555,0.000148,0.000201,0.366,0.328,105.006,257114.0,4,10 +Gyakie,Forever (Remix),62.0,0.543,0.482,1.0,-5.927,1,0.0526,0.286,0.000395,0.101,0.522,133.369,201600.0,5,9 +Paul McCartney,Great Day,47.0,0.566,0.49,9.0,-11.703,1,0.0402,0.646,7.34e-05,0.212,0.601,85.615,2.14755,4,0 +Arctic Monkeys,From The Ritz To The Rubble,65.0,0.216,0.882,11.0,-5.176,0,0.0439,0.00147,,0.308,0.656,189.286,193427.0,4,10 +THE DRIVER ERA,Preacher Man,55.0,0.689,0.947,1.0,-3.926,1,0.0897,0.00209,,0.228,0.393,119.993,219390.0,4,9 +"Alka Yagnik, Vinod Rathod",Aisi Deewangi,47.0,0.444,0.755,1.0,-9.801,0,0.0528,0.512,7.71e-05,0.0554,0.619,115.051,6.9246,4,3 +Dave Stewart,Storm Came,25.0,0.322,0.519,8.0,-7.764,1,0.0385,0.0803,,0.366,0.187,184.071,138546.0,4,2 +Niveum,Together,29.0,0.56,0.908,1.0,-4.988,1,0.0557,0.000488,0.835,0.361,0.641,115.03,185739.0,4,6 +Omer Adam,◊õ◊™◊ë◊™◊ô ◊¢◊ú◊ô◊ô◊ö ◊©◊ô◊®,37.0,0.816,0.606,2.0,-7.013,1,0.109,0.245,,0.0467,0.648,92.017,169239.0,4,9 +The Rolling Stones,Loving Cup,52.0,0.471,0.843,7.0,-5.702,1,0.041,0.636,0.0402,0.773,0.632,156.695,264267.0,4,10 +Voyager,Colours,26.0,0.551,0.953,1.0,-5.023,1,0.0881,0.000679,0.00262,0.338,0.198,129.026,244904.0,3,8 +ENVYYOU,New Friends,46.0,0.545,0.651,11.0,-5.966,0,0.044,0.000792,1.43e-05,0.484,0.502,99.926,176349.0,4,10 +HELLYEAH,Love Falls,54.0,0.583,0.889,7.0,-4.112,1,0.035,0.00235,,0.642,0.301,110.023,274165.0,4,10 +You Me At Six,Our House (The Mess We Made),56.0,0.633,0.766,,-6.696,1,0.0445,0.00791,0.00292,0.253,0.394,133.017,220528.0,4,10 +The Black Keys,Everlasting Light,56.0,0.77,0.64,4.0,-6.008,1,0.0416,0.0706,0.00374,0.325,0.738,90.7,205396.0,4,6 +Tedeschi Trucks Band,Nobody Knows You When You're Down And Out - Live at LOCKN' / 2019,,0.409,0.614,,-10.241,1,0.0442,0.155,0.0004,0.989,0.471,104.887,299864.0,3,2 +Black Rebel Motorcycle Club,Beat the Devil's Tattoo,57.0,0.517,0.909,4.0,-2.815,1,0.0378,0.451,0.0135,0.0923,0.683,96.528,226760.0,4,10 +Mickey Gilley,Don't the Girls All Get Prettier at Closing Time,34.0,0.657,0.808,,-8.564,1,0.0445,0.605,2.68e-05,0.291,0.926,89.918,2.95445,4,4 +"Kanchan, Amit Kumar",Laila O Laila - Qurbani / Soundtrack Version,40.0,0.662,0.537,7.0,-9.428,0,0.0632,0.0826,0.00155,0.0843,0.777,132.572,4.526666667,4,3 +Itay Levi,◊õ◊û◊¢◊ò ◊©◊†◊™◊ô◊ô◊ù,31.0,0.469,0.494,9.0,-7.609,1,0.226,0.591,,0.0934,0.164,100.635,203040.0,3,9 +Immortal,Unsilent Storms In The North Abyss,32.0,0.0808,0.85,1.0,-10.799,1,0.0514,1.53e-06,0.928,0.368,0.039,170.488,194520.0,4,8 +Collin Raye,"Love, Me",56.0,0.6,0.242,,-12.63,1,0.031,0.697,,0.128,0.3,106.616,3.86045,4,4 +The Chameleons,Swamp Thing,45.0,0.374,0.748,10.0,-7.306,0,0.0248,0.00383,0.183,0.0646,0.317,99.112,356973.0,4,10 +Erika de Casier,Busy,47.0,0.754,0.655,11.0,-6.872,0,0.0494,0.0888,0.0342,0.335,0.695,124.986,239500.0,4,6 +Sinead Harnett,Pulling Away (acoustic),46.0,0.493,0.322,7.0,-11.456,0,0.0545,0.8,,0.114,0.287,137.384,208490.0,4,9 +Guns N' Roses,One In A Million,47.0,0.587,0.653,8.0,-9.73,0,0.0302,0.703,1.86e-05,0.064,0.576,135.866,371133.0,4,10 +Creeper,Be My End,43.0,0.367,0.88,,-3.193,1,0.0569,0.00471,0.0011,0.098,0.407,163.826,158545.0,4,10 +bdrmm,Gush,45.0,0.574,0.564,9.0,-6.453,1,0.0307,0.0133,0.737,0.1,0.749,147.974,226468.0,4,6 +Salem,Throat,,0.384,0.863,1.0,-4.866,1,0.0609,0.0157,0.397,0.379,0.833,76.883,207800.0,4,10 +Wilson Pickett,It's Harder Now - Remix,11.0,0.651,0.451,7.0,-11.044,0,0.0688,0.447,0.000191,0.144,0.476,98.289,222067.0,4,2 +Nomy,Cross fire,48.0,0.509,0.844,,-4.235,0,0.0354,0.045,4.4e-06,0.153,0.0958,106.031,226415.0,4,8 +Joji,Yeah Right,80.0,0.672,0.588,1.0,-9.573,1,0.133,0.619,0.241,0.0992,0.204,169.033,174358.0,4,6 +Motorpsycho,Psychotzar,29.0,0.501,0.652,1.0,-10.403,1,0.0319,0.0262,0.346,0.173,0.476,142.013,523467.0,4,10 +Erol Alkan,Automatic - Palms Trax Remix,36.0,0.744,0.872,10.0,-6.994,0,0.0416,0.00279,0.589,0.0623,0.601,129.996,334020.0,4,1 +Yung Raja,Mami,50.0,0.915,0.641,10.0,-8.739,0,0.188,0.00941,1.73e-06,0.111,0.77,139.97,178286.0,4,5 +Buckethead,Welcome to Bucketheadland,43.0,0.486,0.972,11.0,-4.677,0,0.0818,0.000685,0.75,0.707,0.497,141.892,296299.0,4,8 +Frank Carter & The Rattlesnakes,My Town (feat. Joe Talbot),57.0,0.591,0.947,,-3.259,1,0.0838,0.065,,0.23,0.542,177.064,164485.0,4,6 +The Academic,Anything Could Happen,49.0,0.772,0.809,2.0,-4.212,1,0.0355,0.0135,2.5e-06,0.0278,0.891,120.975,203474.0,4,6 +Silver Lake by Esa Holopainen,Storm,46.0,0.573,0.892,,-6.63,0,0.0485,0.045,0.0211,0.157,0.35,125.014,254368.0,4,8 +Tkay Maidza,Syrup,47.0,0.854,0.498,1.0,-9.105,1,0.266,0.0442,1.45e-05,0.0758,0.275,106.011,145964.0,4,5 +Riot In Belgium,La musique - Jbag's Boomboxed Re-Edit,27.0,0.573,0.929,3.0,-6.103,0,0.0458,0.000282,0.724,0.269,0.526,128.125,251867.0,4,6 +Flotsam & Jetsam,Hammerhead,42.0,0.189,0.95,11.0,-9.648,1,0.0954,0.00371,0.000779,0.0543,0.124,155.558,375400.0,4,8 +YungManny,Clap For 'Em (feat. Flo Milli & Sada Baby),69.0,0.903,0.785,1.0,-4.709,1,0.322,0.0245,,0.0652,0.823,129.835,125580.0,4,9 +Elton John,Candle In The Wind - Live,33.0,0.527,0.699,4.0,-6.618,1,0.0315,0.422,0.000373,0.982,0.369,130.177,3.752216667,4,9 +Shotgun Revolution,Cold Star Light,36.0,0.176,0.948,1.0,-5.744,0,0.0867,1.31e-05,0.0221,0.293,0.433,161.123,209616.0,4,10 +Pixies,Where Is My Mind?,77.0,0.519,0.441,4.0,-14.178,1,0.0353,0.0204,0.000453,0.076,0.25,81.334,234973.0,4,6 +"Christian Lee Hutson, Shamir",Just Like Heaven,45.0,0.353,0.301,9.0,-12.755,1,0.0366,0.849,0.291,0.102,0.321,139.911,3.4416,4,0 +Pearl Jam,Last Kiss,71.0,0.622,0.692,7.0,-6.97,1,0.0276,0.363,0.000158,0.193,0.774,112.053,195467.0,4,10 +Jim Stubblefield Group,Ojos de las Estrellas,40.0,0.588,0.552,9.0,-8.97,0,0.0403,0.889,0.474,0.142,0.526,175.958,5.6037,4,7 +The All-American Rejects,Gives You Hell,71.0,0.718,0.691,4.0,-6.44,1,0.0387,0.0159,,0.0627,0.552,100.008,213107.0,4,10 +Tekno,PuTTin,50.0,0.592,0.642,6.0,-6.576,0,0.0544,0.314,0.342,0.0932,0.653,199.903,155250.0,4,9 +Author & Punisher,The Speaker is Systematically Blown,38.0,0.342,0.712,10.0,-8.477,0,0.0384,4.94e-06,0.975,0.381,0.198,90.003,254032.0,3,8 +Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,9 +K.Flay,TGIF (feat. Tom Morello),,0.594,0.813,,-7.519,0,0.0853,0.0986,,0.335,0.532,130.08,199929.0,4,1 +Rammstein,DEUTSCHLAND,73.0,0.521,0.895,7.0,-5.242,1,0.0442,5.54e-05,0.349,0.0985,0.237,120.117,322340.0,4,8 +Juke Ross,Morning Breeze,56.0,0.636,0.383,11.0,-9.381,1,0.0434,0.585,2.24e-06,0.122,0.213,72.871,3.23445,4,0 +Ben Sollee,Over The Pines,47.0,0.278,0.212,2.0,-16.375,1,0.0473,0.883,0.797,0.115,0.0998,118.36,191387.0,5,1 +Yuval Dayan,◊©◊ù,29.0,0.619,0.574,7.0,-9.199,0,0.0268,0.699,0.0699,0.169,0.352,120.004,216634.0,4,9 +Bleeker,Free,41.0,0.525,0.694,2.0,-5.275,1,0.0688,0.000212,0.000516,0.0836,0.829,184.112,145013.0,4,10 +Wanda Jackson,Right Or Wrong,43.0,0.425,0.291,7.0,-10.554,1,0.0315,0.814,,0.143,0.393,114.571,157160.0,4,10 +Phoebe Green,Reinvent,48.0,0.573,0.734,8.0,-5.576,1,0.0416,0.000796,0.112,0.102,0.13,101.023,243382.0,4,6 +Slush Puppy,Juliette,56.0,0.463,0.473,2.0,-9.581,1,0.0493,0.0302,,0.213,0.499,165.305,170625.0,4,6 +Contracult Collective,Follow,39.0,0.49,0.977,6.0,-4.788,1,0.119,3.53e-05,0.47,0.0916,0.286,129.981,203993.0,4,8 +Lior Miller,Hurricane (Remix) [feat. Marina Maximilian],19.0,0.595,0.675,5.0,-6.631,0,0.0342,0.0288,0.00337,0.801,0.42,100.011,294990.0,4,9 +Hala,Why Do You Want Anything To Do With Me?,27.0,0.533,0.82,6.0,-6.341,0,0.0295,0.0887,0.000524,0.141,0.896,154.983,168101.0,4,6 +Shake Shake Go,Blackbird,48.0,0.669,0.369,9.0,-5.805,1,0.0307,0.641,0.000779,0.113,0.207,114.87,277627.0,4,10 +Protest The Hero,No Stars over Bethlehem,44.0,0.362,0.76,10.0,-10.179,0,0.0787,2.93e-05,0.0031,0.328,0.321,112.738,265409.0,3,10 +Pep Squad,Rebel,41.0,0.587,0.921,2.0,-4.053,0,0.0909,0.0291,1.3e-06,0.131,0.609,150.06,160184.0,4,10 +The Yardbirds,For Your Love - 2015 Remaster,58.0,0.288,0.62,2.0,-10.103,1,0.0428,0.24,,0.0882,0.617,94.445,150627.0,4,10 +Noname,Rainforest,62.0,0.531,0.546,6.0,-10.936,0,0.372,0.26,0.00949,0.379,0.7,92.06,162437.0,4,5 +Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,10 +Bring Me The Horizon,Follow You,68.0,0.54,0.661,3.0,-5.534,0,0.0381,0.0765,,0.125,0.506,90.012,231107.0,4,10 +From First To Last,Emily,54.0,0.484,0.553,7.0,-7.577,1,0.0315,0.605,,0.102,0.36,148.13,159347.0,4,10 +Kadavar,Black Sun,39.0,0.207,0.867,2.0,-2.062,1,0.0731,0.0818,0.0852,0.26,0.471,175.941,373000.0,3,10 +WALK THE MOON,Kamikaze,58.0,0.575,0.694,1.0,-5.674,1,0.0709,0.0158,,0.108,0.442,77.537,196533.0,4,10 +Skid Row,18 and Life,69.0,0.466,0.648,1.0,-11.101,0,0.028,0.0023,1.49e-05,0.112,0.305,90.435,229960.0,4,8 +Ronnie Milsap,Any Day Now - Remastered,,0.663,0.561,5.0,-7.971,1,0.0248,0.0849,4.79e-05,0.0725,0.605,102.911,3.707116667,4,4 +Dudu Tassa,Lola,14.0,0.348,0.61,11.0,-6.015,0,0.0583,0.71,0.000666,0.971,0.241,145.115,265300.0,4,9 +Parquet Courts,Master Of My Craft,29.0,0.166,0.861,2.0,-6.761,1,0.0651,0.0267,0.842,0.605,0.523,187.544,190347.0,4,1 +Sea Girls,Ready For More,45.0,0.481,0.856,1.0,-5.733,1,0.0331,0.0223,2.26e-05,0.275,0.564,97.515,207373.0,4,10 +Joy Division,Love Will Tear Us Apart,69.0,0.443,0.956,2.0,-6.198,1,0.0511,5.24e-05,0.825,0.135,0.909,146.754,206867.0,4,1 +Bury Tomorrow,Earthbound,50.0,0.473,0.988,1.0,-3.078,1,0.0721,0.00438,2.37e-05,0.281,0.283,99.89,222101.0,4,8 +Nardo Wick,Knock Knock,50.0,0.734,0.447,1.0,-7.08,1,0.308,0.000219,0.000114,0.108,0.061,172.075,145372.0,4,5 +Abbie Falls,No One's Above,42.0,0.193,0.994,10.0,-3.387,1,0.136,1.41e-05,0.879,0.234,0.0701,90.022,213733.0,4,8 +Evile,Thrasher,43.0,0.483,0.993,4.0,-3.244,1,0.122,0.000151,0.131,0.173,0.0653,104.018,189360.0,4,8 +Dissection,Frozen,33.0,0.273,0.991,4.0,-3.548,0,0.165,0.000136,0.651,0.147,0.106,108.884,208000.0,4,8 +Judas Priest,Breaking the Law,70.0,0.362,0.961,2.0,-5.664,1,0.0857,0.024,9.35e-06,0.159,0.491,164.019,153840.0,4,8 +Dio,Holy Diver,66.0,0.473,0.783,10.0,-10.671,0,0.0869,0.0125,0.475,0.268,0.124,91.976,340640.0,4,10 +fun.,We Are Young (feat. Janelle Mon√°e) - Acoustic [Acoustic],44.0,0.445,0.296,5.0,-7.091,1,0.0419,0.815,,0.0562,0.289,169.331,272547.0,4,9 +Shuli Rand,◊û◊©◊†◊ô◊™◊†◊î ◊î◊®◊©◊ï◊™,26.0,0.332,0.38,,-9.585,1,0.0296,0.531,,0.12,0.369,91.137,188961.0,4,9 +Flying Colors,More,34.0,0.583,0.79,3.0,-8.165,1,0.0423,0.00902,0.000144,0.0797,0.48,133.021,429533.0,4,8 +Pixies,Here Comes Your Man,69.0,0.669,0.795,2.0,-10.865,1,0.0285,0.00772,0.0781,0.401,0.882,124.594,201187.0,4,10 +D:Ream,Things Can Only Get Better,60.0,0.671,0.74,10.0,-12.43,0,0.0389,0.122,,0.196,0.102,125.0,258000.0,4,9 +UFO,Doctor Doctor - 2007 Remaster,61.0,0.298,0.799,2.0,-6.962,0,0.0464,0.000168,9.42e-05,0.496,0.561,143.072,252453.0,4,10 +Nati Hassid,◊ß◊¶◊™ ◊ê◊™,27.0,0.865,0.69,,-7.369,1,0.0621,0.564,1.57e-06,0.0891,0.843,109.995,168545.0,4,5 +The Gories,There But for the Grace of God Go I,39.0,0.587,0.556,1.0,-14.085,1,0.0346,0.0228,0.00624,0.0808,0.677,148.155,187667.0,4,2 +Sweet,Action - Single Version,32.0,0.312,0.818,2.0,-5.473,1,0.0521,0.0608,0.00892,0.129,0.622,172.961,198680.0,4,10 +Meshuggah,New Millennium Cyanide Christ,49.0,0.359,0.968,10.0,-5.168,0,0.121,0.000209,0.00309,0.148,0.154,152.511,335667.0,4,8 +The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,10 +Ehud Banai,◊©◊ô◊® ◊î◊ó◊ô◊ô◊ú - ◊í◊®◊°◊™ ◊®◊ì◊ô◊ï,13.0,0.658,0.917,2.0,-2.801,0,0.0303,0.24,0.0118,0.0943,0.774,129.987,249847.0,4,10 +Lido Pimienta,Nada,50.0,0.383,0.617,1.0,-8.431,0,0.0464,0.672,0.0286,0.112,0.641,78.207,298809.0,4,6 +"The Anirudh Varma Collective, Abby V",Rang - Raga Baageshri,18.0,0.473,0.688,,-10.232,1,0.0433,0.721,0.0158,0.102,0.325,111.8,6.64285,3,0 +"Muhafiz, Sarthak Kalyani, Siddharth Chopra",Inn Dino,12.0,0.504,0.556,1.0,-12.983,1,0.0327,0.695,0.00357,0.0992,0.359,162.046,4.617283333,4,0 +Caskets,Glass Heart,54.0,0.411,0.955,6.0,-5.545,0,0.102,0.000201,8.37e-05,0.118,0.329,164.09,224167.0,4,8 +White Denim,At Night in Dreams,41.0,0.539,0.943,1.0,-5.05,1,0.0753,0.0693,,0.176,0.7,88.427,244347.0,4,10 +Tuna,◊¢◊ú ◊î◊®◊õ◊ë◊™,37.0,0.579,0.669,9.0,-8.448,0,0.0451,0.394,5.49e-06,0.187,0.485,97.051,287813.0,4,5 +Lola Flores,D√≠me,37.0,0.652,0.846,5.0,-6.896,0,0.065,0.647,,0.157,0.879,112.11,168547.0,4,9 +Judas Iscariot,Bathed in Clouds of Blood,30.0,0.189,0.999,7.0,-9.303,0,0.0656,4.13e-05,0.785,0.304,0.0183,95.482,201160.0,4,8 +Shriekback,All Lined Up,37.0,0.769,0.673,,-9.761,1,0.0703,0.115,7.85e-05,0.458,0.878,131.254,225640.0,4,1 +Miri Mesika,◊©◊ú◊ï◊ù ◊ú◊ê◊û◊ï◊†◊ï◊™,20.0,0.61,0.783,9.0,-5.724,1,0.0516,0.0226,0.000207,0.111,0.401,114.912,264213.0,4,9 +Godsmack,Awake,66.0,0.395,0.756,7.0,-4.12,1,0.0544,1.74e-05,0.00665,0.319,0.475,112.092,304373.0,4,8 +Little Walter,My Babe - Single Version,10.0,0.683,0.347,5.0,-10.37,1,0.053,0.871,,0.186,0.81,157.636,160293.0,4,2 +R3HAB,Thinking About You (with Winona Oak) - Acoustic,46.0,0.523,0.316,6.0,-10.581,0,0.0312,0.619,3.22e-05,0.163,0.235,119.755,166562.0,4,9 +Al Harper,"Hey You, What‚Äôs New",20.0,0.669,0.719,,-7.536,1,0.0284,0.301,9.99e-05,0.14,0.762,124.519,233160.0,4,6 +"Hariharan, Bickram Ghosh",Baaton Baaton Mein,25.0,0.558,0.515,2.0,-9.424,1,0.0404,0.486,5.66e-05,0.112,0.55,128.347,3.658916667,4,0 +The Record Company,Life To Fix - Radio Edit,50.0,0.601,0.843,9.0,-4.674,1,0.0446,0.133,1.75e-06,0.613,0.403,114.829,197104.0,4,10 +David Bowie,Space Oddity - 2015 Remaster,73.0,0.31,0.403,,-13.664,1,0.0326,0.0726,9.27e-05,0.139,0.466,134.48,318027.0,4,10 +Pitchshifter,Genius,48.0,0.533,0.96,7.0,-3.918,1,0.122,0.00153,0.00244,0.243,0.134,135.797,246507.0,4,8 +Neil Young,Like a Hurricane - 2003 Remaster,48.0,0.423,0.834,9.0,-5.498,0,0.037,0.0129,0.00113,0.164,0.606,113.876,501213.0,4,10 +Sean Tizzle,Chargie,37.0,0.885,0.602,9.0,-5.357,0,0.0496,0.12,,0.0567,0.662,103.997,207109.0,4,9 +Hell Is A Crowded Room,Allison Ponthier,43.0,0.357,0.296,6.0,-10.199,0,0.0349,0.915,0.00137,0.0912,0.12,142.65,3.183083333,3,0 +Tigercub,Control,36.0,0.44,0.905,8.0,-6.308,1,0.0477,0.000348,0.00182,0.104,0.568,83.978,246006.0,4,10 +Jasmin Moallem,◊û◊°◊ô◊ë◊î,52.0,0.682,0.454,1.0,-9.297,0,0.0584,0.0163,,0.0683,0.0734,115.971,202171.0,4,9 +Dirty Pretty Things,Bang Bang You're Dead,41.0,0.359,0.802,5.0,-2.945,1,0.0528,0.00687,1.54e-05,0.398,0.433,152.481,212200.0,4,1 +Ruth B.,Situation,60.0,0.686,0.589,7.0,-8.009,1,0.134,0.748,0.0205,0.0965,0.372,159.991,210720.0,4,9 +D-Block Europe,Birds Are Chirping,60.0,0.748,0.47,2.0,-9.929,1,0.15,0.207,,0.138,0.167,134.962,215500.0,4,5 +Eliad,◊û◊©◊î◊ï ◊ê◊û◊ô◊™◊ô,21.0,0.724,0.692,10.0,-5.79,1,0.0404,0.0336,9.41e-05,0.0862,0.668,95.012,217667.0,4,9 +Monophonics,Last One Standing,60.0,0.588,0.576,6.0,-6.945,0,0.0367,0.218,0.0357,0.172,0.66,129.155,436840.0,4,9 +"Reynaldo Hahn, Mischa Maisky, Daria Hovora",Chansons grises: 5. L'heure exquise,34.0,0.35,0.0801,2.0,-25.073,1,0.0489,0.989,0.834,0.111,0.0454,93.646,3.47555,4,7 +Sublime,What I Got,9.0,0.804,0.693,7.0,-7.47,1,0.0915,0.00876,0.000916,0.314,0.654,95.721,170907.0,4,10 +◊ë◊ï◊®◊ß◊° ◊ê◊§◊ú,◊§◊ì◊ô◊ó◊î,19.0,0.728,0.381,2.0,-15.595,1,0.0334,0.00468,0.262,0.0454,0.3,99.997,216600.0,4,6 +Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,10 +Oren Barzilay,◊ê◊ó◊ú◊ï◊ù ◊ú◊†◊¶◊ó - ◊ê◊ß◊ï◊°◊ò◊ô,23.0,0.501,0.251,9.0,-11.476,0,0.0286,0.694,0.006,0.119,0.357,105.969,212696.0,4,10 +Daniel Pearson,Brother,44.0,0.633,0.652,4.0,-6.246,1,0.0353,0.0496,8.35e-06,0.0961,0.881,90.067,179029.0,4,10 +Jammz,Warrior - Instrumental,13.0,0.831,0.38,1.0,-10.588,0,0.378,0.000541,0.858,0.166,0.323,143.053,167919.0,4,5 +Ginevra Nervi,Gaslighting,20.0,0.539,0.429,4.0,-13.747,0,0.0663,0.413,0.0221,0.0973,0.036,99.808,238853.0,4,6 +Jordan Rudess,"Wired For Madness, Pt. 1.1 (Bring It On)",32.0,0.546,0.847,2.0,-9.797,1,0.0473,0.000301,0.866,0.0935,0.314,108.495,320416.0,4,10 +Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,10 +Balmorhea,Nos,43.0,0.477,0.0612,10.0,-25.266,0,0.0346,0.984,0.871,0.107,0.183,112.879,81641.0,4,1 +Airbourne,Breakin' Outta Hell,57.0,0.429,0.993,2.0,-2.772,1,0.157,4.65e-05,0.762,0.163,0.256,172.08,232425.0,4,10 +Mathieu Boogaerts,Am I Crazy,37.0,0.745,0.3,10.0,-13.33,1,0.0652,0.372,0.229,0.152,0.6,137.924,138262.0,4,1 +For Those I Love,You Stayed / To Live,42.0,0.586,0.915,6.0,-5.39,0,0.07,0.00759,0.00559,0.326,0.211,134.976,327107.0,4,1 +Kasbo,Aldrig Mer (feat. TENDER),47.0,0.359,0.774,7.0,-5.789,1,0.0745,0.0649,0.104,0.11,0.141,184.739,243919.0,4,6 +T-Bone Walker,Call It Stormy Monday,53.0,0.606,0.301,,-11.402,1,0.0423,0.545,0.00194,0.0419,0.457,100.979,183027.0,4,2 +Jub√´l,Weekend Vibe,70.0,0.688,0.742,5.0,-6.363,1,0.0496,0.00912,1.37e-06,0.186,0.74,110.026,166909.0,4,9 +Ella Henderson,Let‚Äôs Go Home Together,75.0,0.661,0.486,5.0,-4.438,1,0.0431,0.454,,0.0994,0.309,78.31,208692.0,4,9 +Modest Mouse,We Are Between,63.0,0.614,0.91,11.0,-3.175,0,0.0444,0.00956,0.000301,0.343,0.407,128.973,232907.0,3,1 +Middle Kids,Cellophane (Brain),34.0,0.545,0.421,,-7.201,1,0.0276,0.0469,2.28e-06,0.214,0.314,149.955,210133.0,4,9 +Bob Dylan,Hurricane,71.0,0.509,0.827,,-7.715,1,0.079,0.0409,,0.12,0.743,135.601,512733.0,4,10 +RedHook,Kamikaze,47.0,0.567,0.954,1.0,-2.502,1,0.0796,0.000224,0.000586,0.317,0.48,90.015,192920.0,4,10 +ECHO,◊ß◊ê◊®◊û◊î,37.0,0.658,0.655,5.0,-8.802,0,0.255,0.114,,0.108,0.765,110.107,181091.0,4,5 +Miri Mesika,◊¢◊õ◊©◊ô◊ï ◊ê◊™◊î ◊ó◊ï◊ñ◊® ◊ë◊ó◊ñ◊®◊î,37.0,0.696,0.485,9.0,-3.675,0,0.0286,0.312,9.61e-05,0.094,0.17,121.926,244387.0,4,9 +Oceans,My Own Summer (Shove It),35.0,0.375,0.958,7.0,-4.931,1,0.115,0.000722,0.00208,0.265,0.299,72.238,218051.0,4,8 +Eve Monsees and the Exiles,"Lonely, Lonely Nights",18.0,0.591,0.542,9.0,-6.421,1,0.0288,0.853,0.0101,0.067,0.557,103.014,236280.0,3,10 +Laxmikant–Pyarelal,Do Raaste Theme - Instrumental,3.0,0.383,0.627,3.0,-11.082,0,0.0565,0.957,0.607,0.241,0.599,118.081,2.186666667,4,3 +Weezer,All the Good Ones,65.0,0.573,0.708,5.0,-4.144,0,0.0433,0.0117,,0.302,0.893,81.963,164253.0,4,10 +BEAM,SOMEBODY (feat. Vory) - from the Crimson Soundtrack,55.0,0.804,0.463,7.0,-6.808,1,0.0443,0.0271,,0.0705,0.354,143.989,172727.0,4,5 +Lady A,Like A Lady,67.0,0.637,0.933,8.0,-3.519,1,0.0343,0.0614,2.9e-06,0.105,0.797,95.511,3.019983333,4,4 +AM,Squeeze It Off,48.0,0.84,0.671,,-6.676,1,0.255,0.267,0.00175,0.179,0.619,143.104,204755.0,3,5 +Eyal Golan,◊û◊û◊î ◊ê◊™ ◊û◊§◊ó◊ì◊™,48.0,0.642,0.384,11.0,-8.05,0,0.0381,0.635,,0.114,0.387,131.796,191608.0,4,9 +David Hazeltine,I'll Let You Know,49.0,0.442,0.124,3.0,-22.227,1,0.0388,0.92,0.605,0.21,0.2,65.003,6.81,4,7 +Moss,My Decision - Edit,42.0,0.59,0.73,7.0,-6.726,1,0.0293,0.0397,0.125,0.182,0.709,146.939,238099.0,4,6 +Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,6 +Lata Mangeshkar,Tujhse Naraz Nahin Zindagi - Female Vocals,33.0,0.611,0.293,9.0,-12.809,1,0.0283,0.308,0.00256,0.185,0.65,96.94,3.66845,4,3 +"Joe ""Guitar"" Hughes",A Blue Song,30.0,0.784,0.594,7.0,-11.61,1,0.0467,0.0946,0.000429,0.085,0.749,124.073,314493.0,4,2 +Bendigo Fletcher,Evergreen,43.0,0.237,0.658,4.0,-7.813,1,0.0335,0.136,3e-05,0.142,0.267,158.351,280827.0,4,1 +George Harrison,My Sweet Lord,,0.538,0.704,1.0,-8.904,0,0.0332,0.0794,,0.0867,0.583,120.963,4.68711667,4,0 +Lenny Kravitz,If You Can't Say No,49.0,0.607,0.428,,-7.827,1,0.189,0.159,4.25e-05,0.101,0.504,77.146,317027.0,4,10 +Miri Mesika,◊ê◊ï◊ß◊ô◊ô◊†◊ï◊°,25.0,0.656,0.731,10.0,-6.159,0,0.0923,0.302,1.97e-05,0.349,0.522,104.922,212810.0,4,9 +Zach Bryan,Heading South,72.0,0.68,0.246,4.0,-14.112,1,0.058,0.783,,0.106,0.388,110.23,171693.0,4,1 +Run‚ÄìD.M.C.,Walk This Way (feat. Aerosmith),70.0,0.761,0.711,9.0,-7.989,1,0.0604,0.0174,0.000101,0.0652,0.947,105.448,310387.0,4,10 +Falana,Joy (feat. Oxlade) - Spax Remix,27.0,0.795,0.653,1.0,-7.862,1,0.0684,0.0869,0.0802,0.11,0.749,109.018,167339.0,4,9 +Ginger Root,B4,40.0,0.797,0.726,7.0,-5.267,1,0.0804,0.476,0.472,0.0769,0.969,104.432,172329.0,4,6 +Backstreet Boys,One in a Million,38.0,0.619,0.851,,-1.902,0,0.0264,0.0152,,0.127,0.66,92.011,3.547783333,4,9 +Modou Toure,Dune Blues,6.0,0.592,0.714,7.0,-9.393,1,0.0489,0.0948,0.00195,0.152,0.611,170.891,250600.0,3,2 +Mashina,◊ê◊™ ◊ë◊ê◊î ◊ú◊ë◊ß◊®,25.0,0.23,0.979,4.0,-4.081,0,0.088,1.99e-05,0.0973,0.0552,0.229,132.035,196653.0,4,10 +Gautam Kale,Manwa,18.0,0.27,0.441,11.0,-10.699,1,0.0562,0.906,0.0077,0.131,0.181,172.764,3.987533333,3,0 +RMR,Vibes (feat. Tyla Yaweh),14.0,0.709,0.587,8.0,-6.156,1,0.133,0.414,,0.0998,0.613,81.975,163970.0,4,5 +Jon Bon Jovi,Miracle,55.0,0.577,0.677,3.0,-10.327,1,0.0245,0.367,,0.493,0.683,92.007,319427.0,4,10 +Mother Love Bone,Chloe Dancer/Crown Of Thorns,52.0,0.353,0.362,2.0,-13.502,1,0.031,0.0894,3.38e-05,0.114,0.267,141.285,502040.0,4,10 +Des Rocs,Let Me Live / Let Me Die,64.0,0.51,0.759,9.0,-4.854,1,0.101,0.034,,0.077,0.237,91.123,207142.0,4,1 +Deep Purple,Throw My Bones,38.0,0.335,0.892,7.0,-3.688,0,0.0751,0.0146,2.33e-06,0.336,0.408,179.835,218693.0,4,10 +Deee-Lite,Groove Is in the Heart,63.0,0.694,0.881,1.0,-4.053,0,0.0701,0.0153,0.0196,0.0851,0.924,121.554,231787.0,4,9 +Shrapnel,Winds Of Slaughter,21.0,0.314,0.955,4.0,-4.864,0,0.0755,5.74e-06,0.0111,0.36,0.513,187.363,284000.0,4,8 +ZillaKami,BADASS (with Lil Uzi Vert),66.0,0.674,0.838,9.0,-4.808,1,0.49,0.055,,0.227,0.747,155.014,186218.0,4,5 +DIVINE,Bag,46.0,0.825,0.655,2.0,-8.177,1,0.277,0.261,,0.223,0.474,98.067,177462.0,4,9 +Gary Clark Jr.,When My Train Pulls In,44.0,0.195,0.941,11.0,-3.412,0,0.128,0.0486,0.00654,0.706,0.321,177.504,430133.0,4,2 +Loft Trio,Simple Things,56.0,0.475,0.123,5.0,-19.717,1,0.0372,0.939,0.878,0.114,0.254,85.435,3.114516667,4,7 +Koko Taylor,Bring Me Some Water,15.0,0.594,0.757,9.0,-5.604,1,0.0427,0.114,,0.292,0.866,106.172,321400.0,4,2 +Mazzy Star,Fade Into You,73.0,0.42,0.33,9.0,-13.925,1,0.0275,0.245,0.000679,0.0677,0.175,157.143,295600.0,3,10 +Filip Benedetto,The Little Island Bossa,46.0,0.827,0.0406,2.0,-23.167,0,0.109,0.975,0.919,0.113,0.352,90.078,4.102133333,4,7 +Marilyn Manson,This Is The New Shit,60.0,0.566,0.869,2.0,-6.084,1,0.1,0.000916,0.00346,0.114,0.647,178.113,259667.0,4,8 +Sheryl Crow,Home,38.0,0.485,0.409,,-13.92,1,0.0278,0.245,0.251,0.0887,0.301,166.177,290733.0,4,10 +Eric Bibb,Refugee Moan,,0.639,0.219,11.0,-12.693,0,0.0974,0.927,0.00164,0.105,0.513,128.158,186733.0,4,2 +Charlotte Funke,2nd Episode,41.0,0.229,0.0552,7.0,-21.734,1,0.0337,0.947,0.924,0.12,0.113,82.672,2.597216667,3,7 +Meek Mill,Ima Boss (feat. Rick Ross),67.0,0.37,0.87,5.0,-2.09,1,0.271,0.0415,,0.604,0.331,79.092,250240.0,4,5 +Dudu Aharon,◊ë◊ó◊ú◊ï◊û◊ï◊™ ◊©◊ú◊†◊ï,50.0,0.651,0.462,7.0,-7.006,1,0.0334,0.703,,0.351,0.556,104.303,238159.0,4,9 +Moonshine,Ginseng,29.0,0.792,0.946,7.0,-4.582,1,0.183,0.292,0.689,0.188,0.44,131.056,179542.0,4,1 +Yoav Itzhak,◊ñ◊î ◊î◊ñ◊û◊ü ◊ú◊°◊ú◊ï◊ó,28.0,0.663,0.479,9.0,-13.153,0,0.0294,0.0643,,0.0409,0.969,130.017,233827.0,4,9 +The Animals,House Of The Rising Sun,74.0,0.316,0.484,9.0,-9.11,0,0.0308,0.000334,0.00445,0.0912,0.299,117.363,269907.0,3,10 +Jet,Cold Hard Bitch,62.0,0.458,0.895,2.0,-3.972,1,0.0681,0.000219,0.000394,0.106,0.357,130.327,243200.0,4,1 +Alan Walker,On My Way,76.0,0.509,0.689,1.0,-4.929,0,0.102,0.0209,,0.301,0.297,170.087,193798.0,4,9 +Slayer,Seasons In The Abyss,57.0,0.263,0.97,5.0,-4.182,0,0.163,0.00338,0.000795,0.0922,0.17,151.729,397827.0,4,8 +Gang Of Four,I Love a Man In a Uniform,25.0,0.772,0.435,10.0,-12.612,1,0.088,0.0333,,0.514,0.92,112.264,247293.0,4,1 +Alectrona,Super Generation,23.0,0.567,0.96,4.0,-5.725,0,0.051,0.00071,0.68,0.319,0.437,118.026,186102.0,4,10 +Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,1 +Sarit Hadad,◊ú◊û◊î ◊ú◊ô,33.0,0.85,0.77,6.0,-5.231,1,0.0646,0.153,,0.115,0.802,107.942,213069.0,4,9 +"Alka Yagnik, Udit Narayan",Gazab Ka Hai Din,45.0,0.526,0.278,7.0,-14.456,1,0.0392,0.873,0.000762,0.111,0.649,150.16,4.445333333,4,3 +Shin Sakiura,Flame,15.0,0.772,0.65,1.0,-7.702,1,0.22,0.186,0.000161,0.141,0.673,106.961,204911.0,4,9 +Riot,Swords and Tequila,,0.35,0.939,2.0,-9.239,1,0.0642,8.74e-05,3.9e-05,0.231,0.353,90.115,200333.0,4,8 +Joe Bonamassa,What I've Known For A Very Long Time,37.0,0.605,0.596,1.0,-6.016,1,0.0281,0.209,0.000239,0.0716,0.393,142.952,333333.0,3,2 +Dan Owen,If You Knew Better,39.0,0.645,0.334,2.0,-6.709,0,0.0288,0.731,1.08e-05,0.113,0.508,91.337,145347.0,4,9 +Omer Adam,◊î◊†◊©◊ô◊ß◊ï◊™ ◊©◊ú◊ô,50.0,0.662,0.355,8.0,-8.332,0,0.0391,0.93,,0.111,0.628,136.091,148456.0,4,9 +Indigo Storm,Chatterbox,15.0,0.659,0.88,8.0,-4.016,1,0.054,0.00403,4.51e-05,0.064,0.416,126.714,223875.0,3,8 +Naomi Young,Departure,39.0,0.272,0.0707,5.0,-19.335,0,0.0544,0.961,0.677,0.122,0.0381,68.106,1.8802,4,7 +Fishbone,Shakey Ground,40.0,0.71,0.843,9.0,-5.154,1,0.0886,0.0293,0.000325,0.233,0.847,86.007,224380.0,4,10 +Eliza Neals,You Ain't My Dog No More,31.0,0.527,0.735,9.0,-6.576,0,0.0352,0.00462,0.211,0.32,0.448,115.446,264522.0,3,2 +Painted Shield,I Am Your Country,20.0,0.525,0.79,4.0,-7.903,1,0.0979,0.107,2.22e-05,0.11,0.405,162.081,173213.0,4,10 +Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,1 +Ehud Banai,◊ê◊ë◊ô◊ê ◊ú◊ö,31.0,0.448,0.468,3.0,-7.031,0,0.0284,0.649,0.00215,0.0395,0.471,146.19,243293.0,4,10 +Zella Day,Purple Haze,51.0,0.65,0.672,11.0,-7.964,0,0.0393,0.0387,0.0114,0.139,0.593,125.03,198763.0,4,6 +Teenage Fanclub,Fallin',44.0,0.77,0.567,6.0,-13.372,0,0.0568,0.0911,0.000418,0.135,0.893,88.01,265573.0,4,10 +James Morrison,You Give Me Something - Live At The Hospital Club,37.0,0.452,0.329,,-12.433,1,0.0508,0.861,3.78e-06,0.689,0.383,77.668,5.0159,4,9 +KennyHoopla,how will i rest in peace if i'm buried by a highway?//,63.0,0.479,0.844,1.0,-4.338,0,0.0819,0.0134,3.91e-06,0.195,0.49,159.852,218533.0,4,6 +Pogo Car Crash Control,D√©prime hostile,22.0,0.428,0.974,7.0,-5.007,1,0.0856,2.08e-05,8.11e-06,0.388,0.243,101.559,138646.0,4,10 +For Those I Love,You Stayed / To Live,42.0,0.586,0.915,6.0,-5.39,0,0.07,0.00759,0.00559,0.326,0.211,134.976,327107.0,4,6 +Sarit Hadad,◊ê◊ï◊ú◊ô ◊¢◊ï◊ì ◊ß◊¶◊™ ◊ë◊ô◊ó◊ì,17.0,0.627,0.443,3.0,-6.589,0,0.0537,0.876,,0.109,0.426,88.045,206591.0,4,9 +Izzy True,New Fruit,20.0,0.526,0.638,2.0,-8.19,1,0.0453,0.0219,0.776,0.137,0.664,91.381,218593.0,4,10 +Two Feet,Fire,59.0,0.523,0.715,11.0,-6.215,1,0.0358,0.000162,0.0843,0.0805,0.663,190.095,213933.0,4,10 +Sleepy Hallow,2055,82.0,0.829,0.512,6.0,-5.865,0,0.187,0.492,,0.12,0.638,80.511,2.06645,4,9 +Pixies,Gigantic,56.0,0.39,0.694,7.0,-11.783,1,0.0399,0.00299,0.304,0.0757,0.795,115.197,235707.0,4,1 +We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,10 +Sullivan King,Someone Else,59.0,0.363,0.763,1.0,-2.237,0,0.042,0.53,,0.118,0.218,144.659,226759.0,4,10 +Babyshambles,Killamangiro,42.0,0.21,0.898,7.0,-4.238,1,0.109,0.0354,0.00224,0.222,0.421,217.416,193027.0,4,6 +Brendan Eder Ensemble,HOP,37.0,0.732,0.725,1.0,-8.164,1,0.0832,0.376,0.689,0.0885,0.45,99.984,2.34705,3,7 +Chevron,You and I,36.0,0.632,0.87,1.0,-3.79,0,0.234,0.0982,0.0745,0.0868,0.506,127.045,204094.0,4,6 +Sylvester Cotton,Three Cent Stamp Blues,5.0,0.638,0.237,6.0,-11.395,1,0.0411,0.931,0.0154,0.0997,0.475,132.959,159219.0,4,2 +Matt Schofield,Anything But Time,31.0,0.571,0.725,5.0,-5.628,0,0.0361,0.0134,0.00907,0.0897,0.722,122.999,218413.0,4,2 +Asha Bhosle,Piya Piya Na Lage Mora Jiya,3.0,0.611,0.475,7.0,-10.195,1,0.0493,0.644,1.02e-05,0.59,0.905,87.893,3.391116667,4,3 +Cherym,Kisses On My Cards,25.0,0.459,0.953,4.0,-5.578,1,0.0724,0.000121,0.0933,0.135,0.512,142.003,189248.0,4,10 +Softspoken,The Road,37.0,0.417,0.932,5.0,-4.096,0,0.0579,0.000221,9.12e-05,0.412,0.184,79.998,226600.0,4,8 +Nothing More,Go To War,61.0,0.461,0.892,6.0,-4.807,0,0.0901,0.00187,1.34e-06,0.0942,0.35,137.35,245196.0,4,10 +The Jailbirds,I Will Move On,28.0,0.405,0.735,7.0,-7.571,0,0.0415,0.00089,,0.0691,0.524,94.032,200978.0,3,10 +The Byrds,Mr. Tambourine Man,64.0,0.456,0.47,2.0,-9.564,1,0.0294,0.513,3.76e-05,0.444,0.639,120.336,149467.0,4,10 +Christy,Dancing With Air,43.0,0.33,0.367,2.0,-9.008,1,0.0327,0.547,,0.248,0.212,183.61,200120.0,3,9 +Zohar Argov,◊î◊§◊®◊ó ◊ë◊í◊†◊ô,36.0,0.208,0.695,,-7.45,0,0.044,0.0661,,0.071,0.584,81.038,222707.0,4,9 +Armik,One Night with You,41.0,0.706,0.709,4.0,-6.489,0,0.0374,0.849,0.854,0.116,0.701,144.129,4.881366667,4,7 +A Mermaid in Lisbon,"Patrick Watson, Teresa Salgueiro",51.0,0.428,0.447,6.0,-10.755,0,0.0377,0.706,0.00393,0.195,0.532,79.222,3.477483333,4,0 +SL,Versus,64.0,0.554,0.702,4.0,-8.093,0,0.407,0.236,,0.323,0.82,98.312,174302.0,5,5 +Machine Head,Davidian,58.0,0.278,0.937,7.0,-6.952,1,0.168,0.000535,0.118,0.227,0.29,154.244,296627.0,3,8 +LOONY,royal flush,47.0,0.846,0.451,7.0,-4.168,1,0.124,0.263,1.74e-06,0.12,0.63,85.942,146305.0,4,1 +Gary Numan,Are 'Friends' Electric?,34.0,0.423,0.748,5.0,-9.832,1,0.0387,0.0303,0.223,0.169,0.429,93.973,325200.0,4,6 +Des Rocs,Wayne,54.0,0.444,0.926,4.0,-4.948,1,0.123,0.0444,0.000715,0.547,0.279,150.134,200933.0,4,10 +Weezer,Dope Nose,45.0,0.416,0.724,10.0,-4.87,1,0.0512,0.000336,0.0788,0.247,0.819,127.357,137400.0,4,6 +Fontaines D.C.,A Hero's Death,50.0,0.705,0.812,10.0,-8.08,0,0.0361,0.00158,0.000514,0.103,0.611,109.976,269540.0,4,10 +Kings of Leon,The Bandit,65.0,0.394,0.833,,-5.18,1,0.042,0.00863,0.811,0.109,0.362,145.082,250961.0,4,10 +Poison,Every Rose Has Its Thorn - Remastered 2003,72.0,0.533,0.637,6.0,-5.571,1,0.0323,0.16,1.12e-05,0.369,0.292,140.167,260173.0,4,10 +Marcus King,The Well,53.0,0.58,0.573,9.0,-8.137,1,0.061,0.00305,0.0015,0.182,0.477,121.225,177093.0,4,10 +KALI,Too Tired,46.0,0.71,0.605,6.0,-5.262,1,0.0368,0.283,1.36e-05,0.193,0.608,115.297,194331.0,3,6 +Neon Nox,Fahrenheit,45.0,0.546,0.85,10.0,-6.88,0,0.0373,0.0853,0.711,0.0964,0.199,104.996,323000.0,4,6 +The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,10 +Everclear,Father Of Mine,64.0,0.568,0.94,1.0,-5.401,1,0.0411,0.000431,4.96e-05,0.0779,0.738,97.096,231400.0,4,10 +Dream Theater,"Metropolis - Part I: ""The Miracle and the Sleeper""",52.0,0.28,0.907,2.0,-9.29,1,0.0586,0.000104,0.00536,0.337,0.45,104.896,572133.0,4,8 +Tommies Trio,Stella by Starlight,50.0,0.404,0.132,7.0,-20.659,0,0.0348,0.905,0.903,0.0828,0.111,106.291,3.95405,4,7 +Bloody Hammers,Let Sleeping Corpses Lie,41.0,0.524,0.937,11.0,-5.201,1,0.0607,0.000189,0.00696,0.121,0.394,116.977,316385.0,4,8 +Yehudit Ravitz,◊ê◊ô◊ñ◊ï ◊û◊ô◊ü ◊ô◊ú◊ì◊î,18.0,0.558,0.678,,-7.524,1,0.0249,0.0572,0.000168,0.118,0.458,94.008,269160.0,4,10 +Gary Clark Jr.,Pearl Cadillac (feat. Andra Day),45.0,0.376,0.509,3.0,-4.995,0,0.0357,0.489,6.63e-06,0.115,0.259,119.47,210887.0,4,10 +Tera Melos,Weird Circles,35.0,0.728,0.568,1.0,-10.241,0,0.138,0.489,0.666,0.506,0.0389,114.976,185187.0,5,10 +Extreme,Hole Hearted,46.0,0.583,0.742,6.0,-9.42,1,0.0332,0.163,,0.0715,0.704,101.854,219400.0,4,10 +Bleached,Shitty Ballet,27.0,0.761,0.273,9.0,-9.251,1,0.041,0.776,,0.0866,0.412,130.914,223173.0,4,10 +"Claus Waidtløw, Nikolaj Hess, Portraits in Jazz",Clouds,18.0,0.338,0.165,10.0,-15.702,1,0.0315,0.977,0.315,0.122,0.174,76.266,4.727516667,4,7 +Left Boy,Corner Store,46.0,0.739,0.715,6.0,-7.767,1,0.038,0.109,2.93e-06,0.112,0.726,140.009,147577.0,4,9 +Sam Gendel,1/2 SCULPTURE,28.0,0.332,0.0072,5.0,-29.808,0,0.0388,0.99,0.798,0.0689,0.0614,96.009,491372.0,4,6 +Laxmikant–Pyarelal,"Soul Of Bobby Theme, Pt. 1 - Instrumental",5.0,0.28,0.4,4.0,-10.554,1,0.0387,0.88,0.683,0.309,0.371,97.226,20.42421667,4,3 +The Killers,Some Kind Of Love,54.0,0.246,0.482,8.0,-9.949,1,0.0359,0.713,0.226,0.102,0.0776,141.863,278093.0,4,10 +The Vaughan Brothers,Brothers,37.0,0.357,0.408,7.0,-13.557,1,0.0407,0.000582,0.833,0.328,0.562,175.188,305053.0,3,2 +Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,6 +Robert Plant,"Charlie Patton Highway (Turn it Up, Pt. 1)",36.0,0.443,0.43,4.0,-11.479,1,0.0325,0.108,0.666,0.221,0.32,85.532,260360.0,4,10 +Coldplay,Yellow,86.0,0.429,0.661,11.0,-7.227,1,0.0281,0.00239,0.000121,0.234,0.285,173.372,266773.0,4,9 +Eliad,◊û◊î ◊©◊ô◊©,22.0,0.733,0.629,1.0,-6.249,1,0.0404,0.218,,0.0605,0.898,171.953,201213.0,4,9 +Eyal Golan,◊ô◊û◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,47.0,0.797,0.509,10.0,-9.193,0,0.0418,0.653,0.000382,0.114,0.612,97.997,161633.0,4,9 +Calboy,Miseducation (feat. Lil Wayne),62.0,0.684,0.67,5.0,-5.919,0,0.405,0.226,,0.12,0.298,90.122,187000.0,4,5 +ev.exi,Stellae,38.0,0.717,0.863,4.0,-5.664,0,0.427,0.153,0.0645,0.288,0.627,122.066,230164.0,4,6 +Burn Too Bright,Laura Veirs,19.0,0.532,0.669,9.0,-9.695,0,0.0315,0.137,0.247,0.326,0.537,133.005,2.995233333,4,0 +Type O Negative,Love You to Death,55.0,0.423,0.738,6.0,-7.329,1,0.0319,0.359,0.084,0.0801,0.276,111.414,428800.0,4,8 +Boubacar Traor√©,Karkar / Vincent,19.0,0.598,0.262,5.0,-11.871,0,0.043,0.796,0.807,0.11,0.634,136.342,323293.0,4,2 +Pet Grotesque,Pingin' Alone,29.0,0.687,0.749,10.0,-6.174,1,0.0387,0.396,0.0321,0.115,0.52,130.077,198000.0,4,6 +Bring Me The Horizon,MANTRA,63.0,0.5,0.817,,-3.501,1,0.0459,0.00054,,0.152,0.599,90.01,233129.0,4,10 +Backstreet Boys,We've Got It Goin' On - Radio Edit,47.0,0.758,0.875,3.0,-4.518,0,0.0363,0.0851,,0.227,0.91,112.966,3.657783333,4,9 +Nocturnal Pestilence,The Witch,35.0,0.516,0.957,9.0,-3.821,1,0.139,0.00326,2.28e-05,0.15,0.315,130.033,281538.0,4,8 +Switchfoot,Twenty-four,42.0,0.389,0.509,7.0,-7.053,1,0.028,0.671,,0.29,0.444,159.834,293520.0,3,10 +Sweetwater,What's Wrong - Live at Woodstock 1969 Version,26.0,0.47,0.755,2.0,-8.472,1,0.151,0.263,0.0561,0.959,0.431,83.66,623733.0,4,10 +"Lata Mangeshkar, Kumar Sanu",Samdhi Samdhan - Aaj Hamare Dil Mein,29.0,0.679,0.577,7.0,-11.202,1,0.0365,0.483,7.83e-06,0.101,0.757,124.085,5.852666667,4,3 +Brantley Gilbert,You Don't Know Her Like I Do,60.0,0.49,0.716,4.0,-6.681,1,0.0441,0.022,0.00048,0.0526,0.288,74.988,4.775333333,4,4 +Chadwick Stokes,Right Me Up,49.0,0.55,0.542,,-7.017,1,0.0581,0.501,,0.345,0.641,173.896,253040.0,4,10 +Etta James,Good Rockin' Daddy,25.0,0.732,0.357,3.0,-8.975,1,0.0523,0.805,,0.368,0.695,114.784,148120.0,4,2 +Nathan Goshen,◊ó◊ñ◊®◊ô ◊ê◊ú◊ô,42.0,0.484,0.321,7.0,-7.779,0,0.0316,0.667,,0.187,0.358,127.658,184687.0,4,9 +Melody's Echo Chamber,I Follow You,50.0,0.41,0.78,9.0,-4.941,0,0.0327,0.0174,0.408,0.233,0.727,100.452,215587.0,4,6 +City Girls,"Pussy Talk (feat. Quavo, Lil Wayne, & Jack Harlow) [Remix]",57.0,0.949,0.617,1.0,-4.961,1,0.185,0.00213,,0.178,0.32,99.029,199299.0,4,5 +Dan Evans-Parker,Hush,52.0,0.352,0.0235,8.0,-19.128,0,0.0348,0.945,0.781,0.115,0.119,89.874,3.78265,4,7 +PJ Harvey,Sheela-na-gig,32.0,0.469,0.902,10.0,-6.147,1,0.0651,0.00617,0.000521,0.0813,0.413,123.972,199107.0,4,6 +Robert Randolph & The Family Band,I Thank You (feat. Cory Henry),32.0,0.644,0.884,11.0,-3.548,1,0.0443,0.0526,0.00195,0.0639,0.683,115.976,256147.0,4,2 +AFI,Looking Tragic,50.0,0.536,0.873,,-3.07,1,0.0554,7.69e-05,3.52e-05,0.107,0.706,134.889,157894.0,4,10 +Mogwai,Ritchie Sacramento,50.0,0.395,0.727,,-7.495,1,0.0319,0.000396,0.819,0.173,0.112,137.128,252267.0,4,10 +Angel Olsen,New Love Cassette (Mark Ronson Remix),24.0,0.776,0.413,6.0,-11.206,0,0.0559,0.221,0.897,0.111,0.357,88.99,208056.0,4,6 +Backstreet Boys,Darlin',30.0,0.671,0.518,,-8.281,0,0.0262,0.106,,0.111,0.308,122.079,5.528883333,4,9 +The Sanctuary,gold,46.0,0.69,0.43,6.0,-8.958,0,0.273,0.0613,0.0327,0.2,0.238,111.93,193175.0,4,6 +Pain of Salvation,PANTHER,34.0,0.622,0.791,,-11.251,0,0.0935,0.0611,0.000256,0.0898,0.327,111.918,251507.0,4,8 +ZZ Top,Tush - 2006 Remaster,66.0,0.58,0.885,,-5.154,0,0.0715,0.1,0.00157,0.146,0.788,145.405,137933.0,4,2 +Puppet,Dynamo,38.0,0.411,0.969,1.0,-4.726,1,0.136,0.0256,0.122,0.298,0.245,100.025,239874.0,4,10 +Sick Puppies,Where Do I Begin,40.0,0.545,0.931,5.0,-4.852,1,0.0452,0.0034,3.39e-06,0.098,0.395,134.023,214907.0,4,10 +Islander,The Outsider,46.0,0.536,0.927,,-4.771,1,0.0812,8.12e-05,1.58e-05,0.255,0.449,124.036,173305.0,4,10 +"William Soovik Grand Finale, Malin Wättring, Signe Dahlgreen, Viktor Reuter, Joel Fabiansson",Hampus & Anna,33.0,0.256,0.516,7.0,-9.296,1,0.0335,0.0992,0.746,0.373,0.237,101.305,4.556983333,4,7 +Oscar Roland,Red Lava,45.0,0.646,0.0825,11.0,-16.919,0,0.0574,0.99,0.895,0.111,0.152,99.888,2.911783333,3,7 +The Killers,Caution,61.0,0.278,0.931,7.0,-3.719,1,0.121,0.00525,5.78e-06,0.144,0.167,178.346,228040.0,4,6 +Liz Lawrence,Down For Fun,12.0,0.677,0.791,7.0,-5.34,1,0.0307,0.00394,0.0853,0.101,0.857,102.974,155000.0,4,10 +Bill Evans Trio,Some Other Time - Live,43.0,0.432,0.0658,,-28.091,1,0.0512,0.946,0.944,0.693,0.121,124.621,4.965966667,4,7 +Set It Off,Catch Me If You Can,52.0,0.599,0.914,4.0,-4.926,0,0.0662,0.00246,9.21e-06,0.21,0.587,100.044,179685.0,4,10 +Dead Pony,Speak of the Devil,32.0,0.431,0.777,7.0,-7.853,1,0.0494,0.000207,1.25e-05,0.105,0.361,76.027,215296.0,4,1 +Tomer Yeshayahu,Good Morning,37.0,0.636,0.568,11.0,-8.232,1,0.0401,0.655,5.18e-05,0.346,0.884,118.444,247595.0,4,6 +Smiler,Neighbourhood,,0.52,0.891,,-4.624,0,0.354,0.523,,0.688,0.855,128.318,208613.0,5,5 +Maximo Park,Books From Boxes,59.0,0.611,0.568,5.0,-6.142,1,0.032,0.0906,,0.117,0.567,95.546,208653.0,4,1 +Christopher Varela,Deep Forest - Cello Version,46.0,0.085,0.137,2.0,-15.559,1,0.0435,0.98,0.951,0.109,0.0592,167.408,1.880716667,4,7 +Molchat Doma,–ù–∞ –î–Ω–µ,57.0,0.615,0.761,1.0,-5.358,1,0.041,0.00517,0.262,0.191,0.476,109.995,247409.0,4,6 +LOOK MUM NO COMPUTER,Waiting for the World to End,39.0,0.434,0.974,7.0,-6.188,1,0.152,0.000127,0.000171,0.956,0.12,125.016,226865.0,4,1 +Run–D.M.C.,It's Tricky,71.0,0.965,0.857,11.0,-8.458,0,0.17,0.00131,,0.0726,0.951,127.656,3.062666667,4,9 +George Holliday,All Drained Out,37.0,0.658,0.365,10.0,-7.698,1,0.0326,0.782,,0.109,0.41,125.124,227960.0,4,9 +Britney Spears,Stronger,69.0,0.707,0.923,11.0,-3.957,1,0.0521,0.128,0.000437,0.273,0.842,108.049,3.383333333,4,9 +The Lovin' Spoonful,Summer in the City - Remastered,64.0,0.423,0.681,10.0,-9.756,1,0.0398,0.0592,0.000177,0.0889,0.56,110.461,160307.0,4,10 +The Jeff Healey Band,Sugar Sweet,32.0,0.632,0.764,,-10.139,1,0.0515,0.314,0.0388,0.133,0.935,117.608,226160.0,4,2 +Car Seat Headrest,Fill in the Blank,55.0,0.339,0.829,9.0,-7.239,1,0.058,0.00737,1.26e-05,0.0596,0.5,162.794,244507.0,4,6 +Tokimeki Records,Night Birds (feat. Froya & ÂÆÆËÑáÁøîÂπ≥),32.0,0.702,0.691,8.0,-9.243,1,0.0656,0.00109,0.44,0.232,0.669,117.984,294584.0,4,9 +Creedence Clearwater Revival,Long As I Can See The Light,62.0,0.707,0.407,11.0,-7.045,1,0.0373,0.35,0.000253,0.0564,0.532,127.252,210867.0,4,10 +Pretty Vicious,Cave Song,49.0,0.472,0.922,9.0,-3.822,1,0.0837,0.000364,3.07e-06,0.286,0.456,104.872,141009.0,4,1 +The Strokes,Reptilia,75.0,0.489,0.649,9.0,-5.11,1,0.0336,0.000603,0.713,0.101,0.77,158.009,219827.0,4,10 +Punch,◊î◊û◊†◊ï◊ü ◊ú◊©◊û◊¢◊ï◊ü,4.0,0.552,0.699,10.0,-8.615,1,0.0397,0.747,0.155,0.492,0.711,110.861,210347.0,4,6 +Spooky Tooth,Evil Woman,37.0,0.379,0.687,,-10.778,1,0.0645,0.16,0.00622,0.323,0.525,141.878,548827.0,4,2 +glass beach,Rat Castle (Skylar Spence Remix),23.0,0.631,0.948,1.0,-6.004,0,0.0587,0.00652,0.622,0.0737,0.587,130.008,202154.0,4,6 +Black Rebel Motorcycle Club,Restless Sinner,31.0,0.42,0.279,2.0,-12.439,0,0.0359,0.765,,0.22,0.285,122.285,192000.0,4,2 +Strawberry Alarm Clock,The World's On Fire,30.0,0.475,0.519,9.0,-12.645,0,0.03,0.0214,0.252,0.116,0.857,126.528,505267.0,4,2 +Stone Temple Pilots,Fare Thee Well,57.0,0.431,0.371,7.0,-8.709,1,0.0272,0.547,0.0154,0.0921,0.196,66.853,261880.0,4,10 +311,Space and Time,50.0,0.479,0.917,5.0,-6.632,1,0.104,0.103,,0.056,0.852,184.04,214480.0,4,10 +Simon & Garfunkel,Cecilia,74.0,0.755,0.876,,-8.867,1,0.0362,0.357,5.17e-06,0.22,0.954,102.762,174827.0,4,10 +Kelsey Lu,let all the poisons that lurk in the mud seep out,44.0,0.398,0.544,8.0,-8.49,0,0.0337,0.83,0.0341,0.18,0.216,94.921,211286.0,3,6 +TED,Suka - Instrumental Version,15.0,0.64,0.18,6.0,-20.394,0,0.0322,0.79,0.943,0.0647,0.251,129.998,317538.0,4,6 +Pearl Jam,Given to Fly,58.0,0.317,0.764,7.0,-7.076,1,0.0282,0.000294,0.099,0.0996,0.341,101.173,238867.0,4,10 +The Killers,Human,74.0,0.557,0.8,10.0,-8.477,1,0.0601,0.00132,0.0012,0.0906,0.582,135.47,245373.0,4,10 +The Roots,You Got Me,66.0,0.729,0.442,11.0,-8.106,0,0.285,0.151,,0.189,0.757,81.029,259307.0,4,5 +AC/DC,Back In Black,84.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,255493.0,4,10 +Kalan.FrFr,Look At Me,57.0,0.766,0.385,9.0,-14.029,1,0.392,0.249,,0.119,0.375,100.022,179344.0,4,5 +Raful Neal,Blues On The Moon,13.0,0.581,0.647,10.0,-12.674,0,0.0524,0.00347,0.718,0.321,0.802,145.139,176467.0,4,2 +Staind,Something to Remind You,50.0,0.414,0.295,10.0,-9.271,0,0.033,0.846,,0.079,0.218,125.833,247053.0,4,10 +PVRIS,Loveless,55.0,0.486,0.374,4.0,-9.205,0,0.0294,0.667,1.16e-06,0.116,0.255,88.17,229467.0,4,10 +John Prine,Souvenirs,48.0,0.544,0.36,4.0,-11.862,1,0.0287,0.798,0.00481,0.112,0.763,153.206,3.71445,4,0 +Ashe,Me Without You,59.0,0.74,0.172,11.0,-8.669,1,0.0497,0.658,,0.133,0.664,122.951,189500.0,4,9 +Megan Davies,Take Me To Church (Acoustic Cover) feat. Matt Wright,53.0,0.637,0.292,4.0,-8.206,0,0.0375,0.745,,0.305,0.4,127.015,4.63003333,3,0 +"Sachet Tandon, Sachet-Parampara","Bekhayali (From ""Kabir Singh"")",63.0,0.308,0.585,9.0,-5.18,0,0.0428,0.45,,0.319,0.345,171.843,6.196516667,3,3 +The Devil Makes Three,Champagne And Reefer,56.0,0.735,0.836,2.0,-7.467,1,0.0451,0.353,0.0143,0.342,0.781,121.251,174248.0,4,2 +Maroon 5,Girls Like You,,0.609,0.529,,-6.859,1,0.106,0.545,,0.127,0.474,60.349,235680.0,4,9 +"Art'tma, Shradha Ganesh",Tharangini,6.0,0.688,0.743,5.0,-7.857,0,0.0489,0.506,0.00347,0.0853,0.773,100.014,2.46,4,0 +Spandau Ballet,True - Live from the N.E.C.,26.0,0.411,0.872,,-4.317,1,0.0385,0.0913,0.00028,0.956,0.299,104.934,5.975783333,4,9 +Ruby Waters,Difficult,42.0,0.478,0.589,7.0,-4.124,1,0.03,0.121,,0.423,0.372,180.041,176026.0,4,1 +Janis Joplin,Me and Bobby McGee,72.0,0.43,0.463,2.0,-10.96,1,0.0442,0.303,5.84e-05,0.152,0.66,93.405,271333.0,4,10 +Cream,White Room,72.0,0.553,0.576,,-13.458,1,0.0304,0.191,0.00664,0.0365,0.457,109.827,298333.0,4,10 +Westlife,If I Let You Go - Radio Edit,14.0,0.579,0.697,,-4.255,1,0.0287,0.00575,,0.0775,0.64,181.995,3.692216667,4,9 +Mimi Webb,Good Without,84.0,0.616,0.576,11.0,-5.495,0,0.0532,0.0723,,0.375,0.269,89.962,182121.0,4,9 +The Jeff Healey Band,Stop Breakin' Down - Live,27.0,0.372,0.767,7.0,-8.692,1,0.12,0.00207,0.000432,0.982,0.417,119.249,410960.0,4,2 +Gojira,Amazonia,64.0,0.382,0.954,9.0,-4.831,1,0.0417,0.00038,0.776,0.244,0.513,181.933,300783.0,4,10 +Faces,Stay With Me,64.0,0.458,0.869,9.0,-8.381,1,0.032,0.0969,0.0596,0.357,0.813,91.39,279360.0,4,10 +Evereal,When You're Gone,34.0,0.377,0.867,4.0,-6.218,0,0.059,0.0136,0.000526,0.598,0.193,109.971,247750.0,4,8 +Joe Walsh,Life's Been Good,69.0,0.505,0.476,2.0,-12.897,1,0.0711,0.25,0.00915,0.113,0.542,99.31,536227.0,4,10 +Huey Lewis & The News,The Power Of Love,74.0,0.768,0.829,5.0,-5.109,1,0.0313,0.0964,2.92e-05,0.097,0.962,118.773,234333.0,4,10 +Kraftwerk,The Model - 2009 Remaster,60.0,0.708,0.683,4.0,-7.768,0,0.0344,0.00122,0.643,0.121,0.463,123.602,220533.0,4,1 +Charlie Parker,Cheryl,37.0,0.46,0.609,9.0,-8.67,0,0.121,0.755,0.000135,0.159,0.839,179.485,180533.0,4,2 +Beck,Beercan,45.0,0.773,0.607,10.0,-9.505,0,0.185,0.00367,0.00599,0.0953,0.575,109.002,240320.0,4,10 +Christine and the Queens,"People, I've been sad",62.0,0.627,0.378,1.0,-9.1,0,0.0382,0.253,0.000104,0.143,0.221,77.982,260877.0,4,6 +Critical Defiance,Desert Ways,19.0,0.289,0.914,9.0,-8.753,1,0.102,1.58e-06,0.515,0.165,0.308,118.922,362573.0,4,8 +I Knew I Could Fly,"Our Native Daughters, Leyla McCalla, Allison Russell",44.0,0.541,0.247,,-17.167,1,0.0296,0.853,0.0491,0.107,0.86,167.261,3.69245,4,0 +Udit Narayan,Papa Kahte Hain,44.0,0.66,0.606,,-12.23,1,0.0348,0.455,5.02e-06,0.373,0.885,91.118,5.89445,4,3 +Dudu Aharon,◊ê◊ï◊î◊ë ◊¢◊ì◊ô◊ô◊ü,18.0,0.734,0.929,4.0,-2.931,0,0.0462,0.0546,,0.241,0.851,110.0,244267.0,4,9 +Eagles,Take It Easy - 2013 Remaster,77.0,0.575,0.67,7.0,-10.39,1,0.0318,0.343,4.95e-06,0.129,0.74,139.191,3.5263,4,0 +10cc,Dreadlock Holiday,68.0,0.837,0.38,7.0,-13.341,0,0.064,0.541,0.00789,0.198,0.892,104.995,267947.0,4,10 +DeWolff,Live Like You,42.0,0.543,0.631,4.0,-10.665,0,0.0433,0.00583,0.0269,0.321,0.603,97.519,181093.0,4,10 +Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,10 +Jelani Aryeh,From These Heights,58.0,0.758,0.903,4.0,-3.909,1,0.0314,0.00949,7.43e-06,0.628,0.749,125.002,206585.0,4,9 +King Solomon Hill,Whoopee Blues,30.0,0.61,0.221,6.0,-13.947,0,0.0518,0.977,0.224,0.114,0.617,98.818,191133.0,4,2 +Shlomo Artzi,◊†◊ë◊®◊ê◊™◊ô ◊ú◊ö,33.0,0.631,0.706,11.0,-5.153,0,0.0316,0.149,0.0103,0.203,0.341,98.493,294587.0,4,10 +The Wallflowers,One Headlight,72.0,0.701,0.539,2.0,-8.968,1,0.0277,0.000655,0.005,0.0589,0.752,107.531,312627.0,4,9 +Louis Jordan & His Tympany Five,Let The Good Times Roll,47.0,0.705,0.401,9.0,-9.506,0,0.0475,0.812,,0.319,0.649,104.956,167227.0,4,2 +Stunna Gambino,Top Opp Vulture,53.0,0.668,0.6,1.0,-7.469,0,0.255,0.57,,0.101,0.206,81.002,133184.0,4,5 +Cazamos Cometas,Lasitud,22.0,0.47,0.76,4.0,-9.22,1,0.0349,0.201,0.131,0.0941,0.241,87.427,244375.0,3,10 +grandson,Dirty,65.0,0.536,0.845,2.0,-5.765,1,0.0615,0.0033,,0.0465,0.6,159.953,208296.0,4,9 +Roberto Cabello Jr.,Primavera,39.0,0.582,0.0811,2.0,-16.507,0,0.0635,0.974,0.918,0.112,0.112,98.946,4.305916667,4,7 +DJ Zinhle,Go!,31.0,0.803,0.634,1.0,-11.046,1,0.0549,0.0169,0.663,0.0613,0.935,115.01,294261.0,4,9 +Shattered Skies,Starbound,15.0,0.395,0.86,7.0,-6.75,1,0.0941,0.00188,0.000155,0.369,0.41,160.916,284911.0,4,8 +The Pretty Reckless,Heaven Knows,57.0,0.54,0.801,2.0,-3.733,1,0.0475,0.0845,,0.221,0.577,83.979,224855.0,4,10 +Rostam,4Runner,52.0,0.48,0.729,1.0,-7.992,1,0.133,0.401,9.17e-06,0.144,0.735,98.03,229520.0,4,6 +Kip Moore,Somethin' 'Bout A Truck,69.0,0.554,0.794,11.0,-5.417,1,0.035,0.0697,,0.63,0.79,176.01,3.563783333,4,4 +Mohammed Rafi,Toote Huye Khwabon Ne,15.0,0.493,0.34,4.0,-10.888,0,0.0309,0.964,0.175,0.195,0.527,104.413,3.24155,4,3 +Grace Mitchell,MANGO,42.0,0.765,0.779,11.0,-7.099,1,0.0317,0.211,0.238,0.122,0.669,125.012,185390.0,4,6 +Franz Ferdinand,Always Ascending,45.0,0.442,0.92,7.0,-4.688,1,0.107,0.00196,3.64e-06,0.11,0.255,112.585,321413.0,4,10 +Liz Vice,Empty Me Out,44.0,0.739,0.355,,-10.571,1,0.0285,0.177,0.169,0.299,0.751,95.985,277675.0,4,2 +Cadaveria,Matryoshcada,22.0,0.489,0.942,5.0,-5.032,1,0.0711,0.000384,0.00015,0.259,0.405,128.022,309187.0,4,8 +Shungudzo,White parents,,0.581,0.839,2.0,-5.468,1,0.0552,0.00401,1.36e-05,0.163,0.224,110.049,132614.0,4,10 +Amy Shark,Adore - Piano Unplugged,44.0,0.571,0.313,,-9.833,1,0.0657,0.739,,0.113,0.163,64.531,197574.0,4,9 +Reignwolf,Cabin Fever (Garage Recording),43.0,0.329,0.987,2.0,-5.535,1,0.387,0.289,0.012,0.107,0.358,122.725,144000.0,3,10 +Rhye,Come In Closer,61.0,0.823,0.316,8.0,-11.151,1,0.128,0.385,0.415,0.0917,0.531,105.987,216053.0,4,6 +Hadag Nahash,◊ú◊ê ◊û◊î ◊©◊ô◊§◊ô◊ú ◊ê◊ï◊™◊ô,21.0,0.595,0.727,5.0,-7.179,1,0.0759,0.186,,0.0945,0.328,150.107,298357.0,4,5 +Andrei Smirnova,Peace Of Mind,46.0,0.734,0.138,9.0,-17.687,1,0.0494,0.904,0.925,0.11,0.168,113.911,2.466666667,3,7 +Shadeemus,Butterflies,30.0,0.621,0.608,10.0,-8.82,0,0.0245,0.593,5.15e-05,0.116,0.311,90.046,220000.0,4,9 +Run The Jewels,yankee and the brave,55.0,0.595,0.878,10.0,-5.63,0,0.423,0.172,,0.303,0.746,82.007,146573.0,4,5 +Black Sabbath,Children of the Grave,63.0,0.311,0.658,6.0,-13.529,1,0.0406,0.0706,0.104,0.093,0.353,151.813,314720.0,4,8 +The Doors,Light My Fire,73.0,0.413,0.725,3.0,-5.787,0,0.0324,0.369,2.16e-05,0.0905,0.44,124.618,429760.0,4,1 +Squid,Paddling,50.0,0.412,0.655,2.0,-8.931,1,0.0538,0.000429,0.0487,0.29,0.102,88.573,375627.0,4,6 +Kokomo Arnold,Mean Old Twister - Remastered,18.0,0.628,0.156,2.0,-15.72,1,0.096,0.995,0.234,0.109,0.366,135.022,178525.0,1,2 +Brynn Elliott,Letter To A Girl,45.0,0.536,0.552,,-8.267,1,0.0365,0.296,5.16e-05,0.104,0.182,112.016,197232.0,4,9 +LASTELLE,A Letter Unread,39.0,0.414,0.852,3.0,-8.666,1,0.0817,0.000307,0.00244,0.0953,0.118,129.963,263077.0,3,8 +James Taylor,Fire and Rain,2.0,0.611,0.35,5.0,-14.48,1,0.0356,0.499,7.84e-06,0.0844,0.36,76.064,3.34298333,4,0 +Forndom,Yggdrasil,45.0,0.477,0.529,9.0,-14.943,0,0.056,0.63,0.797,0.095,0.205,97.539,255000.0,3,8 +Asha Bhosle,Aaiye Meharban,16.0,0.375,0.453,5.0,-9.551,0,0.0404,0.954,0.00796,0.423,0.536,120.464,4.210883333,4,3 +SHAED,Trampoline,75.0,0.619,0.459,7.0,-5.782,0,0.0334,0.56,,0.137,0.498,126.803,184280.0,4,10 +Bob Berg,All The Way,,0.423,0.158,,-15.59,0,0.0346,0.717,0.0075,0.0975,0.185,106.974,5.588883333,4,7 +Statik Selektah,"Play Around (feat. Conway the Machine, 2 Chainz, Killer Mike, & Allan Kingdom)",33.0,0.756,0.876,5.0,-5.477,0,0.199,0.0955,0.000157,0.0951,0.647,87.919,210000.0,4,5 +Nathan Goshen,◊î◊ô◊ï◊ù ◊ô◊î◊ô◊î ◊©◊û◊ó,38.0,0.797,0.5,2.0,-5.012,0,0.058,0.266,,0.12,0.783,144.946,173800.0,4,9 +Anderson East,All On My Mind - Acoustic,44.0,0.483,0.487,1.0,-6.376,0,0.158,0.69,,0.108,0.298,108.944,229613.0,5,2 +The Heavy,Turn Up,43.0,0.531,0.908,7.0,-2.487,1,0.121,0.0224,5.73e-05,0.617,0.498,142.084,207335.0,4,10 +Charmaine,WOO!,53.0,0.953,0.614,2.0,-7.328,1,0.0752,0.00717,0.000258,0.0762,0.188,105.019,168427.0,4,5 +Synapson,Toujours (feat. Tim Dup & Lass),44.0,0.782,0.618,3.0,-9.434,1,0.068,0.475,6.96e-05,0.117,0.502,130.009,201231.0,4,6 +Elkka,Burnt Orange - Edit,51.0,0.849,0.744,11.0,-9.744,0,0.0891,0.236,0.157,0.0776,0.312,122.019,271475.0,4,6 +Alice In Chains,No Excuses,64.0,0.527,0.838,3.0,-6.013,1,0.0323,0.0206,0.00062,0.07,0.721,117.454,255573.0,4,10 +my bloody valentine,soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,1 +The Great Divide,"Anyone, Evermore",34.0,0.358,0.94,1.0,-3.946,1,0.202,0.000581,0.0172,0.367,0.126,178.09,283227.0,4,10 +Semblant,Mere Shadow,35.0,0.334,0.971,4.0,-4.853,0,0.267,4.09e-05,0.0372,0.131,0.166,200.163,303600.0,4,8 +Sia,"No New Friends (feat. Sia, Diplo, and Labrinth)",63.0,0.725,0.703,7.0,-4.641,1,0.0466,0.0632,0.000251,0.14,0.638,106.032,175827.0,4,9 +Uffie,Pop The Glock,39.0,0.933,0.539,10.0,-7.652,0,0.106,0.318,,0.154,0.399,111.961,210307.0,4,1 +New Order,Blue Monday,70.0,0.762,0.651,,-13.34,1,0.0655,0.00198,0.856,0.111,0.941,130.395,449160.0,4,6 +Lenny Kravitz,Heaven Help,43.0,0.556,0.297,6.0,-12.472,0,0.0421,0.677,0.131,0.0794,0.234,172.2,191200.0,4,10 +El Cruce,Mapuche,18.0,0.325,0.733,9.0,-4.288,1,0.0418,0.361,0.00135,0.359,0.517,176.618,291012.0,3,2 +Yehudit Ravitz,◊ú◊ê ◊ò◊ï◊ë ◊î◊ô◊ï◊™ ◊î◊ê◊ì◊ù ◊ú◊ë◊ì◊ï,19.0,0.582,0.652,,-11.257,1,0.0331,0.103,9.49e-05,0.238,0.711,124.983,290133.0,4,10 +Alvvays,In Undertow,53.0,0.357,0.69,1.0,-2.626,1,0.044,0.000115,0.00167,0.101,0.308,116.91,197187.0,4,10 +Empire of the Sun,Walking On A Dream,78.0,0.871,0.701,5.0,-5.594,0,0.0458,0.257,7.52e-06,0.0589,0.716,126.975,198440.0,4,9 +American Authors,Best Day Of My Life,79.0,0.673,0.902,2.0,-2.392,1,0.0346,0.0591,0.000262,0.0558,0.538,100.012,194240.0,4,10 +Oliver Hoss,Only With You,37.0,0.449,0.577,11.0,-6.958,1,0.0283,0.0181,0.789,0.11,0.278,110.051,233705.0,4,6 +Crowbar,Existense Is Punishment,39.0,0.38,0.753,9.0,-8.175,0,0.0723,0.000801,0.00056,0.0958,0.38,148.836,269000.0,4,8 +Lata Mangeshkar,Rajnigandha Phool Tumhare,18.0,0.635,0.27,10.0,-8.646,0,0.0453,0.988,0.000259,0.175,0.264,98.308,3.410216667,4,3 +Caroline Kingsbury,Kissing Someone Else,33.0,0.721,0.708,3.0,-5.74,0,0.031,0.15,0.00439,0.267,0.77,121.981,226040.0,4,10 +Sam Smith,Diamonds - Acoustic,59.0,0.489,0.284,10.0,-8.699,0,0.0508,0.841,,0.137,0.335,186.337,194542.0,4,9 +Wale,Good Vibes (Za),61.0,0.734,0.635,10.0,-5.431,0,0.203,0.19,,0.103,0.878,90.001,172030.0,4,5 +Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,8 +Dallas,Shark,31.0,0.724,0.55,2.0,-10.16,1,0.0319,0.000655,0.0169,0.0697,0.254,132.981,180451.0,4,10 +Iggy Azalea,Sip It,68.0,0.948,0.627,1.0,-6.11,1,0.106,0.00936,1.35e-05,0.0743,0.417,129.995,195784.0,4,5 +LaSalle Street Trio,I've Told Every Little Star,56.0,0.587,0.0575,2.0,-22.505,0,0.0406,0.943,0.865,0.0928,0.146,64.996,4.220216667,4,7 +Hockey Dad,I Missed Out,41.0,0.291,0.963,10.0,-3.881,0,0.0726,0.000146,1.41e-06,0.173,0.306,86.187,213448.0,4,1 +The Cramps,Human Fly,56.0,0.531,0.849,9.0,-10.754,1,0.111,0.0389,0.00763,0.186,0.305,119.516,136427.0,4,6 +Thee Headcoats,Davy Crockett,34.0,0.481,0.981,9.0,-1.183,1,0.0713,0.119,,0.813,0.7,115.033,175440.0,4,2 +KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,9 +Meghan Trainor,All About That Bass,73.0,0.807,0.887,9.0,-3.726,1,0.0503,0.0573,2.87e-06,0.124,0.961,134.052,187920.0,4,9 +Bass Drum of Death,Just Business,37.0,0.531,0.976,7.0,-7.339,1,0.0448,0.000175,7.39e-05,0.392,0.527,115.029,244800.0,4,1 +Scorpions,Big City Nights - 2015 - Remaster,46.0,0.499,0.936,9.0,-3.031,0,0.069,0.000636,0.0025,0.0658,0.662,137.627,249147.0,4,8 +Losing You,Flyte,,0.624,0.694,1.0,-8.084,1,0.0258,0.338,0.0283,0.109,0.912,141.968,3.445333333,4,0 +VANITASÂëΩÊ≠ª,"Navigator, New Friend Request!",35.0,0.499,0.613,,-7.404,0,0.0453,0.00121,0.849,0.176,0.15,179.9,192035.0,4,6 +"Kishore Kumar, Asha Bhosle",Kehdoon Tumhen - Deewaar / Soundtrack Version,41.0,0.329,0.778,9.0,-1.036,1,0.0468,0.698,1.38e-05,0.136,0.667,103.814,3.691333333,4,3 +Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,1 +Joe Bonamassa,Love Ain't a Love Song,36.0,0.471,0.944,10.0,-4.673,0,0.0686,0.000744,0.000587,0.193,0.763,94.414,228520.0,4,10 +HELLYEAH,You Wouldn't Know,51.0,0.409,0.916,8.0,-3.181,1,0.0511,0.000248,0.0113,0.125,0.12,147.171,258020.0,4,8 +Mishegas,Tonight,41.0,0.601,0.645,4.0,-8.512,1,0.0318,0.227,0.271,0.0837,0.102,124.996,192364.0,4,6 +Bodysnatcher,Take Me To Hell,49.0,0.365,0.941,4.0,-6.59,1,0.171,0.00022,0.00856,0.571,0.231,116.868,210465.0,4,8 +Fire From The Gods,Right Now,56.0,0.494,0.916,1.0,-4.734,0,0.233,0.00112,4.43e-06,0.0996,0.433,89.468,225026.0,4,10 +Corey Harper,On the Run,,0.411,0.512,9.0,-7.491,1,0.027,0.387,,0.0676,0.0544,83.399,3.44396667,4,0 +Thornetta Davis,I Believe (Everything Gonna Be Alright),12.0,0.567,0.864,,-6.252,1,0.0556,0.0946,1.42e-05,0.451,0.484,115.937,344507.0,4,2 +Don Williams,I Believe In You,48.0,0.659,0.221,7.0,-20.219,1,0.0494,0.835,0.000396,0.139,0.56,117.945,4.092883333,3,4 +The Rolling Stones,Scarlet,45.0,0.482,0.948,9.0,-3.389,1,0.179,0.0431,0.369,0.252,0.644,172.674,224293.0,4,10 +Aviv Geffen,◊†◊ï◊°◊ò◊ú◊í◊ô◊î,23.0,0.433,0.379,7.0,-8.676,0,0.0279,0.79,,0.323,0.289,141.84,174267.0,4,10 +Ron Gallo,A PLATE IN MY HONOR,30.0,0.763,0.673,5.0,-7.383,0,0.0578,0.241,2.14e-06,0.471,0.63,133.075,145162.0,4,9 +One String Sam,My Baby Ooo,5.0,0.81,0.334,5.0,-10.62,0,0.0773,0.97,0.918,0.0996,0.635,100.275,186854.0,4,2 +Slowdive,Sugar for the Pill,60.0,0.533,0.545,7.0,-7.681,1,0.0243,0.207,0.797,0.113,0.419,98.014,270918.0,4,10 +Hozier,Shrike,63.0,0.506,0.275,7.0,-8.464,0,0.0292,0.494,0.00377,0.101,0.0639,153.769,298880.0,3,9 +Promise,Where Do I Go,39.0,0.427,0.964,11.0,-4.715,0,0.103,0.000563,,0.278,0.274,144.992,193824.0,4,8 +Jason Derulo,Lifestyle (feat. Adam Levine),81.0,0.749,0.674,10.0,-5.128,0,0.0366,0.0209,,0.169,0.711,123.055,153865.0,4,9 +INXS,What You Need,47.0,0.663,0.903,11.0,-4.599,1,0.117,0.046,0.0078,0.121,0.486,115.936,216013.0,4,10 +Muskets,17 Years,31.0,0.446,0.935,8.0,-4.677,1,0.0357,7.02e-05,0.000745,0.121,0.614,136.06,183583.0,4,10 +R3HAB,Close To You (with Andy Grammer),69.0,0.76,0.605,9.0,-8.119,1,0.0984,0.0886,2.09e-06,0.157,0.371,114.996,186261.0,4,9 +Udit Narayan,Aaye Ho Meri Zindagi Mein - Male Version,44.0,0.598,0.836,11.0,-12.336,1,0.0327,0.646,0.017,0.0791,0.938,135.001,6.048883333,3,3 +S. P. Balasubrahmanyam,Dil Deewana - Male Vocals,27.0,0.466,0.463,8.0,-11.904,1,0.0334,0.817,2.57e-05,0.16,0.537,82.038,5.379333333,4,3 +Alien Ant Farm,Everything She Wants,43.0,0.642,0.843,11.0,-5.685,1,0.0502,0.00331,9.37e-06,0.0969,0.765,121.998,221082.0,4,10 +Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,10 +Advaita,Mo Funk (Indo-Western Fusion),20.0,0.468,0.756,5.0,-7.699,0,0.0413,0.223,0.296,0.41,0.927,113.375,1.65945,5,0 +Asylums,The Distance Between Left And Right,23.0,0.378,0.724,1.0,-6.706,0,0.0499,3.23e-06,0.247,0.172,0.603,102.996,200405.0,4,10 +Hara Noda,Catcher,50.0,0.539,0.297,,-14.454,0,0.0289,0.938,0.915,0.161,0.358,75.128,3.889583333,4,7 +"Suresh Wadkar, Nitin Mukesh",Tu Mujhe Suna,15.0,0.513,0.684,2.0,-10.309,1,0.04,0.969,0.00551,0.36,0.892,132.581,4.66865,4,3 +Tay Money,PBJ,53.0,0.919,0.485,1.0,-5.062,1,0.241,0.0871,,0.0742,0.33,89.976,134667.0,4,5 +Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,1 +3Breezy,Message To Her,60.0,0.582,0.636,9.0,-5.851,1,0.118,0.566,,0.106,0.272,114.603,154032.0,3,5 +Shygirl,BB,50.0,0.704,0.726,,-9.888,0,0.0561,0.0213,0.455,0.31,0.394,130.052,166000.0,4,6 +Albert Cummings,Red Rooster,39.0,0.287,0.692,8.0,-6.157,1,0.0495,0.0374,0.244,0.107,0.713,68.708,235815.0,4,2 +ten56.,Diazepam,41.0,0.305,0.962,4.0,-5.381,0,0.225,0.000302,0.00421,0.308,0.114,77.434,156196.0,4,8 +Tuna,◊ê◊ô◊ü ◊ë◊ô◊†◊ô◊†◊ï ◊ó◊ú◊ú,38.0,0.718,0.578,2.0,-7.502,1,0.0431,0.19,0.000585,0.43,0.275,131.004,217921.0,4,5 +Guns N' Roses,Sweet Child O' Mine,81.0,0.454,0.91,6.0,-7.766,1,0.0448,0.0866,0.0996,0.116,0.629,125.116,5.90866667,4,10 +Molchat Doma,–ù–µ–±–µ—Å–∞ –∏ –ê–¥ (Heaven and Hell),44.0,0.433,0.728,11.0,-8.528,1,0.0282,7e-05,0.2,0.195,0.115,109.724,334634.0,4,6 +Heart,Barracuda,74.0,0.547,0.691,4.0,-13.553,0,0.0369,0.015,0.105,0.144,0.667,137.148,261933.0,4,10 +"Astronauts, etc.",Cherry Plum,42.0,0.667,0.659,4.0,-10.264,0,0.04,0.728,0.249,0.141,0.826,139.947,174857.0,4,1 +Cream,Sunshine Of Your Love,70.0,0.683,0.594,2.0,-8.289,1,0.0347,0.385,8.61e-05,0.121,0.734,115.099,4.17333333,4,10 +Kid Rock,All Summer Long,75.0,0.7,0.864,7.0,-3.629,1,0.0283,0.0212,,0.0956,0.887,102.997,297587.0,4,9 +Through Fire,Listen To Your Heart,52.0,0.189,0.878,11.0,-6.256,0,0.153,1.67e-05,0.00126,0.13,0.379,170.045,215947.0,4,10 +The Offspring,Hit That,62.0,0.704,0.809,4.0,-3.045,1,0.0321,0.0233,,0.0596,0.962,131.952,169413.0,4,10 +Erroll Garner,Misty - Remastered 2020,55.0,0.327,0.145,5.0,-20.443,1,0.0397,0.945,0.884,0.091,0.136,178.966,2.785366667,1,7 +You Me At Six,Night People,41.0,0.471,0.802,4.0,-5.037,0,0.0642,0.00309,,0.361,0.406,82.332,183720.0,4,10 +Lake Of Tears,Lost in a Moment,31.0,0.55,0.591,2.0,-12.19,1,0.0466,0.000817,0.568,0.213,0.285,134.972,358547.0,4,8 +Supertramp,Give A Little Bit,75.0,0.531,0.818,2.0,-5.358,1,0.0452,0.0694,0.0096,0.263,0.471,90.767,4.13621667,4,10 +Alcest,La nuit marche avec moi,34.0,0.467,0.814,8.0,-4.917,0,0.0338,0.0362,0.17,0.147,0.321,126.014,298080.0,4,6 +Lord Huron,I Lied (with Allison Ponthier),64.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,234383.0,3,6 +System Of A Down,Shame,38.0,0.467,0.849,5.0,-4.646,1,0.171,0.00312,0.045,0.119,0.764,120.229,160667.0,4,10 +Don McLean,American Pie,76.0,0.531,0.481,4.0,-11.709,0,0.06,0.699,,0.0842,0.491,138.45,8.61488333,4,10 +The Vintage Caravan,Whispers,32.0,0.259,0.976,11.0,-4.654,0,0.1,1.17e-05,0.0355,0.2,0.283,149.351,224956.0,4,10 +Andrew Bird,Sisyphus,61.0,0.631,0.792,,-4.364,0,0.0427,0.23,0.000317,0.0756,0.462,82.901,247493.0,4,1 +Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,6 +Simian Mobile Disco,Hustler,39.0,0.685,0.898,10.0,-2.719,0,0.041,0.00434,0.817,0.0708,0.694,126.964,224667.0,4,1 +David Miner,Silver Valley,38.0,0.482,0.255,1.0,-12.156,1,0.0339,0.788,0.017,0.17,0.382,87.309,275687.0,4,1 +Dennis Lloyd,Alien,72.0,0.71,0.768,,-4.772,1,0.0457,0.00813,3.66e-05,0.0791,0.419,118.085,138639.0,4,9 +B.B. King,So Excited,30.0,0.681,0.778,7.0,-7.566,1,0.0589,0.368,0.0034,0.331,0.866,138.718,334493.0,4,2 +Swifta Beater,Food Move,16.0,0.583,0.549,,-9.115,1,0.0353,0.00617,0.0532,0.143,0.341,104.869,171480.0,3,5 +Suray Sertin,Super Good Times,50.0,0.837,0.518,6.0,-8.914,1,0.333,0.318,0.082,0.101,0.247,115.06,221217.0,4,1 +Run River North,Mr. Brightside,,0.393,0.178,2.0,-12.016,1,0.0318,0.859,0.00453,0.117,0.178,123.141,4.53333333,4,0 +Counting Crows,Perfect Blue Buildings,47.0,0.598,0.324,5.0,-12.553,1,0.0309,0.593,0.00526,0.106,0.376,80.231,300800.0,4,10 +–£–≤—É–ª–∞,–≠–ª–µ–∫—Ç—Ä–∏—á–µ—Å–∫–∏–π —Ç–æ–∫,51.0,0.378,0.851,11.0,-3.868,0,0.0574,0.00336,0.931,0.0822,0.232,109.238,214382.0,4,6 +"Kishore Kumar, Asha Bhosle",Catcat Mane Billi,3.0,0.746,0.433,10.0,-5.913,1,0.362,0.915,1.61e-06,0.827,0.949,94.908,3.486483333,4,3 +"Natalie Di Luccio, Sawan Khan Manganiyar",Nella Fantasia (Duet Version),5.0,0.257,0.401,10.0,-6.996,1,0.0358,0.54,,0.248,0.171,148.748,4.55625,5,0 +carolesdaughter,Trailer Trash,59.0,0.639,0.792,10.0,-4.262,1,0.0348,0.012,,0.365,0.682,97.094,152272.0,4,1 +Idan Amedi,◊¢◊õ◊©◊ô◊ï ◊õ◊ï◊ú◊ù ◊®◊ï◊ß◊ì◊ô◊ù,38.0,0.636,0.649,5.0,-7.317,0,0.0272,0.0696,1.53e-05,0.0828,0.661,98.009,226613.0,4,9 +Oscar Anton,ophelie,52.0,0.752,0.48,1.0,-9.921,1,0.0447,0.625,0.0256,0.0943,0.655,102.018,236168.0,4,6 +We Were Giants,Section I,39.0,0.454,0.993,9.0,-1.761,0,0.118,0.000182,0.0384,0.471,0.193,130.02,200769.0,4,10 +Fame on Fire,HEADSPACE FT. POORSTACY,50.0,0.508,0.946,10.0,-4.129,0,0.0929,0.014,,0.213,0.569,162.019,191434.0,4,10 +Lil Tjay,Calling My Phone,89.0,0.907,0.393,4.0,-7.636,0,0.0539,0.451,1.35e-06,0.135,0.202,104.949,205458.0,4,5 +The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,10 +Radiohead,Creep,82.0,0.515,0.43,7.0,-9.935,1,0.0372,0.0097,0.000133,0.129,0.104,91.844,238640.0,4,6 +Britney Spears,Break the Ice,62.0,0.712,0.911,5.0,-3.866,0,0.0445,0.689,8.02e-06,0.107,0.85,117.533,3.26755,4,9 +Fall Out Boy,Uma Thurman,69.0,0.623,0.962,4.0,-2.616,0,0.0895,0.103,0.000174,0.264,0.676,149.963,211573.0,4,10 +Tim Hardin,If I Were a Carpenter - Live at Woodstock - 8/15/69,25.0,0.518,0.219,7.0,-18.147,1,0.034,0.784,0.0612,0.985,0.5,77.959,339320.0,4,10 +Neon95,Flash,32.0,0.474,0.712,10.0,-8.205,1,0.114,0.581,0.902,0.781,0.47,84.461,193281.0,4,6 +Pond,Waiting Around For Grace,48.0,0.298,0.879,1.0,-5.084,0,0.0721,0.000284,2.33e-05,0.174,0.382,122.315,309524.0,4,1 +Snarls,Marbles,39.0,0.381,0.436,5.0,-6.731,1,0.0329,0.0118,,0.133,0.453,183.923,149077.0,3,10 +Eyal Golan,◊©◊ß◊®◊ô◊ù,33.0,0.461,0.597,6.0,-4.821,0,0.0312,0.124,,0.107,0.296,149.77,225133.0,4,9 +Miynt,Nothing personal,33.0,0.625,0.571,11.0,-9.279,1,0.0379,0.181,0.235,0.055,0.0542,119.967,271410.0,4,6 +IVOXYGEN,23,53.0,0.483,0.142,,-13.264,1,0.0456,0.87,0.000105,0.111,0.0379,98.043,156774.0,4,5 +Derek Pope,Water World,49.0,0.714,0.671,10.0,-5.445,0,0.0281,0.0158,0.000684,0.0927,0.415,138.011,190723.0,4,5 +David Bowie,Rebel Rebel - 1999 Remaster,,0.676,0.92,9.0,-7.96,1,0.0435,0.00101,8.65e-06,0.248,0.624,126.341,4.48933333,4,10 +Castlecomer,Runaway,37.0,0.286,0.749,4.0,-7.752,1,0.05,0.00543,,0.312,0.425,173.968,203605.0,4,10 +Godford,Better Place,47.0,0.694,0.57,1.0,-10.206,1,0.0266,0.00825,0.882,0.277,0.899,128.004,226725.0,4,6 +Living Colour,Love Rears Its Ugly Head,50.0,0.615,0.477,2.0,-8.816,1,0.092,0.0558,6.25e-05,0.231,0.731,156.008,259467.0,4,10 +The Early November,Call Off The Bells,47.0,0.566,0.29,6.0,-4.622,1,0.0318,0.241,0.000174,0.0994,0.106,127.0,263320.0,4,10 +Greenleaf,Stray Bullit Woman,45.0,0.477,0.648,6.0,-7.687,1,0.0498,0.0254,0.0184,0.115,0.571,89.753,185440.0,4,8 +The Haunted,Preachers of Death,42.0,0.364,0.962,2.0,-5.239,1,0.0499,7.42e-06,0.157,0.611,0.256,103.589,295560.0,4,8 +Light The Torch,More Than Dreaming,51.0,0.483,0.941,2.0,-5.599,0,0.0718,0.000338,0.0903,0.452,0.418,102.568,189895.0,4,8 +The Word Alive,NO WAY OUT,56.0,0.386,0.92,6.0,-2.906,0,0.306,0.00304,6.56e-06,0.341,0.518,156.991,215053.0,4,10 +The Who,The Real Me,43.0,0.492,0.932,5.0,-7.028,0,0.114,0.0625,0.00484,0.34,0.574,148.93,200707.0,4,10 +Darq E Freaker,Butterscotch,14.0,0.555,0.983,10.0,-1.597,0,0.0738,0.0558,0.213,0.123,0.411,144.053,256766.0,4,5 +Thom Yorke,Not The News,40.0,0.557,0.813,,-8.919,1,0.053,0.0022,0.124,0.533,0.261,124.037,237040.0,4,6 +The Lazy Jesus,Untare,26.0,0.726,0.901,7.0,-5.157,1,0.374,0.254,0.583,0.0482,0.627,180.098,105333.0,4,6 +Roll Deep,When I'm 'Ere,42.0,0.554,0.922,11.0,-3.304,0,0.269,0.394,,0.155,0.678,137.105,184840.0,4,5 +My Favourite Nemesis,Decadence,,0.541,0.958,4.0,-4.669,0,0.148,0.000545,6.75e-05,0.246,0.249,95.015,239766.0,4,8 +Varun Sunil,Whispering Hues (feat. Rajhesh Vaidhya),17.0,0.448,0.544,4.0,-8.015,0,0.0378,0.508,0.906,0.188,0.27,109.889,268427.0,4,6 +Olivia Rodrigo,favorite crime,92.0,0.369,0.272,9.0,-10.497,1,0.0364,0.866,,0.147,0.218,172.929,2.54445,4,9 +Moshe Peretz,◊ê◊ù ◊ñ◊ê◊™ ◊û◊ú◊ó◊û◊î,31.0,0.471,0.793,5.0,-4.141,1,0.0314,0.0395,,0.312,0.366,164.099,215221.0,4,9 +U2,Sunday Bloody Sunday - Remastered 2008,72.0,0.543,0.944,6.0,-7.495,1,0.0543,0.402,0.000564,0.0373,0.735,101.174,279440.0,4,10 +Shadow and Light,Baras,21.0,0.472,0.534,2.0,-10.742,0,0.0342,0.76,0.0861,0.0893,0.383,184.014,4.972833333,1,0 +Martin Kohlstedt,AMSOMB (Marlow Re-Mood),36.0,0.572,0.628,11.0,-9.711,0,0.0397,0.419,0.887,0.235,0.0359,119.989,296013.0,4,6 +Alannah Myles,Black Velvet,71.0,0.754,0.366,8.0,-10.07,1,0.0312,0.273,9.04e-05,0.106,0.469,91.147,287440.0,4,10 +Teddy Neguse,◊ñ◊î ◊ë◊ì◊ù ◊©◊ú◊ô,44.0,0.601,0.773,7.0,-5.923,1,0.213,0.122,0.00245,0.0555,0.675,94.418,169413.0,3,5 +Distant,Dusk of Anguish,34.0,0.36,0.981,11.0,-4.787,0,0.0908,2.38e-05,0.613,0.0894,0.157,88.036,281386.0,4,8 +Adam Youngman,into ash,41.0,0.528,0.304,2.0,-15.093,1,0.123,0.925,0.362,0.435,0.657,140.197,89143.0,4,6 +Superheaven,Life In a Jar,40.0,0.484,0.872,1.0,-5.586,1,0.0559,0.000384,0.000672,0.148,0.347,150.027,222208.0,4,10 +Los Coast,A Change Is Gonna Come,45.0,0.354,0.523,10.0,-5.938,1,0.0269,0.514,2.66e-05,0.139,0.179,176.688,203616.0,3,2 +EARTHGANG,Powered Up,44.0,0.672,0.949,2.0,-4.126,1,0.0635,0.000775,0.0478,0.101,0.537,154.032,179640.0,4,5 +Papa Roach,Last Resort (Reloaded),68.0,0.639,0.684,2.0,-5.619,1,0.0353,0.00966,,0.194,0.465,88.05,137297.0,4,10 +Westlife,That's Where You Find Love,,0.464,0.493,2.0,-5.626,1,0.0302,0.273,,0.221,0.244,120.99,3.741783333,4,9 +W.E.T.,Big Boys Don't Cry,38.0,0.568,0.928,5.0,-8.907,0,0.0705,0.00135,0.000801,0.387,0.499,115.032,184554.0,4,8 +Pearl Jam,Present Tense,60.0,0.403,0.272,2.0,-13.492,1,0.0325,0.403,0.17,0.0806,0.105,130.872,345787.0,4,10 +Fangclub,Vulture Culture,45.0,0.293,0.917,9.0,-6.104,1,0.074,1.28e-05,0.238,0.435,0.504,180.146,199077.0,4,1 +Shawn Mendes,Mercy,79.0,0.555,0.662,11.0,-4.952,0,0.0827,0.125,,0.111,0.356,148.128,208733.0,4,9 +Lucifer,Pull Away/So Many Times,36.0,0.302,0.686,9.0,-5.655,1,0.0496,0.0234,0.00013,0.28,0.489,150.432,316000.0,4,10 +The Grogans,Dead Weight,38.0,0.434,0.926,2.0,-7.418,1,0.0556,0.000451,0.014,0.0895,0.545,156.977,223163.0,4,6 +Protomartyr,Worm In Heaven,35.0,0.573,0.466,7.0,-7.369,0,0.0253,0.00354,0.459,0.111,0.402,78.661,270202.0,4,6 +Interpol,Evil,65.0,0.489,0.769,5.0,-3.524,1,0.038,0.00135,0.56,0.0727,0.637,128.985,215827.0,4,10 +Seether,Careless Whisper,65.0,0.469,0.943,2.0,-4.196,1,0.102,6.07e-05,0.00547,0.0717,0.358,134.031,296973.0,4,10 +Junior Varsity,Cold Blood,56.0,0.373,0.814,7.0,-8.504,1,0.126,0.00862,0.00246,0.317,0.264,176.111,164610.0,4,6 +"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in C Minor, RV 401: II. Adagio",34.0,0.26,0.0195,,-26.381,0,0.0442,0.963,0.873,0.155,0.144,113.057,2.30955,1,7 +Joe Cocker,Delta Lady,37.0,0.492,0.574,,-11.036,1,0.0514,0.436,,0.482,0.777,136.094,170160.0,4,2 +FEWS,More Than Ever,34.0,0.379,0.966,9.0,-2.59,0,0.169,7.67e-05,0.565,0.357,0.478,166.153,199863.0,4,10 +Cut Worms,Every Once In A While,43.0,0.487,0.57,5.0,-9.199,1,0.0294,0.204,0.000115,0.152,0.864,150.184,277261.0,4,1 +El Petit De Cal Eril,Close To Me,39.0,0.77,0.563,11.0,-8.999,1,0.0934,0.31,0.849,0.124,0.944,95.286,208559.0,4,6 +CASTLEBEAT,80's High School,55.0,0.541,0.491,5.0,-8.747,0,0.0263,0.477,0.000816,0.102,0.274,76.99,202922.0,4,6 +R.E.M.,Find The River,59.0,0.423,0.442,2.0,-9.499,1,0.0268,0.22,,0.139,0.296,144.556,229733.0,4,10 +Spirit Mother,Space Cadets,23.0,0.224,0.889,5.0,-6.345,1,0.0672,0.0116,8.74e-05,0.411,0.34,134.936,210573.0,4,6 +The Beatles,Twist And Shout - Remastered 2009,73.0,0.482,0.849,2.0,-9.198,1,0.0452,0.641,7.74e-06,0.0414,0.937,124.631,2.58711667,4,10 +Rod Stewart,Maggie May,74.0,0.605,0.574,2.0,-10.536,1,0.0377,0.559,0.113,0.0684,0.543,129.449,350267.0,4,10 +Tiny Little Houses,Car Crash,44.0,0.392,0.849,11.0,-4.609,1,0.049,0.00404,,0.0869,0.416,166.245,184226.0,4,10 +Gary Allan,Watching Airplanes,62.0,0.374,0.711,11.0,-3.587,1,0.0354,0.547,4.12e-05,0.147,0.468,160.001,4.049116667,4,4 +Red Sun Rising,Stealing Life,43.0,0.411,0.697,6.0,-6.863,1,0.0321,0.00758,3.63e-05,0.0942,0.258,147.033,304520.0,4,10 +Black Tide,Shockwave,25.0,0.363,0.994,,-2.627,1,0.191,1.68e-05,0.000699,0.082,0.3,185.062,217533.0,4,8 +"Shreya Ghoshal, Soumyadeep Ghoshal",Angana Morey,30.0,0.355,0.77,11.0,-3.525,1,0.0502,0.713,0.000314,0.128,0.359,113.275,3.765166667,5,0 +Widowspeak,When I Tried,32.0,0.307,0.869,,-4.433,1,0.0452,0.0801,0.336,0.205,0.514,139.167,282557.0,4,6 +"Ragi Harbans Singh Jagadhari Wale, Party",Bahan Jinah Di Pakdiye,19.0,0.475,0.283,11.0,-17.128,0,0.044,0.868,2.98e-06,0.205,0.686,82.831,2.394116667,4,3 +Humanity's Last Breath,Earthless,38.0,0.502,0.976,1.0,-5.462,1,0.128,1.17e-05,0.341,0.0534,0.128,98.525,298005.0,3,8 +Gravity Kills,Guilty,47.0,0.646,0.905,9.0,-9.456,0,0.0414,5.12e-05,0.856,0.279,0.579,129.084,242027.0,4,8 +The Brook & The Bluff,Misnomer,53.0,0.471,0.49,10.0,-9.044,1,0.0469,0.625,0.000608,0.157,0.386,116.436,222816.0,4,1 +Snowy White,Something on Me,34.0,0.873,0.338,9.0,-13.68,0,0.0369,0.374,0.0675,0.0805,0.804,106.017,464085.0,4,2 +Cookie Levanna,◊î◊õ◊ú ◊ê◊ï◊™◊ï ◊ì◊ë◊®,22.0,0.589,0.724,4.0,-5.865,0,0.0407,0.0159,1.8e-06,0.463,0.496,80.99,208761.0,4,6 +Talibah Safiya,Animal Kingdom,35.0,0.719,0.625,8.0,-11.06,1,0.0441,0.116,0.000401,0.0314,0.791,121.672,214728.0,4,1 +"Britney Spears, Y2K, Alexander Lewis",Toxic - Y2K & Alexander Lewis Remix,56.0,0.747,0.468,8.0,-9.401,1,0.218,0.0178,0.0131,0.199,0.45,157.98,1.77215,4,9 +G-Eazy,Provide (feat. Chris Brown & Mark Morrison),75.0,0.652,0.803,9.0,-4.116,0,0.238,0.0165,,0.307,0.661,95.025,186350.0,4,5 +Major Murphy,Real,17.0,0.434,0.694,7.0,-6.302,1,0.0359,0.05,0.424,0.416,0.0422,90.079,225171.0,4,6 +Taj Mahal,Diving Duck Blues,49.0,0.603,0.265,8.0,-11.627,1,0.0372,0.806,1.65e-06,0.12,0.71,131.188,268347.0,4,2 +Handsome,Needles,27.0,0.311,0.995,6.0,-4.289,1,0.152,0.000197,0.05,0.137,0.139,91.335,192160.0,4,10 +Eminem,Guilty Conscience,64.0,0.66,0.789,7.0,-5.143,1,0.364,0.0527,,0.341,0.513,182.218,199333.0,4,5 +Michelle Branch,Everywhere,68.0,0.523,0.828,1.0,-4.696,1,0.0762,0.0136,0.000255,0.165,0.476,96.952,214827.0,4,10 +Cocteau Twins,Cherry-coloured Funk,66.0,0.49,0.652,2.0,-5.813,1,0.0274,0.00196,6.24e-05,0.0991,0.339,90.085,192467.0,4,10 +Lincoln Durham,Creeper,33.0,0.644,0.716,4.0,-10.005,0,0.0823,0.0597,1.45e-05,0.101,0.569,142.059,221213.0,4,2 +The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,9 +Disturbed,Are You Ready,61.0,0.392,0.976,7.0,-2.189,1,0.107,0.000107,,0.271,0.521,199.888,261680.0,4,8 +Gerry Cinnamon,Sometimes,65.0,0.638,0.699,9.0,-6.736,1,0.0304,0.0214,,0.0739,0.959,149.992,196600.0,4,10 +Yehudit Ravitz,◊ë◊ï◊ê ◊ú◊®◊ô◊ï,25.0,0.798,0.728,9.0,-9.779,1,0.0682,0.374,6.65e-05,0.0395,0.872,124.247,259267.0,4,10 +Joan Jett & The Blackhearts,I Love Rock 'N Roll,74.0,0.535,0.716,4.0,-5.025,1,0.0431,0.326,,0.659,0.901,94.379,2.91955,4,10 +Pearl Jam,Elderly Woman Behind the Counter in a Small Town (Remastered),63.0,0.291,0.493,7.0,-9.461,1,0.028,0.0519,9.15e-06,0.101,0.183,182.032,196187.0,3,10 +sammy rash,summer&cigarettes,56.0,0.834,0.402,5.0,-10.277,0,0.072,0.76,,0.279,0.684,122.008,114428.0,4,6 +Bas,Smoke From Fire (with The Hics),48.0,0.704,0.542,6.0,-10.523,1,0.0818,0.174,0.00267,0.112,0.521,148.046,186434.0,4,5 +Dokken,Breaking the Chains,58.0,0.526,0.9,4.0,-4.76,0,0.0531,0.00914,,0.277,0.458,125.349,231693.0,4,8 +A Day To Remember,Brick Wall,57.0,0.177,0.958,9.0,-3.629,1,0.193,9.28e-05,0.000374,0.177,0.209,76.538,210200.0,4,10 +Arca,KLK,52.0,0.798,0.873,10.0,-6.732,0,0.0908,0.064,5.17e-05,0.764,0.846,98.017,227402.0,4,6 +Cocteau Twins,Cherry-coloured Funk,66.0,0.49,0.652,2.0,-5.813,1,0.0274,0.00196,6.24e-05,0.0991,0.339,90.085,192467.0,4,6 +Hamilton Loomis,Give It Back,16.0,0.82,0.636,10.0,-6.984,0,0.0414,0.138,,0.0941,0.603,95.03,279460.0,4,2 +You Am I,Rosedale Redux,14.0,0.39,0.92,,-6.076,1,0.0756,0.000185,0.834,0.122,0.281,129.123,236027.0,4,10 +Lil Durk,Watch Yo Homie,58.0,0.72,0.459,7.0,-10.786,0,0.252,0.125,,0.15,0.314,95.521,151023.0,4,5 +Leon Bridges,Smooth Sailin',61.0,0.641,0.721,11.0,-6.788,0,0.0451,0.413,7.15e-06,0.246,0.753,67.055,183333.0,4,9 +Jayy Grams,Mr. Miyagi,26.0,0.573,0.86,1.0,-8.367,1,0.377,0.282,,0.075,0.743,82.972,185009.0,4,5 +The Barr Brothers,It Came to Me,44.0,0.516,0.931,10.0,-6.291,1,0.0388,0.285,0.013,0.333,0.578,117.097,261987.0,4,10 +Nothing,Zero Day,40.0,0.316,0.709,7.0,-4.214,0,0.0553,0.0131,0.847,0.0932,0.129,77.466,237133.0,4,10 +Thelonious Monk,"Straight, No Chaser",53.0,0.465,0.35,3.0,-12.977,1,0.0403,0.41,0.279,0.135,0.62,93.336,688133.0,4,2 +Amir Ve Ben,◊™◊ß◊ï◊§◊ï◊™,33.0,0.58,0.475,1.0,-6.374,1,0.059,0.533,,0.124,0.624,189.785,186690.0,3,9 +The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,10 +Santana,"Jingo - Live at The Woodstock Music & Art Fair, August 16, 1969",33.0,0.582,0.485,6.0,-12.781,0,0.0326,0.349,0.624,0.668,0.751,128.872,314400.0,4,10 +Flawes,When We Were Young,35.0,0.7,0.798,,-6.789,1,0.0832,0.0563,4.05e-05,0.171,0.359,115.983,211091.0,4,10 +Every Time I Die,It Remembers,48.0,0.262,0.88,5.0,-5.006,0,0.0678,2.55e-05,0.0311,0.868,0.584,107.935,223263.0,3,8 +The Band CAMINO,1 Last Cigarette,66.0,0.578,0.952,,-3.622,1,0.0567,0.00566,0.000249,0.189,0.686,140.097,185832.0,4,1 +Arik Einstein,◊©◊ó◊ï◊®◊î ◊©◊ú◊ô,21.0,0.602,0.739,,-7.427,0,0.0315,0.47,0.0164,0.215,0.623,103.989,216747.0,4,10 +Soulflex,Chaotic Good,28.0,0.858,0.701,11.0,-7.303,0,0.0706,0.0779,4.73e-06,0.305,0.612,107.991,222222.0,4,9 +Cape Francis,Olly,40.0,0.565,0.685,2.0,-10.786,1,0.0405,0.214,0.851,0.106,0.555,77.984,234410.0,4,6 +Richard Hawley,Tonight the Streets Are Ours,52.0,0.532,0.686,5.0,-9.041,1,0.0278,0.00142,,0.144,0.743,132.031,222507.0,4,9 +Talking Heads,Psycho Killer - 2005 Remaster,73.0,0.721,0.521,2.0,-8.123,1,0.0613,0.0708,0.00545,0.127,0.942,123.118,261413.0,4,1 +Brijs,Mol y Sol,49.0,0.58,0.798,11.0,-6.999,1,0.0259,0.141,0.00411,0.215,0.506,93.011,210360.0,4,9 +"Gabriel Fauré, Henri Büsser, Ina-Esther Joost Ben-Sasson, Allan Sternfield","Pavane, Op. 50 (Arr. H. Busser for cello and piano)",37.0,0.259,0.0699,6.0,-22.174,0,0.0356,0.988,0.918,0.098,0.239,149.225,5.7,4,7 +"Ilaiyaraaja, K. J. Yesudas",Surmayee Ankhiyon Mein - Happy Version,43.0,0.616,0.375,6.0,-7.464,0,0.0254,0.52,,0.0636,0.47,96.351,4.6,4,3 +Pixies,Hey,67.0,0.59,0.372,7.0,-12.37,1,0.0318,0.00105,0.00929,0.316,0.306,99.887,210907.0,4,1 +Incubus,Our Love,48.0,0.604,0.879,5.0,-6.862,0,0.092,0.0489,6.28e-06,0.0942,0.217,97.007,189425.0,4,10 +Pop Smoke,Mood Swings (feat. Lil Tjay),84.0,0.48,0.602,10.0,-6.335,0,0.368,0.487,,0.0848,0.269,179.798,213333.0,4,5 +Muse,Citizen Erased (XX Anniversary RemiXX),20.0,0.15,0.873,,-4.826,1,0.0576,0.00298,0.0176,0.203,0.099,176.804,438560.0,4,10 +Blaenavon,some more good news (that's all we need),35.0,0.371,0.224,5.0,-13.249,1,0.0515,0.942,0.000277,0.109,0.237,151.571,225504.0,4,6 +Stereophonics,Fly Like an Eagle,56.0,0.515,0.407,,-8.032,1,0.0278,0.0922,,0.0611,0.416,146.02,272587.0,3,10 +Kirk Francis,Ophelia,37.0,0.626,0.626,1.0,-7.548,0,0.0252,0.101,0.00913,0.0905,0.57,91.96,206840.0,4,6 +Lead Belly,Gwine Dig A Hole To Put The Devil In (142-B-1),27.0,0.668,0.916,10.0,-8.105,1,0.393,0.876,0.00584,0.169,0.671,124.605,152947.0,4,2 +4 Non Blondes,Spaceman,52.0,0.594,0.638,7.0,-9.326,1,0.032,0.222,,0.122,0.177,125.581,220307.0,4,10 +ODC,I Love The Way You Fall,32.0,0.469,0.993,2.0,-2.706,0,0.157,1.06e-05,1.2e-05,0.443,0.238,144.046,234167.0,4,8 +Moshe Peretz,◊û◊î◊©◊û◊ô◊ô◊ù,23.0,0.611,0.908,11.0,-3.24,0,0.0474,0.3,,0.304,0.707,165.039,205147.0,4,9 +Alvvays,"Archie, Marry Me",62.0,0.27,0.83,7.0,-4.592,1,0.0741,0.00956,0.434,0.142,0.205,117.314,196560.0,4,6 +AFI,The Days Of The Phoenix,50.0,0.396,0.986,11.0,-4.467,0,0.0574,0.000981,0.000409,0.23,0.546,110.72,207693.0,4,10 +Lata Mangeshkar,Maahiya Teri Kasam - Sad Version,25.0,0.435,0.346,2.0,-12.194,1,0.0321,0.412,7.15e-06,0.123,0.324,67.736,2.210883333,4,3 +Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,6 +Lara Snow,Swim Far,9.0,0.568,0.575,6.0,-6.936,1,0.0454,0.151,,0.0943,0.649,80.005,219647.0,4,6 +The M√∂nic,Just Mad,29.0,0.324,0.798,2.0,-8.417,1,0.031,0.0518,5.82e-06,0.256,0.534,168.132,172217.0,4,6 +TamaRadah,◊™◊ú◊™◊†◊ô◊ù,17.0,0.605,0.476,10.0,-7.989,0,0.0653,0.701,5.86e-06,0.0821,0.67,170.236,196521.0,4,10 +Elaquent,Guidelines,41.0,0.715,0.464,10.0,-8.48,0,0.232,0.33,0.0424,0.133,0.419,79.948,247092.0,4,5 +Ash,Girl From Mars,56.0,0.247,0.764,9.0,-7.718,1,0.0472,0.00542,,0.16,0.503,154.707,210200.0,4,6 +Rejoicer,Up in Flames,28.0,0.541,0.352,2.0,-14.427,1,0.0392,0.824,0.623,0.575,0.33,94.7,235173.0,4,6 +Amplifier,Rainbow Machine,30.0,0.388,0.968,8.0,-4.736,1,0.0686,0.000993,0.00145,0.913,0.412,128.907,387874.0,5,10 +Danny Weissfeld,◊ó◊ï◊ú ◊î◊ô◊ù,28.0,0.432,0.586,7.0,-7.618,1,0.0277,0.435,4.86e-06,0.144,0.193,81.924,209746.0,4,9 +Simon Westman Trio,Jakob’s Happy Song,47.0,0.384,0.39,11.0,-17.377,1,0.0275,0.84,0.899,0.102,0.687,105.386,5.539866667,4,7 +Chevelle,Send the Pain Below,64.0,0.468,0.851,11.0,-3.617,1,0.0398,0.000281,0.00483,0.0644,0.293,92.079,252360.0,4,10 +Paris Texas,HEAVY METAL,54.0,0.736,0.482,1.0,-9.981,1,0.305,0.71,,0.221,0.442,115.02,159653.0,4,10 +Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,6 +Ed Dowie,Red Stone,31.0,0.722,0.398,8.0,-11.717,1,0.0334,0.467,0.00399,0.0983,0.585,117.989,254200.0,4,6 +The Catheters,Nothing,38.0,0.198,0.964,,-3.874,1,0.21,0.000245,0.00321,0.172,0.191,163.424,214467.0,4,10 +We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,6 +White Denim,It Might Get Dark,40.0,0.441,0.752,7.0,-5.757,1,0.132,0.035,0.000553,0.0902,0.492,140.239,216920.0,4,6 +Pot√©,Stare,36.0,0.573,0.574,6.0,-10.924,1,0.0563,0.11,0.0438,0.329,0.3,154.01,221679.0,4,6 +Story Untold,BMTH shxw,40.0,0.672,0.755,2.0,-5.003,1,0.0298,0.0207,7.93e-06,0.0605,0.323,139.974,165875.0,4,10 +Renee Rosnes,The Winter of My Discontent,45.0,0.487,0.259,2.0,-12.391,0,0.0386,0.897,0.778,0.0957,0.108,111.218,7.341883333,4,7 +"Ballaké Sissoko, Vincent Ségal",N'kapalema,26.0,0.449,0.289,5.0,-16.76,1,0.0348,0.977,0.908,0.109,0.254,130.78,7.881116667,3,7 +Throwing Muses,Not Too Soon,41.0,0.446,0.906,4.0,-13.128,1,0.0353,0.00231,0.889,0.151,0.899,154.177,190160.0,4,6 +"Walt Weiskopf, Carl Winther, Daniel Franck, Anders Mogensen",Soul Eyes,43.0,0.539,0.207,8.0,-16.498,1,0.0458,0.898,0.636,0.222,0.259,122.03,8.305333333,4,7 +Avarus,Sadist,,0.502,0.991,6.0,-4.612,1,0.135,0.000173,1.68e-05,0.332,0.285,99.953,191100.0,4,10 +The Black Keys,Poor Boy a Long Way From Home,66.0,0.404,0.924,11.0,-5.387,0,0.0701,0.00123,0.748,0.442,0.417,93.418,248511.0,4,2 +TV On The Radio,Wolf Like Me,59.0,0.346,0.785,7.0,-4.991,1,0.0434,0.00165,0.00806,0.124,0.186,175.986,277467.0,4,10 +Maneli Jamal,In Solitude,41.0,0.74,0.18,2.0,-14.599,0,0.0606,0.949,0.756,0.108,0.298,99.955,2.7,4,7 +Joe Louis Walker,Too Drunk To Drive Drunk,37.0,0.641,0.943,4.0,-3.0,1,0.14,0.0893,0.0211,0.0789,0.872,144.799,236747.0,4,2 +The Legends,Fascinating,26.0,0.713,0.687,7.0,-4.665,1,0.0331,0.493,0.255,0.164,0.704,126.043,82653.0,4,6 +Oakwood Station,From This Day Until Forever,44.0,0.401,0.173,5.0,-14.466,1,0.0418,0.973,0.00948,0.137,0.149,79.643,3.862716667,4,7 +Pijn,Distress - Radio Edit,21.0,0.214,0.682,6.0,-8.128,0,0.0408,3.91e-05,0.819,0.467,0.073,83.712,267251.0,4,8 +Eden Ben Zaken,◊ê◊†◊ê ◊û◊í'◊†◊ï◊†◊î,43.0,0.861,0.726,10.0,-6.134,0,0.0366,0.222,0.00186,0.187,0.748,110.015,151091.0,4,9 +The Great Mystifier,Hiss Golden Messenger,48.0,0.534,0.404,2.0,-12.106,1,0.0409,0.044,6.6e-05,0.189,0.693,170.125,2.94485,4,0 +Aerosmith,Walk This Way,1.0,0.629,0.785,5.0,-10.761,1,0.0471,0.0249,9.45e-06,0.0522,0.869,108.531,3.51711667,4,10 +Walking On Cars,Flying High Falling Low,43.0,0.239,0.48,1.0,-6.689,1,0.0336,0.0526,,0.147,0.349,168.054,261025.0,4,10 +Ira Wolf,Great Divide,49.0,0.372,0.444,5.0,-9.036,1,0.0295,0.82,7.28e-05,0.141,0.357,162.3,4.02066667,4,0 +Wanda Jackson,Let's Have A Party,3.0,0.522,0.901,4.0,-8.549,1,0.0479,0.535,8.47e-06,0.176,0.916,166.886,2.18666667,4,10 +Mike Zito,Big Mouth,41.0,0.604,0.743,5.0,-6.442,0,0.0349,0.0971,0.000131,0.0604,0.823,99.37,248080.0,4,10 +Orions Belte,Conversaciones,34.0,0.596,0.54,4.0,-8.379,1,0.0306,0.0293,0.125,0.206,0.498,109.684,197886.0,4,6 +Silver Apples,Oscillations,38.0,0.492,0.553,9.0,-8.6,1,0.0397,0.406,0.000105,0.163,0.431,125.936,167200.0,4,6 +Piroshka,Everlastingly Yours,37.0,0.464,0.769,11.0,-8.48,1,0.0316,1.49e-05,0.000357,0.213,0.397,120.096,269747.0,4,10 +Erika de Casier,Someone to Chill With,,0.61,0.757,2.0,-6.271,0,0.0377,0.0754,0.0106,0.147,0.468,162.05,199705.0,4,6 +Mohammed Aziz,O Bahena - Sad Version,20.0,0.341,0.678,4.0,-8.316,0,0.0492,0.748,0.0454,0.484,0.623,104.365,1.566033333,4,3 +American Head Charge,Just So You Know,50.0,0.499,0.794,,-6.383,1,0.0447,0.000687,0.00407,0.432,0.212,95.024,331600.0,3,8 +pg.lost,Shelter,36.0,0.443,0.65,11.0,-8.761,1,0.0417,0.00222,0.822,0.11,0.0505,125.017,415813.0,4,8 +Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,1 +Arlo Guthrie,Coming into Los Angeles - Remastered,48.0,0.558,0.744,4.0,-7.791,0,0.037,0.569,0.000148,0.24,0.54,128.949,186507.0,4,10 +M83,Wait,70.0,0.426,0.228,2.0,-10.552,1,0.0322,0.198,0.13,0.0832,0.0822,147.994,343253.0,4,6 +Muse,Muscle Museum - Live Acoustic Version KCRW 8/3/99,39.0,0.384,0.406,4.0,-11.898,0,0.0326,0.786,1.72e-05,0.346,0.631,142.302,284954.0,4,10 +"Christone ""Kingfish"" Ingram",If You Love Me,48.0,0.731,0.892,9.0,-4.812,1,0.0621,0.128,0.0196,0.666,0.897,112.981,243450.0,4,2 +guardin,all i can see,54.0,0.514,0.834,2.0,-5.023,1,0.0376,0.0063,1.14e-06,0.214,0.275,160.023,187548.0,4,5 +Westlife,All or Nothing,5.0,0.637,0.319,,-6.984,1,0.0312,0.791,,0.277,0.313,126.944,3.941783333,4,9 +The Jealous Sound,Hope For Us,34.0,0.654,0.741,9.0,-5.364,1,0.0306,0.0159,0.000351,0.0748,0.716,135.97,250467.0,4,10 +"Marshmello, Jonas Brothers",Leave Before You Love Me (with Jonas Brothers),88.0,0.721,0.738,7.0,-4.77,1,0.0403,0.00226,4.41e-06,0.118,0.637,119.976,2.58305,4,9 +Young Rising Sons,Carry On - Acoustic,54.0,0.675,0.195,7.0,-13.465,0,0.0346,0.868,2.03e-06,0.126,0.275,91.935,207880.0,4,9 +SHY Martin,Feelings,56.0,0.734,0.615,7.0,-8.519,1,0.0562,0.0966,3.15e-06,0.122,0.289,115.993,169768.0,4,9 +Infinity Ripple,Supposing,44.0,0.371,0.127,,-15.525,1,0.0322,0.938,0.868,0.119,0.0991,67.972,3.116866667,3,7 +Young T & Bugsey,New Shape,62.0,0.754,0.578,11.0,-6.1,0,0.0674,0.0867,,0.341,0.36,141.005,221277.0,4,5 +Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,10 +Polo & Pan,Feel Good,62.0,0.643,0.748,2.0,-6.535,0,0.0386,0.235,0.191,0.815,0.583,96.004,238465.0,4,6 +ghosthands,intuition,32.0,0.697,0.5,9.0,-8.995,1,0.117,0.497,,0.318,0.701,139.984,151700.0,4,9 +Nickelback,How You Remind Me,79.0,0.446,0.764,10.0,-5.042,1,0.033,0.00135,,0.099,0.543,172.094,223840.0,4,9 +Hatena,Begin2touch,34.0,0.768,0.983,11.0,-5.175,0,0.194,0.00323,0.0706,0.304,0.537,124.59,246790.0,4,6 +LE√ëA,GRVD,22.0,0.602,0.919,11.0,-5.614,0,0.0414,0.000175,0.889,0.146,0.224,114.98,221686.0,3,10 +Panic! At The Disco,High Hopes,82.0,0.579,0.904,5.0,-2.729,1,0.0618,0.193,,0.064,0.681,82.014,190947.0,4,10 +RedHook,Cure 4 Psycho,44.0,0.573,0.949,1.0,-3.138,1,0.142,7.57e-05,0.0179,0.283,0.652,96.0,157750.0,4,8 +The Knocks,Bittersweet Symphony,54.0,0.523,0.821,9.0,-4.352,1,0.0317,0.000241,0.0198,0.109,0.46,95.992,280086.0,4,6 +"Antonio Vivaldi, Andrew Watkinson, City of London Sinfonia, Nicholas Kraemer","Violin Concerto in B-Flat Major, Op. 4, No. 1, RV 383a: II. Largo",23.0,0.221,0.0773,10.0,-24.881,1,0.0408,0.925,0.00577,0.127,0.0944,84.594,2.728883333,4,7 +16Volt,Suffering You,38.0,0.509,0.904,7.0,-3.686,1,0.0579,2.61e-05,0.716,0.334,0.611,141.949,187520.0,4,8 +Noname,Self,55.0,0.809,0.541,3.0,-6.525,1,0.252,0.855,0.000977,0.142,0.811,92.132,94933.0,4,5 +Omer Adam,◊ó◊ë◊®◊ï◊™ ◊©◊ú◊ö,45.0,0.584,0.51,,-6.403,0,0.253,0.315,,0.164,0.717,100.028,206523.0,4,9 +3 Doors Down,In The Dark,51.0,0.595,0.95,7.0,-3.356,1,0.0452,0.0233,0.0195,0.334,0.67,106.017,223680.0,4,10 +Gnoomes,Sword In the Stone,33.0,0.417,0.747,,-8.742,1,0.0331,0.00033,0.676,0.368,0.342,86.982,208994.0,4,6 +Eden Ben Zaken,◊î◊ô◊ô◊™◊ô ◊ó◊ï◊ñ◊®◊™,30.0,0.391,0.714,10.0,-3.769,0,0.0632,0.148,,0.0822,0.384,203.624,185920.0,3,9 +Omer Adam,◊™◊¢◊©◊ô ◊ú◊ô ◊ê◊™ ◊ñ◊î ◊ß◊©◊î,27.0,0.613,0.865,,-2.925,1,0.0857,0.242,,0.181,0.825,180.141,190560.0,4,9 +Izhar Ashdot,◊û◊ô◊ì◊¢ ◊§◊†◊ô◊û◊ô,12.0,0.818,0.604,,-8.061,1,0.0743,0.0656,,0.0635,0.767,113.067,208938.0,4,10 +Swaine Delgado,F Me Up,40.0,0.738,0.568,11.0,-12.5,0,0.0323,0.541,0.664,0.109,0.239,109.294,324323.0,4,6 +Axum,◊û◊î ◊¢◊ù ◊î◊õ◊°◊£ ?,20.0,0.913,0.718,11.0,-5.679,0,0.209,0.166,,0.329,0.94,145.974,176453.0,4,5 +Eliad,◊î◊©◊ß◊ò ◊©◊ú◊ö,42.0,0.844,0.706,10.0,-5.992,1,0.0653,0.201,1.19e-06,0.0671,0.921,144.049,204167.0,4,9 +Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,6 +Hype Lights,Something Wrong,,0.385,0.983,4.0,-4.052,0,0.106,9.8e-05,1.01e-05,0.291,0.354,156.987,162803.0,4,10 +Rod Stewart,(I Know) I'm Losing You,42.0,0.392,0.801,7.0,-13.615,1,0.0597,0.0848,0.201,0.121,0.442,106.702,323733.0,4,2 +Teramaze,Stone,25.0,0.38,0.658,1.0,-6.108,0,0.0294,0.00554,0.000619,0.152,0.207,95.066,315250.0,4,8 +Ravid Plotnik,◊ê◊ú◊¢◊ì,42.0,0.633,0.5,10.0,-10.359,0,0.051,0.151,,0.71,0.881,145.708,204400.0,4,5 +"Johnny ""Big Moose"" Walker","Worry, Worry",29.0,0.472,0.386,5.0,-13.596,1,0.0491,0.541,9.89e-05,0.192,0.435,184.853,256467.0,3,2 +Smash Mouth,All Star,79.0,0.731,0.867,11.0,-5.881,1,0.032,0.0395,,0.0861,0.776,104.019,200373.0,4,9 +Cream,Strange Brew,54.0,0.62,0.398,2.0,-15.676,1,0.0303,0.556,6.91e-06,0.273,0.677,106.265,166600.0,4,2 +Savages,Husbands,34.0,0.294,0.86,6.0,-4.657,0,0.0392,3.22e-05,0.00252,0.06,0.146,176.858,170133.0,4,1 +Cuarteto El Huenoa,Moviente,40.0,0.195,0.12,8.0,-19.111,1,0.0396,0.987,0.93,0.0885,0.0364,69.441,1.966666667,4,7 +Vistas,Start Again,48.0,0.609,0.895,2.0,-2.809,1,0.0375,0.000324,0.000438,0.0831,0.368,123.044,177560.0,4,9 +neko,Wish,54.0,0.271,0.31,,-7.967,1,0.0309,0.725,1.99e-06,0.119,0.16,169.614,214733.0,3,6 +Tygers Of Pan Tang,Only the Brave,47.0,0.356,0.894,9.0,-6.825,0,0.0796,2.67e-05,0.00806,0.0602,0.237,153.098,303547.0,4,8 +Shanique Marie,Lifey,29.0,0.753,0.828,8.0,-7.007,0,0.0447,0.19,0.0957,0.147,0.97,124.992,249213.0,4,6 +Wand,Wonder,31.0,0.304,0.722,2.0,-7.707,1,0.0483,0.0302,0.869,0.0756,0.0987,113.192,382797.0,4,1 +ceo@business.net,buttercup 2,50.0,0.798,0.519,5.0,-7.38,0,0.0622,0.375,0.000652,0.131,0.521,116.046,136500.0,4,1 +Mansun,Wide Open Space,51.0,0.516,0.796,9.0,-6.629,0,0.0286,0.0147,7.83e-06,0.0824,0.0881,103.71,271107.0,4,6 +Scruffpuppie,Ego,51.0,0.455,0.187,,-9.97,1,0.0251,0.623,7.83e-05,0.105,0.0425,78.205,148254.0,4,6 +Remy Ma,Feels So Good,48.0,0.582,0.783,6.0,-3.424,0,0.177,0.0867,,0.0557,0.442,79.898,242160.0,4,5 +Norah Jones,"Jesus, Etc.",44.0,0.673,0.224,9.0,-11.673,1,0.0327,0.916,2.24e-05,0.868,0.572,114.724,223133.0,4,6 +Westlife,Drive (For All Time),,0.585,0.457,9.0,-6.777,1,0.0329,0.158,,0.101,0.265,77.999,3.432216667,4,9 +Red Desert,Older No Wiser,41.0,0.262,0.841,5.0,-7.043,1,0.0557,1.28e-05,0.776,0.109,0.339,136.216,336720.0,4,10 +The Clash,London Calling - Remastered,73.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,200480.0,4,1 +Welshly Arms,I Will Overcome,35.0,0.603,0.563,,-5.584,1,0.0258,0.173,0.000755,0.149,0.477,78.515,181844.0,4,10 +Ravi,The Jali,28.0,0.428,0.0995,8.0,-17.442,1,0.0382,0.979,0.874,0.11,0.205,112.191,3.82,4,7 +Burning Witches,The Witch of the North,40.0,0.413,0.969,1.0,-4.858,0,0.081,2.63e-05,0.0534,0.0587,0.229,149.975,329873.0,3,8 +Westlife,Open Your Heart,4.0,0.655,0.777,1.0,-6.136,1,0.0239,0.291,,0.0711,0.599,103.043,3.657333333,4,9 +AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,3.47333333,4,10 +Gucci Mane,She Be Puttin On (Feat. Slim Dunkin),25.0,0.753,0.711,9.0,-10.162,1,0.366,0.0856,,0.0409,0.77,139.995,259918.0,4,5 +Show Me Your Universe,Kid Forever,23.0,0.224,0.936,5.0,-7.164,1,0.147,0.0031,0.208,0.184,0.104,78.988,219494.0,4,8 +Wolf King,Holy Serpent,23.0,0.378,0.988,7.0,-4.039,1,0.065,0.000413,0.000976,0.643,0.213,92.469,209887.0,4,8 +Kishore Kumar,Saagar Jaisi Aankhonwali - Saagar / Soundtrack Version,37.0,0.554,0.397,9.0,-11.293,0,0.0326,0.648,,0.107,0.395,111.812,5.056666667,4,3 +Wynonna,King Bee,32.0,0.716,0.644,2.0,-5.162,0,0.0688,0.682,0.061,0.267,0.687,115.053,230000.0,4,2 +JayDaYoungan,Spot Em,52.0,0.653,0.628,5.0,-8.446,0,0.382,0.212,,0.0945,0.809,164.861,170917.0,4,5 +Eddie Higgins,Falling In Love With Love,34.0,0.567,0.265,,-18.223,1,0.0429,0.704,0.814,0.1,0.575,96.716,4.5433,4,7 +Charli XCX,Unlock it (Lock It) - feat. Kim Petras and Jay Park,76.0,0.504,0.711,9.0,-5.864,1,0.0452,0.0585,1.83e-05,0.382,0.5,134.824,232933.0,4,9 +Repenter,Forever,21.0,0.378,0.764,11.0,-10.469,1,0.0857,0.0211,0.226,0.355,0.354,149.385,250867.0,4,1 +Alexis Korner's Blues Incorporated,Rain Is Such a Lonesome Sound - Remastered,25.0,0.335,0.756,5.0,-6.795,0,0.0778,0.448,0.000732,0.221,0.672,103.442,169178.0,4,2 +The Marcus King Band,Boone,38.0,0.357,0.757,7.0,-7.487,0,0.041,0.000843,0.00435,0.262,0.488,169.981,329544.0,4,2 +Aretha Franklin,Until You Come Back to Me (That's What I'm Gonna Do),53.0,0.664,0.634,2.0,-6.348,1,0.0349,0.683,3.34e-05,0.221,0.666,93.914,208467.0,4,5 +Adeben,die Zeder,45.0,0.552,0.0947,3.0,-16.757,1,0.0565,0.992,0.94,0.118,0.166,98.983,3.076833333,4,7 +Mohammed Rafi,Yahan Main Ajnabi Hoon,7.0,0.396,0.31,10.0,-10.648,0,0.0449,0.965,0.000945,0.671,0.311,116.968,5.407783333,4,3 +Or Edry,◊ô◊û◊ô ◊®◊ê◊©◊ô◊™ ◊î◊ß◊ô◊•,28.0,0.612,0.676,7.0,-6.977,1,0.0267,0.272,0.00821,0.237,0.557,130.052,230100.0,4,6 +A Day To Remember,Everything We Need,63.0,0.464,0.764,8.0,-5.627,1,0.0324,0.017,,0.101,0.589,81.814,185200.0,4,10 +Tuna,◊ß◊ú◊ê◊†◊í,34.0,0.748,0.582,5.0,-6.222,0,0.0595,0.0869,1.03e-06,0.814,0.199,113.013,258743.0,4,5 +Shalom Hanoch,◊û◊î ◊©◊ô◊ï◊™◊® ◊¢◊û◊ï◊ß ◊ô◊ï◊™◊® ◊õ◊ó◊ï◊ú,20.0,0.337,0.762,2.0,-8.777,1,0.0791,0.165,0.00475,0.0747,0.325,132.137,521960.0,4,10 +Johnny Cash,Folsom Prison Blues,69.0,0.621,0.524,,-15.269,1,0.0803,0.0652,0.00199,0.893,0.889,110.586,162653.0,4,10 +AC/DC,Thunderstruck,83.0,0.502,0.89,4.0,-5.175,1,0.0364,0.000147,0.0117,0.217,0.259,133.52,292880.0,4,8 +"Yashita Sharma, Abhay Jodhpurkar, Amit Trivedi","Milaa Yun (From ""Haseen Dillruba"")",56.0,0.579,0.534,9.0,-8.021,0,0.0247,0.353,0.000116,0.111,0.273,93.907,3.686016667,4,3 +The Flaming Lips,The Yeah Yeah Yeah Song,39.0,0.636,0.887,4.0,-4.354,1,0.0475,0.00257,5.18e-05,0.293,0.35,107.984,232520.0,4,6 +Keane,Everybody's Changing,72.0,0.517,0.839,,-3.521,1,0.0287,0.0014,0.000365,0.108,0.416,94.015,215880.0,4,10 +zonji,sachiare,35.0,0.636,0.635,,-6.465,1,0.0473,0.531,1.02e-05,0.0999,0.442,89.988,294167.0,4,9 +Katastro,The Way I Feel,44.0,0.74,0.606,1.0,-6.821,0,0.039,0.0497,,0.186,0.493,95.024,157640.0,4,10 +Coco Montoya,Back In A Cadillac,41.0,0.601,0.861,7.0,-5.513,1,0.0463,0.0153,0.000102,0.0723,0.668,119.724,208027.0,4,2 +Avraham Tal,◊©◊ë◊ï◊¢ ◊ò◊ï◊ë,53.0,0.697,0.777,7.0,-3.472,0,0.0834,0.0107,,0.097,0.555,103.996,151442.0,4,9 +UPSAHL,Young Life Crisis,51.0,0.598,0.79,1.0,-4.49,1,0.0711,0.133,,0.119,0.716,144.069,156987.0,4,10 +Dudu Tassa,◊î◊ß◊ô◊®,23.0,0.483,0.944,,-3.371,0,0.0427,0.4,,0.261,0.829,164.014,227747.0,4,10 +Meg Myers,Running Up That Hill,58.0,0.587,0.898,11.0,-3.91,0,0.0661,0.0653,2.26e-06,0.146,0.473,102.012,263717.0,4,10 +Love and Death,Down,45.0,0.451,0.887,8.0,-6.208,0,0.0695,0.000245,0.0231,0.203,0.436,92.954,240347.0,4,10 +Dua Lipa,Physical,72.0,0.647,0.844,,-3.756,1,0.0457,0.0137,0.000658,0.102,0.746,146.962,193829.0,4,9 +Shalom Hanoch,◊ú◊ê◊ò ◊ú◊ê◊ò,29.0,0.635,0.671,10.0,-9.404,0,0.0277,0.133,7.51e-05,0.252,0.727,124.002,247600.0,4,10 +Kanye West,Touch The Sky,69.0,0.552,0.846,9.0,-4.912,1,0.342,0.0114,,0.309,0.554,98.56,236600.0,1,5 +Black Mountain,Wucan,44.0,0.524,0.613,1.0,-10.025,1,0.0256,0.0135,0.653,0.086,0.443,102.399,362960.0,4,10 +Seventeen Again (feat. Novo Amor),"Charli Adams, Novo Amor",48.0,0.338,0.282,3.0,-10.902,1,0.0293,0.64,,0.111,0.0952,141.468,3.408666667,3,0 +Bones Owens,Lightning Strike,40.0,0.573,0.946,5.0,-4.872,1,0.0895,0.182,0.000205,0.161,0.882,160.788,178665.0,4,2 +Mot√∂rhead,Heartbreaker,40.0,0.452,0.995,1.0,-3.958,1,0.0752,0.000103,0.359,0.204,0.237,100.043,185016.0,4,8 +"Christone ""Kingfish"" Ingram",662,40.0,0.484,0.94,4.0,-4.849,0,0.0787,0.0807,0.00215,0.101,0.811,157.896,197781.0,4,2 +Lil Durk,Love You Too (feat. Kehlani),55.0,0.384,0.82,5.0,-3.928,0,0.201,0.397,,0.114,0.441,90.712,178605.0,4,5 +Tupperwave,Karibukai 2000,21.0,0.754,0.398,8.0,-12.924,1,0.0511,0.146,0.888,0.0688,0.953,177.993,169028.0,4,6 +Sonny Thompson & Lula Reed,Mellow Blues,9.0,0.787,0.345,11.0,-10.048,0,0.0315,0.574,0.87,0.0936,0.602,106.687,163040.0,4,2 +Sonic Youth,Kool Thing,59.0,0.262,0.82,7.0,-11.621,1,0.0428,0.0103,0.0914,0.101,0.254,155.197,246333.0,4,10 +Lucia & The Best Boys,Blueheart,29.0,0.348,0.726,,-4.73,1,0.0449,0.000363,0.000142,0.383,0.661,182.587,169164.0,4,6 +LAUREL,Let Go,46.0,0.579,0.746,4.0,-4.912,1,0.0335,0.207,0.000149,0.242,0.439,103.018,254240.0,4,6 +dexter,Maybe the Problem Is Me,44.0,0.616,0.219,7.0,-11.807,1,0.087,0.987,0.000839,0.125,0.47,147.924,133091.0,4,6 +Hippie Hourrah,La guerre,2.0,0.61,0.766,,-8.266,1,0.0267,0.000559,0.174,0.0887,0.932,118.013,271467.0,4,6 +John Mayer,"Free Fallin' - Live at the Nokia Theatre, Los Angeles, CA - December 2007",71.0,0.315,0.296,5.0,-13.262,1,0.0315,0.771,,0.702,0.435,173.509,4.39288333,4,0 +Jilted John,Jilted John - Single Version,42.0,0.351,0.883,,-6.952,1,0.0562,0.0363,,0.499,0.88,195.666,175400.0,4,1 +Sara Evans,Suds in the Bucket,65.0,0.511,0.903,10.0,-3.163,1,0.0397,0.052,0.000529,0.304,0.898,161.992,3.787783333,4,4 +gnkosaiBAND,ÂÜçËÄÉ,20.0,0.597,0.633,9.0,-8.163,0,0.0971,0.0101,0.211,0.631,0.719,139.969,244053.0,4,9 +Henrik Lindstrand,Hallonlandet,26.0,0.468,0.0835,2.0,-25.131,1,0.0411,0.95,0.902,0.108,0.142,102.34,194059.0,4,1 +Green-House,Find Home,35.0,0.166,0.109,7.0,-17.1,0,0.0413,0.993,0.824,0.0984,0.177,171.587,193450.0,3,6 +Micatone,All Gone,27.0,0.638,0.223,11.0,-10.174,0,0.0329,0.858,1.61e-05,0.0705,0.335,73.016,257067.0,4,2 +Smash Hit Combo,Peine perdue,34.0,0.558,0.981,4.0,-4.683,0,0.0712,2.97e-05,0.000136,0.666,0.262,105.0,216222.0,4,8 +Beherit,Salomon's Gate,29.0,0.215,0.805,6.0,-12.757,0,0.134,0.00129,0.916,0.256,0.355,131.363,219693.0,4,8 +The Raconteurs,Broken Boy Soldier,43.0,0.4,0.853,4.0,-5.32,0,0.0591,0.00604,0.212,0.334,0.377,138.102,182227.0,4,10 From 0028be7f6c510390206d5abdc1ab7c1b06990eb7 Mon Sep 17 00:00:00 2001 From: MariaLukina Date: Tue, 5 Mar 2024 03:07:25 +0700 Subject: [PATCH 3/7] Correct HW4 --- HW4/Code/dt_lecture_practice.ipynb | 1131 +++++++++++++++++++++++++++- 1 file changed, 1114 insertions(+), 17 deletions(-) diff --git a/HW4/Code/dt_lecture_practice.ipynb b/HW4/Code/dt_lecture_practice.ipynb index f11378f..1ab6669 100644 --- a/HW4/Code/dt_lecture_practice.ipynb +++ b/HW4/Code/dt_lecture_practice.ipynb @@ -2,15 +2,26 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 147, "id": "b084d51a-694e-4cc8-99cb-f2e8cc62269d", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt \n", + "import seaborn as sns \n", + "import pylab\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.tree import DecisionTreeClassifier\n", + "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix\n", + "from sklearn.preprocessing import LabelEncoder, OneHotEncoder\n", + "from sklearn.tree import plot_tree\n", "from sklearn.tree import DecisionTreeClassifier\n", "from sklearn.model_selection import train_test_split\n", - "from sklearn.metrics import accuracy_score" + "from sklearn.metrics import accuracy_score, f1_score, precision_score\n", + "from sklearn.model_selection import GridSearchCV\n", + "from sklearn.linear_model import LogisticRegression" ] }, { @@ -33,21 +44,683 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 148, "id": "1ab19c5c-4a2b-4388-8063-ec56e415408a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "количество (строк, колонок) = (17996, 17)\n" + ] + }, + { + "data": { + "text/html": [ + "
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Artist NameTrack NamePopularitydanceabilityenergykeyloudnessmodespeechinessacousticnessinstrumentalnesslivenessvalencetempoduration_in min/mstime_signatureClass
0Bruno MarsThat's What I Like (feat. Gucci Mane)60.00.8540.5641.0-4.96410.04850.017100NaN0.08490.8990134.071234596.045
1BostonHitch a Ride54.00.3820.8143.0-7.23010.04060.0011000.0040100.10100.5690116.454251733.0410
2The RaincoatsNo Side to Fall In35.00.4340.6146.0-8.33410.05250.4860000.0001960.39400.7870147.681109667.046
3DenoLingo (feat. J.I & Chunkz)66.00.8530.59710.0-6.52800.05550.021200NaN0.12200.5690107.033173968.045
4Red Hot Chili PeppersNobody Weird Like Me - Remastered53.00.1670.9752.0-4.27910.21600.0001690.0161000.17200.0918199.060229960.0410
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Popularitydanceabilityenergykeyloudnessmodespeechinessacousticnessinstrumentalnesslivenessvalencetempoduration_in min/mstime_signatureClass
count17568.00000017996.00000017996.00000015982.00000017996.00000017996.00000017996.00000017996.00000013619.00000017996.00000017996.00000017996.0000001.799600e+0417996.00000017996.000000
mean44.5121240.5434330.6627775.952447-7.9106600.6367530.0797070.2470820.1775620.1961700.486208122.6232942.007445e+053.9240396.695821
std17.4269280.1662680.2353733.1968544.0491510.4809490.0835760.3106320.3040480.1592120.24019529.5715271.119891e+050.3616183.206073
min1.0000000.0596000.0000201.000000-39.9520000.0000000.0225000.0000000.0000010.0119000.01830030.5570005.016500e-011.0000000.000000
25%33.0000000.4320000.5090003.000000-9.5380000.0000000.0348000.0043000.0000890.0975000.29700099.6207501.663370e+054.0000005.000000
50%44.0000000.5450000.7000006.000000-7.0160001.0000000.0474000.0814000.0039100.1290000.481000120.0655002.091600e+054.0000008.000000
75%56.0000000.6590000.8600009.000000-5.1890001.0000000.0830000.4340000.2000000.2580000.672000141.9692502.524900e+054.00000010.000000
max100.0000000.9890001.00000011.0000001.3550001.0000000.9550000.9960000.9960001.0000000.986000217.4160001.477187e+065.00000010.000000
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" + ], + "text/plain": [ + " Popularity danceability energy key loudness \\\n", + "count 17568.000000 17996.000000 17996.000000 15982.000000 17996.000000 \n", + "mean 44.512124 0.543433 0.662777 5.952447 -7.910660 \n", + "std 17.426928 0.166268 0.235373 3.196854 4.049151 \n", + "min 1.000000 0.059600 0.000020 1.000000 -39.952000 \n", + "25% 33.000000 0.432000 0.509000 3.000000 -9.538000 \n", + "50% 44.000000 0.545000 0.700000 6.000000 -7.016000 \n", + "75% 56.000000 0.659000 0.860000 9.000000 -5.189000 \n", + "max 100.000000 0.989000 1.000000 11.000000 1.355000 \n", + "\n", + " mode speechiness acousticness instrumentalness \\\n", + "count 17996.000000 17996.000000 17996.000000 13619.000000 \n", + "mean 0.636753 0.079707 0.247082 0.177562 \n", + "std 0.480949 0.083576 0.310632 0.304048 \n", + "min 0.000000 0.022500 0.000000 0.000001 \n", + "25% 0.000000 0.034800 0.004300 0.000089 \n", + "50% 1.000000 0.047400 0.081400 0.003910 \n", + "75% 1.000000 0.083000 0.434000 0.200000 \n", + "max 1.000000 0.955000 0.996000 0.996000 \n", + "\n", + " liveness valence tempo duration_in min/ms \\\n", + "count 17996.000000 17996.000000 17996.000000 1.799600e+04 \n", + "mean 0.196170 0.486208 122.623294 2.007445e+05 \n", + "std 0.159212 0.240195 29.571527 1.119891e+05 \n", + "min 0.011900 0.018300 30.557000 5.016500e-01 \n", + "25% 0.097500 0.297000 99.620750 1.663370e+05 \n", + "50% 0.129000 0.481000 120.065500 2.091600e+05 \n", + "75% 0.258000 0.672000 141.969250 2.524900e+05 \n", + "max 1.000000 0.986000 217.416000 1.477187e+06 \n", + "\n", + " time_signature Class \n", + "count 17996.000000 17996.000000 \n", + "mean 3.924039 6.695821 \n", + "std 0.361618 3.206073 \n", + "min 1.000000 0.000000 \n", + "25% 4.000000 5.000000 \n", + "50% 4.000000 8.000000 \n", + "75% 4.000000 10.000000 \n", + "max 5.000000 10.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 17996 entries, 0 to 17995\n", + "Data columns (total 17 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Artist Name 17996 non-null object \n", + " 1 Track Name 17996 non-null object \n", + " 2 Popularity 17568 non-null float64\n", + " 3 danceability 17996 non-null float64\n", + " 4 energy 17996 non-null float64\n", + " 5 key 15982 non-null float64\n", + " 6 loudness 17996 non-null float64\n", + " 7 mode 17996 non-null int64 \n", + " 8 speechiness 17996 non-null float64\n", + " 9 acousticness 17996 non-null float64\n", + " 10 instrumentalness 13619 non-null float64\n", + " 11 liveness 17996 non-null float64\n", + " 12 valence 17996 non-null float64\n", + " 13 tempo 17996 non-null float64\n", + " 14 duration_in min/ms 17996 non-null float64\n", + " 15 time_signature 17996 non-null int64 \n", + " 16 Class 17996 non-null int64 \n", + "dtypes: float64(12), int64(3), object(2)\n", + "memory usage: 2.3+ MB\n" + ] + }, + { + "data": { + "text/plain": [ + "None" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "количество уникальных значений по колонкам:\n", + "Artist Name 9149\n", + "Track Name 15129\n", + "Popularity 100\n", + "danceability 909\n", + "energy 1208\n", + "key 11\n", + "loudness 9002\n", + "mode 2\n", + "speechiness 1194\n", + "acousticness 3930\n", + "instrumentalness 4253\n", + "liveness 1459\n", + "valence 1320\n", + "tempo 13562\n", + "duration_in min/ms 14121\n", + "time_signature 4\n", + "Class 11\n", + "dtype: int64\n" + ] + } + ], "source": [ - "data = pd.read_csv(\"train.csv\")\n", - "data.head()" + "data = pd.read_csv(\"../Data/train.csv\")\n", + "print(\"количество (строк, колонок) = \", data.shape)\n", + "display(data.head())\n", + "display(data.describe())\n", + "display(data.info())\n", + "plt.figure(figsize=(10,7))\n", + "sns.heatmap(data.isna(),yticklabels=False,cbar=False)\n", + "plt.title('Visualize Features with Null Values')\n", + "plt.show()\n", + "print(\"количество уникальных значений по колонкам:\")\n", + "print(data.nunique())" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "id": "d19b38c0-2bbd-476d-8ec8-c244fb8b2a78", "metadata": {}, + "source": [ + "Видим, что все переменные кроме строки и названия численные, строку и название уберем, так так предсказывать жанр музыки по исполнителю и название вряд ли то, что нам нужно. Есть пропущенные значения в колонках instrumentalness и key.\n", + "Что-то странное происходит с длиной композиции, по разбросу значений, видно, что представлено в двух единицах измерения, приведем все к минутам \n", + "Колонки *mode*, *time_signature*, *key* и *class* являются категориальными. \n", + "*Mode* принимает всего два значения, \n", + "*time_signature* это такт, и пока мне не очень понтно, скрыто ли что-то числовое в этой кодировке (подавлющее число имеют значение 4, и возможно это количество четвертей), возможно его стоит обработать OneHotEncoder, а возможно, нет. \n", + "\n", + "*key* это тональность, думаю тут тоже может быть смысл в распределении от 1 до 11. Так что ее оставим без изменений.\n", + "Class обработаем Label Encoder\n" + ] + }, + { + "cell_type": "markdown", + "id": "b038701c", + "metadata": {}, + "source": [ + "Посмотрим баланс классов" + ] + }, + { + "cell_type": "code", + "execution_count": 149, + "id": "e1e01584", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14,4))\n", + "sns.countplot(y=data['Class'])\n", + "plt.title('Distribution of the Music Genre')\n", + "plt.ylabel('Genres')\n", + "plt.xlabel('Count of Genres')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "925467e9", + "metadata": {}, + "source": [ + "Не очень сбалансированы, надо будет это учесть при разбиении" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "1dd00b0e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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nDRgyRPfu3ZObq6vmzZqpzJkzJdtm2MWLWr5ylfr36fPU/qaW6Fu3lJCYKOdMGS32O2fMpAuXLz9XG7OWLJVr5swWgfc/LTrmphISE+WSObPFfpfMmRV68eIrtX3m3Hm17dVb9+/fV7p06TRpxHC5P+U9+Lyiov56zzm/wHsuPFwuzi4W+1xdXMzvufDwh78mbdNF4RHhel4ZMmRQ8Px56tWvn+bOXyBJypM7t+bOnKE0aV7sPzGiYmIejvPJZ+OcWaFhYcmeEx4ZKRfnpM8y/K9lMvLmyaPsWbNq2rx5+rh/f6Wzt9fS1Wt07cYN8724dOWKJGlOcIj6dusqn/z5tWnLVnXq209rQ0KSrG39MiIiHt1vy2fi7OxsPvak6L/+rnF+4hk5Ozsr9EJosuds2LhB+fLlU7GixSz2d/k/9u47rsry/+P4CxQFEWW6AQEBRRE19165cudIzZFp5syVM3dqmpp7lxtn7tyW2XSU4saR5sKUA6goU/j9gR45Ao6ETn1/7+fjcT/q3Oe6rvO57us+N/U5133d3T6kdOnSWFtb8+uvvzJp8iSioqJ4p/U7f7NHIiIiIiIiGUMzq0X+pQICAqhVqxb+/v60bNmSRYsWEZ5s3daAgACT27wrVKhAZGQk165d4+LFizx8+JA333yT7NmzG7fly5dz6dIlAIKCgvjuu+9M3n+SYL506RJnz54lJiaGWrVqPTfO4skSj3nz5gXg9u3baZYvWLCgMVH9pM6T8i8Td/fu3VmzZg0lSpRg0KBB/Pzzz8a2OnXqxPHjx/H19aVPnz7s2bMnzTgmTpxIzpw5TbZJU6c+t68ZrWyZ0ny9OpCVS76iUsUKDBwyNNU1if+6fZtuvXpTp3ZtWjRvZoZIX93yjZvY99NPfDboY5NZrv9LCroWYPWCeSybPZMWjRoyavLn/PHnn+YOK0NFR0czcsxYSgaUYNXyZaxY8hWFvLzo0ecjoqOjzR0eVpkzM/XTcfx57TpV32pI+Tp1OXLsGJXKlcPSMmk96oSEpBnGbzduRNMGDSjs48PHvXtR0NWVLTtSX37kRXbu2kmValWM2/PuNkkv0dHR7Nq9iyaNU86q7vJ+F0oElKCwb2E6dexEh/YdWLFiRYbHJCIiIiIi8qo0s1rkXypTpkzs3buXn3/+mT179jBr1iyGDx/OoUOHXlg3MjISgG+++Yb8+fObvPdk5nBkZCSNGjVi0qRJKernzZuXPx4/oOxFrJKt4Wth8ST5k/BS5Z/UeVL+ZeKuX78+f/75Jzt27GDv3r3UqlWLnj17MmXKFEqVKsXly5fZuXMn+/bto1WrVtSuXTvFWt2QtMRJ//79TfZZxsWmKPcsB3t7MmXKhMFgmkQ2GMJwdnZKtY6zk1OKpHNoWBjOTqbls9nY4ObqipurKwH+/jRo2oyNm7fQtfN7xjK379yhc7cPKRFQnNGfDH9hvOnF3s6OTJaWhEWYPkwx7G4EjsnWJU9N4JYtrNy0iRmjRlIonZdleVX2OXOQydISwzMP7DOEh+PskPrDE1+WlZUVro/P2yI+PpwJPs/qjZsY3q/va7Xr4PD4nAtL5ZxzSuOcc3bGEGY6YzfUYDCWf3KuGsLCcHFxSdamAV9f35eO7Zudu7hx8yarli3F0jLp9+/JEydQsWo1vj3wPQ3q1X3pthxy5kzq57NjExaOcxoPtnR2dMQQlspYJivv5+vLuq++5H5kJHHx8Tja2/Nutw/xe9xPl8fHxOuZc9PD3Z2Qv/566fiTq1qlKsWKFjO+frIciSHMYFy2CCAsLAwfn9SX+rF/fK0Je2bcw8LCcEpl3Pd/u5/o6GjeavDWC+MrVrQYi79cTGxsbLqtyy0iIiIiIpIeNLNa5F/MwsKCSpUqMWbMGI4dO0aWLFnYtCnpwWFBQUFERUUZy/76669kz54dV1dX/Pz8yJo1K1evXqVQoUImm6urKwClSpXi9OnTFCxYMEUZW1tbvL29sbGxYX+yh5BltJeJG8DFxYWOHTuycuVKpk+fzsKFC43v5ciRg9atW7No0SLWrl3L119/nSLZA0nJ7xw5cphsL/PAMSsrK/wKF+bQkcPGfQkJCRw6coQA/9SXtwgoXpxfDx8x2ffLoUMEFPdPtXzydmOTJdD/un2b9z7ohl+Rwnw6apQxOfhPsLKywtfLk9+Sra+bkJDA0RMnKeaTdnJz5ebNLNnwNdNGfEKRQqk/pO+fZGVlRWEfb478fty4LyEhgSPHjuPvVyRdPyshMYHYuLjXbsfKygq/IkU4dOiZc+7wYQLSWFIloLg/vx4+bLLvl18PGcsXyJ8fZ2dnfk3WZmRkJCdOnUqzzdRER0djaWlp/KEKHv9oZWFBYmLaP1qlxsrKiiI+Phz+7TfjvoSEBA7//jvFixZNtU7xokU5/PtvJvt+PXI01fJ22bPjaG/Pn9eucyY4mOqPlzTKlzcPLs7OXLlqugzMn9evkTdP7hTtvAxbW1tcXV2Nm6enJ05OThw58vQ6EBkZyanTp0yWd0rOysqKwoULc/iZa82Ro0consq1ZsvWLVStWhWHZ5ZRSU3w+WBy5MihRLWIiIiIiPzraGa1yL/UoUOH2L9/P3Xq1CFXrlwcOnSIO3fuUKRIEU6cOEFsbCzvv/8+n3zyCVeuXGHUqFH06tULS0tL7OzsGDhwIP369SMhIYHKlStz9+5dfvrpJ3LkyEHHjh3p2bMnixYtok2bNgwaNAhHR0cuXrzImjVrWLx4MdbW1gwePJhBgwaRJUsWKlWqxJ07dzh9+jTvv/9+hvT5ZeIeOXIkb7zxBkWLFiUmJobt27dTpEhSknHatGnkzZuXkiVLYmlpyfr168mTJw/2L5j5+6o6vNuO4aNGU7SIH8WKFWVlYCBRUVE0bdwIgKEjR5LLJRf9evcC4N027/Be1w9YumIlVStXZuee3Zw+c4bRw4cB8DAqioVffkWNalVxcXYmPCKC1evWcfvOHerWrg08TVTny5uXgX37miwJk3ymZkZ6p1EjPp01m8JeXvh5F2Lt9m+IjomhYc0aAIydORMXRye6v9sOgBWbNrF4zVpG9+1LXhcX44xZG2trstnY/CMxp+bdt99m1OTPKeLrTTHfwgRu3EhUdDSNH88CHvnZZFycnejdJek8j4uL448/k9ZMjouP43ZoKMEXL5HNxto4k3rW4i+pVLYMeXLl4sHDKHZ9+y2/BZ1g9mcTUg/iFXV4tx3DR46iqN8z51yTxgAM/WQEuXLlol+f3kl9bNOW97p2ZenyFVStUpmdux+fcyM+AZISyu3btmXh4sW4u7mRP38+Zs+dRy4XF2rVqG783JCQEO7eu0dIyC0eJSRwLjjpYZpurq5ky5aNCuXLMXX6dD6d+Blt32lNYmIii5csIXOmTJR9vK78q2jfqhUjJk7Ez7cwxYoUZtX6DURFRdGkQX0APhk/nlzOLvTp9gEAbVu0oEufPixfs5YqFcqza/+3nAkOZuTHA41t7vnuOxzs7cmbOzcXLv3B5FmzqFG5MhXLljEei47vvMP8JUvwKeSFb6FCbNu1myt/XmXK2LGv3IfUWFhY0OadNnz51Ze4urqSP19+5s2fh4uzC9WrVTeW696jO9WrV6d1q9YAtGvbjtFjRuNXxI+iRYsSuCZp3Bs1bGTS/rVr1zh27Bgzps9I8dkHfzhImCGMYv7FyJolK4cOHWLJ0iW0f7d9uvRNREREREQkPSlZLfIvlSNHDg4ePMj06dO5d+8e7u7uTJ06lfr167N27Vpq1aqFt7c3VatWJSYmhjZt2jB69Ghj/XHjxuHi4sLEiRP5448/sLe3p1SpUgwblpQgzZcvHz/99BODBw+mTp06xMTE4O7uTr169YwzdkeMGEHmzJkZOXIkN2/eJG/evHz44YcZ2u8XxZ0lSxaGDh3KlStXsLGxoUqVKqxZswZISnZPnjyZCxcukClTJsqUKcOOHTvSfQZy/Tp1CA8PZ/b8+YQaDBT28WH+rFnGJRZCbt3C0uLpZ5YMCGDS+PHMmjeXGXPm4O7mysypU/B+PNM4k6Ull69cYev27YRHRGCfMyfFivqxbPEiCnl5AUmzYq9eu8bVa9eoVb+BSTynfjuarv1LS+1KlYi4e49Fa9YQFhGBt0dBpn0y3LgMyF+hoSb93rR7D3Hx8QyfMsWknc6tWtKldet/JObU1KlRnfC7d5m/dDmG8HB8vDyZNXG88cF+t27fxsLy6UzhOwYDbT/sbny9Yv0GVqzfwBvFi7NwWlLfwiMiGDnpc0LDwshumw1vD09mfzaB8m+8kS4x169bN+mcmzcv6Zzz9WX+nNmm51yy87xkiQAmTRjPrDlzmTF7Nu5ubsycNs14zgF07tSRqKgoRn/6Kffv36dUiRLMnzPb5A6D2fPms2XbNuPrFu+0AeCrRQspW7o0nh4ezJ4xnXkLFvJux05YWFpSpHBSbMmXF3lZdWvVJDwignlffUVoWBi+hQoxd8rnxgdBhvx1G4tk51gJ/2JMGDmCOYu/ZNaiRbgVKMAX48dTyNPTWCbUYGDq7DkYwsNxcXKiYd26fNCxg8nnvtuqJbGxsUyZNZu79+/j4+XF/GlTjT9GpIeOHToSHR3NhAkTuB95nxIBJZg5Y6bJ8b5+4zoRERHG13XeTLrWzF84H4PBgI+PD7NmzEqxDMjWbVvJlSsX5cuVT/G5mTNnZt2GdUybPo3ExERcC7jSr28/mjX9b6x3LyIiIiIi/79YJCYmJpo7CBF5NZ06dSIiIoLNmzebO5T/KXGR980dQoa4d+WKuUPIEFlz5jB3CBkiq9M/M1P+nxZ//3/z+xVvbWvuEDKEXU67FxcSERERERFJZ1qzWkRERERERERERETMTslqERERERERERERETE7LQMiIvKYlgH5b9EyIP8tWgbkv0XLgIiIiIiIiDloZrWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidpnNHYCIyL+FITLW3CFkCCdPT3OHkCF6zz1s7hAyxKweLuYOIUNM/eaSuUPIEINbBZg7hAwREX7P3CFkCHuHHOYOQUREREREnkMzq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0Xkb+vUqRNNmzY1dxgiIiIiIiIiIvI/ILO5AxCRf78rV67g4eHBsWPHKFGihHH/jBkzSExMNF9g/yKJiYl89dVitm/fSmTkffz9i9O//8cUKOCaZp2goGOsXh3I+fPBGAyhfPrpRKpUqWZSZsmSxXz77T5u375N5sxW+Pr60qVLN/z8ir52zKvXrmXJsuWEGgz4+vgwbPAg/IsVS7P87r17mT13Hjdu3sTdzY1+ffpQtUplk2MwZ958NmzaxP379ykZEMCIYcNwd3czljlz9izTZszk9OnTWGbKxJu1ajJowACyZctmLDNh0mSOBx3nwsVLeHp48PXaNa/d19Q0quRBZf+82GTNzKWbd1m99zy3I6LSLD++a3mcctqk2H/g2HXW7L8AQP/WJfBxdTB5/+DxGwTuO//a8SYd33mpHF/359ZLGudlycZ5sMk4x8TE8Pm0aezcvZvY2FgqVajAJ8OG4ezkZCzz66FDzJo7lwsXL2JjY0OTRo3o07MnmTNnNrYxdvx4zpw9yx+XL1OtShVmfvHFa/c5uWol3SjhmxvrLJm4fvs+O36+RPi96OfWscuWhZql3fEq4IBVZkvC70Wz7YeLhBgiAfB1d+SNwnnI45SdbNZWLNp8nL/CHqRr3E+sXreOJcsff9+8vRk26CW+b/PmcSMkBHdX16TvW+Wk71tcXByz5s3jhx9/5PqNG2TPnp3y5crRr3dvcrm4pGgrNjaWNh07Enz+PBsCAyns65tu/UpMTGThogVs2bKZyMhIivsXZ9CgIbi5uT233voN61i1ciWGMAPehbwZMOBjihZ9el0zGEKZOWsmhw8f4uHDh7i7udOpU2dq1qwJwG+//UaPnh+m2vaSr5amyzVSRERERET+eZpZLSJ/W86cObG3tzd3GP8Kq1evZOPG9QwY8DHz5y/G2tqagQP7ERMTk2adqKhoChUqRN++A9IsU6CAGx99NIAlS1Ywe/Y88uTJy8CBfYmICH+teHfu3s3kqdPo3u0D1gcG4uvjTbcePTGEhaVa/tjxIAYNHUazpk1YvzqQmtWr06d/fy5cvGgs89XSZaxavZqRw4YRuHwZNjY2dOvZ03gMbt++Q5cPu+Pm6krgiuXMnzObi5f+YPjIUSk+r1mTJtSrU+e1+vg8dcq6UaNkfgL3nmfSqt+IjXtE7xYBZM6U9p/FiSt/Y9Dcn4zb9HXHAfj9/B2Tcj8E3TQpt/HgpXSJ+aulS5Md3+Upjm9qksZ5Kt27dXs8zj5069HDZJwnTZnCgYMHmTZ5MksXL+bOnTv0HfD0nDwXHEz33r2pXLEiG1avZspnn/Hd99/zxcyZxjKPEhLImjUr7dq0oXy5cunS3+Qq+OenjF9edv58iSXbThAb94i2dYuSKZNFmnWss2Si41v+JCQksmbPGRZsPMa+w1eIjo03lsmSORPX/rrPt0f/TPeYk9u5Zw+Tp02j+wcfsH7VqqRx6NUr7e9bUBCDhg+nWdOmrA98/H0bMMD4fYuOjubMuXN069KFdatWMX3KFK5cuUKvfv1SbW/qjBmpJrHTw4oVy1m3bi2DBw/ly8VLsLax4aO+vZ97Xu7du4cZM6bzfpcuLFu2gkLe3nzUtzdhyY7H6DGjuXr1T6Z8Po3AVaupXr0Gwz8ZSnBwMADFixdnxzc7TbYmjZuQL18+ihTxy5C+ioiIiIhIxlOyWuRfYteuXVSuXBl7e3ucnJxo2LAhly49TXJdv36dNm3a4OjoiK2tLaVLl+bQoUPG9+fNm4eXlxdZsmTB19eXFStWGN+7cuUKFhYWHD9+3LgvIiICCwsLDhw4AEB4eDjt2rXDxcUFGxsbvL29WbJkCQAeHh4AlCxZEgsLC6pXrw6kXAYkISGByZMnU6hQIbJmzYqbmxvjx483iWHjxo3UqFGDbNmyERAQwC+//GJyHH788UeqVKmCjY0Nrq6u9OnThwcPns50nDt3Lt7e3lhbW5M7d25atGhhfG/Dhg34+/tjY2ODk5MTtWvXNqmbURITE1m/fh3t23eicuWqeHkVYtiwkRgMofz448E065UvX4EuXbpRtWq1NMu8+WYdSpcuQ758+fHw8KRnz6Tjkfzc+DuWr1xFi+bNaNakCV5enowcPhxra2s2bd6SavmVqwOpVLECnTt2xMvTk949e+BXpDCBa9Yaj8GKwEA+6NqFmjWq4+vjw4RxY7l95w77vzsAwPc/HCRz5sx8MnQIHgUL4l+0KCOHD2Pv/v1cvXrV+FnDBg+iTevWFCiQ/7X6+Dy1ShVg569/EnQplBuhD1iy4yz22bNQopBzmnUio+K49zDWuPl7OXE7/CHnr0WYlIuNf2RSLjr20WvH+/T4dqVmjRqPj++4x8f3uzTrLV+5khbNmz8eZ69k47wZgPv377Nx82YG9e9PubJlKernx7gxYzgeFETQiRMA7NqzBx9vb7p364abmxtlSpdmwEcfsWbdOuP3K5uNDSOHD6dF8+YmM7LTS9mi+fgx6Brnr4ZxO/whWw9ewM4mC75uaX9WheIFuPcghm0/XuRmaCQRkTH8cTOC8PtPZ2OfvHSHH45f4/LNiHSPObnlK1fSolkzmjVujJenJyOHDUsahy1pfd9WU6lCBTp36ICXhwe9e/TAr3BhAtetA8DOzo7Fc+dSr04dPAoWJMDfn2GDB3Pm7FlCQkJM2vrhp5/4+ddfGdi3b7r3KzExkTVrV/Pee52pVrUa3t7ejB41htDQUL4/+H2a9VavDqRJk6Y0atgYTw9PhgweirW1Ndu2bzWWOXnyBC1btqZo0aLkz1+Azp3fJ3t2O86dOwuAlZUVTk7Oxi1nTnsO/nCQhg0bYWGR9o8YIiIiIiLy76Zktci/xIMHD+jfvz9Hjx5l//79WFpa0qxZMxISEoiMjKRatWrcuHGDrVu3EhQUxKBBg0hISABg06ZNfPTRRwwYMIBTp07RrVs33nvvPb57ThLrWSNGjODMmTPs3LmTs2fPMm/ePJydkxJ3hw8fBmDfvn2EhISwcePGVNsYOnQon332mbGtwMBAcufObVJm+PDhDBw4kOPHj+Pj40ObNm2Ij0+a6Xjp0iXq1avH22+/zYkTJ1i7di0//vgjvXr1AuDo0aP06dOHsWPHEhwczK5du6hatSoAISEhtGnThs6dO3P27FkOHDhA8+bN/5FlSkJCbhIWZuCNN0ob92XPnp0iRfw4ffpUun1OXFwc27ZtIXv27Hh5FXqtds6cPWsyA9bS0pLy5coZE5TPCjpxkgrPzJitWKGCsfz1GzcIDQ01KWNnZ0fxYsWMZWJj47CyssLS8umfHuusWQH4PdkPKRnNOac1ObNn5eyfT2enR8c+4nLIfTzz5XipNjJZWlCuSG5+PnUrxXtli+RmSo9KjOhUhqZVPLHK/Pp/al/m+D7rZcb5zNmzxMfHU758eWMZTw8P8ubJYywTFxtL1sfj9ETWrFmJiYnh9Nmzr923F7G3y4pdtixcvnnXuC8m7hE37tynQC67NOv5uDoSEvqA5jV86demDF2aBFDSJ3ea5TNKXFwcZ86do3zZssZ9lpaWlC9blqCTJ1OtE3TixHO/b6mJjIzEwsICO7unxyTUYGD0p58ycdw4rK2tX7MnKd28eQODwUDZMk/7lj17dooWLcrJk2mfl+eCz5nUsbS0pEyZspxMdjz8/Yuzb99e7t69S0JCAnv27iE2NoZSpd5Itd2DBw9y9+5dGjZslE69ExERERERc9Ca1SL/Em+//bbJ66+++goXFxfOnDnDzz//zJ07dzhy5AiOjo4AFCr0NFk5ZcoUOnXqRI8ePQDo378/v/76K1OmTKFGjRov9flXr16lZMmSlC6dlHAtWLCg8T2Xx7ePOzk5kSdPnlTr379/nxkzZjB79mw6duwIgJeXF5UrVzYpN3DgQN566y0AxowZQ9GiRbl48SKFCxdm4sSJtGvXjr6PZwB6e3szc+ZMqlWrxrx587h69Sq2trY0bNgQOzs73N3dKVmyJJCUrI6Pj6d58+bGNXz9/f3T7G9MTEyK29RjYmJSJOVexpNb15+MzRMODo4mt7X/XT///BNjx44kOjoaJycnpkyZ/lrLr4SHR/Do0SOcnonXycmRy1eupFonNDQUJ0fTWazOTk6EGgyP30/6Z8o2nQg1hAJQrmwZPp82ja+WLaN927Y8jIrii5mzALhzJ/Rv9+dV5bDNAsC9h7Em++8/jDW+9yIlvJ2xsc7ML6dMZ7EePvsXYfdiiIiMoYBLdppV9SS3QzYWbH29Hy1CQ5OOT+rH15BqnfDw8DTG2ck4zqEGA1ZWVuSws0tR5km7FStWZEVgIDt27qRunTqEGgzMX7gwqf4d0yVQMkJ2m6QxeRBlOl4PouOwtUl7vBzsrHmjcB4Onb7BT0HXyeeSnTrlPXiUkMCJixkf9xPhEY+/b8/MOE8+Ds8KNRhSjJuzo2OaYx0TE8MXM2fSoG5dsmfPDiTNev5k9Ghavf02xfz8uHHz5ut35hmGx/E4PnNtcHR0IiyNWCMeH49nr5eODo78mex4TBg/keGfDKNO3dpkypQJa2trJk36HFfX1J8DsHXbFsqVK0/uXP/8DxIiIiIiIpJ+NLNa5F/iwoULtGnTBk9PT3LkyGFMFl+9epXjx49TsmTJFP9z/8TZs2epVKmSyb5KlSpx9hVmPXbv3p01a9ZQokQJBg0axM8///xK8Z89e5aYmBhq1ar13HLFixc3/nvevHkBuH37NgBBQUEsXbqU7NmzG7e6deuSkJDA5cuXefPNN3F3d8fT05P27duzatUqHj58CEBAQAC1atXC39+fli1bsmjRIsLD017XeeLEieTMmdNkmzVr+kv1de/e3dSrV8u4PZkZnlFKlizF4sXLmDNnAWXLlmf06BGEh79+EvyfVsjLi/Fjx7BsxUpKV6hI9dpvkj9/PpycnExmW6e3skVyM71PFeOWKR0+q2KxfJy+HMbdB6YJ1B9PhHDmShg3Qx9w+OxfLN1xlpI+LjjnfLVZrdt37KBMxYrGLaPPseepVKECA/r2ZeyECZQqV46GTZpQ5fGPUBYZMG7FPF0Y1L68cbO0/HtLOlhYQIghku9+u8pfYQ84FvwXx4L/olTh1H9w+6+Ki4tjwJAhJCYmMmLoUOP+VWvW8ODBA7q89166fdauXTupXqOqccvI83LBgvlE3r/P7FlzWLp0OW3btGP48KFcTLZO/hN/3f6LQ4d+pXGjJhkWj4iIiIiI/DM0s1rkX6JRo0a4u7uzaNEi8uXLR0JCAsWKFSM2NhYbG5vXavtJIjD5khhxcXEmZerXr8+ff/7Jjh072Lt3L7Vq1aJnz55MmTLlpT7jZWO0srIy/vuTdUWfLGcSGRlJt27d6NOnT4p6bm5uZMmShd9//50DBw6wZ88eRo4cyejRozly5Aj29vbs3buXn3/+mT179jBr1iyGDx/OoUOHjGtuJzd06FD69+9vsi88PPKl+lCpUmWKFClqfB0Xl5SwDAsLw8np6ZrH4eFhFCrk/VJtPo+NjQ0FChSgQIECFC1ajLZtW/HNN9t5990Of6s9Bwd7MmXKlOLhbgZDWJrrDTs7O2MIM50pGWowGMs7Oyf90xAWZpyJn9SmAV9fX+Prt+rX56369Qk1GMhmYwMWFixfuSpD16cOuhjK5ZB7xteZHz+UL0e2LNxLlmy2y5aF67fvv7A9xxxZKeLuwIItL54tfflW0ufmcshG6N3oF5R+qka1ahQvVsz4Ovbx9/VFxzc5BweHNMY52bg5OREXF8e9+/dNZlcnLwPQsX17Orz7Lnfu3CFHjhzcuHmT6bNmUaBAgZfu08s6fzWMG3eejsOThyja2mQhMurpdcvW2oq/wtJekz4yKpbQiCiTfaF3oyhcMP3X1H4eB/vH37dnZhobDAbjUkvPcnZySjFuoWEpv59PEtU3Q0L4av5846xqgMNHjhB08iSlKlQwqdO6fXveqlePCWPHvnJfqlSpStGiT8/Lp9c+076EhRnw9vZJtQ37x8fj2btOwsLDcHzcv+vXr7N+wzpWB67B09MLAB9vH44fP8aGr9czZPBQk7rbt28jZ86cxmWhRERERETkv0szq0X+BQwGA8HBwXzyySfUqlWLIkWKmMwKLl68OMePH09zSYkiRYrw008/mez76aef8PPzA54u45H8wVvHU1kj2MXFhY4dO7Jy5UqmT5/Owse3+mfJknSr/aNHaT8oztvbGxsbG/bv3/8SPU5dqVKlOHPmDIUKFUqxPYkhc+bM1K5dm8mTJ3PixAmuXLnCt99+CyQlvytVqsSYMWM4duwYWbJkYdOmTal+VtasWcmRI4fJ9rJLgGTLZmtMHhcoUICCBT1wdHTi99+PGss8ePCAs2fPmCR20ktiYoIxSfR3WFlZ4VekCIcOHTbuS0hI4NDhwwQkm/meXEBxf349fNhk3y+/HjKWL5A/P87OzvyarM3IyEhOnDqVapvOTk5ky5aNXbt3kzVLFiokWzM5vcXEPeJORJRxCzE85G5kDIXdHYxlrLNkwiOvHX/cvPeclpJULJaX+w9jOflH6sscJOfqkpQAvhsZ84KSpmxtbXFzczNuXp6ej4/v04eqPu/4QvJxflrn2XH2K1KEzJkzm5S5fOUKIbdupWjXwsKCXLlyYW1tzc5du8iTJw9+hQu/Ur9eRmz8I8LvRxu30Igo7j+MpWC+nMYyWawykd/F7rk/Llz76z5Oz8xod8ph88pj8bqsrKzwK1yYQ0eOGPclJCRw6MgRAtJYqiigePGU37dDh0zG5Emi+uq1ayyeNy/F0kBDP/6Yr1evZkNgIBsCA5k7YwYAUyZOpE/Pnn+rL7a2tri6uho3Dw9PnJycOJKsb5EPIjl9+jT+/mmfl4V9C5vUSUhI4MiRI8alm6Kjk37YsbAw/c9Uy0yZjD9uPpGYmMj27duoX78BmTNrDoaIiIiIyH+d/qte5F/AwcEBJycnFi5cSN68ebl69SpDhgwxvt+mTRsmTJhA06ZNmThxInnz5uXYsWPky5ePChUq8PHHH9OqVStKlixJ7dq12bZtGxs3bmTfvn1A0szc8uXL89lnn+Hh4cHt27f55JNPTGIYOXIkb7zxBkWLFiUmJobt27dTpEgRAHLlyoWNjQ27du2iQIECWFtbkzNnTpP61tbWDB48mEGDBpElSxYqVarEnTt3OH36NO+///5LHYfBgwdTvnx5evXqRZcuXbC1teXMmTPs3buX2bNns337dv744w+qVq2Kg4MDO3bsICEhAV9fXw4dOsT+/fupU6cOuXLl4tChQ9y5c8fYh4xkYWFBy5atWL58GQUKuJInTz6++mohTk7OVK78dKZfv369qVKlGs2btwDg4cOH3Lhx3fh+SEgIFy6cJ0eOHOTOnYeoqChWrFhGpUqVcXJy4u7du2za9DWhoaFUr17ztWLu8G47ho8cRVE/P4oVK8rKwECioqJo2qQxAEM/GUGuXLno16c3AO+2act7XbuydPkKqlapzM7duzl95gyjR3xiPAbt27Zl4eLFuLu5kT9/PmbPnUcuFxdq1ahu/NzANWsoERBAtmzZ+OXXX5k6fQZ9e/c2mdV79epVHkZFERpqICYmhnPBwQB4eXqazMx/Hft/v0798u7cDn9I6N1oGlfyICIyluMXn66d3bdlCY5fvMOBYzeM+yyACsXy8svpWyQ88/BO55zWlC2Sm1OXDTyIiie/iy0ta3hz/loEN0LTngH8MlIe3/zMnjv38fF9ui79+926UatGDdq+8w4AHd59l+EjRz4e52LJxjlpuQQ7OzuaN23K5KlTyZkzJ7a2tkyYNImA4sVNEqNfLVtG5YoVsbS0ZN/+/SxesoSpkyeTKVMmY5lLly4RFx/P3bt3efDwoXHcCqcx8/tVHD59k8oBroTdjSYiMprqpdy4HxVL8NWnPxi0q1eU4D8NHD2b9NDLQ6dv0qmhP5WKF+DM5VDyuWSnpG9udvx0yVjHOktmcmbPSvZsST+GOeVMukMkMiqWB1Gmd5+8jg7vvsvwUaMoWqSI6Tg0fvx9GzmSXC4u9Ov95PvWJun7tmIFVStXZueePUnft+HDgaREdf/Bgzlz7hxzpk8n4dEj47rmOXPmxMrKyrjM0hPZsmUDwLVAAfLkTp91nS0sLHindRuWLP0KV1dX8uXLz4KF83F2dqZa1WrGcj17dad6tRq0bNkKgDZt2jJ23BiKFCmCn19R1qxdTXR0FA3fSno4YsGCBSlQwJXPJk2kT++PyJkzJ99/f4DDhw8xdeoXJjEcPXqEmzdv0qRx03Tpk4iIiIiImJeS1SL/ApaWlqxZs4Y+ffpQrFgxfH19mTlzJtWrVweSZjbv2bOHAQMG0KBBA+Lj4/Hz82POnDkANG3alBkzZjBlyhQ++ugjPDw8WLJkibE+JD2w8f333+eNN97A19eXyZMnU6dOHeP7WbJkYejQoVy5cgUbGxuqVKnCmjVrgKTZzDNnzmTs2LGMHDmSKlWqcODAgRT9GDFiBJkzZ2bkyJHcvHmTvHnz8uGHH770cShevDjff/89w4cPp0qVKiQmJuLl5UXr1q2BpNvHN27cyOjRo4mOjsbb25vVq1dTtGhRzp49y8GDB5k+fTr37t3D3d2dqVOnUr9+/Vccjb+nTZt3iYqKZsqUSURGRuLvX5zPP59mMlv75s0b3L0bYXwdHHyOvn17GV/PmTMTgHr1GjB06CdYWlpy9eqf7N69g7t375IjR04KFy7MzJlz8fDwfK1469etS3h4OLPnzSPUYKCwry/z58w2LjMQcuuWyTrSJUsEMGnCeGbNmcuM2bNxd3Nj5rRpeCd70GfnTh2Jiopi9Kefcv/+fUqVKMH8ObNNjsHJU6eZM38BDx8+xKNgQUYOH0bjhg1NYhs5dhxHf/vN+LrFO20A2P3NdvLny/da/X5iz+GrZLXKRLs6vmTLmpmLN+4y6+sg4h89nbXpYm9NdhvT5Hhhdweccljz8zMPVgR4lJBIYXdHar7hSlYrS8Lvx3Ds/B12/HolXWLu3KlTKsd3jsnxvXbtGuEREcbXqY/zHJPlJAYPHIilpSV9Bw4kLjaWihUrmqx9DPDjTz+xaPFiYuPi8PXxYdYXXxjXrX6ie+/e3Ex290aLxwnzU8eOvXbffzl5gyyZM/FWJS+ss2Tm2u17rN59mkePnv5g4GBnTTbrp+MVEhrJ+v3nqPmGO1VKuBIRGc3eQ5c59cfThyv6uDnSuOrTpXqa10hKrB88dpWDx669dtxP1K9TJ2kc5s9PGgcfH+bPmmX6fbN4ujZ3yYAAJo0fz6x585gxZ07S923qVOP37fadO3z3/fcAtGjTxuSzvlqwgLKPH5T7T2jfvgNR0VFM/GwCkZGRBBQPYMb0mSbn5Y3rN4hIdl6++WYdIiIiWLhoAQaDAR9vH6Z/MdP4EMrMmTPzxbTpzJk7mwED+xMV9ZACBVwZOXI0lSqaPp9h67atFPcvbvJQYBERERER+e+ySEx8ZmqYiMj/U7duvXhZh/8ipxyv9nC//4recw+/uNB/0Kwe5cwdQoaYtOb1k9b/RoNbBZg7hAzxIC7hxYX+g+wdcpg7BBEREREReQ6tWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZmeRmJiYaO4gRET+Da5c/cvcIWSI2LhH5g4hQ2SytDB3CBnCLXcOc4eQIb4/fs3cIWSIqiXczB1ChoiNTzB3CBkiPuR/8zy09y1i7hBERERERNKFZlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIiIiIiIiIiIiImJ2SlaLiIiIiIiIiIiIiNkpWS0iIiIiIiIiIiIiZqdktYiIiIiIiIiIiIiYnZLVIslUr16dvn37mjuM/wlXrlzBwsKC48ePmzsUERERERERERH5D8hs7gBE/k02btyIlZVVurRlYWHBpk2baNq0abq0Zy4HDhygRo0ahIeHY29vb+5w/rUSExNZvuwrdu3cRmRkJH5F/enTpz/5C7imWefkieOsX7+GC+eDCQszMGr0eCpWqmJSpu6bVVOt26Vrd1q2apOufXhZiYmJrFq5hD27vuHBg0iK+BWjR89+5MtfIM0669eu4ueff+DG9atkyZKVwkWK0qnzBxQo4PYPRv5UYmIiK1csYdfO7Tx4EImfXzF69u5P/uf04eTJIL7esIaLF84TFmbgk5HjqFjRdLyioh6y5KuF/PLLj9y/d4/cefLSuElz3nqryWvHvHrtWpYsW06owYCvjw/DBg/Cv1ixNMvv3ruX2XPncePmTdzd3OjXpw9Vq1Q2OQZz5s1nw6ZN3L9/n5IBAYwYNgx396djsmDxYg7+8CPB589jlTkzv/xwMM3Pi4iI4O3W7/DX7dv8fPB7ctjZvXafk8f6zeZAfvp+L1EPH+DpXZh32ncnV558adY5+O1OfvhuJ2GhtwHIm9+N+o1bU7T4G6m2P/eLsZw5+Tsf9B5KQKny6RZ78s+YM28eXz8+3iWMx9v9ufVWr13L0mXLjOM+dPBg47jfvXuXOfPm8cuvvxJy6xYODg7UrF6dXj16YPf4+G/eupURo0al2vaB/ftxcnR87X7NXzCfTZs3ERkZSUDxAIYOGYqb2/O/2+vWrWP5yuUYDAa8vb0Z9PEgihU1PZ9PnDjBnHlzOHXqFJkyZcLHx4fZM2djbW0NwJ9//smMmTM4HnSc+Ph4ChUqRPcPu1OmdJnX6lNq1n+zg1WbNmEIj8DboyADPuhKUR+fVMv+cfUqC1YFEnzpEiG379D3/c60adLYpEzTLl0JuX0nRd23G9Rn0Ifd0j1+EREREZH/Cs2sFknG0dHR+D/4/4TY2Nh/7LMkY61bG8iWzV/T+6MBzJi1AGtra4YNHUhsbEyadaKjo/H09KJX735pllm9dpPJ1n/AECwsLKhcpVpGdOOlfL1hDdu3bqRHr35M+WIu1tbWjBwx6Lnn86lTQbzVsCmfT5vDuPGf8+hRPCOHDyI6OuofjPypDetXs3XL1/Tq058vps/D2tqGEcM/fuF4eXh40aNn3zTLLFo4l9+OHubjj4ezYOEymjZtwbw5M/j1l59eK96du3czeeo0unf7gPWBgfj6eNOtR08MYWGplj92PIhBQ4fRrGkT1q8OpGb16vTp358LFy8ay3y1dBmrVq9m5LBhBC5fho2NDd169iQm5ukxiIuLo+6btWndosULYxw5Ziw+3t6v1c+07N2xkQN7v+GdDt35eMTnZMlizexpo4mLS/ucc3B0okmLDgweNY1Bo6biU8SfBTMncPPG1RRlv9uzFbDIkNif+GrpUgJXr2bEsGGsWr481eP9rF27d/P51Kl82K0b6wID8fHxoVuPHsZxv33nDnfu3GFAv35sWr+eT8eM4aeff2bUmDHGNurVqcN3e/eabJUqVqT0G2+8dqIaYNnyZaxZu4ZhQ4exbEnSedSrd6/n9mvPnj1Mmz6ND7p8wKoVq/Dx9qFX716EJTufT5w4Qa8+vShfrjzLly5n+dLltGrZCkvLp//p2rd/X+IfxbNg3gJWLl+Jj7cPffv1JTQ09LX7ldzeH35kxpdf8f4777Dsi2kUKliQj0aNISwiItXy0TEx5M+Thx4dOuDk4JBqmSVTp7Bj2RLjNmts0pjVqlQxXWMXEREREfmvUbJaJJnky4AULFiQCRMm0LlzZ+zs7HBzc2PhwoXGsrGxsfTq1Yu8efNibW2Nu7s7EydONNYFaNasGRYWFsbXo0ePpkSJEixevBgPDw/j7LCCBQsyffp0k1hKlCjB6NGjja8tLCxYsGABDRs2JFu2bBQpUoRffvmFixcvUr16dWxtbalYsSKXLl0yaWfLli2UKlUKa2trPD09GTNmDPHx8SbtLl68mGbNmpEtWza8vb3ZunUrkLSUR40aNQBwcHDAwsKCTp06AbBr1y4qV66Mvb09Tk5ONGzYMMVnJ3fgwAEsLCzYv38/pUuXJlu2bFSsWJHg4OCXjjcxMZHRo0fj5uZG1qxZyZcvH3369DHWnTt3Lt7e3lhbW5M7d25avESCLT0kJiayedN62rRrT8WKVfD09GLQ4OEYDAZ+/unHNOuVKVueTu91pVLl1GdPAzg6Oplsv/zyIwEBJcmbN+0ZpRkpMTGRrZs30Oqd9pSvUBkPDy/6DRhKmCGUX39Ju69jxk2m9pv1cHf3wMOzEH37D+HOnb+4eOH8Pxh9kqTx2sA7bdpToUJlPDy9GPDxUAyGUH75+TnjVaYcHTt1STH7PbmzZ05Rq3Y9igeUJHeevNRv0AhPz0IEB599rZiXr1xFi+bNaNakCV5enowcPhxra2s2bd6SavmVqwOpVLECnTt2xMvTk949e+BXpDCBa9Yaj8GKwEA+6NqFmjWq4+vjw4RxY7l95w77vztgbKdX9+50ePddvL0LPTe+NevWc+/+fTp1aP9a/UxNYmIi3+3dRr1GLQkoVY78rgXp2LUvd8PDCPr91zTr+ZcoS7GA0uTKk4/cefLT+O32ZLW25sol02vOtat/sH/3Ft59v3e6x568DysDA/mga1dq1qjx+HiP486dO3z73Xdp1lu+ciVvN2/+eNy9GDl8ODbW1mzavBkA70KF+GLqVKpXq4arqyvlypald69eHDh40HjdtLa2xtnZ2bhZWlpy6PBhmqfDXT+JiYkErg7k/c7vU71adby9vRkzZgx3Qu9w4PsDadZbGbiSZk2b0bhxYzw9PRk2dBjW1tZs2fr0fJ76xVTeaf0O73V6Dy8vLwoWLEidN+uQJUsWAMIjwrl69SrvdXwPb29v3Nzc6N2rN9HR0c/9W/R3rN6yhSZ16tCodi083VwZ0qM71lmzsm3f/lTL+3l70+e9TtSpWoUsVqnfxOiQMydODg7G7ccjRyiQJw+lnnO3hIiIiIjI/wdKVos8x9SpUyldujTHjh2jR48edO/e3ZhcnTlzJlu3bmXdunUEBwezatUqY1L6yJEjACxZsoSQkBDja4CLFy/y9ddfs3Hjxldez3ncuHF06NCB48ePU7hwYdq2bUu3bt0YOnQoR48eJTExkV69ehnL//DDD3To0IGPPvqIM2fOsGDBApYuXcr48eNN2h0zZgytWrXixIkTNGjQgHbt2hEWFoarqytff/01AMHBwYSEhDBjxgwAHjx4QP/+/Tl69Cj79+/H0tKSZs2akZCQ8Nw+DB8+nKlTp3L06FEyZ85M586dXzrer7/+mi+++IIFCxZw4cIFNm/ejL+/PwBHjx6lT58+jB07luDgYHbt2kXVqmkngdPTrVshhIWFUapkaeM+W9vsFC5chLNnTqXb54SHh3H40C/Urf9WurX5qv66FUJ4eBglSjxdSsHWNjs+vkU4d/b0S7fz4MEDAOzscqR7jC9y60kfSpr2wbewH2fPnnmttov4FePQrz8RGnqHxMREgoKOcePGNUq98feXJYiLi+PM2bOUL1fOuM/S0pLy5coRdOJEqnWCTpykQrLyABUrVDCWv37jBqGhoSZl7OzsKF6sWJptpuXSpT+Yv2gRE8eNxcIy/f+zwnDnL+7dDce3aIBxn002Wwp6+XD5YvBzaj6VkPCIo4cOEhsTjYeXr3F/bEwMSxdMpdW73ciZM/UZsOnhyfEu/8zx9n/O8f474w4Qef8+2W1tyZw59STptu3bsbG25s3atf9mb566ceMGBoOBcmWT9Su7HcWKFuPEc/p17tw5ypYta9xnaWlJ2bJlOXnyJABhYWGcOnUKR0dH3uv8Hm/WfZOuH3Tl2PFjxjr2Oe1xd3dn+zfbiYqKIj4+nq83fo2joyNFihR57b6ZxHvxEmVLFDeJt0xAACfPvdz59zKfsevA9zSqXQsLi4yd4S8iIiIi8m+nNatFnqNBgwb06NEDgMGDB/PFF1/w3Xff4evry9WrV/H29qZy5cpYWFiYrDvq4uICgL29PXny5DFpMzY2luXLlxvLvIr33nuPVq1aGeOpUKECI0aMoG7dugB89NFHvPfee8byY8aMYciQIXTs2BEAT09Pxo0bx6BBgxiVbA3TTp060aZN0vrHEyZMYObMmRw+fJh69erh+Pg28Vy5cpmsWf3222+bxPbVV1/h4uLCmTNnKPacmWHjx4+nWrWkJSyGDBnCW2+9RXR0NNbW1i+M9+rVq+TJk4fatWtjZWWFm5ubMeFx9epVbG1tadiwIXZ2dri7u1OyZMlXPsZ/R1iYAQD7Z273tndwJCw89WUa/o69e3Zhky0blZ8zEzujhT/uT4q+2jsY33uRhIQEFi2YTRG/YrgX9Ej3GF/kSZwO9qZLILxKH9LSvXsfZs6cSod3W5IpUyYsLC356KOB+PsHvLhymvFG8OjRoxRLNjg5OXL5ypVU64SGhuLk6GSyz9nJiVCD4fH7Sf9M2aYToYaXX0IhNjaWj4cOZUDfj8ibNy/Xbtx46bov697dcABy5LA32W+Xw974XlpuXLvClPGDiY+LJWtWG7r2Gkre/E/XUt6w+ks8vQoTUKrcc1p5fYbHy1KkfrwNqdYJDw9PY9yd0hz38PBwFixaRItnrs/Jbdy8mQb16xvv7HkdhsexOzqZxujo5Gh871kREU/OZ9Pz08nRiSuP+3Xj8Xm0cNFC+vbpi4+vD9988w3de3Rn3Zp1uLm5YWFhwbw58xjw8QCqVKuCpaUlDg4OzJo5ixw50u9HsIh793mUkIDjM89scLTPyZ83rqfLZ3x/6BCRDx7wVq1a6dKeiIiIiMh/mWZWizxH8eJPZ1JZWFiQJ08ebt9OelhXp06dOH78OL6+vvTp04c9e/a8VJvu7u5/K1H9bDy5c+cGMM4sfrIvOjqae/fuARAUFMTYsWPJnj27cevatSshISE8fPgw1XZtbW3JkSOHsZ9puXDhAm3atMHT05McOXIYZ5VfvZpyPdi0+pA3b14A42e9KN6WLVsSFRWFp6cnXbt2ZdOmTcZb3d98803c3d3x9PSkffv2rFq1yqSPz4qJieHevXsm2/PWWE3u2/17aNKornF7FP/opeq9rt27d1Cz5ptkyZL1H/k8gAPf7aVl8/rGLf5R/IsrvcD8uTO4+udlBg0ZmQ4Rvth33+6ledN6xu1R/Ov3IS1bt27k3NkzjBo9gZmzFtK1a3fmzpnOsd+PZthnmtP0mbPw9PCg0VvpN9v/8C8H6Pdha+P26NHf/37lzpufoWOm8/GIz6lSox4rFs8g5PGa1SeOHeL82RO83bZLeoVutH3HDspWrGjc4jLwnHsiMjKSnn364OnpSfduqT+g73hQEH9cvkyzv7kEyI6dO6hctbJxi8+gfj25Q6d5s+Y0btyYwr6FGdB/AO7u7salQhITE5k0eRKODo4sXrSYZUuXUb1adfr178ed0JQPLvw327p3HxXeKIWL0+uvIS4iIiIi8l+nmdUiz2FlZWXy2sLCwvg/0aVKleLy5cvs3LmTffv20apVK2rXrs2GDRue26atrW2KfZaWliQmJprsi4uLe248T24VTm3fkxgjIyMZM2YMzZs3T9FW8ll1z+tnWho1aoS7uzuLFi0iX758JCQkUKxYsRc+NPJ14nV1dSU4OJh9+/axd+9eevToweeff87333+PnZ0dv//+OwcOHGDPnj2MHDmS0aNHc+TIEZMZ4U9MnDiRMckeQgbwUd8B9O338XPjByhfoTK+hf2Mr5+MVUR4OE5Ozsb9EeFheHk9f63fl3XyZBDXr11l2PDR6dLeyypbrhI+vsn7mjS+EeHhOCabGRkREY6n54v7On/uDI4c/oWJk2fg7Pz3frR5VeXKV8K38NNlAeJik8YrPCIMR6dX70NaYmJiWLZ0MZ+MGEfZchUA8PD04tKli2z8ei0lS5V+QQupc3CwJ1OmTCkepmgwhOHs5JRqHWdnZwxhpjNbQw0GY3ln56R/GsLCTH48MxgM+Pr68rIOHTnChYsXCSidtMzJk+tYlRo16fp+Z3p17/7SbT1RvERZCno+jSE+Pmm87t2LIGey2fD370VQwPX5M/MzZ7YiV+6kH8XcChbizysX+G7vdtp26sH5sycJvXOLj3u2NamzaPYkCvn40XfI+NSafCk1qlWjeLI7TGIfXyNSO96F0zjeDg4OaYy7Aadnxv3Bgwd82LMn2bJlY8a0aSmu6U9s3LSJwr6+FPXzS/X9F6lWtRr+xZ7+QPrkeh9mCMMl2fc5zBCGj49Pqm3Y2z85n03PT0OYAefH109n56R/enp4mpTxKOjBrVu3gKTltn748Qe+2/8d2bNnB6DIkCIcOnyI7du3816n90gP9jnsyGRpmeJhimERd3G0f/2lY0Ju3+ZI0Ak+GzL4tdsSEREREflfoGS1yGvIkSMHrVu3pnXr1rRo0YJ69eoRFhaGo6MjVlZWLz0j0MXFhZCQEOPre/fucfny5deOr1SpUgQHB1Oo0N9PwD15mFXyvhgMBoKDg1m0aBFVqiQ9bO7HH9N+MN3Lepl4bWxsaNSoEY0aNaJnz54ULlyYkydPUqpUKTJnzkzt2rWpXbs2o0aNwt7enm+//TbV5PfQoUPp37+/yb6QvyJeKs5s2bKRLVs24+vExEQcHR05duw3vAp5A0nJo3PnztKwUdOXavNFdu/8Bm9v33RLfr+s1Prq4OBIUNDveD6O5eHDB5wPPkuDt5qk2U5iYiIL5s3kl19+ZOJnX5AnT94Mj/2JNPtw/He8vJLG6+GDBwSfO8NbbzX+25/zKD6e+Pj4FOs2Z7LMRMIzP0a9CisrK/yKFOHQocPUevzA04SEBA4dPkyb1q1TrRNQ3J9fDx+mfbt2xn2//HqIgMd3NhTInx9nZ2d+PXTYmCyNjIzkxKlTtGrZ8qVj+2LK5yZ3JJw6fZoRo8ew7MvFuLq6vnJfAaxtsmFtYzpeOXI6EHzmBK5uScnLqKiHXLl0nio16r1S24kJicbk95tvvU3Fqm+avD9+RB/ebtMZ/xJlU6v+0mxtbU1+mExMTMTZ2ZlDhw6ZHO+Tp07ROo3j/XTcD5mM+6/PjHtkZCTdevQgS5YszJo+naxZU7/z4uHDh+zeu5ePev/9B0mm1i8nJycOHzls/JEjMjKSU6dPpfmAWysrKwoXLsyRI0eoUf1pv44cOUKrlknLXOXLlw8XFxeu/HnFpO7Vq1epWLEiANHR0UDSj73JWVqk/PH3dVhZWVG4kBdHgk5QrXz5p/GeOEHLtxq8dvvb9+3HIWdOKpX5ez9miYiIiIj8r1GyWuRvmjZtGnnz5qVkyZJYWlqyfv168uTJY5zFW7BgQfbv30+lSpXImjUrDg5pz8CqWbMmS5cupVGjRtjb2zNy5EgyZcr02jGOHDmShg0b4ubmRosWLbC0tCQoKIhTp07x6aefvlQb7u7uWFhYsH37dho0aICNjQ0ODg44OTmxcOFC8ubNy9WrVxkyZEiGx7t06VIePXpEuXLlyJYtGytXrsTGxibpIVvbt/PHH39QtWpVHBwc2LFjBwkJCWnOEs2aNWuKpE5YRNTfitvCwoKmzVqyOnA5+fMXIE/evCxb+iVOTk5UrFTZWG7wx32pWKkKTZomrScbFfWQm8nW+L11K4RLFy9glyMHuXLlNu5/8OABB384wAcf9Pxb8aUnCwsLGjdtwdo1K8iXLz+5c+dl5YqvcHRypnyFp30dPrQ/FSpWoWGjZgDMmzudgwf2M3zkp9jYZCP88WzRbLa2aSbXMrIPTZu1YM3qFeTLV4DcefKyYvmXODk5U6Hi0z4MHdKfihUr06hx0o8dUVEPuXnz6Xj9desWly5dwM4uabyy2dri7x/AV4vnkTVLFnLlzsPJE8fZv383XV9z7Dq8247hI0dR1M+PYsWKsjIwkKioKJo2SUquD/1kBLly5aJfn6RE5Ltt2vJe164sXb6CqlUqs3P3bk6fOcPoEZ8Yj0H7tm1ZuHgx7m5u5M+fj9lz55HLxYVaNaobPzckJIS79+4REnKLRwkJnHv8gFk3V1eyZcuG2zMJ6fDHs089PT3JYWf3Wn1+wsLCghpvNmLXtnXkyp0XJ+fcbN8USE4HRwJKlTeWmzF5BAGlylO9dtKSJFvWL8ev+Bs4OjkTHRXF0V8PciH4FD0HjAYgZ06HVB+q6OjkgrNL7hT7X7cP77Zty4LFi3FzcyN//vzMnjsXFxcXaj5ORAN06daNmjVq0PaddwDo8O67DB85kqJ+fvgXK8YK47gn/TD0JFEdFR3NZ+PH8+DBA+PDS5/MzH5i1+7dPHr0iIbpuGSLhYUFbdu05cuvvsTN1Y18+fMxb/48XJxdqF6turHch90/pEaNGrRulZRkf7ftu4waM4oiRYpQrGgxAlcn9atxo8bGdju824H5C+fj4+ODr48v27Zv48qfV5g0aRIA/sX9sbOzY9ToUXTt0pWsWbOyafMmbty8QeVk19300KZJE8ZOn0GRQoXw8/FmzdZtREdH0/DxGtOjv5iOi6MTPTu2B5Lutrl87VrSv8fHcycsjPN//IGNtQ2u+Z7+UJeQkMD2/d/yVs0aZE6Hv/kiIiIiIv8LlKwW+Zvs7OyYPHkyFy5cIFOmTJQpU4YdO3YYZ3lNnTqV/v37s2jRIvLnz298cFRqhg4dyuXLl2nYsCE5c+Zk3Lhx6TKzum7dumzfvp2xY8cyadIk44y2Ll1efo3W/PnzGx98+N5779GhQweWLl3KmjVr6NOnD8WKFcPX15eZM2dSvXr1DI3X3t6ezz77jP79+/Po0SP8/f3Ztm0bTk5O2Nvbs3HjRkaPHk10dDTe3t6sXr2aokWLvlZML6tV67ZER0czY/oUIiMjKVrMn/ETp5isLx0ScpN79+4aX58/H8yggR8ZXy+YPxuAN9+sx8BBw4z7vz+wHxITqVHz3/HwrbdbvEN0dBSzZ03lQWQkfkX9GTN2knEWPsCtkJvcu/u0rzu/2QrAsMH9TNr6qN9gar/5arNj00OLlm2Ijo5m1szH41XUn7GfTjYdr5s3uJusDxfOBzMkWfyLFs4BoHbtuvQfOBSAwUNHsnTJIj6fPJ779++RK1duOnTsQoPXmLENUL9uXcLDw5k9bx6hj5eOmD9ntnFZj5Bbt0xmmJYsEcCkCeOZNWcuM2bPxt3NjZnTpuGd7K6Fzp06EhUVxehPP+X+/fuUKlGC+XNmm/x4MHvefLZs2/b0uL2T9CDWrxYtpGzpf24m6JsNmhMbG03g0rlEPXyAl08RevYfhZXV03Mu9PYtHkTeM76+f/8uyxdN597dMKxtbMnv6k7PAaMpUrTEPxZ3cp07dSIqKooxj493yRIlmD9njsnxvnbtGhHJlpuoV7cuYeHhzDEZ9znGcT977hwnTp4EoEFj03Ns1zffkD9fPuPrjZs3U6tmzXT7EeGJjh2SzqPxE8ZzP/I+JQJKMGvmLJN+Xb9x3aRfderUITwinPkL5mMwGPDx8WHWzFkmy5u0bduWmNgYpk2bxt17d/Hx9mHO7Dm4Fkj6gcTB3oHZM2czZ94cPuzxIfHx8Xh6ejJtyrQ0lyD5u96sUpmIu3dZGLgaQ3g4Pp4eTB89CicHewD+unMHy8fLWgHcCQujfd+nd+6s2rSZVZs2U6pYUeZNeLq8zOGgIG7duUOj2v+Oa7uIiIiIyL+BRWJ63ispIvIfduXqX+YOIUPExv0zD4D8p2WytHhxof8gt9w5zB1Chvj++DVzh5AhqpZwM3cIGSI2/vnPLfivig/53zwP7X2LvLiQiIiIiMh/gOWLi4iIiIiIiIiIiIiIZCwlq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7JSsFhERERERERERERGzU7JaRERERERERERERMxOyWoRERERERERERERMTslq0VERERERERERETE7DKbOwARkX8Lp5zZzB1ChoiJjTd3CBnC4q/r5g4hg+QwdwAZomJBO3OHkCEszB1ABrGKjzZ3CBki2jGPuUPIEFGRD8wdQoawyW5r7hBERERE5B+mmdUiIiIiIiIiIiIiYnZKVouIiIiIiIiIiIiI2SlZLSIiIiIiIiIiIiJmp2S1iIiIiIiIiIiIiJidktUiIiIiIiIiIiIiYnZKVouIiIiIiIiIiIiI2SlZLSIiIiIiIiIiIiJmp2S1iIiIiIiIiIiIiJidktUiIiIiIiIiIiIiYnZKVouIiIiIiIiIiIiI2SlZLSIiIiIiIiIiIiJmp2S1iIiIiIiIiIiIiJidktUiIiIiIiIiIiIiYnZKVouIiIiIiIiIiIiI2SlZLSIiIiIiIiIiIiJmp2S1iIiIiIiIiIiIiJidktUiIiIiIiIiIiIiYnZKVouIiIiIiIiIiIiI2SlZLSIiIiIiIiIiIiJmp2S1iBhVr16dvn37AlCwYEGmT59u1nhEREREREREROT/j8zmDkBE/p2OHDmCra2tucP410pMTGTBwgVs2ryJyMhIAooHMGTwENzc3J5bb936daxYuQKDwYC3tzcfD/yYYkWLAXDz5k0aN22car3PJnxG7dq1OX/+PEuXLyXoeBARdyPImzcvbzd/mzbvtEn3PkJSPxd/uYht27Zw/34kxf39GThwEK6uaffz+PFjBAau5FxwMAZDKBMnTKJq1WomZQ58/x2bN28iOPgc9+7dY8mS5fh4+2RIH17G1zt3smrLVsIiIihU0J3+77+Pn7d3qmW37N3Lru+/54+r1wDw9fTkw3Zt0yyfUVavXcuSZcsJNRjw9fFh2OBB+Bcrlmb53Xv3MnvuPG7cvIm7mxv9+vShapXKxvf37t/Pug1fc+bsWe7evcuGNasp7Otr0kanLl05+ttvJvtavv02oz4Znr6dS2btps0sW7sWQ1gYPl5eDO7Tm2JFiqRa9tLly8xdspSz588T8tdfDOzZg3YtWpiU+S0oiOVr13Lm/AVCDQamjRtLjcqVU23vdSQmJjJn3jw2bNrE/fv3KRkQwIhhw3B3d39uvaRxXZZsXAebjGtMTAyfT5vGzt27iY2NpVKFCnwybBjOTk7GMhMmTeJ4UBAXLl7E08ODr9euTTW+pStWsOHrr7kZEoKDvT2tW7WiW5cur9XvNRu+ZumqQELDwvApVIih/fvhX9QvzfJ79n/L7IWLuHnrFm4FCtCvZ3eqVKxofL94hUqp1uvXswfvvdvutWJ9Ff8r18LExETmzZ/Pxk2buB95nxIBAQwbOgz3F/ztWrNuLcuWL8dgMODj7cPgQalfbxITE+nVpzc//fwz06ZMpWaNGgBs2bqVUWNGp9r2t3v34ejo+Np9ExEREZH/DZpZLSKpcnFxIVu2bOYO419r2fJlrFm7hqFDhrL0q6VY21jTu09vYmJi0qyzZ+8evpj+BV27dGXl8pX4ePvQu09vwsLCAMidOze7duwy2bp90I1s2bJR8XHy5uy5szg6ODJ27FjWrllL5/c6M3vObNauS5mMSg+rVq1gw4Z1fDxwMIsWLsbaxob+/fs+t59RUVEUKuTNgP4D0ywTHRVN8eIBdO/eMyPCfiX7fvqJmUuX0blVS5Z8PplC7gXpN+5Twu7eTbX8sdOnqV25MrPGjGbBhAnkcnam79hx3DEY/rGYd+7ezeSp0+je7QPWBwbi6+NNtx49MTw+l1LEfDyIQUOH0axpE9avDqRm9er06d+fCxcvGstERUVRqkQJ+vXp89zPbtG8GQf27jFuA/p+lK59S273t98xdd48unXsQODCBfh4edFj0GDCwsNTLR8dE0OBfHnp80FXnNNIfkVFR+Pj5cXQj57fz9f11dKlrFq9mpHDhhG4fDk2NjZ069nzud+dpHGdSvdu3R6Pqw/devQwGddJU6Zw4OBBpk2ezNLFi7lz5w59BwxI0VazJk2oV6dOmp81cfJkNm7axMB+/di2aROzpk9/7o8dL2PXvn18PnMWH77fmbVLv8LXuxAf9uuPISz18Tp+4iSDR42mWaOGrFu2hJpVq/DR4KFcuPSHscy327eabGOHD8PCwoI3a1R/rVhf1f/KtXDpsmUErlnN8GHDWLFsGTY2NvTo9fzzcvee3UydNo1uH3zA6lWB+Ph406NXT+PfruRWBq4CC4sU++vWqcO+3XtMtooVKvDGG28oUS0iIiIiJpSsFpFUJV8GpG3btrRu3drk/bi4OJydnVm+fDkACQkJTJw4EQ8PD2xsbAgICGDDhg3G8gcOHMDCwoL9+/dTunRpYwI2ODjYpN0tW7ZQqlQprK2t8fT0ZMyYMcTHxwNJM7ZGjx6Nm5sbWbNmJV++fPRJllibO3cu3t7eWFtbkzt3blo8M6MyvSQmJrJ6zWre7/w+1atVx9vbm7Gjx3In9A4Hvj+QZr1Vgato2rQpjRs1xtPTk6FDhmJtbc3WbVsByJQpE87Ozibbdwe+o3at2sYfDpo0bsLAAQN5o9QbFMhfgAb1G9C4UWO+++67DOnnuvVr6djhPapUqUqhQt6M+GQUoYZQfvjhYJr1KlSoyAcffEi1atXTLFOvXn06v/c+ZUqXSfe4X9WabdtoXLs2DWvWxMPVlUHdPiBr1qxs3/9tquVH9+3L2/Xq4ePhQcEC+Rna/UMSEhM5evLkPxbz8pWraNG8Gc2aNMHLy5ORw4djbW3Nps1bUi2/cnUglSpWoHPHjnh5etK7Zw/8ihQmcM3THzkaN2xI924fUKF8ued+trW1tck5mj179nTtm0nc69fT/K0GNKlfH6+CBRnevx/W1lnZvHNnquWLFi5Mvw8/pF7NmlhZWaVapnK5cvR8/31qVqmSYXEnJiayIjCQD7p2pWaNGvj6+DBh3Dhu37nD/ud8V5evXEmL5s0fj6tXsnHdDMD9+/fZuHkzg/r3p1zZshT182PcmDEcDwoi6MQJYzvDBg+mTevWFChQINXPufTHH6zbsIGZX3xBjerVKZA/P0X9/KhYvvxr9Xv56rW83bgRTRu+hZeHByMGfYxN1qxs3r491fKr1q2jUrlyvPduOzwLFqRXtw8o4uvDmmR/O5ydnEy27374gTKlSlEgf/7XivVV/K9cCxMTE1kVGEjX97tQo3p1fLx9GDdmLHfu3OG7AwfSrLdi5SqaN2tG08ZN8PL05JNhSefl5i2m15tzwcGsWLmSMSNHpWjj2euGZaZMHD5yhGZNmqR3N0VERETkP07JahF5oXbt2rFt2zYiIyON+3bv3s3Dhw9p1qwZABMnTmT58uXMnz+f06dP069fP959912+//57k7aGDx/O1KlTOXr0KJkzZ6Zz587G93744Qc6dOjARx99xJkzZ1iwYAFLly5l/PjxAHz99dd88cUXLFiwgAsXLrB582b8/f0BOHr0KH369GHs2LEEBweza9cuqlatmiHH48bNGxgMBsqWLWvclz17dooVLcbJNBKWcXFxnDt3jnJlniYCLS0tKVumLCdOnki1ztmzZzl//jxNXvA/85GRkeTImeNv9OT5bt68icFgoHSZp0mU7Nmz4+dXlFOn/rnEbEaKi4sj+NIflC5e3LjP0tKSMsX9OXU++Dk1n4qOjSX+0SNyZGDSNrm4uDjOnD1L+XKm51L5cuVMEpbJBZ04SYVypknoihUqpFn+eb7ZsZPKNWrStEVLvpg5i6ioqFdu42XExcVx9vx5yr3xhnGfpaUl5Uq9wYnTZzLkM9PL9Rs3CA0NNTnmdnZ2FC9WLM1j/jLjeubsWeLj4ymfLKns6eFB3jx5Xmksvz94kAL58/P9wYPUfest6jRowMgxY7ibxt0ELyMuLo6zwcGUT3a9sLS0pFyZ0gSdOpVqnaBTpylXprTJvorlyhF06nSq5Q1hYfzw0880a9Twb8f5d/yvXAtv3LhBqCGUcs+cl/4vOC/PnjtLubKm52W5suVM/nZFRUUxbPgwhg4egrOz8wtj2b59O9bW1tSuVfs1eiQiIiIi/4u0ZrWIvFDdunWxtbVl06ZNtG/fHoDAwEAaN26MnZ0dMTExTJgwgX379lGhQgUAPD09+fHHH1mwYAHVqj1do3P8+PHG10OGDOGtt94iOjoaa2trxowZw5AhQ+jYsaOxjXHjxjFo0CBGjRrF1atXyZMnD7Vr18bKygo3Nzdjwvjq1avY2trSsGFD7OzscHd3p2TJkhlyPAyPl3twcnQy2e/o6Gh871kRERE8evQoxe3Ojo6OXPnzSqp1tmzdgoeHBwHFA9KMJehEEHv27mHGFzNeoQcvJywsqS+ODs/E7OCIIeyfW/IiI0Xcv8+jhAQc7XOa7HfMac+fN268VBtzV6zE2cHBJOGdkcLDk84lp2fOJScnRy5fuZJqndDQ0BTnq7OTE6GvuHTJW/XrkS9vXlxcXDh/4QJfzJjJlT+vMGPq1Fdq52WE372bNDYODib7nRwcuHL1arp/XnoKDQ0FSGWM0j7m4eHhaYyrk3FcQw0GrKysyGFn99Ltpuba9evcDAlhz759TBg3jkcJCUyeMoV+H3/MVwsXvnQ7JvFHpHFeOjpy+c/UxyvUYEi1fFp92bJjJ9myZaN29Wqpvp9R/leuhaHGv13P/h1ywmAITbWOcVydUl5vriS73kyZNpWA4gHUqF79pWLZvGUz9evVx9ra+uU7ICIiIiL/L2hmtYi8UObMmWnVqhWrVq0C4MGDB2zZsoV27ZIebnXx4kUePnzIm2++Sfbs2Y3b8uXLuXTpkklbxZMl9PLmzQvA7du3AQgKCmLs2LEmbXTt2pWQkBAePnxIy5YtiYqKwtPTk65du7Jp0ybjEiFvvvkm7u7ueHp60r59e1atWsXDhw/T7FNMTAz37t0z2dJas3Pnrp1UqVbFuD35zIwUHR3Nrt27aNI47VnVFy9dZMDAAXTt0tVkpuXftXvPLmq/WcO4/RP9/K9bvnET+376ic8GfUzWLFnMHU6Ga/n221SqWBEfb28aNmjAhHFj2f/td1y9ds3coZnV9h07KFOxonH7t393EhMTiY2NZcK4cbxRqhRlS5dm7KhRHD5yJM0fPP4NNm/bzlt165A1a9YM/Zz/lWvhNzt2UKFyJeOWUf048P33HD5yhI8Hpr02d3JBJ4L44/JlmjXVEiAiIiIikpJmVovIS2nXrh3VqlXj9u3b7N27FxsbG+rVqwdgXB7km2++If8z64g+m1RIvo6sxeOHMCUkJBjbGTNmDM2bN0/x+dbW1ri6uhIcHMy+ffvYu3cvPXr04PPPP+f777/Hzs6O33//nQMHDrBnzx5GjhzJ6NGjOXLkCPb29inamzhxImPGjDHZN2TwEIYNHZaibNUqVSlW9OmDx2JjYwEwhBlMbncOCwvDx8cnRX0Ae3t7MmXKlOKBVGFhYTg5OaUov//b/URHR/NWg7dSbe+PP/6gR88eNGvajC7vd0m1zKuqXLkKRf2KGl/HxsYlxRgeZtrP8DC8C3mny2eam72dHZksLQmLMF3+IOxuBI6pnDfJBW7ZwspNm5gxaiSFChbMuCCf4eCQdC49+zBFgyEM51TOJQBnZ+cUM0BDDYY0y7+sJ8vwXLt2DTdX19dq61kOOXMmjc0zD1M0hIenmBlqbjWqVaN4socTxsYlfXcMYWG4uLgY9xsMBnx9fVNtw8HBIY1xfTpOzk5OxMXFce/+fZPZ1YZXHEtnZ2cyZ85MQXd34z5PDw8AQm7dwuNvnM8O9mmcl2FhODulPl7OTk5plE/Zl9+OH+fK1at8/unYV47tVf2vXAurV6uGv3/yv12pn5dhYQZ8fNI4L5+MqyGV641z0jgdPnKY69evU+WZGe8DB31MyZIl+XLhIpP9mzZvxtfXF78ifn+/cyIiIiLyP0szq0XkpVSsWBFXV1fWrl3LqlWraNmypTHx7OfnR9asWbl69SqFChUy2VxfIYFVqlQpgoODU7RRqFAhLC2TLlc2NjY0atSImTNncuDAAX755RfjOtGZM2emdu3aTJ48mRMnTnDlyhW+/Tb1h+QNHTqUu3fvmmwD+g9ItaytrS2urq7GzdPTEycnJ44cOWIsExkZyanTp4zJu2dZWVlRuHBhDh85bNyXkJDAkaNHKO6fcvmILVu3ULVqVRyeWQIB4NKlS3zY40PeavAWPXv0TONovjrbbLYUKOBq3Dw8PHBycuK3o0/7+eDBA86cOU2xYqn387/GysoKXy9Pfku21nhCQgJHT5ykWBrJG4CVmzezZMPXTBvxCUUKFfonQjWysrLCr0gRDh0yPZcOHT5MQBpLkQQU9+fXw4dN9v3y66E0y7+sc48fkPoya9S+KisrK4r4+HDo99+N+xISEjj8++8UL/rvSnLZ2tri5uZm3Lw8PXF2dubXQ4eMZSIjIzlx6lSax/zpuD6t8+y4+hUpQubMmU3KXL5yhZBbt15pLEuWKEF8fLzJjPgrf/4JQL7Hd7y8KisrK4r4+nLo6FHT+I/+RkCyRH5yAcWKcujobyb7fj18hIBiRVOU3bRtO36FffH1zvjk8P/KtdDW1hY3Vzfj5uXpibOTM4eTXQsiIyM5+YLzskjhIin+dh0+ctj4t6tzp/dYv2YtawNXGzeAgf0HMHbUaJP2Hj58yJ69e/VgRRERERFJk2ZWi8hLa9u2LfPnz+f8+fN89913xv12dnYMHDiQfv36kZCQQOXKlbl79y4//fQTOXLkMK5B/SIjR46kYcOGuLm50aJFCywtLQkKCuLUqVN8+umnLF26lEePHlGuXDmyZcvGypUrsbGxwd3dne3bt/PHH38YE7w7duwgISEhzVmMWbNmTTHr+37i/ZeK08LCgjbvtOHLr77E1dWV/PnyM2/+PFycXaherbqxXPce3alevTqtW7UGoF3bdoweMxq/In4ULVqUwDWBREVF0ahhI5P2r127xrFjx5gxPeU61BcvXaR7j+6UL1+edm3bGdfGzZQpU6qJ7ddhYWFBq5atWbZsKQVcXcmXNx+LFi/E2cmZKlWePryyz0e9qFq1Gi3ebgkkJSOu37hufP9myE3OXzhPDrsc5MmTB4B79+5y66+/jPFfvZqUKHNydEp1pnlGeqdRIz6dNZvCXl74eRdi7fZviI6JoWHNGgCMnTkTF0cnur+btOzNik2bWLxmLaP79iWviwuGxzN/baytyWZj84/E3OHddgwfOYqifn4UK1aUlYFJ51LTJo0BGPrJCHLlykW/Pr0BeLdNW97r2pWly1dQtUpldu7ezekzZxg94hNjm3fv3iXk1i1u374DYFwOwtnJCWdnZ65eu8aOnbuoUrkS9vb2nD9/gUlTp1K6VCl807ij4HW927IlIz/7DD8fX4oVKUzghq+Jio6myeO7Oj6ZMJFcLs706doVSHoY3B+Pk65x8fHcDg0l+OJFbGxscHt818fDqCiuJVuP/EZICMEXL5LDzo68uXOnS9wWFha0b9uWhYsX4+7mRv78+Zk9dy65XFyoVaOGsdz73bpRq0YN2r7zDgAd3n2X4SNHPh7XYsnGNSmxZ2dnR/OmTZk8dSo5c+bE1taWCZMmEVC8uEmy8erVqzyMiiI0NJSYmBjjjwpenp5YWVlRoVw5/IoUYeTo0Qz++GMSEhIY/9lnVChf3mS29avq0KY1n4wbj1/hwvgX9WPlmnVERUfTtGHSHSLDxowjt4szH/XoDkC7Vq3o3KMnywJXU7ViRXbu28fpc+cYOWSwSbuRDx6w59vvGNi719+O7XX8r1wLLSwsaNe2LYu+XIybmxv58+Vjzrx5uLi4mKw1/cGH3ahZowbvtE46L9u/244Ro0bhVyTperPq8XnZpHHS9cbZ2TnVH6zy5MmT4m6r3Xv28OjRIxqkcdeQiIiIiIiS1SLy0tq1a8f48eNxd3enUqVKJu+NGzcOFxcXJk6cyB9//IG9vT2lSpVi2LCUy2qkpW7dumzfvp2xY8cyadIk42zkLl2Slrmwt7fns88+o3///jx69Ah/f3+2bduGk5MT9vb2bNy4kdGjRxMdHY23tzerV6+maNGUM/TSQ8cOHYmOjmbChAncj7xPiYASzJwx0yQBfv3GdSIiIoyv67xZh/DwcOYvnI/BYMDHx4dZM2alSEhs3baVXLlyUb5cynWo9+/fT3h4ODt37mTnzp3G/Xnz5mXblm3p3s927doTFR3N5MmfERkZSXH/4kydOt2knzduXOdusn6eO3eW3n2ezvieNSsp6V6/fgM+GT4SgB9+/IEJEz41lhk1agQAnd97n/ff75ru/Xie2pUqEXH3HovWrCEsIgJvj4JM+2S4cRmQv0JDsbR4eiPSpt17iIuPZ/iUKSbtdG7Vki6tW/8jMdevW5fw8HBmz5tHqMFAYV9f5s+ZbVw+IeTWLePdCAAlSwQwacJ4Zs2Zy4zZs3F3c2PmtGl4J5sV/t333/NJslmQHw8ZCkD3bh/Q88MPsbKy4tdDh1jxOFGVJ3du3qxVk25d0mcZmtTUrVmD8LsRzFu6BENYOL5eXsyZNMm4DMit27dN+nnHYOCdrh8YXy9fu47la9fxRkAAi6d/AcCZ4GC69utvLDN17jwAGtWty9hnkqSvo3OnTkRFRTH600+5f/8+pUqUYP6cOSbfnWvXrhGe7LuT+rjOMVkWY/DAgVhaWtJ34EDiYmOpWLEiI4YONfnskWPHcvS3pzOWWzxOhu/+5hvy58uHpaUls6dPZ8KkSXR8/31sbGyoUqkSH/fvz+uoV7s24eERzF28mFBDGL7e3sz7YurT8frrLywtLYzlSxT357Mxo5m1cCEz5y/AzbUAMyZNxNvL06TdXXv3QWIi9eu8+VrxvY7/lWthp44diYqKYtz4pPOyZIkSzJ012/S8vH7d5LysWyfpvJw3P+m89PXxZe6s2X8rmb5py2Zq1qiZ4iGhIiIiIiJPWCQmJiaaOwgRkX+D+3dfbmb1f01M7H/z4WAvYvHX9RcX+g/K4en54kL/QXHJkl//S6zs0/eOhn+LhOi0H1D7X3b/USZzh5AhbG3+Nx/wapPd1twhiIiIiMg/TGtWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImanZLWIiIiIiIiIiIiImJ2S1SIiIiIiIiIiIiJidkpWi4iIiIiIiIiIiIjZKVktIiIiIiIiIiIiImaX2dwBiIj8W2RNjDd3CBni5u6t5g4hQzgW8zd3CBkjIcHcEWSImHt3zR1ChrCydzB3CBnCMtP/5n8iJsT/b36/Ll43mDuEDFHYNdHcIaQ7K9vs5g5BRERE5F9NM6tFRERERERERERExOyUrBYRERERERERERERs1OyWkRERERERERERETMTslqERERERERERERETE7JatFRERERERERERExOyUrBYRERERERERERERs1OyWkRERERERERERETMTslqERERERERERERETE7JatFRERERERERERExOyUrBYRERERERERERERs1OyWkRERERERERERETMTslqERERERERERERETE7JatFRERERERERERExOyUrBYRERERERERERERs1OyWkRERERERERERETMTslqERERERERERERETE7JatFRERERERERERExOyUrBYRERERERERERERs1OyWkRERERERERERETMTslqEUl3BQsWZPr06eYOQ0RERERERERE/kMymzsAEZH/otXrN7B01UpCDWH4ehdi6IAB+Bctmmb53fv3M3vBQm6GhODm6kq/nj2pWqmi8f3hY8ey9ZsdJnUqlS/P/BnTja/rNm3KzZBbJmU+6tGDLh07pE+nUvHNkaNs+uUQ4ZGReOTOzQf16uCTP98L6x08dZopm7ZQzseH4a1bpFpm7jc72fX7Md6vU5sm5cqmd+jP9fXuPazeto2wiLt4ubvR771O+BUqlGrZrfv3s+vgD/xx7ToAvh4edGvT2lg+Pj6ehWvX8eux49y8fRvbbDaULuZP97bv4OzomGF9WL1uHUuWryDUYMDX25thgz7Gv1ixNMvv3ruP2fPmcSMkBHdXV/r16U3VypWN789ZsIBdu/dw66+/sLKywq9IEfr06EFx/6Q2b9y8yfzFizl85CihBgMuzs40bNCAbu93xsrKKsP6ueGbHazcvJmw8AgKFSzIgA+6UNTHJ9Wyf1y9ysLA1Zy7dIlbt+/Q9/3OvNO4kUmZR48esXjNWnYd+J6wiAicHR14q2ZN3mvVEgsLiwzrR2JiInPmzWPDpk3cv3+fkgEBjBg2DHd39+fWW712LUuWLUsaZx8fhg0ebDLOMTExfD5tGjt37yY2NpZKFSrwybBhODs5ARAREcHg4cM5f/48EXfv4ujoSM3q1fmoVy+yZ8/+2v1avX49S1auenoeDnzBtXDffmYvWPD0POzVk6qVKhnfHz5mLFu++cakTqXy5Vkwc0aKtmJjY2nzXmeCL1xgw8oVFE7jvEgviYmJfPnlIrZt20pk5H38/YszYMAgXF1d06xz/PgxVq9eRXBwMAZDKOPHf0bVqtWM78fHx7No0QJ+/fVnbt68ia1tdkqXLs2HH/bA2dklQ/vzpE9rA5exb+9OHj6IxLdwUT7o3oe8+QqkWWfjhtUc+uVHbly/RpasWfEt7Me7HbqQv8DT47Bg7nROBP1OeJgBa2sbfAr70b5jF/IXcMuQfqxeu44ly5c//p54M2zQoBdcD/cmXQ9vhuDu5kq/Pn2M18O4uDhmzZ3HDz/9yPXrN8iePTvly5WjX5/e5HJ5OiYLFn/JwR9/JPh8MFaZrfjl4PcZ0jcRERGR/280s1pE5BXt2ruXz2fM4MP3u7Bu2TJ8CnnT7aO+GMLCUi1//MQJBo8YSfNGjVi/fBk1q1blo0GDuHDpkkm5ShXK892Ob4zbpHFjU7TV84MPTMq0bdUyQ/oI8MPpM3y5dz/vVK3MF107UzB3LkYFriHiwYPn1vsrIoIl+77Fzy3tBM4v54IJvnEDR7vXT5a9qv0//8Ls5St47+23+fKzCRRyd6f/hM8Iv3s31fLHTp+ldsWKzBr5CQvGjSG3kxP9x0/kzuPxjo6N5fzly3R8uxlffTaB8f37czXkJoM/n5Jhfdi5Zw+Tp31B9w+6sn7VSnx9fOjWq3ea5+CxoCAGDR9Os6ZNWB+4iprVq9NnwEAuXLxoLFPQzZ1hgwexce0aln+5mHx58/JBz56EhYcDcPnKFRITEhk5bBib161l8ID+rPv6a6bPnpNh/dz7w4/M+GoJXVq3Ztm0qXh7FKTv6LGERUSkWj46Job8uXPTs317nBwcUi2zYuMmNu7cxcBuXVk9exY9O3Rg5cZNrNv+Tarl08tXS5eyavVqRg4bRuDy5djY2NCtZ09iYmLSrLNz924mT51K927dWB8YmDTOPXqYjPOkKVM4cPAg0yZPZunixdy5c4e+AwYY37ewtKRGtWrMmj6dbzZvZvyYMfx66BBjx49/7T7t3LuXydNn0L3L+6xfvgxf70J06/NR2ufhiRMMGjGCZo0bsX7FcmpWq0qfj1NeCytXqMCBHTuM2+RPx6Xa3tRZs8jl4vza/XhZgYEr+frr9QwcOIgFC77ExsaGAQP6PncMo6OjKVTIm/79B6T5/vnzwXTs+B5ffrmU8eMncvXqVYYMGZRR3TCxeeNadnyzmQ+6f8SEz2eR1dqacaOHEhsbm2adM6dOUK9BYyZ+PpORYz7jUXw840YPITo6yljG08ubnn0GMn32l3wyeiIkJjJu1BAePXqU7n3YuXsPk6dNo/sHH7A+cBW+3j5069nr+dfDYcNp1qQp6wMDk66H/QcYr4fR0dGcOXeObl26sC5wFdOnTOHKn1fo1befSTtxcXHUrV2b1i1S/0FWRERERP4eJatFxMTChQvJly8fCQkJJvubNGlC586duXTpEk2aNCF37txkz56dMmXKsG/fvue2GRERQZcuXXBxcSFHjhzUrFmToKAg4/ujR4+mRIkSrFixgoIFC5IzZ07eeecd7t+/byyTkJDA5MmTKVSoEFmzZsXNzY3xyZIt165do1WrVtjb2+Po6EiTJk24cuVK+hyUZyxfvZq3mzShWaOGeHl6MHLIYGysrdm0bXuq5VeuXUul8uV5r/27eHp40PvDbvj5+rJ6/QaTclmssuDs5GTccubIkaIt22zZTMpks7HJkD4CbPn1MHVKlqB2iQDcXFzo8VZ9slplZt/xoDTrPEpIYOqmrbSpVoU89vapljHcu8/CXXsY0LQJmS0zZVD0aVvzzTc0qlWTt2pUx6NAAT7u8j7WWbKw/bsDqZYf1acXzevWwbtgQdzz52fwhx+QkJjI0ZOnAMieLRvTPxlOrQoVcMuXj2I+3vR/7z2C/7jMrdDQDOnD8pWraNGsKc0aN8bL05ORw4ZibW3Npi1bUy2/cvUaKlWoQOcOHfDy8KB3j+74FS5M4Lp1xjJv1a9HhXLlcC1QgEJeXgzq34/IBw84f+ECAJUrVuTT0aOoVKE8rgUKUKNaNTq1f5f9332XIX0EWL1lK03qvEnD2rXwcHNlcPcPsc6ale379qda3s/bm97vdeLNqlWwskr95rGT585RtVxZKpUuTb7cuahZqSJlS5bgzON+ZoTExERWBAbyQdeu1KxRA18fHyaMG8ftO3eee/yWr1xJi+bNadakCV5eXowcPjxpnDdvBuD+/fts3LyZQf37U65sWYr6+TFuzBiOBwURdOIEADlz5OCdVq0oVrQo+fLlo3y5crRu2ZLfjh177X4tD1xNi6ZNaNaoUdJ5OGRIUnzbtqVafuWapGth5/btk87DDz/Er7AvgevWm5TLYmWFs7OTcUvtWvjDzz/z86HDDOzT57X78TISExNZt24tHTp0okqVqhQqVIjhw0diMITyww8H06xXvnwFunbtRtWq1VN9P3v27HzxxUxq1qyNm5s7RYsWo1+/AQQHn+Ovv26lWie9JCYm8s22Tbzdsh1ly1WkYEFPevcdTHiYgcO//pRmvU9GT6RGrbq4uhWkoIcXPT/6mNA7t/nj0tPv0Jt138KvaHFy5c6Dp5c377z7HqGhd7hz+69078fyVStp0awZzZo8vh4OH/b4ergl1fIrA1cnXQ87dsDL04PePXokXQ/XJl0P7ezsWDxvLvXq1MGjYEECivszbPBgzpw9S0hIiLGdXt0/pMO77fBO464cEREREfl7lKwWERMtW7bEYDDwXbIESlhYGLt27aJdu3ZERkbSoEED9u/fz7Fjx6hXrx6NGjXi6tWrz23z9u3b7Ny5k99++41SpUpRq1YtwpLNerp06RKbN29m+/btbN++ne+//57PPvvM+P7QoUP57LPPGDFiBGfOnCEwMJDcuXMDj2c31a2LnZ0dP/zwAz/99BPZs2enXr16z50d9nfExcVx5lww5cuWMe6ztLSkfJkyBJ08mWqdoJOnKF+mjMm+iuXLpyh/9PffqVavPo1atmLcpElEpDLT98vly6n8Zh1atu/AkhUriY+PT4depRT36BEXQ0Io4VHQuM/SwoIADw/OXb+RZr21B3/E3jYbdUqWSPX9hMREpm3ZSrMK5XDLlfG3uD8rLj6e839cprT/09vDLS0tKe1fjNMvmayMiYkhPj6eHM9ZQiHy4UMsLCywy5bttWN+VtI5eI7yZcsZ91laWlK+bFmCTp5ItU7QiRNUeGaplYoVKhB0IvVzNi4ujvUbN2GXPTu+3mkvrRAZGUmOVBKJ6SEuLo7gS5coExBg3GdpaUmZgOKcDA7+2+36Fy7MkRMnuHoj6Ty+cPkyQWfOUqFUqdeOOS3Xb9wgNDSUCuWejpmdnR3FixUzJpWfFRcXx5mzZylf7plxLlfOWOfM2bPEx8dTvnx5YxlPDw/y5smTZru3b99m37ffUvqNN16rT8bzsMzT8+rF18KTVCj74mvhkd9/p2rdejRs0ZKxn00iIsL0WhhqMDB6wgQmjh6NtbX1a/XjZYWE3CQszEDp0k/jz549O0WK+HH69Kl0/awHDyKxsLAge3a7dG33Wbf/ukVEeBjFA0oa99na2uLtU5jzwWdeup2HD5Putkkr3ujoKL7bt5tcufPglM5LmyR9T85Rvtwz52G5smle34JOnjD5LsKT62Hq3xlIutZZWFhgZ5exYyIiIiIiWrNaRJ7h4OBA/fr1CQwMpFatWgBs2LABZ2dnatSogaWlJQHJkkfjxo1j06ZNbN26lV69eqVo78cff+Tw4cPcvn2brFmzAjBlyhQ2b97Mhg0b+OCDD4CkmdNLly41/o9g+/bt2b9/P+PHj+f+/fvMmDGD2bNn07FjRwC8vLyo/Hh9ybVr15KQkMDixYuNa84uWbIEe3t7Dhw4QJ06ddLt+IRHRPDo0SOcnlmL2MnRgct/Xkm1TqjBkGr5UIPB+Lpy+QrUrl6d/Pnyce3GDWbOnUf3vv1YuXgRmTIlzT5u26oVfr6+5MiRg6CTJ5k+dx53DKEM6ts33fr3xL2HD0lITMQ+u63JfntbW26EGlKtc+bqNfYeD2LGB++n2e7XP/1CJktLGj2TsPqn3L13j0cJCTjmzGmy3zFnTv68efOl2pi7KhBnRweThHdyMbGxzAtcTe2KFbHNgGS18Rx0euaccnLkchp3E6R2Djo7OpqcgwAHDv7Ax8OGER0djYuzMwvnzsHBwT7VNq9eu0bgmrUMzIDzDyDi3v2ksbI3HSsHe3uuPOcHkxfp8HZzHjx8SOuevbG0tCQhIYEP321HverVXlz5bwp9PMM+xXXAySnFGDwRHh6e+rXGyck4zqEGA1ZWVuR4JoGWWrsfDxnCd99/T3R0NNWrVmXsyJGv06XnXAsdufznn6nWSfM8DHsaa6UK5ald4/G18PoNZsyby4d9+7Lqy8VkypSJxMREPhk7jlbNmlPMrwg3XvJ7+7oMj4+ng4Np/I6OjoSFpT6Gf0dMTAzz5s2ldu03sbW1fXGF1xAenvSDsb296ZI5Oe0diHi8/M+LJCQksGTxPAoXKYqbu4fJe7t2bGXlskVER0eTL78rI8dMSvf17Z+eh04m+50cndK+HoYaUlw/nZ1SXg+fiImJ4YsZM2lQr266rPMuIiIiIs+nZLWIpNCuXTu6du3K3LlzyZo1K6tWreKdd97B0tKSyMhIRo8ezTfffENISAjx8fFERUWlObM6KCiIyMhInJxM/0cyKiqKS8nWKS1YsKDJjKW8efNy+/ZtAM6ePUtMTIwxeZ7aZ1y8eDHFjKfo6GiTz0guJiYmxTqjFjExxoT6P61+nTeN/+5TqBA+hQrRoPnbHPn9d+Os7I5t2xrL+Hp7Y5XZirGffUbfHj3IkiXLPx5zcg9jYpi2ZSu9GjYgRxoJ2oshIWw7fIQvunbO0AfZZaQVm7ew/+dfmDVqBFlTOebx8fGMnD4DEhMZ2KWzGSJ8PWXLlObr1YGER0SwYdMmBg4ZSuCypSkSjH/dvk23Xr2pU7s2LZo3M1O0f8/+H39i9/cHGdu/Hx5ubly4fJkvvvzS+KDF9LB9xw7GfPqp8fXcmTPTpd3XMXjgQLp368aff/7J9FmzmDx1KiOGDTN3WCk0SPbjok+hQvh4F6J+s+Yc+e13ypctw6p163jw8AFdOnXM0Dj27NnNlCmTjK8nTcq4NeifiI+PZ9SoT0hMTGTAgPRfs/rggf0snDfd+HroiE/TLvySFi+YxbWrV/h04hcp3qtSrRYBJUoRHh7G1k3rmfb5p3z62XSz/716FXFxcQwYPIREEhkxdKi5wxERERH5f0HJahFJoVGjRklrWX7zDWXKlOGHH37giy+S/kd04MCB7N27lylTplCoUCFsbGxo0aJFmsttREZGkjdvXg4cOJDiPftkaxo/O9vKwsLCuG62zQvWZY6MjOSNN95g1apVKd5zcUn9luOJEycyZswYk32fDB7EiCFDnvtZDvb2ZMqUKcWDmwxh4Slmdj3h7OSUanlnp9TLA7jmz4+DvT1Xr11PsYTIE/7FihL/6BE3QkLwcHd/btyvKke2bFhaWBARafowxYgHD1LMtga4FR7B7Yi7jFvzdA3kxMREAJp+OpF5PT7k9NVr3H3wgPdnzDaWSUhMZMne/Ww7dITFfXqmax9SkzNHDjJZWhL2zBIrYXfv4pTGGttPBG7bzqotW5n+yTAKpXK84+PjGTF9BrfuhDJz5CcZMqsakp2DhmfOKUMYzs4vfw6GhoWlOAez2djg5uqKm6srAf7+NGjajI2bt9C183vGMrfv3KFztw8pEVCc0Z8MT6depWSfwy5prJ5ZAiI8IgKnNGZ7v4xZS5fR4e3mvFm1CgCFCroTcucOyzdsTLdkdY1q1She7OnM+9i4OAAMYWEm1ySDwYCvr2+qbTg4OKR+rTEYjOPm7OREXFwc9+7fN5ldnbzME87Ozjg7O+Pp4UHOnDnp0LkzH3btmuY18kXSvhaG4fzMrFVjDGmdh2lcOyHZtfD6NcqXLcPhI0cJOnmKUpWrmJRr3bETb9Wty4TRo/5Wf55VuXJl/Pz8jK/jHo9heHgYzs5PH+oYFhaG93OWynlZ8fHxjBw5nFu3bjFjxuwMmVVdpmwFvH0LP/3Mx32KiAjHIdkY3I0Ip6CH1wvbW7xgFr8dOcTYiVNTXd7D1tYWW1tb8uYrgLdPETq1a87hX3+kctX0+Z5B8vPQdFa0IcyAs1PqD990dnZKcf0MNaS8HsbFxTFgyBBuhoTw1YL5mlUtIiIi8g9RslpEUrC2tqZ58+asWrWKixcv4uvrS6nH67n+9NNPdOrUiWbNkmZTRkZGPvdBhqVKleLWrVtkzpyZggUL/q14vL29sbGxYf/+/XTp0iXVz1i7di25cuV66fVzhw4dSv/+/U32WUQ9fGE9Kysr/Ar7cujIEWpVS1o2ICEhgV+PHKFNy5ap1gnwL8aho0do3+Yd475fDh8mwN8/zc+59ddtIu7exSWN5CPAufPnsbS0xNHBIc0yf5dVpkwUypuXoCtXKF84KZmWkJjIictXeKtMyrVuCzg7Maub6dis/O4gUbExdK37Js45c1DDv5jJGtgAowLXUMPfn1oBxdO9D6mxypwZH08Pfjt5iqqPfwRISEjgt1OnaV437eViVm3ZyvJNm5k6bCiFvVImcZ4kqq+H3GLmqBHkzMB1TZPOwcIcOnKYWjWqA0l9OHTkCG1atUq1TkDx4vx6+Ajtk83O/+XQIQKKp30OPmk3Nu7pD1F/3b5N524f4lekMJ+OGoWlZcY9+sLKygpfLy+OnDhBtfLljPEcOXGSlg3q/+12o2NjsHgm7kyWliQkJqRR49U9SdI9kZiYiLOzM78eOsT/sXffYVEc/x/A3yAgVTqK9N5BjQXEAvbeE3svWLGjgiL2WEBRmh0EQbH39jVqEhNRY2LvibGhwlEUBUTg98fBwcGBBS4X83u/nmcfvb3ZvZmd2Vnuc7Oz9kXB6aysLFy7cQPfVdBvKCoqwtHBAUlJSWjt7Q2gqJ4vXkT/vn0BAI4ODlBQUEBSUhLatmkDAPjr0SMkv3gBN9eKz6niHwKLg+hfoqQdXkJrr5K+MOlyZX2hCy5cuozB/fuL1v2a9LG+8GVRXygMPM6ZMR2Txo0Vvf8qJQU+vpOxasliuDg5fXF5ylJVVYOqqngd6ujo4rffLouC02/fvsXt27fQo0evKn1WcaD66dOnCA0Ng2aZaYqqi4qqKlRK/YhWWFgILW0dXL/2OywshQ8JfPfuLe7fu4N2HbpWuJ/CwkJs3hCGixfOY8GSVahd2/ATPr0QhYWFoqB/dRGeJ/ZIunipzHlyCf37VtAfurjiwsWLGDywbH9Ycs4UB6ofP36CLRvWi/24TkRERETSxWA1EUk0cOBAdOnSBTdv3sSgQYNE621sbLB371507doVcnJymDdvnijwIUmbNm3g4eGBHj16YMWKFbC1tcXz589x5MgR9OzZEw0bNvxoXpSVlTFr1iz4+flBSUkJnp6eSElJwc2bNzFy5EgMHDgQK1euRPfu3bFw4UIYGxvj77//xt69e+Hn5wdjY+Ny+6xZs2a5KT/eF+R/0rEZ0r8/AhYugpODA1wcHRG7Yyeyc3LQo0tnAIB/0AIY6OtjyoTxAIBBffti+NhxiNm+Hc09PXH81CncvH0b8+cIR3G/e/cOkZs2o423N/R0dfDk2TOErAuDqbExPIsenPbH9eu4fuMmGn/zDVTVVHH1+nWsXBOKLh06QFNKD7jr7t4Yaw4cgrWhIWzr1sXBixeRk5cnCiyv3n8QOhoaGNraG0oKCjAzMBDbXk1ZeHyL1yuqqpabIkRBvga01NVgXElQvrr169wZSyIiYW9lCQcrayQePYbs3Fx0Lgq4LQqLgL6ONsYOEAbU4g4cxObEXZjvOxGGBvoQZGQAAFSUlaGqrIwPHz5g7uo1uPfXX1ju54eCggJRmlrq6lBUqP5L7ZBBAxEwPwhODo5wdnZCXHw8srOz0aObMMA0JzAQBvoGmDpJOI/8oP79MHz0GETHxqFFs2Y4dvIEbt66haAA4TQQ77KzsWHzFni3bAF9PT2kZ2QgITERr1JS0L4oCPry1SsMH+ODuoaGmDFlCtJLzWlbeqRpderfvRsWha6Fg7UVHG1ssPPQYeTk5KBzG+GUQAtWh0JfVwfjhwwGIAww/fXkKQDgQ94HpAgEuPfnX1BRUYaJoTCg1qxRI0Tv2o06+nqwMDHFvT//RMKBg+jSRvI0Q9VBTk4OgwcMwIZNm2BmagojIyOERUTAQF9fFGADgJE+Pmjt7Y0B/YQ/bA0ZNAgBgYFwcnSEs7NzST137w5A+JDGXj16YEVwMDQ1NaGmpoaly5fDzdVVFHj78aefIEhLg7OTE1RVVfHg4UMEr16N+vXqwahu3SqVa8iA/ghYsBBODg5wdnJE3I4dyM7OQY8uXQAAc+YHwcBAH1MnCO+aGNSvL4b7jEX09u1o4emJYyeFfWGQv3B6hXfv3iFi0ya09faGnq4unjx9hpCwdWJ9oWGdOmJ5UC2688bE2Bh1ih66Kw1ycnL47ru+iImJhrGxCQwNDbFp00bo6uqhefMWonSTJ09EixYt0bv3t6IyPXv2VPR+cvJz3L9/D7Vq1ULt2nWEP3TN88e9e3exfPkqYf9RNHdyrVq1qn2O57Jl6ty1J/YkxsPQ0AgGtQ2xIz4a2jq6aOzuKUoXNG8mmrh7omPnHgCEI6p/+vEHzPJfAGUVVdHc16qqaqhZsyZevkjG+Z/Pwq3eN6ilqQVBagr279kBpZpKaPBNY0lZqZIhAwchYP58ODk6wNmp1HnSrRsAYM68QGE7nDQJADBoQH8MHz0a0bGxwv7wxElhf1h0p0heXh6m+c3CrTt3EB66BgX5+aJ55zU1NUV1kpycjMzXr5H84gXyCwpwp+jBr6YmJlCV0p01RERERP8fMFhNRBK1atUKOjo6uHv3LgaUGo0ZEhKCESNGoGnTptDT08OsWbPw+vXrCvcjJyeHo0ePIiAgAMOHD0dKSgrq1KmDFi1aoPZnBBbmzZsHBQUFBAYG4vnz5zA0NMTYscLRdaqqqvjxxx8xa9Ys9OrVC2/evIGRkRFat279ySOtP0eHtm2RlpGB8A0bkSoQwN7WBlFrVotuIU5++QJy8iVzMtdzdcX3ixYiLGo9QiOjYGZigtAVK2BTNEJXXl4e9x48wMGjR/H6zRsY6OvBo3ETTPQZI5rbU0lREcdPnULkpk14n5cHI0NDDO7XD0MG9C+fwWrS3MkRme/eIf7cj0jPegvL2rURNKAvtItuhU55/fqrnHu6dVMPZLx+jU2Ju5GWkQFrczMEz5kNnaKRcy8FqZAvVX/7T51C3ocPmBuyRmw/w/v0xshv+yAlLR0/X/5NuG6W+DQyawPnoYGTI6pbx3btkJ6ejrCoqKI2aIuodetK2uCLF5CXKxk9XN/NDcuXLMG6yAiEhofDzNQEa4NXwcZaOJqyhrw8/nr0CAcPH0Z6Rga0NDXh7OSImE0bYV3UTn+9kITHT57g8ZMnaN2xk1h+bvx2udrLCABtmzdDxuvX2Bi/A4L0dNhYWGD1/EDRlC0vUlPEzrWUtHQMmVpyx8T2/Qewff8B1Hd2QuQS4fy800ePxob4eKyM2oD0zEzo6WijR/t2GFnBKMzqMmLYMGRnZyNo8WK8efMGDerVQ1R4uNiPZk+ePEF60Q8dANCxfXthPUdGCuvZzg5R4eFi0xXMmjED8vLymDJjBvLev0fTpk3F5tZVVlbG7r17sWLVKrzPy0Od2rXRplUrjBxR9TnVO7Zti/T0DIRt2FDSDkPXlOoLX4qNvq/v6orlixZhXVQUQiMiYWZigrUry/SF9x/g4JHivlAfTZs0xkQfn3/FPMcDBgxCdnY2Vq78HllZWXBxccWqVavF6vD582fILDXN0N27d+BbaoqjsDDh/OUdOnRCQMA8pKSk4OeffwIADB8+ROzz1q4NR/36DaRZJPTo1Re5OTlYH7EGb99mwd7BGXPnLxM73i9fJItd508cOwQAmB8wQ2xfE3xnwLt1eygqKuL2res4cnAv3r7NgqamNhycXLDk+1BoalX/nUAd2xf1h5FF/aGdLaLCyvSHpfoJUX8YEYnQsHCYmZpibUiwqD98lZKCM+fOAQD69BO/xm7ZsB6Ni35kD4uKwoFDh0Xv9ek/oFwaIiIiIvp8coXFk4oSEf0/9z4j/eOJvkJ/HT4o6yxIhY5z5VNYfK20rG1knQWpyHr6RNZZkAp1U3NZZ0E68iQ/h+Brl55bfdO9/Ju8TMuSdRakwt5E8vznXzNFNc59TURERFQZ6U02SURERERERERERET0iRisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiERsCAQABAABJREFUIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZU5B1BoiI/i3klGrKOgtSoeDZTtZZkAr5rFeyzoJ0yP83f0eWq1FD1lmQjsICWeeAPsO7nDxZZ0EqbE30ZJ0F6SjMl3UOql1eZoassyAVippass4CERER/Uf8N78RExEREREREREREdFXhcFqIiIiIiIiIiIiIpI5BquJiIiIiIiIiIiISOYYrCYiIiIiIiIiIiIimWOwmoiIiIiIiIiIiIhkjsFqIiIiIiIiIiIiIpI5BquJiIiIiIiIiIiISOYYrCYiIiIiIiIiIiIimWOwmoiIiIiIiIiIiIhkjsFqIiIiIiIiIiIiIpI5BquJiIiIiIiIiIiISOYYrCYiIiIiIiIiIiIimWOwmoiIiIiIiIiIiIhkjsFqIiIiIiIiIiIiIpI5BquJiIiIiIiIiIiISOYYrCYiIiIiIiIiIiIimWOwmoiIiIiIiIiIiIhkjsFqIiIiIiIiIiIiIpI5BquJiIiIiIiIiIiISOYYrCYiIiIiIiIiIiIimVOQdQaI6Ovk5eWFevXqYc2aNbLOikwUFhYiPDISu/ftw5s3b1DfzQ3z/P1hZmZW6XYJO3dia0wMUgUC2Nnawn/WLLg4O4vez83NxcqQEBw7cQLv37+Hp4cH5vr7Q09XV2w/+w8eRExcHP7++2+oq6mhXdu2mDtnjlTKGRe7FcePHcbbt1lwdHTGhEnTYGRkXOE2169fxZ7dO/Dg/j2kpQkwN3ARmjZtLpYmO/sdtm7ZgF9//RlvXr9G7TqG6Na9Fzp37l7tZZBkz7Hj2H7wENIyMmBtZoZpI0fA0cZaYtoDp/6H4+d+xJ9PngAA7CwtMXZAf7H0Zy8kYd/JU7j75594nZWF6JUrYGthLtUyCNvStlJtyU+sLZV14tQphEVE4tnz5zAzNcVUX1+0aN5M9P6p06eRuHsPbt2+jczMTOzekQB7OzuJ+yosLMS4iZPw8y+/IDQkGK29vau9fMV2HT6C7Xv3QZCeDhsLC0z3GQMnO1uJaf/8+zHWb9+Ouw8eIvnVK0wZPRL9u5dvU69SBQiPjsYvv11Bbm4ujA0NMW+KLxxsbKRWjoSdidi6rbi+bODv9wn1FRmJZ8+TYWZqIqyvZsL6ysvLw7qISPx0/mc8ffoM6urqcG/SBFN9J8FAX1+0j/WbNuPHn3/G3Xt3oaigiF9/PFf95dq1C1vjtgvLZWMD/xnT4eLkVHG5/ncaYevX41lyMsxMTDB14gS08PSUmHbBsu+xa98+zJo6BYP79xetv3XnDkLCwnHz1i3Iy8ujbStv+E2ZAlVV1WovX2mFhYXYFrMFx48dQlZWFhydXODrOw1GxiYVbnP92h/YtWsH7t+7i7Q0AeYHLUFTT/H+sH3bFhK3HTV6HL79rr/E96pShoioSOwpunbVc3PDXH9/mJlWfu3asXMnorcJr122traY4yd+7Vq4eDEuXExCSkoKVFVU4Obmhqm+k2FhYSFKcyEpCeGREbj/4AFUVFTQrUtXTJowAQoKVf86kpCYiK3bYkvaod/Mj5xf/xOeX8Xt0HeS6PwCgPD163H8xEm8ePkSioqKcHRwgO/48XB1Kb/P9+/fo//QYbh77x52x2+vsN/8onJV8/kVsGAhDhw5IraNp7s71q8NFb1ev2Urfjx/Hnfv3YOioiJ+/eF0tZWHiIiI6FNwZDUR0RfYEh2N7QkJCPT3R/y2bVBRUYHPhAnIzc2tcJtjJ05gRXAwxvn4YFd8POxsbeEzfjwEaWmiNMtXrcLZH39EyIoViN60CSkpKZgyfbrYfmJiY7E2LAyjhg/H/t27sTEqCp4eHlIp5+5dCTh4YA8m+k7D6jWRUFZWwbyAmXj/vuJy5uTkwMLCCuMnTKkwzcYNEfjt8kXMnBmA9Rti0KNHH0SGh+LCr+elUApx/zv/C9bGbMOIb/tg64rlsDY3w9TFS5CWmSkx/e83b6FNM0+sC5qP9UsXw0BPF1MWLUaKoKTesnNz4eZgj/GDBko9/0BxWwrBOJ8xRW3JBj7jJ4i1JbEy/HEVfnP80bNHd+xKiEcrLy/4TpuG+w8elJQhOxsN6tXDVF/fj35+7PbtkJOTq7byVOTUjz8hdNNmjOzfDzGhq2FtYY7JgfORlpEhMX1Obi6M6tTB+KFDoKutLTHN66wsjPGbhRoKClgTNB87IsLgO3IENNTVpVaOYydOYkVICMaNGYNd8dthZ2MLnwkTK66vq1fh5x+Ant17YFd8cX1NF9VXTk4Obt25A59Ro5AYvx1rVq3Co78fYeKUqWL7ycvLQ/s2bdC3Tx/plOvUKaxYE4pxo0Zi17YY2NlYw8d3csXlunYNfvPmoWe3rtgVuw2tWraA70w/3H/4sFza/505i2s3bogF3wHgVUoKRk2cBFNjY8Rv3YKotaF48OdfCFi4UCplLC1xZzwO7N+DSZOnI3TdeigrK8N/zoyP9oeWllaYOGlqhWkSdu4TW6ZNnw05OTk0a96y2suwNSYa8QkJmOfvj+0xwmvX2I9cu46fOIGVIcEYO8YHO+PjYWdji7ETxK9djg4OWDg/CPv37EVkeAQKCwvhM2E88vPzAQB3793FBN9J8GzaFInxCVj5/fc4e+4c1qxbW+UyHTt5EitCVmPcmNHYtT1OeG2dOKny8ysgQNgfxm8Xnl/TZ4j1h+amZvCf5Ye9O3dg2+ZNqGtoiDETJiAtPb3c/oJD18JAX6/K5ShXLimdX808PHD26FHRsmLxIrH38z7koX3r1ujbu3e1l4mIiIjoUzBYTUSfbdiwYTh37hxCQ0MhJycHOTk5PHr0CDdu3EDHjh2hrq6O2rVrY/DgwUhNTRVt5+XlhUmTJmHKlCnQ1tZG7dq1sXHjRrx9+xbDhw+HhoYGrK2tcezYMdE2Z8+ehZycHI4cOQJXV1coKyvD3d0dN27cEMvTnj174OTkhJo1a8Lc3BzBwcFSK39hYSFi4+MxZvRotPL2hp2tLZYuWoRXKSk4feZMhdtti4tDn1690LN7d1hZWSEwIADKysrYt38/AODNmzfYu38//KZNQ5PGjeHk6IhFCxbgj6tXcfXaNQBA5uvXWBcRgaWLFqFzx44wNTGBna0tvL28pFLO/ft2o1//wfDwaAYLSytMnzkHAkEqfv3l5wq3a9SoCYYOG1Vu9GBpt2/dQOs2HeDqVh+16xiiY6eusLS0xt27t6u9HGXtOHQY3dq0RpdW3rAwMYbfmNGoWVMJh3+QXHdBU3zRu0N72FqYw9zICHPGjkVBYSEuX78uStOxZQuM+LYPGrm6SD3/ALAtbjv69OpZ1JYsS7WlAxLTxyXEw7OpB0YMHQorS0tMmjAejg72iN+xU5SmW5cuGOczBh7uTSr97Dt37yImNg6LguZXa5kkSdh/AN3bt0PXtm1gaWqK2RPGQ7lmTRw69T+J6R1tbeA7YjjatWwBJUVFiWlid++BgZ4eAqdMhpOdLerWqQP3BvVhbGgotXJs2x6HPj17omf3brCytERggL+wvg5UUF/xCfD08MCIoUNgZWmBSePHw9HeHvE7EwEAGhoa2BQZgQ7t2sHC3Bxuri7wnzULt27fRnJysmg/E8eNxZBBA2FjLfmugSqXKz4BfXp0R8+uXYXlmj1bWK5DhySXa8dOeLq7Y8TgwbCysMCksWPhaG+H+MRdYulevnqFZcGrsHzhwnKjbs/9/DMUFGpgrt9MWJiZwcXREYGzZ+HUD2fwuOjuB2kQ9oe70H/gYDRt2hyWllbwmxUAgUCAX85X0h82dsew4aPh2Uzy6GkA0NHRFVt+/fVnuLnVh6Fh3WovQ1x8PEaPGg1vL2/Y2tpiycJFSElJwQ9nK7l2bY9D75690KN7d1hZWmFeQABUlJWx/8B+UZo+vXuj4TffwKhuXTg6OGDS+Al48eIFnj9/DgA4fuIkbG1sMHaMD0xNTdHwm4aYOnkydiYm4u3bt1Uq17a47ejTswd6dis6v/znFJ1fByWmj0vYITy/hgwRtsPx44TnV2KiKE3njh3g0aQJTIyNYW1lBb9pU5H19i3u3b8vtq+fzp/HLxcuYMaUKVUqg8RySen8UlJUhJ6ermjRrFVL7P2JY8ZgyID+sLG2qvYyEREREX0KBquJ6LOFhobCw8MDo0ePRnJyMpKTk6GhoYFWrVqhfv36uHz5Mo4fP46XL1/iu+++E9s2JiYGenp6uHjxIiZNmoRx48bh22+/RdOmTXHlyhW0a9cOgwcPxrt378S2mzlzJoKDg3Hp0iXo6+uja9euyMvLAwD89ttv+O6779CvXz9cv34dQUFBmDdvHqKjo6VS/qfPniE1NRUeTUqCehoaGnB1dhYFlcvKy8vDrdu34V5qG3l5ebg3aSLa5tbt2/jw4QPc3d1FaSwtLGBYp44oza8XLqCgoAAvX71C11690Lp9e0z380PyixfVXs4XL5KRnp6GevW/Ea1TU1OHnb0jbt++VaV9Ozg6I+nCeaSmpqCwsBBXr/6OZ8+eoME3jaqa7Url5X3A3T//RMNSQWV5eXk0cnHBjbv3PmkfOe9z8SH/A2pJcSRuZT6lLZV19dp1sfYKAE09PCpMX5Hs7Gz4zfFHwOzZ0NOr/pGEpeXl5eHOgwdoXK+eaJ28vDwa1XPD9Tt3vni/PyZdhIONNeYs+x4dBg7GYN/J2H/8RDXkWDJhfd2Be5PGonXC+mqMq9euS9zm6vVrn11fWVlZkJOTg4aGRvVk/CPy8vJw684duDcqU65GjXD1ekXlug6PxuLneFN3d7H0BQUFmDM/CMMGDYK1lWW5fbx/nwdFBUXIy5f8CatcsyYA4MrVq1UqU2VevEhGWloaGtRvKFqnpqYOe3sH3L51o5ItP096ehouJv2K9h07V9s+iz0runa5l7l2uXzk2nVbQn/TpJL+5l12NvYfPAgjIyPUqVOnaD/voaRUUyydsnJN5Obm4tbtL/+RUtQOG5fpDxs3xtXrFfWH1+BR6nwEis8vye02Ly8Pu/bug4a6OuxsSqYgShUIELR4CZYtWghlZeUvLkNFnymN8wsALl25ghbtO6BLn2+x8PvlyMiQfFcRERERkawwWE1En01TUxNKSkpQVVVFnTp1UKdOHURGRqJ+/fpYunQp7O3tUb9+fWzZsgVnzpzBvXslQUA3NzfMnTsXNjY2mDNHOPpJT08Po0ePho2NDQIDAyEQCHCtzJfg+fPno23btnBxcUFMTAxevnyJffv2AQBCQkLQunVrzJs3D7a2thg2bBgmTpyIlStXSqX8xaPFdXV0xNbr6uoiVSCQuE16ejry8/Mr3SZVIICioiJqlQk2lU7z9OlTFBQUYNOWLZg9YwZCVq5EZmYmxowbJwreV5f0dOGtxtpa4nnW0tIWvfelxo3zhamZOYYM+hbdurTBvLl+GD9hClxc3Kq034/JePMa+QUF0NHUEluvo6VV4dQSZUXEbYeeto5YwPuflJ6eUUFb0qmw/aWmpkJXR3zec71K2mtFVgQHo56bG1p5e33Wdl8i43VRXWlpia3X0dJCWnrGF+/3+YsX2Hv0GEzq1kXowiD06tQRIRs24shp6czLmp5RXF/ix19XRxepglSJ26SmCqCrK16/epXUb25uLlaHrkWnDu2h/g/9iFJSrjLtUEcHqQLJ/UOqQFAuvZ6ODlLTSsq1eds21FCogUF9+0rcR5OGDSEQCLAlNhZ5eXnIfP0aq8PDAQApqZKPZ3VIK8qjVpnpZbS0dZBWxf6wtFMnj0NFVRXNKhmJ/aWK25uk65AgtYJrV0YF1y6d8v3HjsRENPFsCnfPpvj5l/PYEBEJxaI7HJp6NMXVa1dx9Pgx5Ofn4+WrV4jasAEAkJKa8sVlErVDXQn9YQVlqrAdlinP2R9/QqNmzdHAoyli4+OxISIc2tpaAISj1OcGLcB3vXvB2dHxi/NfEWmdX54e7lgaNB+bwsMwdeJEXP79CsZOmSKaroWIiIjo34DBaiKqFlevXsWZM2egrq4uWuzt7QEAD0vNl+jq6ir6f40aNaCrqwsXl5KgX+3atQEAr169Etu/R6k5mXV0dGBnZ4fbRaOxbt++Dc8yD+jy9PTE/fv3K/wClpubi9evX4stFc3ZefjoUTRq2lS0fPjw4aPHQ1oKCgvx4cMHzPbzg2fTpnBzdcWKZcvw9+PHuHjpUpX2feaHU+jVo4NoyZdiOQ8e3Is7t29hftBSrF23AaNHj0NE+Br8fuWy1D6zOmzbtx//O38e38+cgZpKSrLOzj/qzNlzSLp4CbNnzpB1VqqkoLAQdlZWGD90COysrNCzQwd0b98Oe48el3XWvkheXh6mz5qNQhRinhQesvpPunn7NuJ27MSSwMAK50S3trLEkvnzEbM9Hg1btIRXx04wqlsXujo6kJervj9rfzh9Et27thct+R/+mWDeiRNH0apV23KjkL/EkaNH0cSzqWiR9rWrc8eOSExIwJaNm2BmaooZs2aJrqtNPTwwbcoULF66FA3dm6Brj+5oXvRAw+qst+rUuFFD7EmIR9zWLfBs6oEZs+eI5ovevmMn3r59i1HDh8s4l5+nU7t28G7RArbW1mjt1RLhISG4cesWLv12RdZZIyIiIhKp+uO3iYggvAW9a9euWL58ebn3DEvNBatYZh5ZOTk5sXXFAYqCggIp5VRo2bJlWLBggdi6uf7+CAwIKJfWu2VLuDo7i16/LxrBLEhLg36ph38JBALY2dlJ/DxtbW3UqFGj3IORBAIB9HSFIy71dHWRl5eH12/eiI2uLp1Gv2jqBSvLktvjdXR0oKWlVeWpQJq4e8LO3kH0Ou+9sJzpGWnQ0S0ZFZqRkQ5Lyy+fAzc3Nxcx0Zswd94iNG4i/BHCwtIKDx8+wN49O1G/QcOP7OHLaWnUQg15eaRlZoitT8vIKDeCt6z4AwcRt28/QgPnwdrcTGp5/Bhtba0K2lKaqJ2UpaenB0Ga+KjB1FLt6lMkXbqIJ0+fwqOF+EPfps6YiQb16yN608ZP3ten0KpVVFdlRrynZWRAp2h045fQ09aGhamJ2DpzE2OcOf/LF++zMtpaxfUlfvwFaQLo6UqeSkVPTxeCMqMnUyXUb15eHqbPno3nycnYsj7qHxtVDZQuV5l2mJYGvTKjXIvp6eqWS5+alga9olHnV/74A2np6Wjbrbvo/fz8fKwMXYvYHTtxsmiO5M4d2qNzh/ZIFQigqqICyMlhW3wCjI2Mqq187h7NYGdfMmK2+M6VjPR06Jaqt4z0NFhZVc+c4NevX8XTJ4/hHxBULfvzatkSLlW9dmlVcO1KK99/aGhoQENDA2amZnBzdYVnyxY4feYHdOrQEQAwZNBgDB44CCmpKailUQvPnz9H6Lp1MDY2/uIyitqhQEJ/qFdBf1hROyxTHlUVFZiamMDUxARuLi7o1KMn9u4/gNEjhuPipUu4ev06Gng0Fdum7+Ah6NyhA5YuFP/74ovLVY3nlyQmRkbQ1tLC46dP4N5YutNwEREREX2qf+dQBiL611NSUhIbtdygQQPcvHkT5ubmsLa2FlvU1NSq/HkXLlwQ/T89PR337t2Dg4MwsOrg4IDz58+LpT9//jxsbW1Ro0YNifubM2cOMjMzxZZZMySPGFVTU4OpqalosbK0hJ6eHi4kJYnSZGVl4dqNG3ArNXK8NEVFRTg6OCCp1DYFBQVIunhRtI2jgwMUFBTE0vz16BGSX7wQpalfNH/vo0ePRGkyMzORkZEh9qPAl1BVVUXdusaixdTMHNraOrj6R8mIq3dv3+LunVtwcPjy257zP3zAhw8fICcvfgmqIV8DBYWFX7zfT6GoqAA7S0v8dr1kjtmCggJcvn4Dzna2FW4Xt/8Atu7Zg5C5/nCQ8UOnStrSRdG6sm2pLDdXF1y4eFFs3a8XkipML8mo4cOxN3Endu9IEC0A4Dd9OhYvCPr8gnyEoqIi7K2tcanUPMQFBQW4dPUaXIru2vgSro4O+PvpM7F1j589Rx0Dgy/eZ2WE9WWPpIsldz4I6+sS3CqYSsbNxbV8fSWJ11dxoPrx4yfYFBUJrY/82FLdFBUV4Whvj6RLZcp1+RLcXCoqlwsuXBK/e+LXpIui9F07dsLe+O3YHRcrWgz09TF80CCsXxtabn96urpQVVXF8VOnUFNJqdw8xFWhqqoKIyNj0WJmZg4dHR38/vtvojRv377FnTu34eDoXMmePt2JY0dgY2NXbcHviq5dSRfFr13XP3LtcnBwENvmY/0NIJwmAyj50bOYnJwcDPQNoKysjGMnjqNOnTpwqML5XNIOy/SHly7BzaWi/tAVFy6K34kkPL8qn9qpoKAA7/PeAwDmzJyJPQnx2B2/HbvjtyMiVNg+Vy1bCt8J47+4PMWkcX5J8uLlS2RkZop+CCciIiL6N+DIaiL6Iubm5khKSsKjR4+grq6OCRMmYOPGjejfvz/8/Pygo6ODBw8eYMeOHdi0aVOFQeNPtXDhQujq6qJ27doICAiAnp4eevToAQCYPn06GjVqhEWLFqFv37749ddfERYWhoiIiAr3V7NmTdSsKX6bdV6ZhzpWRE5ODoMHDMCGTcJbnY2MjBAWEQEDfX209vYWpRvp44PW3t4Y0K8fAGDIoEEICAyEk6MjnJ2dERcfj+zsbPToLhxFqKGhgV49emBFcDA0NTWhpqaGpcuXw83VVRQUMDczQysvL3y/ciXmz50LdXV1rFm3Dhbm5mjcsHpHJMvJyaFHzz7YkRCLunWNUbuOIWK3bYaurh48mjYTpZszexqaNm2Grt16AQCys9/h+fOSYODLFy/w8OF9aGjUgoFBbaiqqcHFxQ1bNkWippISDGrXwfVrf+D06RMYPWZCtZZBkn5du2BxWDjsrSzhaG2NnUeOIic3F128vQAAC9eGQV9XB+MGDgAAxO7bj007ExE0xReG+gYQFM2XrKKsDFUV4UO1Xr/JwovUVKQWzV37+PlzAICulhZ0qzAKuCJDBg1EQOD8orbkVKotdQMAzJk7DwYGBpjqOwkAMKj/AAwfPRrR22LRonkzHDtxAjdv3ULQvLmifWZmZiL5xQu8eiWcP/avoh9E9HR1oaenJ1rKMjSsU60jWkvr36M7Fq5eAwcbazja2mLHgYPIyclBlzatAQBBwauhr6uDCcOGAhAGcP968kT4/w8fkCJIw70//4SKsjJM6tYV7rN7d4ya6YfoxES0btYMt+7dx/7jJzBnovTa3pCBgxAwfz6cHB3g7FTq3O9WVF/zAmFgoI+pk4rqa0B/YX3FxqJFs2Y4duKksL7mBojKOc1vFm7duYPw0DUoyM8XzaWvqakpulslOTkZma9fI/nFC+QXFODO3bsAAFMTE6iqqla9XAP6I2DBQjg5OMDZyRFxO3YgOzsHPbp0EZZrfpCwXBOEx3ZQv74Y7jMW0du3o4WnJ46dPIWbt28jyF84fYmWlia0tDTFPkNBQQF6ujqwMCu5myE+cRfqubpAVUUVv15MQvDadZgycUK5+f6rk7A//BYJ8dtgZGSMOoaGiIneDF1dXTT1LOkPZ82cgqaezdG9R28ARf3hs5L+8MWLZDx8cB8atYT9YbG3b9/ix5/OYowU+0A5OTkMKrp2mZqawqiuEcIjI6Cvr49WXiXXrlFF167+xdeugYMwd34gHB0d4SLWfoXXrqdPn+L4yRNo6u4BbW1tvHz1Epu3bkXNmjXRrFnJsdkaEwPPpk0hLy+P0z+cxuatW7Fq+Yoq/30wZNBABMwPgpNDmf6wW1cAwJzAQBjoG2DqpIkAgEH9+2H46DGIjo0Tnl8ni/rDAH8AwgdEbti8Bd4tW0BfTw/pGRlISEzEq5QUtG/TBoCw3yut+HwyMTZGndq1UR2q+/x69+4dIjZtQltvb+jp6uLJ02cICVsHU2NjeJZ6sHPyixfi/UbRc0dMjY2rpd8gIiIi+hgGq4noi8yYMQNDhw6Fo6MjsrOz8ddff+H8+fOYNWsW2rVrh9zcXJiZmaFDhw6Ql6/6TRzff/89Jk+ejPv376NevXo4dOgQlIrmDG7QoAESExMRGBiIRYsWwdDQEAsXLsSwYcOq/LkVGTFsGLKzsxG0eDHevHmDBvXqISo8XCwA/uTJE6SXmsKgY/v2SE9PR1hkJFIFAtjb2SEqPFzs1uNZM2ZAXl4eU2bMQN7792jatGm5eWiXLlqE5atWYYKvL+Tk5dHwm28QFR5eboqV6tDn2/7IycnBurWrkJWVBScnFyxcvEJsPtXk58+QmZkpen3/3l3MnjVV9HrjBuHDz9q0aY9pM4RlmTUnENFbN2LliiV48+Y1DAxqY8jQUejUuVu1l6GsNp5NkfH6NTbuSERaRgZszM0REuAvmgbkZWoq5OVL5svdd/IU8j58QMCqELH9jPi2D0b1/Q4A8NPly1gSXvLjSODqNeXSVCfJbSlM1JaSX7wQO+/q13PD8qVLsC48AqFhYTAzNcXakBDYWJeM4Dxz7hzmzg8SvZ45W1hX43zGYMLYsdVehk/RtkVzZGRmYkNcPATp6bC1tMSahUHQLXrI3cuUFLG6SklLw2DfKaLX2/fuw/a9+9DA2RmR3y8FADja2mBFgD8iYrZhc8JO1K1dG1NHj0IHby+plaNj+3ZF9RVVVF+2iApbV6a+SspR380Ny5cswbqISISGhRfVV7Covl6lpODMuXMAgD79+ot91pYN60U/XIVFReHAocOi9/r0H1AuTZXK1bYt0tMzELZhg7BctraICl1TUq6XL8Xboasrli9ahHVRUQiNiISZiQnWrlwBG6vPu1vh+s2bCN+wAe+ys2FhZobAObPRrVOnKpfnY77rOwA5OTkIXVPUHzq7YMmyVeL9YfJzvH5d0h/eu3cXfjMmi16vjwoDALRt2wEz/PxF68+dPQ0UFsK7VWuplmH4UOG1a2HRtat+vXqIDBO/dj19Kn7t6lDU30QU9Td2dnaIDAuHblE9K9VUwpXff0dcfDxev34NXV1dfNOgAbZtjRZ74N/P589j0+ZNeJ+XB1sbW4SuXo3mpQL9X6pju6LzKyqqpB2uK3N+lZoXW3R+RUYgNDwcZqYmWBu8SnR+1ZCXx1+PHuHg4cNIz8iAlqYmnJ0cEbNpI6w/s61WqVzVfH7Jy8vj3v0HOHjkKF6/eQMDfX00bdIYE318RH9PAUDY+g04cOSI6HWfQYMBAFsiI9D4m2/+iaITERHR/3NyhYVSvueaiKgKzp49C29vb6Snp0v9NvdPHVn9tXn8MvPjib5CWlmvPp7oK1SrmqYA+Ld5++yprLMgFWp1pTOqXOZk+CBZaXqWKflBul87Q13pjSqXJfnCf+bBlv+oCh78/LVT1NSSdRaIiIjoP4JzVhMRERERERERERGRzDFYTUREREREREREREQyxzmriehfzcvLC5ytiIiIiIiIiIjov48jq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGSOwWoiIiIiIiIiIiIikjkGq4mIiIiIiIiIiIhI5hisJiIiIiIiIiIiIiKZY7CaiIiIiIiIiIiIiGROQdYZICL6tyiUdQakREOtpqyzIBUfUnNknQX6HAUFss6BVOTmyzoH0lFTUVHWWZCKR8kvZZ0FqTDS05B1FqTjw3/vBMvKl5N1FqRC/c1rWWdBKhQ1ask6C0RERP/vcGQ1EREREREREREREckcg9VEREREREREREREJHMMVhMRERERERERERGRzDFYTUREREREREREREQyx2A1EREREREREREREckcg9VEREREREREREREJHMMVhMRERERERERERGRzDFYTUREREREREREREQyx2A1EREREREREREREckcg9VEREREREREREREJHMMVhMRERERERERERGRzDFYTUREREREREREREQyx2A1EREREREREREREckcg9VEREREREREREREJHMMVhMRERERERERERGRzDFYTUREREREREREREQyx2A1EREREREREREREckcg9VEREREREREREREJHMMVhMRERERERERERGRzDFYTf9veHl5YcqUKTL7/LNnz0JOTg4ZGRn/yOc9evQIcnJy+OOPP/6Rzytt2LBh6NGjxz/+uURERERERERE9PVSkHUGiP6LvLy8UK9ePaxZs0a0rmnTpkhOToampuY/kgcTExMkJydDT0/vH/m80kJDQ1FYWPhF21pYWGDjxo1o06ZNNeeqehUWFiI8MhJ79u3DmzdvUM/NDfP8/WFmZlbpdgk7dyI6JgapAgHsbG0xZ9YsuDg7i95fsHgxLiQlISUlBaoqKnBzc8PUyZNhaWEhSrNs+XL8fvUqHjx4AEsLC+zeuVOq5dy8eSMOHTqIrKw3cHFxxfTpfjAxMalwmz/++B0JCdtx9+5dCASpWLLke7Ro0VL0/ocPH7Bx43pcuPALnj9/DjU1dTRs2BBjx46Hnp6+1MpS2t5T/8OOI0eRlpkJK1MTTB4yGI5WVhLTHjpzBid+Oo8/nz4FANhZmGP0d9+KpV+6fgOO//Sz2HaNXVywatZMqZUhYedObI3ZJmpL/rP8xNpSWSdOnUJYRCSePX8OM1NTTPX1RYvmzUTvnzp9Gom79+DW7dvIzMzE7h0JsLezE9vHsFGjcfm338TWfdu7N+bPDajewpWy68hRbN+3D4L0DNhYmGP6mNFwsrWVmPbPx4+xfns87j58iORXKZgycgT6d+8mlqbHqNFIfpVSbtvenTrCb6yPVMoACM+lqPVR2Ld/H7KysuDm6oY5s+fA1NS00u0SExOxLW4bBAIBbGxs4DfTD85O4vV87do1hEeG48aNG6hRowZsbW0RtjYMysrKAIDbd25j3bp1uHnrJmrUqIFW3q0wbeo0qKqqVrlc1d0OhX1rFHYX9a31RX1ryXFq16kznicni+13yqRJGDVieJXLU5nCwkIc2huPn86eRPa7t7CyccCAYeNQu07dCrc5d/oozv1wDIKUVwAAQyNTdOnRD85u3wAA3ma9wcG98bh94w+kCVKgrlEL9b5xR/feA6GiqlYteQ6PjJRwPD9+rdpa6lrlX+ZalZubi5UhITh24gTev38PTw8PzPX3h56ubrl9ZWRkoHffvnj56hV++fFH1NLQEL33/v17RG7YgMNHjiBVIIC+nh7GjhmDXp/5g3fCrl3YGrddmF8bG/jPmA4XJ6cK05/432mErV+PZ8nJMDMxwdSJE9DC01P0fsCChThw5IjYNp7u7li/NrTcvt6/f4/+w0fg7v372B0XC/sK+qcvUVhYiI0bN+DAwf3IepMFF1dX+PnNgqlJ5f3G7t27ELc9DmlpAlhb22D6tBlwKnU8nj59inXrQnH12lW8f58HD3d3TJs+A7o6wvr77cpvmDBhnMR9b9kcDUdHxy8uU0JiIrbGxpXU1cyZcHGurK7+h7DIqJK6mjQJLZp5Sky7YOky7Nq7F7OmTcXgAQNE69t17Va+z5g4AaOGDfvichAREZH0cGQ10WfIy8v74m2VlJRQp04dyMnJVWOOKlajRg3UqVMHCgr//G9Smpqa0NLS+uztrl27hvT0dLRs2fLjiWVsS3Q04hMSMM/fH9u3bYOKigp8JkxAbm5uhdscP3ECK4ODMdbHB4nx8bC1tYXP+PEQpKWJ0jg6OGBRUBAO7N2LqIgIoLAQPuPHIz8/X2xfPbt3R4d27aRWvmLx8XHYs2cXZszww/r1m6GiooLp06dUWs6cnBxYW9tg2rTpFb5/795dDB06HJs3R2PJkmV4/PgxZs/2k1YxxJy+cAHh2+MxrGcPbFq8ENamppixfCXSM19LTP/77Tto7eGO0IA5iAwKhIGOLmYsX4mUUvUGAE1cXbEvbK1omT9xvNTKcOzECawIDsE4nzHYFR8PO1sb+IyfINaWxMrwx1X4zfFHzx7dsSshHq28vOA7bRruP3ggSpOdnY0G9ephqq9vpZ/dp1dPnD11UrRMnzK5WstW2qmffkbo5i0Y2a8fYlaHwNrcHJPnL0BaBXeo5OTmwqhOHYwfMgS62toS02wNXoWjMVtFy7qFCwAArT2bSqsYAICYbTHYsXMH/Of4I2ZrDFRUVDBx0sRKz6WTJ08iZE0Ixowag+2x22FrY4uJkyYirVQ9X7t2DRN9J8K9iTu2RW/Dtuht+O7b7yAvL/wTLyUlBeMnjIexiTFitsZgXeg6/PnnnwhaEFTlMkmjHW6JjsH2hAQE+vsjfltMhX3rxHHjxNrhgP79qlyejzlxZC9+OHUYA4eNw+z5K1GzZk2sXTkfee/fV7iNlo4een43FP4LV8N/QQjsHV0RsWYJnj99DADIyEhDZkYaevcfjvlL12HYmMm4ee0Ktm1eVy153hIdXep4ftq1SlivwRjn41NUr+WvVctXrcLZH39EyIoViN60CSkpKZgyXXKfH7hgAWxtbCS+N93PD0kXL2Lh/Pk4vH8/VixbBnNz888q47FTp7BiTSjGjRqJXdtiYGdjDR/fyRW3w2vX4DdvHnp264pdsdvQqmUL+M70w/2HD8XSNfPwwNmjR0XLisWLJO4veN06GOhLZ2BAbNw2JO7aiVl+s7Fp8xaoqKhgyhTfSuvv1P9OIXTtGowaOQox0dtgY2ODKVN9Rf1GdnY2Jk+ZBMjJIWxdBDas34i8D3mYOWM6CgoKAACuLq44cvio2NKtW3fUrVsXDg4OX1yeYydPYsXqNRg3ehR2xcUK+4xJkyquq6tX4RcwFz27d8eu7XFo5dUSvjNmiPUZxf535gyu3bgOA33JP3pPHOuDs8ePiZYBfft+cTmIiIhIuhispv+kt2/fYsiQIVBXV4ehoSGCg4PLpZGTk8P+/fvF1mlpaSE6OhpAyTQaO3fuRMuWLaGsrIzt27dDIBCgf//+MDIygqqqKlxcXJCQkCDax7Bhw3Du3DmEhoZCTk4OcnJyePTokcRpQPbs2QMnJyfUrFkT5ubm5fJpbm6OpUuXYsSIEdDQ0ICpqSk2bNjwSceg7DQgxZ9/+vRpNGzYEKqqqmjatCnu3r370X0kJiaiefPmUFFRQaNGjXDv3j1cunQJDRs2hLq6Ojp27IiUlJKRimWnAfHy8oKvry/8/Pygo6ODOnXqICgoqNznHThwAB06dICioiKio6OhpaWFw4cPw87ODqqqqujTpw/evXuHmJgYmJubQ1tbG76+vmKB3IiICNjY2EBZWRm1a9dGnz59Pul4fY7CwkLExcdjzOjRaOXtDTtbWyxdtAgpKSn44cyZCrfbFheH3r16oWf37rCyskJgQABUlJWxr1Q7/LZ3bzT85hsY1a0LRwcHTJwwAS9evMDz589FaebMmoX+ffvC2Ni42stWWmFhIRITd2LIkGFo3rwFrK2tERAQCIEgFT/99GOF27m7e2D0aB+0aOEl8X11dXWsXr0WrVq1gampGZycnDF16nTcvXsHL1++kFJpSiQeO44u3l7o1LIFzI2MMH34MCjXrIkj585JTB84fhx6tm0DGzMzmNWtC7/RI1FQUIDfbt4SS6eoqABdLS3RoqFW9VGRFdkWtx19evUsakuWCAwIgLKyMvbtPyAxfVxCPDybemDE0KGwsrTEpAnj4ehgj/gdJaPyu3XpgnE+Y+Dh3qTSz1ZWVoaenp5oUVdXr9aylZZw4AC6t2uHrm1aw9LUBLPHj4NyzZo49L/TEtM72tjAd/gwtGvRHEqKkn+o09bUhK62tmj5+dIlGNepgwaVjAauqsLCQsQnxGPkiJHwaukFGxsbLFiwACmpKTh77myF28XFx6Fnj57o1q0bLC0t4T/HH8rKyjhwsKSeg1cHo1/ffhg+bDisrKxgbm6Odm3bQUlJCQDw008/QUFBAbP9ZsPc3BxOTk6YM2cOTv9wGk+ePKlSuaq7HRYWFiI2Ph5jRo9CK2+vor51IV6lpOD0GfHjpKamKtYOVVVUqlSWjyksLMTpEwfRqdt3qPeNO4xNLTDcZyoyMtLwx5ULFW7nVr8xXNwaonaduqhtaIQe3w5GTWVl/PnwDgDAyNgMY33nwK1+Y+jXNoS9oxt6fDsI136/WO5Hyi/Jc6yEa5XweFZ+repT5lqlXOpa9ebNG+zdvx9+06ahSePGcHJ0xKIFC/DH1au4eu2a2L52JCbi9Zs3GDZkSLnP+fn8eVz+7TdErlsHD3d3GNWti3pubmhQr95nlXNbfAL69OiOnl27wsrSEoGzZwvze+iQxPRxO3bC090dIwYPhpWFBSaNHQtHezvEJ+4SS6ekqAg9PV3RolmrVrl9/fTLL/gl6SJmfORHvi9RWFiInTt3YPiwEWjRoiVsrG0wPzAIqamp+PFHydcrAEhIiEf3bj3QpUtXWFhYYpbfbCjXVMbhw8Ljce3aVSQnJyNwXiCsra1hbW2NwHlBuH3nNi5fvgwAUFRUhK6unmjR1NTCTz/9iC6du1Zp0MW27fHo06MHenbrJqyrOXOEdXXwoMT0cTt2wNPDAyOGFNXVuHFwtLcvV1cvX73CspWrsHzRogoHaaip/rN9BhEREX05BqvpP2nmzJk4d+4cDhw4gJMnT+Ls2bO4cuXKF+1r9uzZmDx5Mm7fvo327dsjJycH33zzDY4cOYIbN25gzJgxGDx4MC5evAhAOAWGh4cHRo8ejeTkZCQnJ0ucMuG3337Dd999h379+uH69esICgrCvHnzRMHyYsHBwWjYsCF+//13jB8/HuPGjas0wPwxAQEBCA4OxuXLl6GgoIARI0Z8dJv58+dj7ty5uHLlChQUFDBgwAD4+fkhNDQUP/30Ex48eIDAwMBK9xETEwM1NTUkJSVhxYoVWLhwIU6dOiWW5uDBg+jevbvo9bt377B27Vrs2LEDx48fx9mzZ9GzZ08cPXoUR48eRWxsLNavX4/du3cDAC5fvgxfX18sXLgQd+/exfHjx9GiRYsvOEqVe/rsGVJTU+HepCSop6GhARdn53Jf1Ivl5eXh1u3bYtvIy8vDvUmTCrd5l52N/QcPwsjICHXq1KneQnyC5OTnSEsToGHDRqJ16urqcHBwxM2bN6r1s96+zYKcnBzU1TU+nrgK8j58wL2/HqFhqduh5eXl8Y2TI25KGKklSW5uLj7k56OWungw+o/bd9Bt/AQMnOGH4K3RyHzzplrzXuxL2tLVa9fh0UQ8CN3Uw6PC9JU5cvQYmnm3Qo8+32L12nXIzs7+7H18iry8PNx58BCN67mK1snLy6ORmxuu3/nyPrDsZxw/ew5d27SW6l0vz549g0AgQJPGpfoMdQ04OznjWiV9xp07d9C4cWPROnl5eTRu3BjXr18HAKSlpeHGjRvQ0dHB8BHD0bZ9W4weMxq///G7aJv3ee+hqKAoGmkNAMo1hdODlE73uaTRDov7Vo8yfaurhL5109ZoeHp5o0+//tgSE4MPHz58cVk+RWrKS7zOTIeDk5tonYqqGiwsbfHng09rjwUF+bh04Ue8z82BpbV9hemy372DsooqatSoUaU8f87xLPYp9Xrr9m18+PAB7u7uojSWFhYwrFNHbL8PHz5E1MaNWLZoEeTky3/lOHPuHJwcHbElOhqt2rVD5+7dsTIkBDk5OZ9cxry8PNy6cwfujcTPE/dGjXC16Dwp6+r16/Bo3EhsXVN393LpL125ghbtO6BLn2+x8PvlyMjIFHs/VSBA0NKlWBYUJJpypzo9f/4cAoEAjUqVTV1dHU6OTrh+Q3LZ8vLycPfuHTRqVFI+eXl5NGrUSLTN+/d5kJOTg6KikiiNkpIS5OXlcfXaHxL3++NPPyIzMxNdunT54vKI6qpJmbpq3BhXr1VQV9ck1JWHeF0VFBRgTuB8DBs8CNYVTOcFAJtiYuDZug36DBiILdtipd5nEBER0ZfjnNX0n5OVlYXNmzcjLi4OrVu3BiAMlH7pKNQpU6agV69eYutmzJgh+v+kSZNw4sQJJCYmonHjxtDU1ISSkhJUVVUrDTCGhISgdevWmDdvHgDA1tYWt27dwsqVKzGs1Bx6nTp1wvjxwukEZs2ahdWrV+PMmTOwKzOX7KdasmSJaJqN2bNno3PnzsjJyan0i9aMGTPQvn17AMDkyZPRv39/nD59Gp5F8zuOHDmyXJC9LFdXV8yfPx8AYGNjg7CwMJw+fRpt27YFIAzmXLt2DR07dhRtk5eXh8jISFgVffno06cPYmNj8fLlS6irq8PR0RHe3t44c+YM+vbti8ePH0NNTQ1dunSBhoYGzMzMUL9+/S86TpURpKYCAHR1dMTW6+rqIlUgkLhNeno68vPzJW7z16NHYut2JCYiZM0aZGdnw9zcHBsjI6GoqFh9BfhEgqKyaGuL51lHRwdpaZLL+SVyc3MRGRmBNm3aQk2Ko5EBIPPNG+QXFEBbU3yEnI6mJh6Xmc+yIlE7dkJPWxvflAp4N3F1RYuGDWFooI/nL19hQ+IuzFwZjMigQNSQEKSpivT0jArakk65tlQsNTVVNBdpMb1K2mtFOnfsgLqGhtDX18e9+/exOnQtHv39CKES7l6pqozXwrrSKTOlkI6WJv5+9rRaPuNcUhKy3r5F56JrhbQUn0s6umXOJV0d0XtlZWQU17N4venq6OJRUT0/e/YMALBh4wZM8Z0CWztbHDlyBOPGj0PijkSYmpqiUcNGCFkdgm2x29C/X39kZ2djXZhwionUor7sS0ijHaamCorKKKlvLcnrwP794eBgD81atfDH1WsIXbcOqSmp8JsheRqK6vA6Mx0AUEtTS2x9LU0tZGakV7rtsyePsHyhH/Ly3qOmsgrGTvZHXSPJcw5nvXmNIwd2orlX+yrnOVVK16pUgQCKiopic0+X3e/79+8xc84cTJ8yBYaGhnhS1FZLe/rsGa788QeUatZEaEgI0tPTsXjZMmRmZmLxggWfVMb0jAraoY4O/vr7b4nbpAoE5dLr6eggtdR1zdPDHW28vWBUty6ePH2G0MgIjJ0yBds3b0KNGjVQWFiIuQsX4bueveDs6IBnpe5+qi6ifkOn/DX4Y/1G2W20dXTwqOh4ODs7Q1lZGeHhYRg3brxwXvOIMOTn50OQKnm/hw4dRJMm7jAwqP3F5am0rirqMwSC8n2Gjo5Y+90cE4MaNWpgUL+KpwIa2LcvHOztoalZ1GeEhyM1NRV+06Z+cXmIiIhIehispv+chw8f4v3792hSalSQjo7OFwd3GzZsKPY6Pz8fS5cuRWJiIp49e4b3798jNzf3sx9Udfv2bbFRxADg6emJNWvWID8/XzSiytW1ZFShnJwc6tSpg1evXn1RWcruz9DQEADw6tWrSh/yVXqb2rWFX1RcXFzE1n0sT6X3UfzZpbc5ePAgmjVrJjbXtaqqqihQXfw55ubmYtMOlP7stm3bwszMDJaWlujQoQM6dOiAnj17Sqyb3NzccnM+yuXno2bNmuXSHj56FAsXLxa9Dl+7ttKyVlXnjh3h0aQJUlJTEbNtG6bPmoXYrVsl5q06nTx5AqtWLRe9Xr58lVQ/DxA+bHH+/LkoLCzE9On/zJzVVRF38BBOX0jC2oA5qKlUMiqttUfJCEMrExNYmZqg37QZ+OPWbXxTyYOjvjbf9u4t+r+tjQ309fQw0mcsHj95AtNKHrr5b3Xw1P/g8U0D6JcJIlfV0WNHsXTZUtHr0NXlH8pWHYrnl+3Vsxe6dRM+SNLezh4XL13EgYMHMGniJFhZWWFB0AKsXr0aYeFhkJeXR7++/aCroys22vprMnTwINH/7WxtoaiogIVLlmKK7yTR9CdVlfTLWWzfGiF6PXF65XcPVaa2oRHmLl6D7HfvcOXSeURvWIPp/kvLBayzs99hXfBCGBqZoGvP/p/9OYePHsWCUteqCClfqyqzZu1aWFpYoGvnzhWmKSgogJycHJYvWQKNosD3zPfvMW3mTMwtmh5CVjqVeiaErbU1bG2s0bFnL1z67QrcGzfC9sREvH33FqOGDa22zzx+4jiWL18meh28anW17bs0bW1tLF2yDCtWLkfirp2Ql5dH27btYGdnDzn58neYvHr1EklJF7B48VIJe5Otm7dvI27HDuyKi6v07pihgwaK/m9nYwNFRUUsXLoUUyZOqLY+g4iIiKoPg9X0/5acnBwKCwvF1kl6gGLZkZ4rV65EaGgo1qxZAxcXF6ipqWHKlCl4X8kDlqqi7IhaOTk5UYCiqvsr/sP+Y/uTtE3ZdZ+zD0nbHDx4UBRsqWybyvajoaGBK1eu4OzZszh58iQCAwMRFBSES5culXvg47Jly7CgzMituf7+mBcQUC7v3i1bwrXUfLbvi9qJIC0N+qUe5CMQCGBfwY8i2traqFGjRrmHCAkEAujqio8a0tDQEI0Md3N1hWeLFjj9ww/oVGrUuTQ0a9YMjo6OotfF50N6ehr09EoeHpWWlgYbG9sqf96HDx8QGBiAFy9eIDQ0TOqjqgFAU0MDNeTlyz1MMS0zEzqampVum3DkKOIPH0HIbD9YVfLjDgDUNTCApoYGnr58We3Bam1trQraUhr0yrSlYnp6ehCUGQ2fKhBUmP5TFf9o9UQKwWqtWsK6KvswxbSMTOhoSX544udIfvUKl65ew/ezZ1V5X2W1bNESLs4lP+gVXx/SBGnQ1yvpM9IEabC1lXwuaWkV17N4vQnSBNDTFZ6PxeelpYWlWBoLcwu8eFEy/3vHDh3RsUNHCAQCqKioQE5ODtvjt8PIyOiLyyiNdqinp1tUxvJ9a2U/OLu6uODDhw949vw5LD7z4XwVcavfGBZWJXXzIU84ZcDrzAxoapX8uPE6MwMmZpblti9NQUERBrXrAgDMLKzx6M8H+OHkIQwaPkGUJif7HdauDIKysgrG+fqjxhc8HPlzrlUVHc/KrlWietLVRV5eHl6/eSM2urp0mqRLl3D/wQO4Ff3gX/z3VnNvb4weORITx42Dvp4eDAwMRIFqQDidSGFhIV6+fAkzM7OPlllbq4J2mJYGvQp+hNLT1S2XPjUtDXo6FfeHJkZG0NbSwuOnT+DeuBEuXrqMq9dvoEGz5mLp+g4dhs7t22Np0PyP5r2s5s2aw8mx5HqRl1fUb6RJuAZ/pN9IK1O+9LQ0sb81mjRxx57d+5CRkYEaNWpAQ0MDnTp3gFHdtuX2efjwYWhqaqJF86pNq1Z5XVXQZ+jqlu8zSqW/8vvvSEtLR9suXUXv5+fnY+WaUMQm7MDJQ5LnwnZ1dsKH/Pxq7TOIiIio+nydQ2qIKmFlZQVFRUUkJSWJ1qWnp+PevXti6fT19ZFc6rb/+/fv4927dx/d//nz59G9e3cMGjQIbm5usLS0LLdvJSWljz4YycHBAefPny+3b1tb2yrPU/m1ycrKwpkzZ8qNNP8SCgoKaNOmDVasWIFr167h0aNH+OGHH8qlmzNnDjIzM8UWv1LTu5SmpqYGU1NT0WJlaQk9PT2xNpaVlYXrN27ArcwI8mKKiopwdHAQ26agoAAXLl6scBtA+AW/ECVBB2lSVVWDsbGJaDE3t4COji5+++2yKM3bt29x+/YtODlV7WF0xYHqp0+fYvXqtdD8SKC4uigqKMDWwhy/3bwpWldQUIArN2/Bydq6wu3iDx/Btv0HsNJvBuwtKw9MAcArQRpeZ2VBt8yPJNWhpC1dFK0rKChAUiVtyc3VBRcuXhRb9+uFpErb3qe4UzR/fulASnVRVFSEvbUVLl0tmQO3oKAAl65dg4v9l90pU9rh/52GtqYmPBs1/Hjiz6SmpgYTExPRYmlpCV1dXVy8VFIHWVlZuHHzRrm7ToopKirC3t4ely5dEq0rKCjApUuXRD8S1K1bF/r6+nj09yOxbR8/fiy6c6Y0XV1dqKqq4uSpk1BSUoJ7E/dyaT6VNNqhsZER9PT0cCFJ/Dhdq6RvBYTtUF5evtzUB1WhrKIKg9p1RYuhkQlqaWrjzq2rojTZ2e/w15/3YGn9ee2xsLAAH0r16dnZ77BmxXwoKChgwtS5UPzCkZ4VXasulLlWVXY8K7pWla5XRwcHKCgoiKX569EjJL94IUqzetUq7Nm5E7t37MDuHTuwoOi5FjGbN6N/374AgPr16iElJUXsb6+///4b8vLyoru4PkZRURGO9vZIKnOeJF2+BLdSd4CV5ubigguXLout+zXpYoXpAeDFy5fIyMyEflFfN2fGdOzZHofdcbHYHReLiNUhAIBVSxbDd9zYT8p7WWX7DQsLYb9x6XJJ2d6+zcLNWzfFfgwrTVFREXZ29mLbFBQU4NLlyxK30dLSgoaGBi5fvoT09HQ0LxOQLiwsxOEjh9CxQ6cKH1z4qUR1dbFMXV26BDfXCurK1QUXStUtAPyalCSqq66dOmFvQjx2b48TLQb6+hg+eBDWr6v4zoI79+5Ve59BRERE1Ycjq+k/R11dHSNHjsTMmTOhq6sLAwMDBAQElLvduVWrVggLC4OHhwfy8/Mxa9asT5oX2MbGBrt378Yvv/wCbW1thISE4OXLl2IjUs3NzZGUlIRHjx5BXV1d4h/D06dPR6NGjbBo0SL07dsXv/76K8LCwhAREVEu7X/d8ePHYWtrC/Mqjm45fPgw/vzzT7Ro0QLa2to4evQoCgoKJI4gq1mzZrlpNd5/wo8VgHA096ABA7B+0yaYmprCyMgIYRER0NfXRytvb1G6UT4+aOXtjQFF8ygOGTQIAYGBcHJ0hIuzM2Lj45GdnY0eRUH6J0+f4sSJE/Dw8ICOtjZevnyJzUXTfzRv1ky038ePH+NddjZSU1ORm5srChhaWVpW69zWcnJy+O67voiJiYaxsQkMDQ2xadNG6OrqiX2hnTx5Ilq0aInevb8FIHww5rNScwonJz/H/fv3UKtWLdSuXQcfPnzAvHn+uHfvLpYvX4WCggLR/Ju1atWS+vzc33XsgGXrN8LOwgIOVpbYdfwksnNz0amlsExLotZDT1sbPn2/AwBsP3QYW/bsxbzx41BHTw+CopG+KsrKUFVWxrucHETv3YeWjRtBR1MTz1++QuSOnTCqbYDGFXwBr6ohgwYiIHA+nBwd4ezshDhRWxLenTBn7jwYGBhgqu8kAMCg/gMwfPRoRG+LRYvmzXDsxAncvHULQfPmivaZmZmJ5Bcv8OpVCgCI5hDV09WFnp4eHj95gqPHjqN5M09oaWnh3r37WB4cjIYNGsCuglF+VdW/e3csXBMKB2trONraYMfBQ8jJyUGXojmmg1avgb6OLiYMHQxAeDfAX0+eCP//4QNS0tJw788/oaKsApO6JcHbgoICHD79Azq38obCP/DjoJycHAb0H4DNWzbD1MQUdY3qIjIqEvp6+vBq6SVKN3bcWHh7e6Pvd8Jg3qABgzB/wXw4ODjA2ckZ8QnCeu7WtZtov0MGDUHUhijY2trCztYOhw4fwqO/H2H58pIpfXYm7oSrqytUVVSRlJSENWvXYNLESWIjWr9EdbdDOTk5DB4wABs2bYKZqSmMjOoiLCISBvr6aO0tPE5/XL2K6zduoFHDRlBTU8XVa9ewYlUwunTqBM1atSRls1rIycmhdftuOHogEQa160JPvzYO7NkOLS0d1GtQEvQP+X4u6n/jDu+2wgfR7UuMgZPrN9DR1UduTjYu/noO9+7cgO/MIADCQHXoikC8f5+LkWOnITv7HbKzhdcijVq1IC//5e2z/PEUXquEx7PkWjXSxwetK7hWOTs7l6pX4bVKQ0MDvXr0wIrgYGhqakJNTQ1Lly+Hm6urKFhd9k6L9KJ+09LSUjQau3PHjojauBFz58/HhLFjkZ6RgeA1a9Cze/fPmgJkyID+CFiwEE4ODnB2ckTcjh3Izs5Bj6KHAc6ZHwQDA31MnSAcyT6oX18M9xmL6O3b0cLTE8dOnsLN27cR5D8HgPAaFrFpE9p6e0NPVxdPnj5DSNg6mBobw7PooZKGZZ5JoqqiAgAwMTZGnU8MtH+MnJwc+vbth+joLTAxMUFdw7rYsDEKenp6aNGipSjdxInj0bKlF779VnjN6t9/ABYtWgAHewc4Ojlh544dyMnJRudSD0c8fPgQzM3NoaWljes3rmP16mD069e/3Gj2y5cv4fnz5+jWreqDCQBgyMABCAhaACdHBzg7OSEuPkHYtroKR0bPCZwvrKuJEwEAg/r1w/AxPoiOi0OLZs1w7MRJ3Lx1G0H+/gCEwfayd84pKChAT1dXNGL6j2vXivqMhlBTVcXV69exImQ1unTsKNU+g4iIiL4cg9X0n7Ry5UpkZWWha9eu0NDQwPTp05GZKf4U9+DgYAwfPhzNmzdH3bp1ERoait9+++2j+547dy7+/PNPtG/fHqqqqhgzZgx69Oghtv8ZM2Zg6NChcHR0RHZ2Nv76669y+2nQoAESExMRGBiIRYsWwdDQEAsXLhR7uOL/FwcOHCg3BciX0NLSwt69exEUFIScnBzY2NggISEBTk7VP2fwiGHDkJ2djQWLF+PNmzeoX68eosLDxQLgT548QUapKQw6tG+PtPR0hEdGIrVoypCo8HDR7aw1lZTw2++/IzY+Hq9fv4auri6+adAAsdHRYg8kmr9wIS6XaqvfFgUYjh85AqO6dau1nAMGDEJ2djZWrvweWVlZcHFxxapVq8XK+fz5M7H2f/fuHfj6ltzeHhYmHN3UoUMnBATMQ0pKCn7++ScAwPDhQ8Q+b+3acNSv36Bay1BWa3d3ZLx+gy179iItMxPWZqZY5TdTNA3Iy1SB2NyXB07/gLwPHxC4dp3Yfob17IERvXuhhrw8Hj55guM//4yst++gp62NRi7OGNmnN5SkFHjv2L490tPTESbWlsJEbSn5xQuxH+jq13PD8qVLsC48AqFhYTAzNcXakBDYlBpNfubcOcydHyR6PXO2MHAzzmcMJowdC0VFRVxIShL9yFKndm20bd0KPqNGSaWMANC2eTNkZGZiQ3wCBOnpsLW0wJqg+dDV1gIAvExJgXypukpJS8PgKdNEr7fv24/t+/ajgbMTIpcuEa2/ePUqXqSkoGsb6T5YsbShQ4YiOzsbS5YuwZusN6jnVg/r1q4TO5eePnsq1me0a9cO6RnpiFofBYFAAFtbW6xbu07sdv4BAwYg930uQkJCkPk6E7Y2tggPC4eJcUmw8ObNm1i/YT3evXsHc3NzBPgHoHOniucS/lTSaIcjhgmPU1BR39qgXj1EhYeJjpOSkhKOnTiBiKj1eJ+XB6O6dTF44ECxeaylpX3nXnifm4O4reF49+4trG0c4TsjSGwkdOqrF8h6UzLN0JvXmYjesAaZGWlQUVGDkYk5fGcGwdFZ+PDfx48e4q+Hwruz5s70Efu8JcEboadftcBn8bVK/HiWv1all2p3kus1XGyqhlkzZkBeXh5TZsxA3vv3aNq0KebNmfNZeVNVVcXGyEgsXb4cfQcNgqamJjq0bYtJEyZ8fONSOrZti/T0DIRt2CDMr60tokLXlLTDly/F26GrK5YvWoR1UVEIjYiEmYkJ1q5cAZuiZ2TIy8vj3v0HOHjkKF6/eQMDfX00bdIYE318/vH5jQcPGoKc7Bx8//1SZGVlwdXVDWtWh5bpN54hIzND9Lptm7bISE/Hxk0bIBAIYGNji9WrQ8UeVPj3478RERmO169fw9DQEMOGDUf/fgPKff6hQwfh4uJa5cEExTq2ayesq6j1JXW1bm2ZPqOkT6/v5oblSxZjXUQkQsMjhHW1apVYn/ExSkpKOHbyFCI2bCzpMwb0x9CBAz++MREREcmEXGHZSXuJiP5BHz58QO3atXHs2DE0btxYpnn51JHVX5uMrBxZZ0EqCv++L+ssSIVOFadY+bd6++SxrLMgFQqGX9+DJT9FTYWKH1b2NTt//enHE32FPF3+m+0QedJ5HogsZeX/N88tdcX/ZrkUNTj6moiI6J/GOauJSKbS0tIwdepUNGrUSNZZISIiIiIiIiIiGWKwmugrtXTpUqirq0tcOnbsKOvsfTIDAwPMnTtXbNoFIiIiIiIiIiL6/4dzVhN9pcaOHYvvvvtO4nsqRQ/6ISIiIiIiIiIi+lowWE30ldLR0YFOqYfuERERERERERERfc04DQgRERERERERERERyRyD1UREREREREREREQkcwxWExEREREREREREZHMMVhNRERERERERERERDLHYDURERERERERERERyRyD1UREREREREREREQkcwxWExEREREREREREZHMMVhNRERERERERERERDLHYDURERERERERERERyRyD1UREREREREREREQkcwxWExEREREREREREZHMMVhNRERERERERERERDLHYDURERERERERERERyRyD1UREREREREREREQkcwxWExEREREREREREZHMMVhNRERERERERERERDLHYDURERERERERERERyZyCrDNARPSvkZsj6xxIhUr2a1lnQTr09WWdA/oMCqqqss6CVCgp/Dd/9y98nyvrLEiFnamerLMgFXn5hbLOglQoKvz3vqrUfJsp6yxIRUFNbVlnQSry3r2VdRakQlFVTdZZICIiqtB/8xsWEREREREREREREX1VGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariaTo7NmzkJOTQ0ZGhqyzItG/PX9ERERERERERPT/h4KsM0D0X+Ll5YV69ephzZo1AICmTZsiOTkZmpqass1YBWSVv0ePHsHCwgK///476tWr949+dnVJ2L0b0XHbkZqWBjtra8yZPg0uTk4Vpj9x+jTCNmzA8+QXMDUxxtQJE9CiaVOxNH/+9Qirw8Nx+fffkZ+fD0sLC6xethSGderg2fNkdOjVS+K+Vy1ZjPatW1dr+YolHjyI2F27IUhLg42lJWZOGA9ne3uJaR8+eoSobdtw5/4DJL98iWljfTCggjwDQPSOnQjbsgX9e/bA9HHjpJL/iiQePITY3bshSEsXlmv8ODjb20lM+/DR34jaFos7D+4j+eUrTPMZgwG9eoqlWR8bh41x28XWmRkbY8/mjVIrQ8LOndgasw2pAgHsbG3hP8sPLs7OFaY/ceoUwiIi8ez5c5iZmmKqry9aNG8mer+wsBDhkVHYvW8f3rx5g/pubpjn7w8zM1MAwMXLlzFi9BjJeYmLrbT9V0XigYPYlrhL2AatLOE3cULlbTB6G27fv4/kly8xfdxYDOgt3gZ3HTyE3YcOI/nlSwCApZkZRg8eCM/GjaWS/8oIj3kk9hQd83qiY25W6XYJO3ciOiZGVPdzZs0S1X1mZibCIyPx64ULSH7xAtra2mjl5YWJ48dDQ0Oj2suQsGs3orfHIVWQBjsba8yZPv3jfeH6DXienAxTExNhX+hZ0hcGLFyIg0eOim3j6e6OqNA1Yut+/Pk8orZsxr0HD6GkpISG9etj7coV1Vq2sgoLC7F16yYcPnwQWVlv4OzsimnTZsLY2KTCba5e/R07dsTj3r27EAhSsWjRMjRv3lIszdatm/DDD/9DSsorKCgowtbWDqNG+cDRsfrPqcLCQkSuj8K+ffvwJusN3Nzc4D/bH2amppVutzNxJ2Jit0EgEMDWxhazZvrBuUx/c/XaVYRHhOP6jRuoUaMGbG1tEbEuHMrKynj+/Dk2bNqIS5cvQSAQQF9PH506dcSoEaOgqKhY5XIl7EzE1m3F/aEN/P0+oT+MjMSz58kwMzUR9ofNhP1hXl4e1kVE4qfzP+Pp02dQV1eHe5MmmOo7CQb6+gCAZ8+fI2rjJly8dAmpAgH09fXQpWMn+IwaWS3lqcjOffsRs3MnBGlpsLWywizfSXB2cJCY9uFffyFiazRu37uH5JcvMWPCeAzs00cszW9Xr2Lbzp24de8+UgUChCxaCO9mzSTurzoVFhYiIkq875vr7w8z08r7vh07dyJ6m7Dvs7W1xRy/WWL1vHDxYly4mISUlBSoqqjAzc0NU30nw8LCQpTGtUH9cvtdvmwZOrbv8Fll+Ldfgx8/fow+/Qeghrw8fv3px88qGxERkaxxZDWRFCkpKaFOnTqQk5OTdVYk+rfn71O8f//+H//M46f+h5WhazF21EgkxkTD1sYGPlOmQpCWJjH9H9euYVbgfPTq2hW7YmLQqkULTPabhfsPH4rSPHn6FEN8fGBhZoYtEeHYExcLn+HDoaSkBACoU9sAZ44cFlvGjx4FVVVVNPfwkEo5T549i9XrN2D0oIGIiwiHraUlJvkHIC09Q2L6nNxcGNcxxMQRI6Cro1Ppvm/evYu9R47AxtKi0nTScPLsOazesAGjBw5EXPg62FpaYFLAXKRVcIdBTm4OjA3rYOKI4dDV0a5wv5ZmZjiesF20bA5ZJaUSAMdOnMCK4BCM8xmDXfHxsLO1gc/4CRW2wd//uAq/Of7o2aM7diXEo5WXF3ynTcP9Bw9EabZEx2B7QgIC/f0Rvy0GKioq8JkwAbm5uQCA+m5uOHvqpNjSu2dPGBsZwdnRUSrlPHnmLEKi1mPM4EHYHhUBW0tLTJztj7T0dInpc3JyYWRYB5NGVdwGa+vrYdKokYiLCEdsRBga1a+HaYFBePjokVTKUJkt0dGIT0jAPH9/bN+2rdwxl+T4iRNYGRyMsT4+SIyPh62tLXzGjxfV/auUFKSkpGD61KnYt2sXFi9YgPO//IL5CxZUe/6PnzqFlaGhGDtyFBJjYmBrbQOfyVMq7wvnBQr7wm3FfaGfWF8IAJ4e7jhz9IhoWb5oodj7p374AXMWLECPLl2wOy4WsRs2oFP7dtVevrISEuKwZ88uTJs2E5GRm6CiooyZM6dWWl85OTmwsrLGlCnTK0xjYmKKyZOnY8uWWKxbF4k6dQwxc+YUZGRIbudVER0Tg4QdCfCf449t0TFQUVbBhEmVt7kTJ08geHUIfEaPQXxcPGxtbTB+0gSklarnq9euYuKkSXB390BcTCziYmLR77u+kJcXftX469FfKCwswFz/AOzeuQvTp03H7j17sC48rMplOnbiJFaEhGDcmDHYFb8ddja28JkwseL+8OpV+PkHoGf3HtgVX9wfThf1hzk5Obh15w58Ro1CYvx2rFm1Co/+foSJU6aK9vHXX49QWFCAwAB/7N+ViFnTpyNxzx6sCat6eSpy4oczCI6MhM/QIYjfsB62VlYY7zer4v4wNxfGdQ3hO2Y09CroD7NzcmBrZYU5k32llm9JtsaU6vtihH3f2E/p+0KCMXaMD3bGx8POxhZjJ4wXq2dHBwcsnB+E/Xv2IjI8AoWFhfCZMB75+fli+1oUtAA/nDwlWlp5eX9W/v/t1+C8vDzMnOOPb+qXD8wTERF9DRisJqomw4YNw7lz5xAaGgo5OTnIyckhOjpabJqN6OhoaGlp4fDhw7Czs4Oqqir69OmDd+/eISYmBubm5tDW1oavr6/YH9a5ubmYMWMGjIyMoKamhiZNmuDs2bOflK+///4bXbt2hba2NtTU1ODk5ISjR4Wj1iRNA7Jx40aYmJhAVVUVPXv2REhICLS0tETvBwUFoV69eoiNjYW5uTk0NTXRr18/vHnzRpTm+PHjaNasGbS0tKCrq4suXbrgYalgRPEIl/r160NOTg5eXl4AhCPTp0yZIpb/Hj16YNiwYaLX5ubmWLRoEYYMGYJatWphzBjhKJOff/4ZzZs3h4qKCkxMTODr64u3b99+0jH6XNsSEtC7ezf07NIFVhYWCJzlBxXlmth3+LDE9HE7E+Hp3gTDBw2CpYU5Jvn4wNHODgm7d4vSrI1aj+ZNm2LapIlwsLODibExvFs0FwXcatSoAT1dXbHlh3Pn0L51K6iqqkqlnNv37EWPjh3QrX17WJqZYc5kXyjXrImDJ05ITO9kZ4fJY0ajvbcXlCoZWfYuOxvzvl+OgKlToKFe/SM9P2b73n3o0aEjurVvJyyX76Sicp2UmN7Jzg6TR49Ce6/Ky6VQowb0dHREi5YU71jYFrcdfXr1RM/u3WFlZYnAgAAoKytj3/4DEtPHJcTDs6kHRgwdCitLS0yaMB6ODvaI37ETgHBEV2x8PMaMHoVW3l6ws7XF0kUL8SolBafPnAUAKCoqQk9PT7RoamrizNmz6NGtm9R+8Irbswc9O3VEtw7CNug/ZTKUa9bEgeMVtEF7O0zxGYP23t4V1lULDw80a9IYpsZGMDM2xoQRw6GqooLrt29LpQwVKSwsRFx8PMaMHo1W3t5Fx3wRUlJS8MOZMxVuty0uDr179SqqeysEBgRARVkZ+/bvBwDYWFtjdXAwvFq2hImJCZo0boxJEyfi7I8/4sOHD9VaBmFf2B09u3aBlaUFAmfPEublUEV94U54urtj+OBBsLSwwKSxRX3hrt1i6ZQUlcT6Os1atUTvffjwAd+HrMb0SRPxXa9eMDc1hZWlBTq0aVOtZSursLAQu3cnYvDgYWjWrAWsrKwxZ04gUlNT8fPPFY9abNLEA6NG+ZQbTV1amzbt0LBhI9StawQLC0tMmCC8fj0sE8SvjjLEJ8Rj9MhR8Pbygq2NLRYtXIiUlBScqeRvirjt29GrR09079YdVpaWCJgj7G/2Hyzpb4JDgtGvXz+MGDYcVlZWMDc3R7u27UQ/uHo29cSC+Qvg4e4BY2NjeLVsiSGDBuOHMz9UuVzbtsehT8+e6Nm9G6wsLREY4C/sDw9U0B/GJ8DTwwMjhg6BlaUFJo0fD0d7e8TvTAQAaGhoYFNkBDq0awcLc3O4ubrAf9Ys3Lp9G8nJyQCAZp5NsXhBEDw9PITX65YtMWzwYJz+oeJzt6ridu1Cr86d0L1jR1iZmyNg2lQoK9fE/mPHJKZ3srfH1LFj0aFVqwpHezdr0gQTRo5Eq+bNpZbvsor7vtGjRsPbyxu2trZYsrCo7ztbSd+3PQ69e/ZCj+7dYWVphXlFfd/+A/tFafr07o2G33wDo7p14ejggEnjJ+DFixd4/vy52L40NDTErmc1a9b8rDL826/B6yIiYGFhjvbt2n5WuYiIiP4tGKwmqiahoaHw8PDA6NGjkZycjOTkZJiYlL81+N27d1i7di127NiB48eP4+zZs+jZsyeOHj2Ko0ePIjY2FuvXr8fuUoHMiRMn4tdff8WOHTtw7do1fPvtt+jQoQPu37//0XxNKBqV8eOPP+L69etYvnw51NXVJaY9f/48xo4di8mTJ+OPP/5A27ZtsWTJknLpHj58iP379+Pw4cM4fPgwzp07h++//170/tu3bzFt2jRcvnwZp0+fhry8PHr27ImCggIAwMWLFwEA//vf/5CcnIy9e/d+tBylrVq1Cm5ubvj9998xb948PHz4EB06dEDv3r1x7do17Ny5Ez///DMmTpz4Wfv9FHl5ebh19y7cGzUSrZOXl4d7o0a4ev2GxG2u3rghlh4Amro3EaUvKCjAj7/8AjNTE/hMnoKWHTthwIiROH3uXIX5uHnnDu7cu49eXbtWQ6nKy8vLw53799GkfgPROnl5eTSuXx/Xbt+q0r6XrwuDZ+PGaNKgwccTVzNRuRrUE60Tlqsert2qWrDy8bNn6NB/ILoPHY653y/Hi1evqphbyfLy8nDr9m24N2kiWicvLw/3Jk1w9do1idtcvXYdHqXSA0BTDw9R+qfPniE1NVUsjYaGBlydnSvc59lzPyIjMxM9unerapEkysvLw51799G41C3b8vLyaNygPq5Xsa6K5efn48SZM8jOyYGrlEaHV6T4mLuXOeYulRzzL6l7AMh68wbqampQUKi+2d/y8vJw685duDeW1Bdel7jN1euS+kL3cukvX7mClh06ouu332HR8uXIyMwUvXf77l28SkmBnJw8vh08BN6dOmPslCnlRmdXt+Tk50hLE+CbbxqK1qmrq8PR0RG3bknu+79EXl4eDh06ADU1dVhZWVfbfgHg2bNnSBWkoknjUm1OXQPOzs64dr3iNnf7zm00KdPmmjRugmtFbS4tLQ3Xb9yAjrYOho4Yhtbt2mDkmFH4/Y/fK81PVlYWapX6IeJLCM+JO3BvUjKNj/CcaIyr1ypqh9cq7Q8ryqucnFylU+lUR3kqkpeXh9v37qHJN9+I1snLy6NJg29w7WbVrsn/tGdf2PfdltD3Namk73uXnY39Bw/CyMgIderUEXtv6ffL0KKVNwYMHoR9+/ejsLDwk/P/b78GJ128iJOn/oe5s2d/cpmIiIj+bThnNVE10dTUhJKSElRVVUV/FN+5c6dcury8PERGRsLKygoA0KdPH8TGxuLly5eiL77e3t44c+YM+vbti8ePH2Pr1q14/Pgx6tatCwCYMWMGjh8/jq1bt2Lp0qWV5uvx48fo3bs3XFxcAACWlpYVpl23bh06duyIGTNmAABsbW3xyy+/4HCZEcMFBQWIjo4WfWkbPHgwTp8+LQps9+7dWyz9li1boK+vj1u3bsHZ2Rn6RXM+6urqlvsC8SlatWqF6dNLbqkeNWoUBg4cKBqVbWNjg7Vr16Jly5aIjIyEsrJyuX3k5uaWu91ULjf3o6Nr0jMykJ+fX26KAV1tHfz16G+J26QKBBLTpwoEAIC09HS8e/cOW7bFYqLPGEydMB4/X7iAqbPnYHN4GBpJCOruO3gIlubmqOfqWml+v1TG69fILyiAjraW2HodbW08evLki/d74sxZ3HnwANvC1lUxh19GVC4t8ek8hOV6+sX7dba3Q9CM6TAzNkZqWho2xm3HqOkzsXN9JNSqeeR7enoFbVBXB39VMJVFamoqdHV0xdbp6eqK2mBqqvDf8vvURaogVeI+9+7fD08PD9SpXftLivFRGZnCutLVFq8r3Sq2QQC4/+dfGO47Ge/fv4eKigpWBc2H5Ufmia5uglThcZV8zAUSt0lPT6+g7nUrrPv09HSs37gRfcr0y1VVYV+oo42//pacF4l9oY62WHmbuXugjZcXjOrWxZNnz7A2IhLjpkxF3KaNqFGjBp4+E46QjNy0CTMn+6KuYV3ExMdjxLjxOLwrUWrPYCie8kKnTP61tXXEpsP4Ur/8ch4LFwYiNzcHurq6CA5eI3ZXU3UoPs46umXrQBeCCs7z4nouW25dHR08KmpzT58J+871G9dj6uQpsLO1w+Ejh+Ezbix27dwlcT7sx08eY8fOnZha5m6qz1XSDsX7N12dis+J1FQBdMscAz1dnQrPu9zcXKwOXYtOHdpX+GP/48dPEL9zB2ZUsTwVSc/MLLomS+gPHz+WymdKS/E1RVI/JkitoO/LqKDvk1DPOxITsTp0DbKzs2Fubo4NEZFiI8snjBuHxo0aQ1lZGb9e+BVLvl+Gd9nvMLD/gE/K/7/5GpyRkYGA+UH4fvGiCtsqERHR14Ajq4n+YaqqqqJANQDUrl0b5ubmYn9U1q5dG6+KRmVev34d+fn5sLW1hbq6umg5d+7cJ90i7Ovri8WLF8PT0xPz588XjYSS5O7du2hc5iFjZV8Dwqk4So8uMjQ0FOUXAO7fv4/+/fvD0tIStWrVgrm5OQBh4Lw6NGzYUOz11atXER0dLXZ82rdvj4KCAvz1118S97Fs2TJoamqKLStWr6mW/H2u4hHnXi2aY0j//rC3tcWoIUPQ0tMTu/btL5c+JycHR0+elNqoaml58eoVgiMjsXj2LNQsujX8v8KzUSO0adEcNpYW8Gj4DUIXL8SbrCyc+vEnWWdNKl68fInzv/6KXj16yDorX8TcxBgJ6yMRE7YWfbp2wfwVK/Hn35J/bKouh48eReOmTUVLXjVPySFJVlYWJvj6wtLSEuN8fKT+edWhY7u28G7RArbW1mjdsiXCQoJx49YtXLpyBQBQUCjsL0cPG4a2rVrBycEei+fNhZycHE6crvqUEsVOnTqBDh1ai5bqnkKlrPr1G2DTphiEha1H48buCAqah/T0qgXBjx47iqbNPUWLtMpQUCAcldq7Vy9079Yd9vb2mDF9BszNzHDgYPlpEV69eoWJkyaiTZs26NWz4ofw/hvk5eVh+qzZKEQh5s2ZIzHNy1ev4DNxItq1aYM+lTxU+P+rI0ePoolnU9Ei7XOpc8eOSExIwJaNm2BmaooZs2aJDU7wGT0G9evVg4O9PUYMG47hQ4ciets2qeapulV0DZ6/aBE6d+iAhqVG4BMREX2NOLKa6B9Wdt5AOTk5ieuKA5hZWVmoUaMGfvvtN9SoUUMs3aeMmhg1ahTat2+PI0eO4OTJk1i2bBmCg4MxadKkai1DcX4BoGvXrjAzM8PGjRtRt25dFBQUwNnZ+aMPQ5SXly93K2ZeXl65dGpqamKvs7Ky4OPjA1/f8g8IMpUwogsA5syZg2nTpomX493H57jW1tJCjRo1yj1ER5CeBl1dXYnb6OnqSkyvV5ReW0sLCjVqwMpc/GGDFubm+P3q1XL7O1U0bUHXTh0/mt8vpVWrFmrIy5d7mGJaenqlDxmszJ37D5CWkYFB4yeI1uUXFOD369eReOAgfjlyuFwbr26icpV5cFlaenq5EbxVoaGuDjNjIzwtM09mddDWrqANCkraVFl6enoQpImPWEsVCETp9fSE/wrS0kR3Pgj3KYCdnV25/e0/cBBamprwatmiSmWpjJamsK4EZR4eJkhPh5525Q/w/BhFRUWYGBkBABxsbXHr7j0k7N2HgKlTqrTfyni3bAlXZ2fR6/dFfZukY24v4ZgDgLa2dgV1LyjX/7x9+xZjJ0yAqqoqQkNCKpyz9ktV2BempZcbQVhMYl+Yll5huwUAEyMjaGtp4fGTp3Bv1Aj6unoAACsLc1EaJSUlGBvVxYuXL76wNOV5ejaDg4OT6HVenvD6lZaWBt2iPABAenoarK1tqvx5KioqMDY2hrGxMZycnDFw4Hc4evQwBg4c8sX7bNmiJZxLtbm898I2lyZIg75eqTaXJoCdbQVtrqiey44eF6SVXPP09YTHw9JC/M4tCwsLvHghXievUlIweuwYuLq6YV7A3C8sWfn8le3fBGkC6JWqp9L09HQhEIiXJ1VC/5mXl4fps2fjeXIytqyPkvg316uUFIwY44N6bm4Imlv18lREW1Oz6Jpcvj/82AONZc2rZUu4fGLfJ+l6AwDaWhX0fWmCcvWmoaEBDQ0NmJmawc3VFZ4tW+D0mR/QqYPkv5lcnF2wfuNGvH//XjTHemX+zdfgixcv4ey5HxEdGwtAOBd2QUEB3Bo2wvy5AV/tD8xERPT/D0dWE1UjJSWlck8cr6r69esjPz8fr169grW1tdjyqVNomJiYYOzYsdi7dy+mT5+OjRs3SkxnZ2eHS5cuia0r+/pjBAIB7t69i7lz56J169ZwcHBAepkvV8VfBsoeK319fdHDi4rfv3Hj43OBNmjQALdu3Sp3fKytrSv84lGzZk3UqlVLbPmUB+woKirC0c4OSZcui9YVFBTgwqXLcHNxlriNm7OzWHoA+PXiRVF6RUVFODk6lLuV9+8nj2FoWL6O9x48BO/mzcvdDlydFBUVYW9jg4ul5hwtKCjApT/+gKvDl83t26h+PexYvx7bIyNFi6OtLTq0aoXtkZFSD1QDpcr1+x+idaJyOTpU2+e8y87G0+fJ0JNCEEFRURGODg5ISrooWldQUICkixfhVsG0MG6uLrhw8aLYul8vJInSGxsZQU9PDxdK7TMrKwvXbtwot8/CwkLsP3gQXbt0qfYAaGmKioqwt7XBpSt/iNYVFBTg0u9/wKUa6woQjtZ9L+GHseqkpqYGU1NT0WJlaQk9PT0kJSWJ0mRlZeG6hGNerKTuS7YpKCjAhTJ1n5WVhTHjxkFRURHr1qz57IeHfQpFRUU42tshqdQ1QtgXXoJb0bRTZbm5OCPpsvg1RdgXSk4PAC9evkJGZib0i4I5jvb2UFJSEusv8z58wLPnyTCsY1iVIolRVVUTBY+NjY1hbm4BHR1dXLlS0pe/ffsWt27dgqOj5L6/KgoLCz76A+/HqKmpwdTEVLRYWlpCT1cPSZfEz/MbN27A1aXiNudg74Cki+L9zcVLF+Fa1Obq1q0LfX19PCpzd8Lff4tfw169eoXRPqPhYO+ABfODIC9f9a8hwnPCHkkXxdth0sVLcHOtqB26lu8Pk5LEzqHiQPXjx0+wKSpS4pQsL1+9wvDRY+Do4IDFQfOrpTwVUVRUhIOtLZKK7jAAiurhyhW4Ov2z8+1/rgr7vouf1/c5ODiIbfOx6x4A0QCI4h9qJLlz9y5q1ar1SYHq4rz8W6/BcTHR2L0jQbRMGDcWampq2L0jAa1btfqk8hEREf0bcGQ1UTUyNzdHUlISHj16BHV1dbHRxl/K1tYWAwcOxJAhQxAcHIz69esjJSUFp0+fhqurKzp37lzp9lOmTEHHjh1ha2uL9PR0nDlzBg4OkgM9kyZNQosWLRASEoKuXbvihx9+wLFjx8o9Zbwy2tra0NXVxYYNG2BoaIjHjx9jdpmHvBgYGEBFRQXHjx+HsbExlJWVoampiVatWmHatGk4cuQIrKysEBISgoyMjI9+5qxZs+Du7o6JEydi1KhRUFNTw61bt3Dq1CmEhYV9ct4/1ZD+/RGwaBGcHOzh4uiE2J07kJ2Tgx6duwAA/BcsgIG+PqaMHw8AGNT3OwwfNx4x2+PR3LMpjp/6H27evoP5pY7L8IEDMWPuPHxTrx4af9MAP1+4gHM/n8eW8HCxz3785Al+++MPRIQEV3u5yhrYuxeCVq6Co40tnOztEL93n3BEd/t2AIDAFStgoKuHiSNHABB+uf+zKICUl5eHlFQB7j58CFVlZZgYGUFNVRXWpUZDAoCysjK0ammUWy/VcvXqiaBVwXC0tYGTnR3i9+1Hdk4uurZrW1SuVTDQ08XEEcMllOsDUgTF5VKBiZFwHvk1GzaiuXsTGBrURopAgPWxcZCvIY/2Xi2lUoYhgwYiIHA+nBwd4ezshLj4eGRnZ4setDRn7jwYGBhgqq/wDopB/Qdg+OjRiN4WixbNm+HYiRO4eesWguYJRwLKyclh8IAB2LBJeNu0kVFdhEVEwkBfH629vcQ+O+niRTx99gy9e/aQStlKG9S7N+avWAkHOxs429kjfu9eZOfkoFuH9gCAwO9XQF9PF5NGjQRQVFd/F9XVhzy8Sk3F3QcPoaqiLBpJvW7TZng2boQ6BgZ4+y4bx3/4Ab9dvYaw7yuf/7+6ycnJYdCAAVi/aRNMTU1hZGSEsIgI6Ovro5W3tyjdKB8ftPL2xoB+/QAAQwYNQkBgIJwcHeHi7IxYUd13B1B0p8n48cjOycH3S5bg7du3ePtWeNdI8cjs6jKkf38ELFwEJwcHuDg6InbHTmFf2EV4XfIPKuoLJxT3hX0xfOw4xGzfjuaenjh+6hRu3r6N+XOEfeG7d+8QuWkz2nh7Q09XB0+ePUPIujCYGhvD090dAKCurobvevZE+IaNqGNQG4aGdRAdFwcAaNdaesEYOTk59OnzHWJjY2BsbAJDw7rYvHkD9PT00KxZyejGadMmoVmzlujVq4+oTM+elcyH/+JFMu7fv4datWqhdu06yM7ORlxcDJo2bQZdXV1kZmZi//49SElJhZdX9ZZHTk4OA/oPwKbNm2BqIjzPIyIjoa+vD28vL1E6n3E+8PbyRr++wjY3aOBABAbNh6OjI5ydnBBf1Oa6d+0m2u/QwUMQtX49bG1sYWdni0OHD+PR34+wcsUKAMJA9Sif0TA0NMS0KVPFfsTW05M8AvpTDRk4CAHz58PJ0QHOTs4l/WG3ov5wXiAMDPQxteiOskED+gv7w9hYtGjWDMdOnBT2h3MDAAj7kWl+s3Drzh2Eh65BQX4+UovmmNfU1ISioqIoUF3X0BAzpk6p1vJUZNC33yLw++/haGsHZwd7xO/eg+ycHHTv0AEAMHfpMhjo68F39GhROYqnN8r78KGoP3wAFRUVmBb1h++ys/Hk2TPRZzxLTsbdBw9QS0MDhlJ6HkFx37ehuO+ra4TwyKK+z0u872vt7Y3+xX3fwEGYOz8Qjo6OcBGrZ2Hf9/TpUxw/eQJN3T2gra2Nl69eYvPWrahZsyaaNWsGADh77hwEaQK4uriippISfk26gE1bNmPo4M+7g+Hfeg22KvNcmpu3bkFeTg421tX7sFYiIiJpY7CaqBrNmDEDQ4cOhaOjI7Kzs7F169Zq2e/WrVuxePFiTJ8+Hc+ePYOenh7c3d3RpUuXj26bn5+PCRMm4OnTp6hVqxY6dOiA1atXS0zr6emJqKgoLFiwAHPnzkX79u0xderUzwr4ysvLY8eOHfD19YWzszPs7Oywdu1aeJX6IqygoIC1a9di4cKFCAwMRPPmzXH27FmMGDECV69exZAhQ6CgoICpU6fCu1TQpiKurq44d+4cAgIC0Lx5cxQWFsLKygp9+/b95Hx/jg5t2yAtIx3hGzchVSCAvY0Nolavhl7RA5uSX7yEnFzJCKt6rq74fuEChK3fgNCoKJiZmCB0xXLYlJq7vLWXFwJn+WFTzDZ8vzoE5qZmCFm2FA3quYl99r7Dh1HbwABNyzxVXhraeXkhPTMTUdu2QZCeDltLS6xbskQ0XcaLVymQL1XOFIEAA8eNF72O3b0bsbt3o4GrKzasWin1/H6qdl4ti8oVB0F6GmwtrbBuyaKScqW8grx8yQ80KYI0DBw/UfQ6dvcexO7egwauLtiwUhiIeZmaioBly5H55jW0NTXh5uSE6DWroV3ND0gr1rF9e6SnpyMsMlLYBu3sEBUeJrqlOPnFC7FRfvXruWH50iVYFx6B0LAwmJmaYm1IiNgX2BHDhiI7OxtBixfjzZs3aFCvHqLCw8qNyt27/wDqubnB0kJ82hppaOdd1Aaji9qglSXWLSvdBl9BTqyuBBgwdpzodeyu3YjdtRvfuLpiQ8gqAMIHsgUuX4nUtDSoq6nCxsISYd8vhbsM5vgcMWwYsrOzsaDomNevVw9R4eFix/zJkydiP9p1aN8eaenpCBer+3BR3d++cwfXrl8HAHQqCtYVO37kCIyKHtRbHTq0bYu0jAyEb9gozIutDaLWrC5phy9fiNVPPVdXfL9oIcKi1iM0srgvXCHqC+Xl5XHvwQMcPHoUr9+8gYG+HjwaN8FEnzFiox6n+U5CjRo1MCcoCLm5uXBxdsLmiHBo1qpVbWWTpH//QcjJycGqVcuRlZUFFxdXrFgRIlZfz549Q2Zmhuj13bt3MHVqSf8RHr4WANC+fSfMmTMX8vLyePz4b5w4cRSZmZmoVUsT9vb2WLcuAhZlptWoDsOGDkV2TjYWLxW2uXr16iF8rfh5/uTpU7E2176dsL+JjIoUTktga4fwdWFiU88MHDAQue/fI3h1MDIzM2Fra4vI8AiYGJsAAC4kXcCTJ0/w5MkTtO/UQSxPv1++gqro2L5dUX8YVXRO2CIqbF2Z/rCkHdZ3c8PyJUuwLiISoWHhRf1hsKg/fJWSgjPnzgEA+vTrL/ZZWzasR+OGDfHrhQt4/OQJHj95gtZlppe4ceW3KpWnIu1beSM9MwOR0VshSEuHnZUVwpcvF00D8uLVK7F+P0UgQL/RY0Svt+1MxLadifjGzQ2b1gj/Drx19y5GTy2ZEi04IhIA0LV9eyycPUsq5QCA4UOFfd/CUn1fZJh43/f06ROkl+n70tPTEVHU99nZ2SEyLFzUDpVqKuHK778jLj4er1+/hq6uLr5p0ADbtkaLjpGCggJ2JiZiZXAwCgsLYWpigpnTpqP3Z841/v/lGkxERCQrcoVlJ4glIipl9OjRuHPnDn766b/5oLjS3lfxYVb/VrmvX8s6C9JRWPU7F/6NlA2kM5pN1nIFqbLOglQo6ep/PNHX6H3ux9N8hQTZ/81+Q1NdWdZZkApF+f/e15S8zExZZ0EqamhKb2oyWZKX+++1QQBQVFX7eCIiIiIZ4chqIhKzatUqtG3bFmpqajh27BhiYmIQEREh62wREREREREREdF/HB+wSPSV69ixI9TV1SUuS5d+/hysFy9eRNu2beHi4oKoqCisXbsWo0aNkkLOiYiIiIiIiIiISnAaEKKv3LNnz5CdnS3xPR0dHegUzdNHH8dpQL4ynAbkq8JpQL4ynAbkq8JpQL4enAbk68JpQIiIiP55nAaE6CtnVPREdyIiIiIiIiIioq8ZpwEhIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIplTkHUGiIj+LbIFAllnQSoKdAxknQWpyH/yp6yzIBXKBnVknQWp+PDunayzIBUKOoWyzoJUFNRQknUWpOJVeqqssyAVupoqss6CdOTnyzoH1S5frZassyAVioX/vboCgNd//jf/1qhlaibrLEiFoqaWrLNARETVgCOriYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIiIiIiKSOQariYiIiIiIiIiIiEjmGKwmIiIiIiIiIiIiIpljsJqIiIiIiIiIiIiIZI7BaiIiIiIiIvo/9u46LKq0DQP4PYiIIClYCAISioSda3es+emuoNhrLaiALViIiovYYgsWFjZi4dpiEzYYoIIioQIiNd8f6Cwj4Cp1HPb+XRfXBWcOw/1yZobhOe95XiIiIiLBsVhNRERERERERERERIJjsZqIiIiIiIiIiIiIBMdiNREREREREREREREJjsVqIiIiIiIiIiIiIhIci9VEREREREREREREJDgWq4mIiIiIiIiIiIhIcCxWExEREREREREREZHgWKwmIiIiIiIiIiIiIsGxWE1EREREREREREREgmOxmoiIiIiIiIiIiIgEx2I1EREREREREREREQmOxWoiIiIiIiIiIiIiEhyL1UQkKJFIhIMHDwodg4iIiIiIiIiIBCYvdAAiKt1iYmKwYMECHDt2DC9fvkSlSpVQt25dTJw4Ee3btxc6XpHZe/Qotu/3Q1xCAowNDOA0ZjTqmJrmuW/E8+dYv30HHoSHI/rNG0waNQoDe/fKtd+bt2+xastWXL55E58+fUL1qlXhPGkizIyNi20cYrEYGzasx6HDB5H0IQkWlpaYMmUq9HT1vvl9+/btxfYd2xEfHwcjI2M4OjihTp06kttfvHiBlSuXIzgkGGlp6WjWtCkcHJ1QUbOiZJ/IyOdYuWolQkKCkZ6eASMjI4z+YzQaNGhY5OPcH3ACO48cQXziOxjV0MOk4cNgZmSU576HT5/B8fPn8TTqBQDA1NAAowf+Ltk/IyMD631348rtO3j15g2UlZTQyMIcY6wHQltTs8gyi8VirF67FvsOHMCHDx9Qz8oKzjNmoEaNGt/8vl27d2OLtzfexsXB1MQEM6ZOhYW5ueT2T58+YcnSpTh+4gTS0tLQolkzzJoxA1oVs4/NwcOHMWv27Dzv+9yZM6j4eYxH/f2xeetWREZFoUKFCvilRQs4TZwIdXX1Qo177zF/7DhwAHEJiTA20IfjH6NQx8Qkz32fREZi3Y6deBgRgeg3sZg4YjgG9uoptU9mZiY27PJFwN/nEJ+YCC1NDXRv1w7DfxsAkUhUqKzfIhaLscbLC36fj19dKyvMnDEDNfS+/dzy3b0b3j4+eBsXBxMTE0ybMkXq+OW8//F2drh0+TI8PTzQrm1byW1W9evn2n/RwoXo2rlzkYxr7TovHDhwAB+SPsDKygozpv37uHbv2Q3vbT6Ii4uDibEJpk6eAvMc4xr5xyjcvHVT6nv69e2HWTNmSr4OuhaENV5rER4ejvLly+PX7j0wftx4yMsXz9tbsViMPbt8cOb0cSQnJ6FWrToYOdoeVavp5Ps9B/bvwrWrl/DyRRQUFBRgUssMg2xHopqObp73v3D+TNy5fQNO02ajcZMWxTKG1WvXYn+Ox+H3vo5szfE6Mj3H68i7d++weu1aXLl6FdExMdDQ0EC7Nm3w57hxUFFRkdyHRb16ue7XfeFCdO3SpdDj2rVnD7Zs256dz9gYMyZPhoV5nXz3P3H6NFat9cLL6GjU0NXFJDs7tPol79/3XLeF2Ovnh6kOkzDY2lqyvdOvPfEqOlpq34l/jsfIoUMLPZ4vxGIx1q1fhwMHDyApKQlWllaYNnUa9P7l+bVn7x5s274NcXFxMDY2xmSnyTCvk328Xr16hZ69e+b5fYvcFqFDhw4AgIaNc//tXeC6AJ07Fe51Y9eePdjis+2fYzVlcp6vaV+cOHUaq9au/edY2duh1S+/SG5fvW4dAk6cRMzr1yhbtizMateG/bhxsLTIvs+Xr17Ba+NGXLt+A2/j4qCtpYUe3bph9IjhKFu2bKHG8qP2Hw/AjsNHEJ+YCKMaNeAwYjjMjPN+73Ho1GkEnDuPJ1FRAABTQ0OMsR6Y7/7FZdfevdiyfcc/x8vJERZ1vvXcOoNV69b9c7z+HI9WLfJ5bi1chL0HDmDqpIkYPHCgZPuz55HwWLkCt4NDkJ6RDhMjI9iNHo3GDYv+/SAREf2cOLOaiIrNs2fP0KBBAwQGBmLJkiUIDQ1FQEAA2rZti/Hjxwsdr8icOn8eyzZsxEjrgfBZsRzGBgawd3ZBfGJinvt/+vQJOlWqYPzQIaiooZHnPu8/JGHU5CmQl5fH8rlz4Lt2DSaMHAHVChWKcSTAtu0+2LN3N6ZOmYaNmzajfPnymDjRHp8+fcr3e06dPoXlK5Zh5IiR8N7qA2NjY0ycZI/4+HgAwMePHzFhoh0gEmHVyjVYv24D0jPSMdnJEVlZWZL7cXRyQGZmJlatWoOtW71hbGQMRycHxMW9LdIxnr58GSt9tmH4//6HzYsXZv/DuGAhEt69y3P/W/fuoWOLFlgx2xnrXOehUsWKmOTqhtjP40tNS8PDp88wtF9fbF68EG6ODoh89QpT3f8q0tybt27Fjl274DJjBnb6+KB8+fIYPX78N4/N8RMn4O7hgbGjR2Pvzp0wNTHB6HHjEPc5OwAs/usv/H3+PJa6u2Prxo2IjY3FREdHye1dOnXC36dOSX20aN4cDRs0kBSqb925gxnOzujbuzcO7tuHpe7uCAsLw+z58ws15lMXLmL5ps0Y8fvv8PZcCiN9fUyYPTff51bq5+fWOFvbfJ9b2/b7we94AJxG/wHf1SsxfsgQbD9wAHuOHitU1n+zxdsbu3btwqwZM7Dd2xvly5fH2H85fgEnTuCvpUsx+o8/4LtzJ0yNjTF2/Hip4/fF9h07vllsnzdnDs6cPCn5aNemTVEMC1u9vbHLdxdmTJ8Bn63eKK9YHuPtvj2uEydPwMNzKUaP+gM7t++EiYkxxtmNl7xmfNG3Tx+cCjgp+ZhoP0Fy28NHj2A3wR7NmzXHrh07schtEc6dP4cVq1YWybjycujAHhw/dhCjRtvDbfEKlCuniAXzpiMtLS3f77l3NxSdu/bEgsXLMWvOImRmZsJ17nSkpn7Mte+xI37FesIEyH4d2blrF5xnzMCO73wdCThxAks8PDBm9Gjs2bkTJl+9jryJjUVsbCwcJ03Cgb174Tp3Li5dvozZc+fmuq/5c+fi7KlTko+cJ1UK6vjJk3D3XIaxo0Zi7/ZtMDUxxmg7uzyfJwBwOzgYU2bOQp9evbB3x3a0a9Ma9k5OeBwenmvf02fPIiQsFJW0tfO8rz/HjMbfAcclH9a//Vbo8eTk7eMN392+mD5tOrZu3grF8oqws7f75vE6eeokPJd5YtTIUdjusx0mxiaws7eTPL8qV66MAP8AqY/Rf4yGkpISmjdvLnVfs11mS+3XpnWbQo3n+MmTcF/qibF/jMLeHduz/yb9+W/Haib69O6FvTt3oF2bNrB3lD5W+no1MGPqFPjt9oXPpo2oVrUq/hg/HvEJCQCAp8+eQZwlhsuMGTi4ZzemOjpgz/79WLZqdaHG8qNOX7qMFd4+GN7/f9jivhhG+jUwyXUB4vN573H77j10+KUFVs6ZjXVurqikVRET57siNi7v31VxOH7qFNyXLcfYkSOw18cbpsZGGG0/If/jFRKCKc7O6NPzV+zd5oN2rVvBfvIUPI6IyLXv6bN/IyQsLM/n1ngHB2RkZmLTmtXY4+0NU2NjjHdwxNu3cUU+RiIi+jmxWE1ExWbcuHEQiUS4du0a+vXrBxMTE9SpUwcODg64evVqnt8zdepUmJiYQElJCYaGhnB2dkZ6errk9uDgYLRt2xYqKipQVVVFgwYNcOPGDQDA8+fP8euvv0JDQwPKysqoU6cO/P39i32cOw8cRO8unfFrx44w1NPDtD/HQ1GxHI6cPJXn/mYmJrAfMRydWreGQj6zenz27UMlbS24TJqIOqam0KlSBU3r10f1qlWLbRxisRi7d/ti2NDhaNWqNYyNjDHbZQ7evn2L8+fP5ft9u3btRK+evdGjx68wMDDE1CnToFhOEUePHgEAhIQEIzo6Gi7OLjAyMoKRkRFcnOfg/oP7kmOXmJiIqKgo2A62hbGRMfR09TBu3HikpqYiIuJJkY5z99Fj+LV9O3Rv2wYG1atj8qiRKKeggKNn/85z/zn2dujbuRNM9PVRQ0cH08aMRpZYjBuhYQCACkpKWO48E+2bN0ONatVgbmIMh+HD8fDJE8S8LZpCu1gsxradO/HHqFFo17YtTE1M4DZ/Pt7ExuLM2bP5fp/P9u34X9++6NOrF2rWrAmXmTOhqKiIA59b73z48AF+Bw9iioMDmjRujDpmZpg/dy7uBAcjOCQEAKCoqAgtLS3Jh5ycHIKuXUPf3r0lPyc4JATVqlXDIGtrVNfRQf169dC/Xz+EhYUVaty7Dh1Cr06d8GuH9jDU08W0cWOhWK4cjpw+k+f+ZsbGsB82FJ1atYRC2bxn14Y8eIhWTRrjl0YNUa1yZbRv0RyN69bFvUePC5X1W8RiMXbs3IlRI0eibZs2MDExgeu8eYiNjUXg33/n+33bduxA3z590LtXL9Q0NMSsz8fv4KFDUvs9ePgQPtu3Y24+M+ABQEVFReo4litXrkjGtXPXTowa8XlcxiaY/3lcZ78xru07dqBv7z7o1TN7XDOnfx7XYelxff3Yq5DjZN3JUydgbGyM0aP+gJ6uHho2aIAJ9hOwZ+8eJCcnF3pseY3V/+gB9O1vjUZNmqOGviH+nDAFCfFxuB50Kd/vm+nihjbtOkFXTx/6BjUx3s4Jb2Pf4EmE9OPt2dMIHD28H2P/dMznnopmDNvzeB2JjY1F4L+8jvT76nWkfI7XEWMjI3h6eKBN69bQ1dVFk8aNYffnn/j7/HlkZGRI3VdxPA59duzE/3r3Rp+ePVHT0BAu06dnv84dPpzn/tt9fdGiWTMMtx2MmgYGsBs7Fma1amHnnr1S+71+8wYLl/yFxfPn5ztbX1lJSWo8SuXLF3o8X4jFYuzy3YURw0egTes2MDY2xrw58xD7NhZ/n/s73+/bsXMHevfujZ6/9oShoSGmT8v+fRw+kv37KFOmjFRmLS0tnP37LDq07wAlJSWp+1KpULTHy2f7DvyvT45jNePzsTqUz7Ha9eVY2WYfq3FfjtUeyT7du3ZBsyZNoFu9Ooxq1sQUh0lISk7Go8fZz7FfmjeH65zZaNGsKXSrV0fb1q0xdPCgb/7tLA6+R46iZ4f26NGuLQx0q2PKH6NQrpwCjgbmnWPORHv069IZJgb60NfRwfQxYz6/9wgtscw+O3fhf717oc+vv2Yfr2nTso/XkSN57r/ddzdaNG2K4YM/P7fGjIFZLdO8n1sef2HxvHm5nlsJiYl4HhWFkba2MDU2Rg09PUwaPx4fU1Px+EnuojcREZVOLFYTUbGIj49HQEAAxo8fD2Vl5Vy359caQEVFBVu3bsW9e/ewfPlybNiwAZ6enpLbbWxsUL16dVy/fh03b97EtGnTJJdxjv88O+z8+fMIDQ3F4sWLpYobxSE9PR0PwsPRqG5dyTY5OTk0qlsXoQ8eFPh+LwQFobaRMaa5LURnaxsMsrPHwYCAIkicv1evXiEuLg6NGjWWbKtQoQLqmNVBaFje/xylp6fj4cMHaNSokWSbnJwcGjVqJPmetLR0iEQilC2rINlHQUEBcnJyCA65AwBQU1NDDb0a8D/uj48fPyIjIwMHDx6AhoYmatWqVWRjTM/IwMMnT9HIwkIqb0MLC4Q9evRd95H66RMyMjKgWiH34/qLpJQUiEQiqHz1j39BvXj5Em/fvkWzJk0k21RUVGBpbi4pKn8tPT0d9+7fR9Mc3yMnJ4emTZpIvufe/fvIyMhA06ZNJfsYGhigapUq+d7v4aNHUV5REZ0+XyoOAFaWloiJicH5CxcgFovxNi4Op06fRsscl2r/qOznVgQa17WUyt/IygqhDx4W+H4ta5niRkgIIl++BAA8evoUwffuo1mD3K0yisrLz8evyVfHz8LcHCHfOH738zl+Ob/n48ePmD5jBmZMmwYtLa18M7gtWoTW7drBevBgHDh4EGKxuGjGFfcWTRrnGFcFFZibmyMk9BvjenBf6nchJyeHJo2b5Ppd+B8/jrbt2+F/A/pjxaqV+JhjNnJaWjrKKShI7V+unCI+ffqE+/fvF3psX3vzOgaJCfGwtPrncaKkrAwj41p49PD7f15KSnYhvUKFf9pjfPqUiuVLF2LEqD+hrlF0rYO+9uV1pGkej8PCvI7kJenDB1RQVs5ViHJbuBAt27bFwEGDiuRxmJ6ejnsPHqBpk3/+bsnJyaFp48YIDsn771ZwSCiaNW4kta15s6YIzlEEzMrKwnSX2Rg6eBCMatbM9+dv9PZGi/Yd8D9rG2z22ZarOF8YL1+9RFxcHBo3lv6bbF7HHKH5FCzT09Px4MEDNGkkfbwaN2qc73Py/v37ePToEXr1yt2ObPGSxWjfsT1sh9ri0OFDhTpekmPV+KvHUuPGCM4nW3BICJrlOLYA0LxZs3yPbXp6Ovb6HYBKhQowNc67XRQAJCUlQVVVtQCjKJj09Aw8fPIEDS2l33s0srBA2MPvfO+R9gkZmRnFfoXdF5Lj1eir51ajRlLPlZyCQ/N4bjXN47k1ew6GDhoEo5qGue5DXU0NBjVq4LD/caR8fj+458ABaGpqwKwI3w8SEdHPjT2riahYhIeHQywW/3ChcdasWZLP9fX14eTkBF9fX0yZMgUAEBkZicmTJ0vu1zhH/+bIyEj069cPFp8LkYaGud8Ef/Hp06dcl9F++pSGcuUU8vmOvCW+f4/MrCxoflV811RXx/PPPY4L4mVMDPz8/WHdpzeG/TYA9x49hse69ZCXL4seHYqn13dcXPbllZpf9VnW1NSU3Pa1xMREZGZm5voeDU1NPHv+HABgbm4ORUVFrF69CmPHjsvumbpmFTIzMxH3+ZJOkUiElStXYcrUyWjXvg3k5OSgoaGBZZ7Li/Qfyn+Ol5r0GNXVEPnq5Xfdx9odO6GlqYGGOQreOX1KS8PaHTvRoUVzKBdRsfrt5xnaFb/6PVesWBFv8zk2CQkJyMzMzPN7nj57ln2/cXEoW7YsVHP0lf23+/U7eBDdunaFoqKiZFv9unWx2M0NTtOmIS0tDRkZGWjTqhVmTpv2Q+PMKfH9h3yeW2p4/rLgzy3b//VD8sePGDDuT8jJySErKwtjBtmgS5vWBb7Pf/Pld5nn8ctn9n3C5+dWru/R1JQcPwBY4uEBKysrtP1GW49xY8eicaNGUFRUxJWrV+G2aBFSPn6ETY4eoQXxZVyaFb/OWDHf9j0J+bxmVNTUxLMc4+rapQuqVq0KbW1tPH78GMtXrsDz58/gscQDQHbBaueunTgeEIBOHTsiLi4O6zeuBwDEFtEVDTklJmZf9q6mpi61XU1dA4mJCd91H1lZWdi6yQumtepAr4aBZLv3Zi+Y1jJDoybNv/HdhRdXTK8jeX3Pug0b8L9+/aS2jx87Fk0aN4aioiIuX7kC14ULkZKSApscfaB/1Pc+T3J6GxcntV4CAGhpakr9DjZ5e6NMmTIY9Pvv+f5sm99+Q+1ataCmpoo7wSFYvno13r59iykOkwo8npziJK8b0lkL8jdZU1MTz54/y/N7Dh0+BAMDA1hZWkltHzN6DBo2bAhFRUVcvXoVi90X4+PHj/j9t/x/J98iOVZfv15U/LdjJb3/18cKAP4+fwGTZ8xAamoqtLW0sH7NamhoqOd5n5FRUdjpuxtOEycWaBwFkfjh83uPr14/NNXV8fzlq++6jzXbd0BLQ1Oq4F2cvvnc+vz+7mv5Hq/4HM8tHx+UkS+DQfm0zBGJRNiwaiXsJ09BkzZtIScnB00NDaxbvhxqJXiCgYiIhMViNREVi4LOvtm9ezdWrFiBiIgIJCUlZc9gzfHm1MHBASNHjsS2bdvQoUMH9O/fHzU/z3qyt7fH2LFjcfLkSXTo0AH9+vWDpaVlnj9n4cKFmPtVP82pdn9iur19gXIXtSyxGLWNjDBuyBAAgGnNmoh4/hx+x/2LrFgdcCIAixcvlHzt8ZfnN/YuOA0NDbgtWAj3JYuxZ+9uyMnJoWPHTjA1rQWRXHZ/VrFYjCV/LYGGhia81q5HOcVyOHz4EJwmO2LL5q3fnDFakrYdPITTly5j1RyXXLM6gezFFp09l0MMMSaPHFHgn3PU3x9zXV0lX69ZsaLA91WU7gQH48nTp1iYIxsAREREYJG7O8b88QdaNGuGt2/f4q9lyzBvwQLMnzNHmLD5OH3xEgLOncM8RwcY6uni0dOn8Ny4Gdqamujevl2R/Ixj/v6Yv2CB5OtVxXT8/j53DtevX8fuXbu+ud/oUaMkn9euVQsfP36Et4/PDxer/Y/7w9Xtn3GtWFZ8j8t+ff8pdBobGUNLSwujx45B1Iso6FbXRbOmzTDRfiLcFrrBebYzypYti1EjR+H27duQkyt83+cL585gvddyydfTZ7p+Y+/vs2n9KkRFPsM8t6WSbTeuXUFY6B24e6wt9P1/7ai/P+bleK6uLoHXkaSkJIy3t4ehoSHGjh4tdduYP/6QfP7lcbjFx6dQxericPf+fWz39cXe7du/2UN8yCAbyeemxsYoW7Ys5rm5YeKf46GQx9+Hf3M84DjcFrpJvl7mueyH7+NHpaamIuBEAEaOGJnrtpzbapnWQmpqKrZt21bgYnVxatyoIfbv2omExETsO3AATtOmY6f31lyF09dv3mD0n3bo1KED/te3j0Bpf5zPgYM4fekSVs+Zk+d7D1mR/dzajb3bfPJ9bonFYixYsgQVNTXgvX4dFMuVw/5Dh/GnoyN8t26F9k/yfpCIiIoXi9VEVCyMjY0hEonw4AdaYVy5cgU2NjaYO3cuOnfuDDU1Nfj6+sLDw0Oyz5w5c2BtbY1jx47h+PHjmD17Nnx9fdGnTx+MHDkSnTt3xrFjx3Dy5EksXLgQHh4esLOzy/Wzpk+fDgcHB6ltqZ9XXP8R6qqqKCMnl2vBt/jExHwXePseWhoaMNDTk9qmr6uLs5fz7436o1r+0hJ1zP5Z0T09PXuRsPj4eKnicHx8PIxN8r6cVl1dHWXKlMm1MFpCfDwqVvxnNliTJk2xf98BJCYmokyZMlBRUUG37l2gU60jAODGjeu4dOkiTp08DWXl7Etca02uhWvXrsHf/xhsbYcUyZj/OV7SCxrFJ77LNYP3azsPH8H2g4ewzHkmjGrUyHX7l0L167exWOHiXKhZ1W1bt4alubnk67TPfdvj4uOhnWMxori4OJiamuZ5HxoaGihTpkyuhZDi4uKg9fnYaFWsiPT0dLz/8EFqdnXOfXLaf+AAapmaoo6ZmdT2DVu2oF7duhj+5eSKiQnKly8P2+HDYT9+vFTm76WuqpLPc+sdNNUL/txauXUrbPv1Q6dWLQEARvr6iHkTC+99+4usWN2mdWtYFPb4fX5u5Tp+8fGSY3Pt2jVEvXiBX1pLzwp3nDwZ9evVw6YNG/K8bwtzc6zfsAFpaWk/VFRr3ao1zHOMKz0te1zxcfHQ1soxrvg4mJp8e1xfv2bEffWakTtz9mzCqKjsYjUADB40CINsbBD79i1UVVTwKvoVVq5aieo61b97TPlp2LgZjE3+uTLoy9oJ794lQiPHTNd3iQnQN8i/TcQXm9avwq0bVzF3gQcq5vhdhYXeweuYaAwdJF0483Cfj9q1zTHHteALtf7I60itAryOfH28kpOTMWb8eCgpKWH50qWSFl35sbSwwLoCPA6l8n3H8+RrWhUrIi5eembu2xz737p9G/HxCejY41fJ7ZmZmViybDm27fLFySN591e2NK+DjMxMvHz1Cgb6+j88llYtW8G8To7j9Xnhzrj4uFx/k01+8G9yfD7PrzOBZ5Camoru3br/az7zOubYuGljgY+X5FjFff1YioeW1reOlfT+b/M4tkrly0NPVxd6urqwsrBAt9594HfwEEYNHybZ501sLIaPHoO6VpaYM2vmD+cvDHWVz+893iVKbY9PTPz39x6HDmP7gYNY7uIMI/3c7z2Ky7efW3m3K8r3eH1+zbx15w7iExLQsec/LWcyMzOxZPkKbPPdjZOHDiLo+g2cu3gJl0+fkrTyM6tVC1euBeHQsWMYOaRo3g8SEdHPjT2riahYaGpqonPnzli9enWei10lflWAAoDLly+jRo0amDlzJho2bAhjY2M8z+NSQxMTE0yaNAknT55E3759sWXLFslturq6GDNmDPz8/ODo6IgN+RRrypUrB1VVVamPH20BAgBly5ZFLSMjXL8TLNmWlZWFG3eCYVGI3nqWZma5Wh1EvnyJKtqVCnyfX1NWVoaurq7kw8DAEBUrVsT1G9cl+yQnJ+HuvbuSQtHXypYtC1PTWlLfk5WVhes3buT5Perq6lBRUcGNG9eRkJCAli1bAQBSU7NbsohE0n+W5OREyMrKKvRYJXnl5WFqaIAbORb+y8rKws2wMJjn888/AOw4dBhb9/vBY8Z01M6jf+mXQnVUTDSWOc+C2ldtNX6UsrIy9PT0JB81DQ2hpaWFq0FBkn2SkpIQEhYGq3yuHihbtizMatdGUI7vycrKQtC1a5LvMatdG/Ly8lL7PH32DNExMbnuNyUlBSdOnZJaWPGL1I8fIZL7+thlf13Qqyyyn1s1cT34n16mWVlZuB4SAotaeRfWvkfqpzTIfTWjS05ODllF0MP5i/yOX9C1a5J9kpKSEBoWlu/VH2XLlkXt2rWlvufL8fvyPcOHDcPe3buxe9cuyQcAODk6Yu43ZrQ/fPgQqqqqP1xwUlZWhp6unuTD0NAQWhW1EHRdelxhYWGwtPjGuGrlHte169fy/V18yQwg11UWIpEIlbS1oaioiIATJ1ClcpUi6XNfvrwSqlTVkXxU160BdQ1NhIbcluyTkpKM8McPYGJaO9/7EYvF2LR+Fa4FXYLLvCWoVFl6kdzefX/DEk8vuC9dK/kAgCHDRmOcXeEWW8z3cfjV60hoAV5HruZ4HflyP3+MHYuyZcti5bJl37UQ34MCPg5z5atVC0HXpP8GBV2/Dqt82iVYWVrg6vXrUtuuBAXB6nNrp1+7dYPfrp3Yt2O75KOStjaGDR6EdSvzn53+4NGj7JYFmnkX8v7N13+TDQ0//03OkTUpKQlhd8Mk7c6+VrZsWdSqVQvXrks/v67fuJ7nc/LQ4UNo1aoVNL7j5PrDR4U7XpJj9VW2oOvXYZXP64WVpSWuXsvjWP1LK4ysrCykfT4BD2TPqB72x2iY1a4F19mzJX+fSkrZsvIwNTTEzVDp9x43QsNgbpr/e4/tBw9hy/79WDprBmob/ftJsaL0z/H66rl147rkufI1KwsLXL1+Q2rblaBr/zy3unaD384d2Ld9m+SjkrY2hg0ahHUrsq9kSf2UCgC5jpGcSA5ZWUX3d5qIiH5unFlNRMVm9erVaNGiBRo3box58+bB0tISGRkZOHXqFNauXZtrESxjY2NERkbC19cXjRo1wrFjx3DgwAHJ7R8/fsTkyZPxv//9DwYGBnjx4gWuX7+Ofp/7Yk6cOBFdu3aFiYkJEhIScPbsWdSunX8RoahY9+mNuUs9UdvYGHVMTOB76BA+pqaiR8fsBehme3igUsWKGD90KIDsGXpPI7NncadnZCA2Lg6PIp6gfHlF6Farln2fvXthhNNkbNm9Bx1a/oK7jx7hYEAAZtj9WWzjEIlE+O2337F162bo6uqiWtVqWL/BC1paWmjV6p+Zm3/+OQ6tW7dB//4DAAADB1pj/vy5qF2rNszq1MFuX1+kpn5E9x49JN9z9OgR6OvrQ11dA6FhofD09MDvvw9Ejc8zlC0sLKCiooJ58+dixPARKFeuHA4dOoRXr16hRYsWRTrO33p0x4LVa1HL0BBmRkbY4++P1E+f0P1zz+L5q1ZDS1MTY62zWyRsP3gIG/fsxWx7O1StpI24zydayisqQklRERkZGZi51BOPnj6F+9SpyMrKkuyjWqECysoX/k+tSCTCYGtrrN+4ETX09KCjo4NVa9agkrY22rdtK9lvxOjRaN+2Law/91m1HTQIM11cUMfMDObm5ti+cyc+fvyI3p8X0lJRUUHf3r3h7uEBNTU1KCsrw23xYlhZWuYqXh0/cQKZmZno0T33DLw2rVtjzvz58N2zBy2aN0fs27dYvGQJLMzNUalSwU+wDOzVC/OWLUdtIyOYmRjD9/ARpKamokf77FY4czyXQVuzIsYPGQzg83MrKsdzKz4ej548QXnF8tCtll0kbNmoIbbs3YfK2trZbUCePMWuQ4fxazH1ggeyj5+NtTU2fDl+1aph9dq10NbWRrscvaZHjR6Ndm3bYuDn4zfYxgbOs2dnH786df45fj17Asgu3ObVIqdqlSqorqMDILtVSHx8PCwsLFBOQQFXg4KwcfNmDBk8uEjGZT3QGhs3bYSerh50dKphzedx5eyhPXrsaLRt01bSPmCQjQ1c5syG2edx7fw8rl6/Zo8r6kUUjgcE4JcWLaCupo5Hjx/DY6kH6tevD5Mci6Z5+3ijefPmkBPJ4czZQGzZugXuixajTJkyhR5bXmPt1qMP/PbuRNWqOqhUuQp8d26FhmZFNGryz2vUPJcpaNy0Bbp0y36ObVq/EhfPn8WU6XNRvnx5JCZkzzpUUlKGQrlyUNfQzHNRRS3tSrkK20UxhkHW1li3cSP0cryOaGtro12O15GRnx+Heb2OWJibY9tXryNJSUkYPW4cPqamYtGCBUhOTpacpP4yM/vvc+cQFxcHS0tLlFNQwJWrV7Fx0yYMsbUt9Lhsbawxc85c1DGr/fl5sis736/ZM6Onu8xGpUramPRn9t/PQb//jmF/jMbW7dvR6pdfcPzESdy9dx9zZswAkH1S9etFoOXl5aFVsaJkxvSdkBCEhoWhUcOGUFZSQnBoKNyXeqJH165F1ldXJBJh4O8DsWnzJujq6kKnmg7Weq2FtpY22rRuI9lv7LixaNOmDX4bkN0D2MbaBnPmzoFZbTPUqVMHO32zj9evOWaKA9lXKdy+fRvLly3H185fOI/4uHiYW5ijnEI5BAUFYcvWLRg8qHCvG7aDbDBz9hzUqW0Gc/Ocr2lfjpULKmlXwqTP73UGDfwdw0b9ga3bPh+rkydw9949zJmZfaxSPn7E+k2b0bZ1K2hraSEhMRG79uzBm9hYdP68CPCXQnW1qlXhNHEiEhL+6TFfki3Gfv+1B1xXrUatmtnvPXYfy37v0aNtGwDAvBWroF1RE2NtstvibDtwEBt378Gcifaoql0JcQmJAD6/9yivmPcPKWK21gMxc+481KldG+Z1zLDd1xcfP6ai9+f3d9Nnz8l+bo0fDwAY9PtvGDZ6DLbu2IFWLVrg+MlTuHv/PubMmA4AUFdXg/pXa4ZkP7c0YfD5/aCVhQVUVVQwY+5cjBkxAorlFLHv0EG8ePUKrVoUb19/IiL6ebBYTUTFxtDQELdu3cKCBQvg6OiI6OhoaGtro0GDBli7Nnd/zp49e2LSpEn4888/8enTJ3Tv3h3Ozs6Y83mGYPblo3GwtbXF69evoaWlhb59+0p6T2dmZmL8+PF48eIFVFVV0aVLF3h6Fk8f5pw6tmqFhHfvsH77dsQlJMDE0BDL582TtAF5HRsLuRwzhmPj4zEoR2/s7X5+2O7nh/oW5vBatAgAYGZiAvdZM7Fmqzc27dqFapUrw+GPUeiSo6BQHAYPskXqx1QsWuSGpKQkWFpaYZnncqlZci9evkRijktZO3boiMSEBGzYuB5xcXEwNjaBp+dyqUWhnkc+x5q1q/H+/XtUrVoVQ4cOw8Df/+lTqq6ujmWey+G1bi3G/zkOGRmZMDQ0gLv7XzA2zn/WUUF0aN4cie/fY+OevYhPTISxfg14zJgmuRT39du3Ur0UD5w6hfSMDMxaKv1YGv6/fhgxoD9i4+Nx8cZNAMDQKVOl9lk52xn169RBURg+dCg+fvyIOa6u+PDhA+rXrQuv1auljk1UVBQScly10LVzZyQkJGDV2rV4+/lSf6/Vq6UuoZ7q5AQ5OTlMdHJCeloamjdvDufp03P9fL+DB9GhXbtcizECQO+ePZGcnIxdu3fjL09PqFSogMaNG8NhwoRCjbljy1+Q+O4d1u/c9fm5ZYBlc2aj4ueFs7KfW/8cq9j4eAye+E97nx0HDmLHgYOob14Haz/3Wnb84w+s27EDS7zWIeHdO2hpaqBPl84Y8duAQmX9N8OGDMHHjx8x7/Pxq1e3LtasWiX93HrxQuqqky6fj9+az8fP1NQUa1at+ma7jK+VlZeH7549WOLhAbFYDD1dXTg5OKBf375FMq6hQ4bgY+pHuLplj6tu3bpYvUJ6XFFfjatzp+xxrfVam90KxcQUq1f+M66y8mURdC0IO3dlF7IqV66M9u3a5eqre+nyJWzcvAnp6ekwMTaGp4cnfinik1s59eozAJ9SU7Fu7TKkJCehVm1zzHB2k5pp+jomGu/f/9Nm6GTAUQDAHGcnqfsaZ+eENu06FVvW/Hx5HZmb43GY1+vI14/D+IQErM7ndeT+gwcICQ0FAHT7fCLli4Bjx6BTrRrkPz8O3XM+Dh0d8b8ieBx27dQJCQmJWOW1LjufiQm8Vq6Q5IuOiZHqY17PygqLF7hi5Zq1WL56DWro6mLFX3/B2Mjou3+mgoICjp88hTXrNyAtPR061aphsPVADLGx+fdv/gFDbIcgNTUVbm5u+JD0AXWt6mLF8hVf/U2Wfn516tgJCQkJ8Frvhbi4OJiYmGDl8pW5XjcOHzmMSpUqoWmTprl+rry8PPbs24Oly5ZCLBZDt7ouJk2chD69C9fnOftYJWCVl1eOY7VS+ljleL+UfawWYOXaNVi+ejVq6Olihcc/x6qMnByePnuGw0ePIiExEepqajCvYwbvjRtg9PkqqCtXgxAZFYXIqCi079pNKk/YTelZwMWpQ4vs9x4bfPd8fu+hj6UzZ0i998j5OD1wMvu9x8y/lkrdz/D+/8PIYv579UXXjh2zn1vr1/9zvJYv++d4vX4tNQO6nqUlFs+fj5VeXli+Zm32c2uJO4zzuCItPxrq6vBavhwr1q7FiHHjkZGZASMDQ6z8awlqfeMKOCIiKl1E4oJen0tEVMq8C38sdIRikaVZdK1DfiaZUU+EjlAs1IwL3uLiZ5YclbulT2mgWF3v33eSQUXYfeen8jjqrdARikVt/R/vCy8LRJkZQkcocqlZhV8A9GekWPQXNPwU3j8tne81VPVKrv91SSqrpi50BCIiKgLsWU1EREREREREREREgmOxmoiIiIiIiIiIiIgEx2I1EREREREREREREQmOxWoiIiIiIiIiIiIiEhyL1UREREREREREREQkOBariYiIiIiIiIiIiEhwLFYTERERERERERERkeBYrCYiIiIiIiIiIiIiwbFYTURERERERERERESCY7GaiIiIiIiIiIiIiATHYjURERERERERERERCY7FaiIiIiIiIiIiIiISHIvVRERERERERERERCQ4FquJiIiIiIiIiIiISHAsVhMRERERERERERGR4FisJiIiIiIiIiIiIiLBsVhNRERERERERERERIJjsZqIiIiIiIiIiIiIBMdiNREREREREREREREJjsVqIiIiIiIiIiIiIhIci9VEREREREREREREJDiRWCwWCx2CiOi/5NOnT1i4cCGmT5+OcuXKCR2nyHBcsoXjki0cl2zhuGRHaRwTwHHJGo5LtpTWcRER/SxYrCYiKmHv37+Hmpoa3r17B1VVVaHjFBmOS7ZwXLKF45ItHJfsKI1jAjguWcNxyZbSOi4iop8F24AQERERERERERERkeBYrCYiIiIiIiIiIiIiwbFYTURERERERERERESCY7GaiKiElStXDrNnzy51C7JwXLKF45ItHJds4bhkR2kcE8BxyRqOS7aU1nEREf0suMAiEREREREREREREQmOM6uJiIiIiIiIiIiISHAsVhMRERERERERERGR4FisJiIiIiIiIiIiIiLBsVhNRERERERERERERIJjsZqIiIiIiIiIiIiIBMdiNREREREJJjExUegIRCQjxGIxxGKx0DGK3Pv373Hw4EHcv39f6ChFJi0tDQ8fPkRGRobQUYiISMawWE1EVELOnj0rdIQiN2TIEJw/f17oGEWudevW8PHxwcePH4WOQlSqLF68GLt375Z8PWDAAFSsWBE6OjoIDg4WMFnhffz4ESkpKZKvnz9/jmXLluHkyZMCpqL/moyMDJw+fRrr1q3Dhw8fAACvXr1CUlKSwMkKx8fHBxYWFihfvjzKly8PS0tLbNu2TehYBTZgwACsWrUKQPZrR8OGDTFgwABYWlpi//79AqcrnJSUFIwYMQJKSkqoU6cOIiMjAQB2dnZYtGiRwOkKLiAgABcvXpR8vXr1atStWxfW1tZISEgQMBkRUenDYjURUQnp0qULatasCVdXV0RFRQkdp0i8e/cOHTp0gLGxMdzc3PDy5UuhIxWJevXqwcnJCVWqVMGoUaNw9epVoSMVidJahC/N/0BGRERg1qxZGDhwIN68eQMAOH78OO7evStwsoLx8vKCrq4uAODUqVM4deoUjh8/jq5du2Ly5MkCpyucXr16wcfHB0D2bPEmTZrAw8MDvXr1wtq1awVOV3RK4wxQoHSM6/nz57CwsECvXr0wfvx4xMbGAsg+SeTk5CRwuoJbunQpxo4di27dumHPnj3Ys2cPunTpgjFjxsDT01PoeAVy/vx5tGzZEgBw4MABiMViJCYmYsWKFXB1dRU4XeFMnz4dwcHB+Pvvv6GoqCjZ3qFDB6mTlbJm8uTJeP/+PQAgNDQUjo6O6NatG54+fQoHBweB0xERlTJiIiIqEbGxseKlS5eKraysxPLy8uJOnTqJd+/eLf706ZPQ0QrlzZs3Yg8PD7GlpaVYXl5e3KVLF/HevXvFaWlpQkcrlPT0dPH+/fvFPXv2FJctW1Zcu3Zt8ZIlS8QxMTFCRyuwCRMmiLW1tcWqqqrikSNHiq9cuSJ0pCJhbm4uPnbsmFgsFotDQkLE5cqVE0+fPl3ctGlT8dChQwVOV3B///23uHz58uIOHTqIFRQUxBEREWKxWCxeuHChuF+/fgKnKxhFRUVxZGSkWCwWi+3t7cV//PGHWCwWix8+fChWV1cXMlqhVaxYURwWFiYWi8XiDRs2iC0tLcWZmZniPXv2iGvVqiVwuoLr37+/eOXKlWKxWCxOSUkRGxsbi8uWLSuWl5cX79u3T+B0BVcax9WrVy/xoEGDxJ8+fRJXqFBB8ppx9uxZsZGRkcDpCk5fX1/s7e2da/vWrVvF+vr6AiQqvJyvhYMHDxZPnTpVLBaLxc+fPxcrKysLGa3Q9PT0JO8vcj4OHz9+LFZRUREyWqEoKyuLnz59KhaLxeLZs2dL/g7fvHlTXLlyZQGTERGVPpxZTURUQrS0tDBp0iTcuXMHQUFBMDExwbhx41CtWjXY29vL7CXw2tracHBwQHBwMIKCgmBkZITBgwejWrVqmDRpEh4/fix0xAKRl5dH3759cejQIbx48QLW1tZwdnaGrq4uevfujcDAQKEj/rBly5bh1atX2LJlC968eYNWrVrBzMwMf/31F16/fi10vAJ7+vQpzMzMAAD79+9Hjx494ObmhtWrV+P48eMCpyu4adOmwdXVFadOnYKCgoJke7t27WR2tr+GhobkypKAgAB06NABQHYf2szMTCGjFVpKSgpUVFQAACdPnkTfvn0hJyeHpk2b4vnz5wKnK7jSOgO0NI7rwoULmDVrltTrBQDo6+vL9JVP0dHRaN68ea7tzZs3R3R0tACJCk9XVxdXrlxBcnIyAgIC0KlTJwBAQkKC1GxkWRQbG4tKlSrl2p6cnAyRSCRAoqKhoKAgafV0+vRpyTHT1NSUzLgmIqKiwWI1EZEA6tevj+nTp+PPP/9EUlISNm/ejAYNGqBly5Yye3l/dHS05LL+MmXKoFu3bggNDYWZmZnMXqYLANeuXcPs2bPh4eGBSpUqYfr06dDS0kKPHj1k8rLq0liEL63/QIaGhqJPnz65tleqVAlv374VIFHh9e3bF9bW1ujYsSPi4uLQtWtXAMDt27dhZGQkcLrCMTIywsGDBxEVFYUTJ05IHodv3ryBqqqqwOkK7t27d9DU1ASQfYKhX79+UFJSQvfu3WX2ZCRQOseVlZWV50mfFy9eSE6kyCIjIyPs2bMn1/bdu3fD2NhYgESFN3HiRNjY2KB69eqoVq0a2rRpAyD7JIqFhYWw4QqpYcOGOHbsmOTrLwXqjRs3olmzZkLFKrRffvkFDg4OmD9/Pq5du4bu3bsDAB49eoTq1asLnI6IqHSRFzoAEdF/SXp6Og4dOoTNmzfj1KlTaNiwIVatWoWBAwciNjYWs2bNQv/+/XHv3j2ho36X9PR0HD58GFu2bMHJkydhaWmJiRMnwtraWlKcOXDgAIYPH45JkyYJnPb7vXnzBtu2bcOWLVvw+PFj/Prrr9i1axc6d+4s+adr6NCh6NKlC/766y+B0xbMtWvXsGXLFvj6+qJSpUoYOnQoXr58iR49emDcuHEyNa4v/0C2aNEC165dk/TElPV/INXV1REdHQ0DAwOp7bdv34aOjo5AqQrH09MT+vr6iIqKgru7OypUqAAg+2TXuHHjBE5XOC4uLrC2tsakSZPQvn17SVHm5MmTqFevnsDpCu7LDFBNTU0EBATA19cXgOzPAC2N4+rUqROWLVuG9evXA8guEiYlJWH27Nno1q2bwOkKbu7cufjtt99w/vx5tGjRAgBw6dIlnDlzJs8itiwYN24cGjdujKioKHTs2BFyctlzyAwNDWV2Zv8Xbm5u6Nq1K+7du4eMjAwsX74c9+7dw+XLl3Hu3Dmh4xXYqlWrMG7cOOzbtw9r166V/B0+fvw4unTpInA6IqLSRSQWi8VChyAi+i+ws7PDrl27IBaLMXjwYIwcORLm5uZS+8TExKBatWrIysoSKOWP0dLSQlZWFgYOHIhRo0ahbt26ufZJTExEvXr18PTp05IPWEAKCgqoWbMmhg8fjqFDh0JbWzvXPu/fv0evXr1w9uxZARIWTF5F+JEjR0oV4S9evIguXbogKSlJ4LTfLzIyEuPGjUNUVBTs7e0xYsQIAMCkSZOQmZmJFStWCJywYJycnBAUFIS9e/fCxMQEt27dwuvXr2FrawtbW1vMnj1b6Ij0lZiYGERHR8PKykpSfLp27RpUVVVRq1YtgdMVzJo1azBhwgRUqFABNWrUwK1btyAnJ4eVK1fCz89Ppl4DcyqN43rx4gU6d+4MsViMx48fo2HDhnj8+DG0tLRw/vz5PFszyIqbN2/C09NTsgBm7dq14ejoKNMngkqzJ0+eYOHChQgODkZSUhLq16+PqVOnyvyscSIiKhksVhMRlZD27dtj5MiR6Nu3L8qVK5fnPhkZGbh06RJat25dwukKZtu2bejfv7/MzkLLz4ULFyS9TEuT0lqEL63S0tIwfvx4bN26FZmZmZCXl0dmZiasra2xdetWlClTRuiIP8zb2xtaWlqSy6enTJmC9evXw8zMDLt27UKNGjUETlh03r9/j8DAQJiamqJ27dpCxymUGzduSGaAfpkNf+zYMairq0tmusqi0jiujIwM7N69W6pIaGNjg/LlywsdjXIQi8XYt28fzp49izdv3uSapODn5ydQssJJT0/H6NGj4ezsnOuqIFl369YtlC1bVlJwP3ToELZs2QIzMzPMmTMnV694IiIqOBariYhKyPnz59G8eXPIy0t3YMrIyMDly5fRqlUrgZIV3PDhw7F8+fJcvTCTk5NhZ2eHzZs3C5SM8lJai/Cl/R/IyMhIhIWFISkpCfXq1ZPZHq0AYGpqirVr16Jdu3a4cuUKOnToAE9PTxw9ehTy8vIyW6ABgAEDBqBVq1b4888/8fHjR1hZWeHZs2cQi8Xw9fVFv379hI5YJDIzMxEaGooaNWpAQ0ND6DhFprSOq7TIzMzEgQMHJDOrzczM0KtXr1zvqWTFhAkTsG7dOrRt2xaVK1fOtfDgli1bBEpWeGpqarhz506pK1Y3atQI06ZNQ79+/fDkyRPUqVMHffr0wfXr19G9e3csW7ZM6IhERKUGi9VERCWkTJkyiI6OznUZblxcHCpVqpTnokg/u/zG9PbtW1SpUgUZGRkCJSucevXq5blivUgkgqKiIoyMjDB06FC0bdtWgHSFk5GRgb///hsRERGwtraGiooKXr16BVVVVcnMQlnDfyBlh5KSEh48eAA9PT1MnToV0dHR8PHxwd27d9GmTRvExsYKHbHAqlSpghMnTsDKygo7d+7E7NmzERwcDG9vb6xfvx63b98WOmKBTJw4ERYWFhgxYgQyMzPRunVrXL58GUpKSjh69KhkYThZUxrHtXDhQlSuXBnDhw+X2r5582bExsZi6tSpAiUrnLt376Jnz56IiYmBqakpgOw1CbS1tXHkyJFcLdVkgaamJrZv3y7TvcTzM2TIENStW1em1ir5Hmpqarh16xZq1qyJxYsXIzAwECdOnMClS5fw+++/IyoqSuiIRESlhmyeiiYikkFisTjPAmhcXByUlZUFSFRw79+/h1gshlgsxocPH6TagGRmZsLf31+me2N26dIFa9euhYWFBRo3bgwAuH79OkJCQjB06FDcu3cPHTp0gJ+fH3r16iVw2u/3/PlzdOnSBZGRkfj06RM6duwIFRUVLF68GJ8+fYKXl5fQEQvk0aNHkn7pe/fuRatWrbBz507JP5CyVKx2cHD47n2XLl1ajEmKR4UKFRAXFwc9PT2cPHlSMl5FRUV8/PhR4HSF8+7dO2hqagIAAgIC0K9fPygpKaF79+6YPHmywOkKbt++fRg0aBAA4MiRI3j69CkePHiAbdu2YebMmbh06ZLACQumNI5r3bp12LlzZ67tderUwe+//y6zxeqRI0eiTp06uHHjhmTWe0JCAoYOHYo//vgDly9fFjjhj1NTU4OhoaHQMYqFsbEx5s2bh0uXLqFBgwa53uPa29sLlKxwxGKxpF3L6dOn0aNHDwDZi7W+fftWyGhERKUOi9VERMWsb9++ALJn5Q4dOlSqX3VmZiZCQkLQvHlzoeIViLq6OkQiEUQiEUxMTHLdLhKJMHfuXAGSFY23b9/C0dERzs7OUttdXV3x/PlznDx5ErNnz8b8+fNlqlg9YcIENGzYEMHBwahYsaJke58+fTBq1CgBkxVOafoH8uvZt7du3UJGRobUbMIyZcqgQYMGQsQrtI4dO2LkyJGoV68eHj16JJlVePfuXejr6wsbrpB0dXVx5coVaGpqIiAgAL6+vgCyi2qy3Nf/y5UyAODv74/+/fvDxMRE0gZKVpXGccXExKBq1aq5tmtrayM6OlqAREXjzp07UoVqANDQ0MCCBQvQqFEjAZMV3Jw5czB37lxs3ry51PUT37RpE9TV1XHz5k3cvHlT6jaRSCSzxeqGDRvC1dUVHTp0wLlz57B27VoAwNOnT1G5cmWB0xERlS4sVhMRFTM1NTUA2QU1FRUVqX9KFBQU0LRpU5krFJ49exZisRjt2rXD/v37JbMJgewx1ahRA9WqVRMwYeHs2bMn1z9YAPD777+jQYMG2LBhAwYOHChzM1svXLiAy5cv5+rhrK+vj5cvXwqUqvBK0z+QORe2XLp0KVRUVODt7S01m3DYsGEy23t89erVmDVrFqKiorB//37JSZObN29i4MCBAqcrnIkTJ8LGxgYVKlSAnp6epI3E+fPnJf3UZVHlypVx7949VK1aFQEBAZLnV0pKikwu8vlFaRyXrq4uLl26lKtX8KVLl2T6b7KJiQlev36NOnXqSG1/8+YNjIyMBEpVOAMGDMCuXbtQqVIl6Ovro2zZslK337p1S6Bkhff06VOhIxSLZcuWwcbGBgcPHsTMmTMlj719+/bJ3KQTIqKfHYvVRETF7MsiOfr6+nBycpK5lh95ad26NYDsf0j09PTybG8iyxQVFXH58uVc/wRfvnxZMkMyKytL5mZLZmVl5dkb/cWLF7kWyZQlpfUfSA8PD5w8eTLXbEJXV1d06tQJjo6OAqYrGHV1daxatSrXdlm+EuOLcePGoXHjxoiKikLHjh0hJycHADA0NISrq6vA6Qpu2LBhGDBgAKpWrQqRSIQOHToAAIKCglCrVi2B0xVcaRzXqFGjMHHiRKSnp6Ndu3YAgDNnzmDKlCky+XrxxcKFC2Fvb485c+agadOmAICrV69i3rx5WLx4Md6/fy/ZV1VVVaiYP2TIkCG4efMmBg0alOcCi/TzsbS0RGhoaK7tS5YskdkTXEREPysusEhERD8kJCQE5ubmkJOTQ0hIyDf3tbS0LKFURcvV1RVubm4YNWqU5BLj69evY+PGjZgxYwZmzpwJT09P+Pv749SpUwKn/X4DBgyAuro61q9fDxUVFYSEhEBbWxu9evWCnp6e5MRKaZGamooyZcrkmrEmK1RUVHDkyJFcC72dPXsWPXv2xIcPH4QJVkgXLlzAunXr8OTJE+zduxc6OjrYtm0bDAwM8Msvvwgdr9DS0tLw9OlT1KxZE/LypWNeyL59+xAVFYX+/fujevXqAABvb2+oq6vLVCukr5W2cYnFYkybNg0rVqxAWloagOyTr1OnToWLi4vA6Qruy4kfAJKi7pd/YXN+LRKJZGaxamVlZZw4caJUvOZ97esFPr+2efPmEkpCRESyisVqIqJiVL9+fZw5cwYaGhqoV6/eN2fOyMoln3JycoiJiUGlSpUgJycHkUiEvP6UyNI/jXnZsWMHVq1ahYcPHwIATE1NYWdnB2trawDAx48fIRKJZGp29YsXL9C5c2eIxWI8fvwYDRs2xOPHj1GxYkVcuHBBphfFTExMxL59+xAREYHJkydDU1MTt27dQuXKlaGjoyN0vAKxtbXFhQsX4OHhIVnoMygoCJMnT0bLli3h7e0tcMIft3//fgwePBg2NjbYtm0b7t27B0NDQ6xatQr+/v7w9/cXOmKBpaSkwM7OTnJcHj16BENDQ9jZ2UFHRwfTpk0TOGHhpaamytRr3vcqbeNKSkrC/fv3Ub58eRgbG0utlSGLzp079937frny62dXq1Yt7NmzR2ZP6n9Lnz59pL5OT09HWFgYEhMT0a5dO/j5+QmUrHAyMzPh6emJPXv2IDIyUnJC6Iv4+HiBkhERlT6lY7oHEdFPqlevXpJ/Env37i1smCLy9OlTaGtrSz4vbTIyMuDm5obhw4fDxsYm3/1kcUGkCxcuIDg4GL6+vggJCUFSUhJGjBgBGxsbuLi4YMmSJUJHLJCQkBC0b98e6urqePbsGUaNGgVNTU34+fkhMjISPj4+QkcsEC8vLzg5OcHa2hrp6ekAAHl5eYwYMUJmj5Wrqyu8vLxga2srWYAQAFq0aCHTrTIAYPr06QgODsbff/+NLl26SLZ36NABc+bMkdlidWZmJtzc3ODl5YXXr19LivDOzs7Q19fHiBEjhI5YIKV1XABQoUIFmV14MC+yUoD+ER4eHpgyZQq8vLxkfnHZrx04cCDXtqysLIwdOxY1a9YUIFHRmDt3LjZu3AhHR0fMmjULM2fOxLNnz3Dw4EGZvnKBiOhnxJnVREQlIDMzE5cuXYKlpSXU1dWFjkP/okKFCggLCyt1/0Cqq6tj165d6Nq1q9R2BwcH7Nq1C9HR0QIlK5wOHTqgfv36cHd3h4qKCoKDg2FoaIjLly/D2toaz549EzpioSQnJyMiIgIAULNmTZnue6+kpIR79+5BX19f6lg9efIEZmZmSE1NFTpigdWoUQO7d+9G06ZNpcYWHh6O+vXrS/XVlSXz5s2Dt7c35s2bh1GjRiEsLAyGhobYvXs3li1bhitXrggdsUBK47iSk5OxaNEinDlzBm/evEFWVpbU7U+ePBEoWeGlpqYiJCQkz3H17NlToFQFp6GhgZSUFGRkZEBJSSlXu6rSOEv34cOHaNOmjcy+16hZsyZWrFiB7t27Q0VFBXfu3JFsu3r1Knbu3Cl0RCKiUoMzq4mISkCZMmXQqVMn3L9/X+aL1YcPH/7ufWXxH0gAaN++Pc6dO1fqitU7duzAwIEDcfToUUmfTHt7e+zbtw9nz54VOF3BXb9+HevWrcu1XUdHBzExMQIkKlrKysrQ1NSUfC7LqlSpgvDw8FzPrYsXL8LQ0FCYUEUkNjY2z1Y6ycnJMr14mo+PD9avX4/27dtjzJgxku1WVlZ48OCBgMkKpzSOa+TIkTh37hwGDx4sWTiyNAgICICtrS3evn2b6zZZbTnm6elZao7P94qIiEBGRobQMQosJiYGFhYWALInNbx79w4A0KNHDzg7OwsZjYio1GGxmoiohJibm+PJkycwMDAQOkqhfG87E1n9BxIAunbtimnTpiE0NBQNGjTIVSCU1SJ89+7dsWbNGvTs2ROnTp3Cpk2bcOjQIfz9998wMTEROl6BlStXLs9Zq48ePZK0rJFFWVlZcHV1hYeHB5KSkgBkL7ro6OiImTNnSi06JitGjRqFCRMmYPPmzRCJRHj16hWuXLkCJycnmf9nv2HDhjh27Bjs7OwA/LPw28aNG9GsWTMhoxXKy5cvYWRklGt7VlaWpD2NLCqN4zp+/DiOHTuGFi1aCB2lSNnZ2aF///5wcXFB5cqVhY5TKIGBgWjdujWGDh0qdJRi4+DgIPW1WCxGdHQ0jh07hiFDhgiUqvCqV6+O6Oho6OnpoWbNmjh58iTq16+P69evy3xfeCKinw2L1UREJcTV1RVOTk6YP39+ngVQVVVVgZL9mK8vvy2Nxo0bBwBYunRprttkuQgPANbW1khMTESLFi2gra2Nc+fO5VmwkSU9e/bEvHnzsGfPHgDZxygyMhJTp05Fv379BE5XcDNnzsSmTZuwaNEiSfHp4sWLmDNnDlJTU7FgwQKBE/64adOmISsrC+3bt0dKSgpatWqFcuXKwcnJSVLklVVubm7o2rUr7t27h4yMDCxfvhz37t3D5cuXf2iBuJ+NmZkZLly4gBo1akht37dvH+rVqydQqsIrjePS0NCQXIVRmrx+/RoODg4yX6gGsme/JyYmokuXLujVqxe6du0qM+//vtft27elvpaTk4O2tjY8PDwwfPhwgVIVXp8+fXDmzBk0adIEdnZ2GDRoEDZt2oTIyEhMmjRJ6HhERKUKe1YTEZWQnLMgc176KRaLZb4ASj+vr2c4fbF3717Ur19farGjvIrzsuDdu3f43//+hxs3buDDhw+oVq0aYmJi0KxZM/j7+8ts64xq1arBy8sr10z+Q4cOYdy4cXj58qVAyQovLS0N4eHhSEpKgpmZGSpUqCB0pCIRERGBRYsWITg4GElJSahfvz6mTp0quXRcFh06dAhDhgzB9OnTMW/ePMydOxcPHz6Ej48Pjh49io4dOwodsUBK47i2b9+OQ4cOwdvbG0pKSkLHKTLDhw9HixYtZHrRy5xCQkJw+PBhHD58GKGhofjll1/Qs2dP9OrVC3p6ekLHo+905coVXLlyBcbGxvj111+FjkNEVKqwWE1EVEL+bWadrKx2v2LFCvzxxx9QVFTEihUrvrmvvb19CaUqPqmpqVBUVBQ6RoG1bdv2u/YTiUQIDAws5jTF6+LFiwgJCZEUCTt06CB0pEJRVFRESEhIrhYtDx8+RN26dfHx40eBktF/zYULFzBv3jypIryLiws6deokdLRCKW3jqlevHiIiIiAWi6Gvr59r0b5bt24JlKxwUlJS0L9/f2hra8PCwiLXuGT5vcarV68kheuzZ8/C1NQUPXv2RM+ePdGwYUOh4xVIu3bt4Ofnl2uNlvfv36N3794y/16DiIiKH4vVRET0QwwMDHDjxg1UrFjxm/23RSIRnjx5UoLJik5mZibc3Nzg5eWF169f49GjRzA0NISzszP09fVLzewu+rk1adIETZo0yXVSyM7ODtevX8fVq1cFSlZwycnJWLRoEc6cOYM3b97kaiskq68ZX2RlZSE8PDzPsbVq1UqgVPRfMXfu3G/ePnv27BJKUrQ2bdqEMWPGQFFRERUrVpS6Ok2W32t8LSkpCQEBATh8+DD8/f3h4OCAGTNmCB3rh8nJySEmJibXgrNv3ryBjo6OTPWE/y8sKk5E9DNisZqIqISlpKQgMjISaWlpUtstLS0FSkRfmzdvHry9vTFv3jyMGjUKYWFhMDQ0xO7du7Fs2TJcuXJF6Ij0lTNnzuRbAN28ebNAqQrn3Llz6N69O/T09CQL9F25cgWRkZE4fvw4WrZsKXDCHzdw4ECcO3cOgwcPRtWqVaWKTgAwYcIEgZIV3tWrV2FtbY3nz5/j67fXpaHVU1paWp7PL1lvW1Bax1WaVKlSBfb29pg2bZpMLixbEJmZmYiPj5epRYJDQkIAAHXr1kVgYKBU//TMzEwEBARg3bp1ePbsmUAJf9z3Pt5Kw2s8EdHPhMVqIqISEhsbi2HDhuH48eN53i7rb3K//Dn5uvgki4yMjLBu3Tq0b98eKioqCA4OhqGhIR48eIBmzZohISFB6IiUw9y5czFv3jw0bNgwzwLogQMHBEpWeC9fvsTatWtx//59AEDt2rUxbtw4VKtWTeBkBaOuro5jx45JFowsTerWrQsTExPMnTs3z8ehmpqaQMkK5/Hjxxg+fDguX74stV3W11soreNKTEzEvn37EBERgcmTJ0NTUxO3bt1C5cqVoaOjI3S8AtHU1MT169el1lgoDfI7ySoSibBp0yYBkxWMnJyc5HUvrxJD+fLlsXLlSpleZJGIiEqGvNABiIj+KyZOnIjExEQEBQWhTZs2OHDgAF6/fg1XV1d4eHgIHa/ANm3aBE9PTzx+/BgAYGxsjIkTJ2LkyJECJyu4ly9fwsjIKNf2rKwsmbp89b/Cy8sLW7duxeDBg4WOUuQqVqyInj17omnTppJixo0bNwDI5iXHGhoaUrPtSpPHjx9j3759eb52yLKhQ4dCXl4eR48ezbMIL6tK47hCQkLQoUMHqKmp4dmzZxg1ahQ0NTXh5+eHyMhI+Pj4CB2xQIYMGYLdu3fLZEuM/PzbSVZZ9PTpU4jFYhgaGuLatWtSs8IVFBRQqVIllClTRsCEBRMYGIg///wTV69ehaqqqtRt7969Q/PmzeHl5SWTVzsREf2sWKwmIiohgYGBOHToEBo2bAg5OTnUqFEDHTt2hKqqKhYuXIju3bsLHfGHubi4YOnSpbCzs5NqUzBp0iRERkZi3rx5AicsGDMzM1y4cAE1atSQ2r5v3z7Uq1dPoFSUn7S0NDRv3lzoGEUuICAAtra2iIuLKzVtJebPnw8XFxd4e3tDSUlJ6DhFqkmTJggPDy91xeo7d+7g5s2bqFWrltBRilRpHJeDgwOGDh0Kd3d3qKioSLZ369YN1tbWAiYrnMzMTLi7u+PEiROwtLTMtcDi0qVLBUpWcKXxJOuX90xft9SRdcuWLcOoUaNyFaqB7CtmRo8ejaVLl7JYTURUhFisJiIqIcnJyZLFZjQ0NBAbGwsTExNYWFjg1q1bAqcrmLVr12LDhg0YOHCgZFvPnj1haWkJOzs7mS1Wu7i4YMiQIXj58iWysrLg5+eHhw8fwsfHB0ePHhU6Hn1l5MiR2LlzJ5ydnYWOUqTs7OzQv39/uLi4oHLlykLHKRIeHh6IiIhA5cqVoa+vn6voJKuvhUD28XJ0dERMTAwsLCxyjU1W1yUwMzPD27dvhY5R5ErjuK5fv45169bl2q6jo4OYmBgBEhWN0NBQyYnisLAwqdtkdUZyaT3JmtO9e/fyXKNF1q4KCg4OxuLFi/O9vVOnTvjrr79KMBERUenHYjURUQkxNTXFw4cPoa+vDysrK6xbtw76+vrw8vJC1apVhY5XIOnp6WjYsGGu7Q0aNEBGRoYAiYpGr169cOTIEcybNw/KyspwcXFB/fr1ceTIEXTs2FHoePSV1NRUrF+/HqdPny41s+4A4PXr13BwcCg1hWoA6N27t9ARik2/fv0AQKofq0gkkvkeyIsXL8aUKVPg5uaWZxE+r9mGsqA0jqtcuXJ4//59ru2PHj2SqYX6vnb27FmhIxS50nqSFQCePHmCPn36IDQ0VPIaCPxzYkHWXgtfv36d6/UhJ3l5ecTGxpZgIiKi0o8LLBIRlZDt27cjIyMDQ4cOxc2bN9GlSxfEx8dDQUEBW7duxW+//SZ0xB9mZ2eHsmXL5ioGOjk54ePHj1i9erVAyei/pG3btvneJhKJEBgYWIJpis7w4cPRokULjBgxQugo9B2eP3/+zdu/biskK+Tk5ADknsEq60X40jiukSNHIi4uDnv27IGmpiZCQkJQpkwZ9O7dG61atcKyZcuEjlgo4eHhiIiIQKtWrVC+fHnJsZJFEyZMgI+PDywtLUvVSVYA+PXXX1GmTBls3LgRBgYGuHbtGuLi4uDo6Ii//vpL5tpl1KxZEx4eHvmebPXz84OTkxOePHlSssGIiEoxFquJiASSkpKCBw8eQE9PD1paWkLH+W4ODg6SzzMyMrB161bo6emhadOmAICgoCBERkbC1tYWK1euFCpmkUhLS8ObN29y9V/U09MTKBH9l6SkpKB///7Q1tbOc+anvb29QMnov+TcuXPfvL1169YllKRolcZxvXv3Dv/73/9w48YNfPjwAdWqVUNMTAyaNWsGf39/KCsrCx2xQOLi4jBgwACcPXsWIpEIjx8/hqGhIYYPHw4NDQ2ZXKS6tJ5kBQAtLS0EBgbC0tISampquHbtGkxNTREYGAhHR0fcvn1b6Ig/xM7ODn///TeuX78ORUVFqds+fvyIxo0bo23btlixYoVACYmISh8Wq4mI6Id86x+snGT5n63Hjx9j+PDhuHz5stR2WZ5xR7Jn06ZNGDNmDBQVFVGxYkWpGYQikUhmZnFpamri0aNH0NLSgoaGxjdnQsbHx5dgsqK1cOFCVK5cWaoNCABs3rwZsbGxmDp1qkDJ6L/m4sWLCAkJQVJSEurXr48OHToIHalQbG1t8ebNG2zcuBG1a9dGcHAwDA0NceLECTg4OODu3btCR6QcNDQ0cOvWLRgYGKBmzZrYuHEj2rZti4iICFhYWCAlJUXoiD/k9evXqF+/PsqUKYM///wTpqamAIAHDx5g9erVyMzMxK1bt0pVyy4iIqGxZzURUTHKOQv538jKJZ+lsXfk14YOHQp5eXkcPXoUVatWldnLjEuzvn37fve+fn5+xZik+MycORNz587FtGnTJC0LZJGnpydUVFQAQObbEHzLunXrsHPnzlzb69Spg99//12mitUhISHfva+sLhwJABcuXMC6devw5MkT7N27Fzo6Oti2bRsMDAzwyy+/CB2vwH755ReZzv+1kydP4sSJE6hevbrUdmNj439tv0Mlz9zcHMHBwTAwMECTJk3g7u4OBQUFrF+/HoaGhkLH+2GVK1fG5cuXMXbsWEyfPl2qB3fnzp2xevVqFqqJiIoYi9VERMXoey91ZDH053Lnzh3cvHkTtWrVEjoK5UNNTU3yuVgsxoEDB6CmpiZZ8PPmzZtITEz8oaL2zyYtLQ2//fabTBeqAWDIkCF5fl7axMTE5LlYrra2NqKjowVIVHB169aVWhgtP7J8pcn+/fsxePBg2NjY4NatW/j06ROA7FYabm5u8Pf3Fzjh9/mR1gOy2jooOTkZSkpKubbHx8ejXLlyAiQqmL59+2Lr1q1QVVX9179NsnqSFQBmzZqF5ORkAMC8efPQo0cPtGzZEhUrVsTu3bsFTlcwNWrUgL+/PxISEhAeHg6xWAxjY2NoaGgIHY2IqFRisZqIqBj9F2Yh37hxA3v27EFkZCTS0tKkbpPVf7bMzMzw9u1boWPQN2zZskXy+dSpUzFgwAB4eXmhTJkyAIDMzEyMGzcOqqqqQkUstCFDhmD37t2YMWOG0FGKVFZWFsLDw/PsB9+qVSuBUhWerq4uLl26BAMDA6ntly5dQrVq1QRKVTBPnz4VOkKxc3V1hZeXF2xtbeHr6yvZ3qJFC7i6ugqY7Md4enp+134ikUhmi9UtW7aEj48P5s+fDyB7LFlZWXB3d//u1mQ/AzU1NcnkhJwnXEubzp07Sz43MjLCgwcPEB8f/69toGSBhoYGGjVqJHQMIqJSjz2riYiowHx9fWFra4vOnTvj5MmT6NSpEx49eoTXr1+jT58+UgVFWRIYGIhZs2bBzc0tz4XtZLkAWhppa2vj4sWLkj6SXzx8+BDNmzdHXFycQMkKx97eHj4+PrCysoKlpWWux6GstA7K6erVq7C2tsbz589zzdqV5Vm6AODu7g53d3csWbIE7dq1AwCcOXMGU6ZMgaOjI6ZPny5wQspJSUkJ9+7dg76+PlRUVCR9kJ88eQIzMzOkpqYKHZE+CwsLQ/v27VG/fn0EBgaiZ8+euHv3LuLj43Hp0iXUrFlT6IhERERUhDizmoiohLRt2/abM0pkcTFCNzc3eHp6Yvz48VBRUcHy5cthYGCA0aNH53k5vKz4shhVu3btpI4ZF1j8OWVkZODBgwe5itUPHjzINXNXloSGhqJevXoAsos1Ocnq7LQxY8agYcOGOHbsWKnrBz958mTExcVh3LhxkqtMFBUVMXXq1FJRqL53716eV9D07NlToESFU6VKFYSHh0NfX19q+8WLF2Wyr25ppqqqivv372Pt2rVQUVFBUlIS+vbti/HjxyM9PV3oePSV5ORkLFq0CGfOnMnzChpZWRyYiIiEw2I1EVEJqVu3rtTX6enpuHPnDsLCwmS2j2tERAS6d+8OAFBQUEBycjJEIhEmTZqEdu3aYe7cuQInLJj/QvuW0mTYsGEYMWIEIiIi0LhxYwBAUFAQFi1ahGHDhgmcruBK4+Pw8ePH2LdvH4yMjISOUuREIhEWL14MZ2dn3L9/H+XLl4exsbFM9dTNy5MnT9CnTx+EhoZK9bH+cqJBVk/ejRo1ChMmTMDmzZshEonw6tUrXLlyBU5OTnB2dhY6XoG9ePEChw8fzvPEgixejQEABgYGiI6OxsyZM6W2x8XFoXr16jL5GIyLi4OLiwvOnj2bZ0E3Pj5eoGSFN3LkSJw7dw6DBw8udScliYioZLBYTURUQvLrKzlnzhwkJSWVcJqioaGhgQ8fPgAAdHR0EBYWBgsLCyQmJiIlJUXgdAXXunVrXLhwAevWrUNERAT27dsHHR0dbNu2LVc/WhLeX3/9hSpVqsDDw0OykF3VqlUxefJkODo6CpyOcmrSpAnCw8NLZbH6iwoVKpSqnqYTJkyAgYEBzpw5AwMDA1y7dg1xcXFwdHTEX3/9JXS8Aps2bRqysrLQvn17pKSkoFWrVihXrhycnJxgZ2cndLwCOXPmDHr27AlDQ0M8ePAA5ubmePbsGcRiMerXry90vALLr2tlUlISFBUVSzhN0Rg8eDDCw8MxYsQIVK5cuVQVdI8fP45jx46hRYsWQkchIiIZxZ7VREQCCw8PR+PGjWVyFo21tTUaNmwIBwcHzJ8/HytXrkSvXr1w6tQp1K9fX2YXWNy/fz8GDx4MGxsbbNu2Dffu3YOhoSFWrVoFf39/+Pv7Cx2R8vH+/XsA7Cv+MwkJCZF8HhERgVmzZmHy5Ml59oO3tLQs6XiF0rdvX2zduhWqqqro27fvN/eV1ddDLS0tBAYGwtLSEmpqarh27RpMTU0RGBgIR0dH3L59W+iIhZKWlobw8HAkJSXBzMwMFSpUEDpSgTVu3Bhdu3bF3LlzJX24K1WqBBsbG3Tp0gVjx44VOuIPcXBwAAAsX74co0aNgpKSkuS2zMxMBAUFoUyZMrh06ZJQEQtMRUUFFy9ehJWVldBRipyBgQH8/f1Ru3ZtoaMQEZGM4sxqIiKBXblyRWZnBq1atUqyCNXMmTNRtmxZXL58Gf369cOsWbMETldwrq6u8PLygq2tLXx9fSXbW7RoAVdXVwGT0b9hkfrnU7duXan2EQAwfPhwyedfbpPFfvBqamqSGZGqqqqlanbkF5mZmVBRUQGQXbh+9eoVTE1NUaNGDTx8+FDgdAW3fft29O3bF0pKSjAzMxM6TpG4f/8+du3aBQCQl5fHx48fUaFCBcybNw+9evWSuWL1lxMhYrEYoaGhUFBQkNymoKAAKysrODk5CRWvUGrVqoWPHz8KHaNYzJ8/Hy4uLvD29pY6wUBERPS9WKwmIiohX8+6E4vFiI6Oxo0bN2S2P6ampqbkczk5OUybNk3ANEXn4cOHaNWqVa7tampqSExMLPlA9E0GBgbfLBJyMSdhPX36VOgIxWbLli2Sz7du3SpckGJkbm6O4OBgGBgYoEmTJnB3d4eCggLWr18v0wsRTpo0CWPGjEHPnj0xaNAgdO7cGWXKlBE6VqEoKytL+lRXrVoVERERqFOnDgDg7du3QkYrkC99+4cNG4bly5eXqpORa9aswbRp0+Di4gJzc/NcV5nI8lg9PDwQERGBypUrQ19fP9fYbt26JVAyIiKSFSxWExGVEDU1Namv5eTkYGpqinnz5qFTp04CpSq8iIgIbNmyBREREVi+fDkqVaqE48ePQ09PT/JPsqypUqUKwsPDoa+vL7X94sWLMl2cKa0mTpwo9XV6ejpu376NgIAATJ48WZhQJFGjRg2hI5SIdu3awc/PD+rq6lLb379/j969eyMwMFCYYIU0a9YsJCcnAwDmzZuHHj16oGXLlqhYsaLUlSeyJjo6GgEBAdi1axcGDBgAJSUl9O/fHzY2NmjevLnQ8QqkadOmuHjxImrXro1u3brB0dERoaGh8PPzQ9OmTYWOV2A5TwqVFurq6nj//j3atWsntV1WrzLJqXfv3kJHICIiGcee1UREVGDnzp1D165d0aJFC5w/fx7379+HoaEhFi1ahBs3bmDfvn1CRyyQhQsXYvv27di8eTM6duwIf39/PH/+HJMmTYKzs7PMLr71X7N69WrcuHGjVBY6ZNXChQtRuXJlqTYgALB582bExsZi6tSpAiUrPDk5OcTExKBSpUpS29+8eQMdHR2kp6cLlKzoxcfHQ0NDo9S0PUlJScGBAwewc+dOnD59GtWrV0dERITQsX7YkydPkJSUBEtLSyQnJ8PR0RGXL1+GsbExli5d+p85cSQLGjduDHl5eUyYMCHPBRZbt24tUDIiIiLhsVhNRFTCbty4gfv37wMAzMzM0KBBA4ETFVyzZs3Qv39/ODg4SBZzMjQ0xLVr19C3b1+8ePFC6IgFIhaL4ebmhoULFyIlJQUAUK5cOTg5OWH+/PkCp6Pv9eTJE9StW1ey6CIJT19fHzt37sw1czUoKAi///67TLYM+bKAZN26dREYGCjVHikzMxMBAQFYt24dnj17JlDCwhk+fDiWL18u6Vv9RXJyMuzs7LB582aBkhWtt2/fwtfXF15eXrh//75MzmwdOXIkBg0ahDZt2ggdhf6FkpISbt++DVNTU6GjEBER/XRYrCYiKiEvXrzAwIEDcenSJcll4omJiWjevDl8fX1RvXp1YQMWQIUKFRAaGgoDAwOpYvWzZ89Qq1YtyeKLsiotLQ3h4eFISkqCmZkZKlSoIHQk+gHu7u5Ys2aNzBYJSyNFRUXcv38fBgYGUtufPHkCMzMzmXzNkJOTk8yKzOttdfny5bFy5cpcs8llRZkyZRAdHZ1rxvjbt29RpUoVZGRkCJSs8L7MqN6xYwfOnDkDXV1dDBw4EDY2NqhVq5bQ8X5Yr169cOLECWhra+P333/HoEGDYGVlJXQsykOrVq3g4uKCDh06CB2lyOV31YVIJIKioiKMjIwwdOhQDBs2TIB0REQkC9izmoiohIwcORLp6em4f/++ZCbNw4cPMWzYMIwcORIBAQECJ/xx6urqiI6OzlV4un37NnR0dARKVXQUFBRgZmYmdAz6F/Xq1ZP6x1gsFiMmJgaxsbFYs2aNgMnoa7q6urh06VKu14xLly6hWrVqAqUqnKdPn0IsFkuuKtHW1pbcpqCggEqVKsnkwn3v37+HWCyGWCzGhw8foKioKLktMzMT/v7+uQrYsuT333/H0aNHoaSkhAEDBsDZ2RnNmjUTOlahHDp0CAkJCdi7dy927tyJpUuXolatWrCxsYG1tXWudRhIOHZ2dpgwYQImT54MCwuLXIsQWlpaCpSs8FxcXLBgwQJ07doVjRs3BgBcu3YNAQEBGD9+PJ4+fYqxY8ciIyMDo0aNEjgtERH9jDizmoiohJQvXx6XL19GvXr1pLbfvHkTLVu2lLSbkCVOTk4ICgrC3r17YWJiglu3buH169ewtbWFra0tZs+eLXRE+g+YO3eu1NdycnLQ1tZGmzZtZHJ2ZGnm7u4Od3d3LFmyRLKw2JkzZzBlyhQ4Ojpi+vTpAiekL3LOGM+LSCTC3LlzMXPmzBJMVXRsbGxgY2ODzp07y+TJhO/x4sUL7Nq1C5s3b8bjx49lehZ8aSMnJ5drm0gkKhULLPbr1w8dO3bEmDFjpLavW7cOJ0+exP79+7Fy5UqsX78eoaGhAqUkIqKfGYvVREQlxMTEBNu3b5fMMvni2rVrsLa2Rnh4uEDJCi4tLQ3jx4/H1q1bkZmZCXl5eWRmZsLa2hpbt24ttQUAIioYsViMadOmYcWKFUhLSwOQ3Rpk6tSpcHFxEThd4Xh7e0NLSwvdu3cHAEyZMgXr16+HmZkZdu3aJXOL2507dw5isRjt2rXD/v37pXpxKygooEaNGjI7G/6/ID09HceOHcP27dtx7NgxaGpq4uXLl0LHos+eP3/+zdtl7fUipwoVKuDOnTswMjKS2h4eHo66desiKSkJERERkoVAiYiIvsZiNRFRCTl06BDc3NywevVqNGzYEED2Yot2dnaYOnUqevfuLWzAQoiKikJoaCiSkpJQr149GBsbCx2J/mMyMzNx8OBByeKlderUQc+ePXnC5CeVlJSE+/fvo3z58jA2Nka5cuWEjlRopqamWLt2Ldq1a4crV66gffv2WLZsGY4ePQp5eXn4+fkJHbFAnj9/Dl1d3TxngsqaFStW4I8//oCioiJWrFjxzX3t7e1LKFXROnv2LHbu3In9+/cjKysLffv2hY2NDdq1a/fNmfJERUVPTw+TJk3CpEmTpLZ7enrC09MTkZGRCAkJQadOnRATEyNQSiIi+pmxWE1EVEI0NDSQkpKCjIwMyMtnLxnw5XNlZWWpfePj44WISCSTwsPD0a1bN7x8+VKqH7yuri6OHTuGmjVrCpyQvhYeHo6IiAi0atUK5cuXl1z6LsuUlJTw4MED6OnpYerUqYiOjoaPjw/u3r2LNm3aIDY2VuiIBZaYmIhr167hzZs3yMrKkrrN1tZWoFQ/zsDAADdu3EDFihVz9U3PSSQS4cmTJyWYrGjo6OggPj4eXbp0gY2NDX799ddScSKIZMuGDRswduxYdOvWTXI14fXr1+Hv7w8vLy+MGDECHh4euHbtGnbv3i1wWiIi+hmxWE1EVEK8vb2/e98hQ4YUY5Ki069fPzRu3BhTp06V2u7u7o7r169j7969AiWj/5Ju3bpBLBZjx44dklYFcXFxGDRoEOTk5HDs2DGBE9IXcXFxGDBgAM6ePQuRSITHjx/D0NAQw4cPh4aGBjw8PISOWGCVKlXCiRMnUK9ePdSrVw8ODg4YPHgwIiIiYGVlhaSkJKEjFsiRI0dgY2ODpKQkqKqqSp1UEIlEPLn6E9mwYQP69+8PdXV1oaPQf9ylS5ewatUqPHz4EED2lSd2dnZo3ry5wMmIiEgWsFhNREQFpq2tjcDAQFhYWEhtDw0NRYcOHfD69WuBktF/ibKyMq5evZrrcRgcHIwWLVrIbJGwNLK1tcWbN2+wceNG1K5dG8HBwTA0NMSJEyfg4OCAu3fvCh2xwGxsbPDgwQPUq1cPu3btQmRkJCpWrIjDhw9jxowZCAsLEzpigZiYmKBbt25wc3ODkpKS0HEKxcHB4bv2E4lEMn3ihIiIiEiWyQsdgIjov6S09dVNSkqCgoJCru1ly5bF+/fvBUhE/0XlypXDhw8fcm3P7/FJwjl58iROnDiB6tWrS203Njb+1wXHfnarV6/GrFmzEBUVhf3796NixYoAgJs3b2LgwIECpyu4ly9fwt7eXuYL1QBw+/bt79pP1lvSEJW09+/fQ1VVVfL5t3zZj4iIKD8sVhMRlZC8+uouXLhQpvvqWlhYYPfu3XBxcZHa7uvrCzMzM4FS0X9Njx498Mcff2DTpk2S/phBQUEYM2YMevbsKXA6yik5OTnPomd8fLzM99ZVV1fHqlWrcm2fO3euAGmKTufOnXHjxg0YGhoKHaXQzp49K3QEIilpaWl59oLX09MTKFHBaGhoIDo6GpUqVYK6unqeJ3y+rE2QmZkpQEIiIpIlLFYTEZUQe3t71KxZE1evXs3VV9fe3l4m++o6Ozujb9++iIiIQLt27QAAZ86cwa5du9ivmkrMihUrMGTIEDRr1gxly5YFAKSnp6NXr15YtmyZsOFISsuWLeHj44P58+cDyJ7BmpWVBXd3d7Rt21bgdIVz/vz5b97eqlWrEkpStLp3747Jkyfj3r17sLCwkDzHvuAJIaIf9/jxYwwfPhyXL1+W2i6rBd3AwEDJe1ueFCIiosJiz2oiohJSWvvqHjt2DG5ubrhz5w7Kly8PS0tLzJ49G61btxY6Gv3HhIeHS1rs1K5dG0ZGRgInoq+FhYWhffv2qF+/PgIDA9GzZ0/cvXsX8fHxuHTpkkxeYfKFnJxcrm05ZxfKWvHpi7zG9YUsFtWIfgYtWrSAvLw8pk2bhqpVq+aaiWxlZSVQMiIiIuFxZjURUQkprX11u3fvju7duwsdg/5j/m2htJwzu5YuXVrcceg7mZub49GjR1i5ciVUVFSQlJSEvn37Yvz48ahatarQ8QolISFB6uv09HTcvn0bzs7OWLBggUCpCu/r9gREVHh37tzBzZs3UatWLaGjFLmAgABUqFABv/zyC4Dsfv4bNmyAmZkZVq9eDQ0NDYETEhHRz44zq4mISoitrS1u3bqVq6/uqFGj0KBBA2zdulXYgIVQWnoukuz43pYRIpEIgYGBxZyGKH/nzp2Dg4MDbt68KXSUQktNTYWioqLQMYhkXqNGjeDp6Skp6JYmFhYWWLx4Mbp164bQ0FA0bNgQjo6OOHv2LGrVqoUtW7YIHZGIiH5yLFYTEZWQxMREDB06FEeOHIG8fPaFLRkZGejZsye2bt0KNTU1gRP+uNLWc5GIit+FCxewbt06PHnyBHv37oWOjg62bdsGAwODUlm4efDgARo2bCizrZ4yMzPh5uYGLy8vvH79Go8ePYKhoSGcnZ2hr6+PESNGCB2RSOYEBgZi1qxZcHNzy7MXvKqqqkDJCq9ChQoICwuDvr4+5syZg7CwMOzbtw+3bt1Ct27dEBMTI3REIiL6ybENCBFRMcvKysKSJUtw+PBhpKWloXfv3hgyZAhEIpHM99UdOnQo5OXlcfTo0Tx7LhIR5bR//34MHjwYNjY2uHXrFj59+gQAePfuHdzc3ODv7y9wwoILCQmR+losFiM6OhqLFi1C3bp1hQlVBBYsWABvb2+4u7tj1KhRku3m5uZYtmwZi9VEBdChQwcAQPv27aW2l4aT/QoKCkhJSQEAnD59Gra2tgAATU1NvH//XshoREQkI1isJiIqZgsWLMCcOXPQoUMHlC9fHv7+/lBTU8PmzZuFjlZopbnnIhEVPVdXV3h5ecHW1ha+vr6S7S1atICrq6uAyQqvbt26EIlE+PqixaZNm8r0672Pjw/Wr1+P9u3bY8yYMZLtVlZWePDggYDJiGRXznUVSptffvkFDg4OaNGiBa5du4bdu3cDAB49eoTq1asLnI6IiGQBi9VERMXMx8cHa9aswejRowFkzzLp3r07Nm7cCDk5OYHTFY6ZmRnevn0rdAwikhEPHz5Eq1atcm1XU1NDYmJiyQcqQk+fPpX6Wk5ODtra2jLf4/nly5d5XgGUlZWF9PR0ARIRyb7WrVsLHaHYrFq1CuPGjcO+ffuwdu1a6OjoAACOHz+OLl26CJyOiIhkAYvVRETFLDIyEt26dZN83aFDB4hEIrx69UrmZ5gsXrwYU6ZMKZU9F4mo6FWpUgXh4eHQ19eX2n7x4kUYGhoKE6qI1KhRQ+gIxcLMzAwXLlzINb59+/ahXr16AqUikj0hISEwNzeHnJxcrrZBX7O0tCyhVEVPT08PR48ezbXd09NT6utFixZhzJgxUFdXL6FkREQkK1isJiIqZhkZGblm1pUtW7ZUzEgrzT0XiajojRo1ChMmTMDmzZslJ+2uXLkCJycnODs7Cx2v0M6dO4e//voL9+/fB5Bd6J08eTJatmwpcLKCc3FxwZAhQ/Dy5UtkZWXBz88PDx8+hI+PT54FKSLKW926dRETE4NKlSrl2zYIwH/m/ZObmxsGDBjAYjUREeXCYjURUTETi8UYOnQoypUrJ9mWmpqKMWPGQFlZWbLNz89PiHiFUpp7LhJR0Zs2bRqysrLQvn17pKSkoFWrVihXrhycnJxgZ2cndLxC2b59O4YNG4a+ffvC3t4eAHDp0iW0b98eW7duhbW1tcAJC6ZXr144cuQI5s2bB2VlZbi4uKB+/fo4cuQIOnbsKHQ8Ipnx9OlTaGtrSz7/r8urUE9ERAQAIjH/ShARFathw4Z9135btmwp5iRERD+HtLQ0hIeHIykpCWZmZqhQoYLQkQqtdu3a+OOPPzBp0iSp7UuXLsWGDRsks62JiL7XlzVOqlatKnSUIqeiooLg4GCZbwFFRERFj8VqIiIqtJSUFERGRiItLU1quyz3XCSi4hUVFQUA0NXVFThJ0ShXrhzu3r2bazHC8PBwmJubIzU1VaBkRScpKQlZWVlS27g2AVHxKc0F3dI8NiIiKhw5oQMQEZHsio2NRY8ePaCiooI6deqgXr16Uh9ERDllZGTA2dkZampq0NfXh76+PtTU1DBr1iyZ7+Ovq6uLM2fO5Np++vRpmS7IP336FN27d4eysjLU1NSgoaEBDQ0NqKurQ0NDQ+h4RERERFTKsGc1EREV2MSJE5GYmIigoCC0adMGBw4cwOvXr+Hq6goPDw+h4xHRT8bOzg5+fn5wd3dHs2bNAABXrlzBnDlzEBcXh7Vr1wqcsOAcHR1hb2+PO3fuoHnz5gCye1Zv3boVy5cvFzhdwQ0aNAhisRibN29G5cqVIRKJhI5ERERERKUY24AQEVGBVa1aFYcOHULjxo2hqqqKGzduwMTEBIcPH4a7uzsuXrwodEQi+omoqanB19cXXbt2ldru7++PgQMH4t27dwIlKxoHDhyAh4eHpD917dq1MXnyZPTq1UvgZAVXoUIF3Lx5E6ampkJHIfrPKc2tMrp164ZNmzaVyn7cRERUOJxZTUREBZacnIxKlSoBADQ0NBAbGwsTExNYWFjg1q1bAqcjop9NuXLloK+vn2u7gYEBFBQUSj5QEevTpw/69OkjdIwi1ahRI0RFRbFYTUTfLSIiAlu2bEFERASWL1+OSpUq4fjx49DT00OdOnUAZJ+kJCIiygt7VhMRUYGZmpri4cOHAAArKyusW7cOL1++hJeXF2fKEFEuf/75J+bPn49Pnz5Jtn369AkLFizAn3/+KWCywrt+/TqCgoJybQ8KCsKNGzcESFQ0Nm7ciMWLF8Pb2xs3b95ESEiI1AcRUU7nzp2DhYUFgoKC4Ofnh6SkJABAcHAwZs+eLXA6IiKSBZxZTUREBTZhwgRER0cDAGbPno0uXbpg+/btUFBQgLe3t8DpiOhnc/v2bZw5cwbVq1eHlZUVgOwCRlpaGtq3b4++fftK9vXz8xMqZoGMHz8eU6ZMQZMmTaS2v3z5EosXL86zkC0LYmNjERERgWHDhkm2iUQiiMViiEQiZGZmCpiOqHSbMWMGNDU1hY7xQ6ZNmwZXV1c4ODhARUVFsr1du3ZYtWqVgMmIiEhWsGc1EREVmZSUFDx48AB6enrQ0tISOg4R/WRyFjz/zZYtW4oxSdGrUKECQkJCcvWWffr0KSwtLfHhwweBkhWOmZkZateujSlTpuS5wGKNGjUESkYk2x4/foyzZ8/izZs3yMrKkrrNxcVFoFSFV6FCBYSGhsLAwECq5/azZ89Qq1YtpKamCh2RiIh+cpxZTUREP8TBweG79126dGkxJiEiWbNmzRpkZWVBWVkZAPDs2TMcPHgQtWvXRufOnQVOVzjlypXD69evcxWro6OjIS8vu2+5nz9/jsOHD8PIyEjoKESlxoYNGzB27FhoaWmhSpUqUieBRCKRTBer1dXVER0dDQMDA6ntt2/fho6OjkCpiIhIlsjuO2ciIhLE7du3pb6+desWMjIyJItvPXr0CGXKlEGDBg2EiEdEP7FevXqhb9++GDNmDBITE9G0aVOULVsWb9++xdKlSzF27FihIxZYp06dMH36dBw6dAhqamoAgMTERMyYMQMdO3YUOF3BtWvXDsHBwSxWExUhV1dXLFiwAFOnThU6SpH7/fffMXXqVOzduxcikQhZWVm4dOkSnJycYGtrK3Q8IiKSAWwDQkREBbZ06VL8/fff8Pb2hoaGBgAgISEBw4YNQ8uWLeHo6ChwQiL6mWhpaeHcuXOoU6cONm7ciJUrV+L27dvYv38/XFxccP/+faEjFtjLly/RqlUrxMXFoV69egCAO3fuoHLlyjh16hR0dXUFTlgw69evh6urK4YPHw4LCwuULVtW6vaePXsKlIxIdqmqquLOnTu5rsQoDdLS0jB+/Hhs3boVmZmZkJeXR2ZmJqytrbF161aUKVNG6IhERPSTY7GaiIgKTEdHBydPnkSdOnWktoeFhaFTp0549eqVQMmI6GekpKQk6Ws/YMAA1KlTB7Nnz0ZUVBRMTU2RkpIidMRCSU5Oxo4dOxAcHIzy5cvD0tISAwcOzFXglSVycnL53sYFFokKZsSIEWjUqBHGjBkjdJRiExkZibCwMCQlJaFevXowNjYWOhIREckItgEhIqICe//+PWJjY3Ntj42NldnFxIio+BgZGeHgwYPo06cPTpw4gUmTJgEA3rx5A1VVVYHTFZ6ysjJ++eUX6OnpIS0tDQBw/PhxALI7A/nrhd+IqPCMjIzg7OyMq1ev5nnFgr29vUDJio6enh709PSEjkFERDKIM6uJiKjAbG1tceHCBXh4eKBx48YAgKCgIEyePBktW7aEt7e3wAmJ6Geyb98+WFtbIzMzE+3bt8fJkycBAAsXLsT58+clhV1Z9OTJE/Tp0wehoaEQiUQQi8VSi6ZxBjIRffH14oM5iUQiPHnypATTFC2xWIx9+/bh7NmzePPmTa4TXn5+fgIlIyIiWcFiNRERFVhKSgqcnJywefNmpKenAwDk5eUxYsQILFmyBMrKygInJKKfTUxMDKKjo2FlZSVpMXHt2jWoqqqiVq1aAqcruF9//RVlypTBxo0bYWBggKCgIMTHx8PR0RF//fUXWrZsKXTEApk3b943b3dxcSmhJEQkCyZMmIB169ahbdu2qFy5stRJOwDYsmWLQMmIiEhWsFhNRESFlpycjIiICABAzZo1WaQmov8cLS0tBAYGwtLSEmpqarh27RpMTU0RGBgIR0dH3L59W+iIBfJlscgv0tPT8fTpU8jLy6NmzZq4deuWQMmISocv/45/XdSVVZqamti+fTu6desmdBQiIpJR7FlNRESFpqysDEtLS6FjEBEJJjMzEyoqKgCyC9evXr2CqakpatSogYcPHwqcruDyKrK/f/8eQ4cORZ8+fQRIRFQ6+Pj4YMmSJXj8+DEAwMTEBJMnT8bgwYMFTlY4ampqMDQ0FDoGERHJsPyX9yYiIiIiou9ibm6O4OBgAECTJk3g7u6OS5cuYd68eaWucKOqqoq5c+fC2dlZ6ChEMmnp0qUYO3YsunXrhj179mDPnj3o0qULxowZA09PT6HjFcqcOXMwd+5cfPz4UegoREQko9gGhIiIiIiokE6cOIHk5GT07dsX4eHh6NGjBx49eoSKFSti9+7daNeundARi9TFixfx66+/IiEhQegoRDLHwMAAc+fOha2trdR2b29vzJkzB0+fPhUoWeF9/PgRffr0waVLl6Cvr4+yZctK3c7WQURE9G/YBoSIiIiIqJA6d+4s+dzIyAgPHjxAfHw8NDQ0ZLoX7YoVK6S+FovFiI6OxrZt29C1a1eBUhHJtujoaDRv3jzX9ubNmyM6OlqAREVnyJAhuHnzJgYNGpTnAotERET/hjOriYiIiIgoTwYGBlJfy8nJQVtbG+3atcP06dMlfbqJ6PuZm5vD2toaM2bMkNru6uqK3bt3IzQ0VKBkhaesrIwTJ07gl19+EToKERHJKM6sJiIiIiKiPMlyOwKin9XcuXPx22+/4fz582jRogUA4NKlSzhz5gz27NkjcLrC0dXVhaqqqtAxiIhIhnGBRSIiIiIiyiU9PR3y8vIICwsTOgpRqdKvXz8EBQVBS0sLBw8exMGDB6GlpYVr166hT58+QscrFA8PD0yZMgXPnj0TOgoREckotgEhIiIiIqI8GRoa4sCBA7CyshI6ChHJAA0NDaSkpCAjIwNKSkq5FliMj48XKBkREckKtgEhIiIiIqI8zZw5EzNmzMC2bdugqakpdBwimfX+/XtJe4z3799/c19ZbqOxbNkyoSMQEZGM48xqIiIiIiLKU7169RAeHo709HTUqFEDysrKUrffunVLoGREsqVMmTKIjo5GpUqVICcnB5FIlGsfsVgMkUiEzMxMARISERH9HDizmoiIiIiI8tSrV688i2pE9GMCAwMlVyecPXtW4DRF678ya5yIiEoGZ1YTERERERERlZDIyEjo6urmOhEkFosRFRUFPT09gZIVDGeNExFRUeLMaiIiIiIiypOhoSGuX7+OihUrSm1PTExE/fr18eTJE4GSEckuAwMDSXE3p/j4eBgYGMhcQTfnrPEtW7ZAV1cXZcqUkdonKysLkZGRQsQjIiIZw5nVRERERESUJzk5OcTExOQqqr1+/Rq6urpIS0sTKBmR7JKTk8Pr16+hra0ttf358+cwMzNDcnKyQMkKL+cs65zi4uJQqVIlmSvEExFRyePMaiIiIiIiknL48GHJ5ydOnICamprk68zMTJw5cwYGBgZCRCOSWQ4ODgAAkUgEZ2dnKCkpSW7LzMxEUFAQ6tatK1C6ovGl3cfXkpKSoKioKEAiIiKSNSxWExERERGRlN69ewPILqoNGTJE6rayZctCX18fHh4eAiQjkl23b98GkF3QDQ0NhYKCguQ2BQUFWFlZwcnJSah4hfJfKMQTEVHJYLGaiIiIiIikZGVlAcjurXv9+nVoaWkJnIhI9p09exYAMGzYMCxfvhyqqqoCJyo6pbkQT0REJYs9q4mIiIiI6LslJiZCXV1d6BhE9BMqjYV4IiIqWSxWExERERFRnhYvXgx9fX389ttvAID+/ftj//79qFq1Kvz9/WFlZSVwQiLZdOPGDezZsweRkZG5Fir18/MTKBUREZHw5IQOQEREREREPycvLy/o6uoCAE6dOoXTp08jICAAXbt2xeTJkwVORySbfH190bx5c9y/fx8HDhxAeno67t69i8DAQKnFTImIiP6L2LOaiIiIiIjyFBMTIylWHz16FAMGDECnTp2gr6+PJk2aCJyOSDa5ubnB09MT48ePh4qKCpYvXw4DAwOMHj0aVatWFToeERGRoDizmoiIiIiI8qShoYGoqCgAQEBAADp06AAgexG1zMxMIaMRyayIiAh0794dQPbig8nJyRCJRJg0aRLWr18vcDoiIiJhsVhNRERERER56tu3L6ytrdGxY0fExcWha9euAIDbt2/DyMhI4HREsklDQwMfPnwAAOjo6CAsLAxA9uKlKSkpQkYjIiISHNuAEBERERFRnjw9PaGvr4+oqCi4u7ujQoUKAIDo6GiMGzdO4HREsqlVq1Y4deoULCws0L9/f0yYMAGBgYE4deoU2rdvL3Q8IiIiQYnEYrFY6BBERERERERE/wXx8fFITU1FtWrVkJWVBXd3d1y+fBnGxsaYNWsWNDQ0hI5IREQkGBariYiIiIgoX48fP8bZs2fx5s0bZGVlSd3m4uIiUCoi2ZSRkYGdO3eic+fOqFy5stBxiIiIfjosVhMRERERUZ42bNiAsWPHQktLC1WqVIFIJJLcJhKJcOvWLQHTEckmJSUl3L9/HzVq1BA6ChER0U+HPauJiIiIiChPrq6uWLBgAaZOnSp0FKJSo3Hjxrhz5w6L1URERHlgsZqIiIiIiPKUkJCA/v37Cx2DqFQZN24cHBwcEBUVhQYNGkBZWVnqdktLS4GSERERCY9tQIiIiIiIKE8jRoxAo0aNMGbMGKGjEJUacnJyubaJRCKIxWKIRCJkZmYKkIqIiOjnwJnVRERERESUJyMjIzg7O+Pq1auwsLBA2bJlpW63t7cXKBmR7Hr69KnQEYiIiH5anFlNRERERER5MjAwyPc2kUiEJ0+elGAaIiIiIirtWKwmIiIiIiIiKiE+Pj7fvN3W1raEkhAREf18WKwmIiIiIiIJBwcHzJ8/H8rKynBwcMh3P5FIBA8PjxJMRlQ6aGhoSH2dnp6OlJQUKCgoQElJCfHx8QIlIyIiEh57VhMRERERkcTt27eRnp4u+Tw/IpGopCIRlSoJCQm5tj1+/Bhjx47F5MmTBUhERET08+DMaiIiIiIiIiKB3bhxA4MGDcKDBw+EjkJERCQYOaEDEBEREREREf3XycvL49WrV0LHICIiEhTbgBARERERERGVkMOHD0t9LRaLER0djVWrVqFFixYCpSIiIvo5sA0IERERERERUQmRk5O+wFkkEkFbWxvt2rWDh4cHqlatKlAyIiIi4bFYTURERERERERERESCY89qIiIiIiIiIiIiIhIce1YTERERERERFSMHB4fv3nfp0qXFmISIiOjnxmI1ERERERERUTG6ffu21Ne3bt1CRkYGTE1NAQCPHj1CmTJl0KBBAyHiERER/TRYrCYiIiIiIiIqRmfPnpV8vnTpUqioqMDb2xsaGhoAgISEBAwbNgwtW7YUKiIREdFPgQssEhEREREREZUQHR0dnDx5EnXq1JHaHhYWhk6dOuHVq1cCJSMiIhIeF1gkIiIiIiIiKiHv379HbGxsru2xsbH48OGDAImIiIh+HixWExEREREREZWQPn36YNiwYfDz88OLFy/w4sUL7N+/HyNGjEDfvn2FjkdERCQotgEhIiIiIiIiKiEpKSlwcnLC5s2bkZ6eDgCQl5fHiBEjsGTJEigrKwuckIiISDgsVhMRERERERGVsOTkZERERAAAatasySI1ERERWKwmIiIiIiIiIiIiop8Ae1YTERERERERERERkeBYrCYiIiIiIiIiIiIiwbFYTURERERERERERESCY7GaiIiIiIiIiIiIiATHYjURERERERERERERCY7FaiIiIiIiIiIiIiISHIvVRERERERERERERCQ4FquJiIiIiIiIiIiISHAsVhMRERERERERERGR4FisJiIiIiIiIiIiIiLBsVhNRERERERERERERIJjsZqIiIiIiIiIiIiIBMdiNREREREREREREREJjsVqIiIiIiIiIiIiIhIci9VEREREREREREREJDgWq4mIiIiIiIiIiIhIcCxWExEREREREREREZHgWKwmIiIiIiIiIiIiIsGxWE1EREREREREREREgmOxmoiIiIiIiIiIiIgEx2I1EREREREREREREQmOxWoiIiIiIiIiIiIiEhyL1UREREREREREREQkOBariYiIiIiIiIiIiEhwLFYTERERERERERERkeBYrCYiIiIiIiIiIiIiwbFYTURERERERERERESCkxfyhxuNC8xzexlRHtvkxN+/bx7b5PLYVpz75rW9sPf7Qz8rn9MQhb1fURGMN+99c2/M7/vzylAUxyGvDIUdryifO/iRY5b3eH/gfvP9PRb2d17035/ffRTN7/H78v7Qz8pn3x8Z7w89nvO44cd+1vcfsx97PuSxb76vQT/yuMlr3x/IlccdF/Zn5ffz8n08l+Qxy/Nn5fd4LuzvsXB58831Qz/r/+3deYxV5fkH8IdthnVYwp4iBbTgMiy2gUBaaSth6aSFNFGh1mJLtbWm1tRSoYkgkEaKpE3a0NoYBP9opWKwmlZwK8S0UmwRIiAaoCPGBRqhzrDJ+v7+aOb+vHIH5s52Os7nk0ziPec5577nznMfznyd3Knb8bWdo5jXpq7fx1qfq4h1FfXaFnW9BUvr/JoX8z1rjL5r6Huy4Lao+/G1KaI0IgrfuxYuLVBb8PBazlno+GcrypEAABF/SURBVHPnaikt9FyFz5vS+edI52pbQ91rC503CtSmWq+hoeuq5byF1lBorREFX99Cr20xz1VorbWdo+D3sbZ1FdELtdUW6pGC62rg8bWtq/Z+bvwebYxraIr3Q221xfVSM/ZdbXOl0GtWTG0R79Ome22KmRV1qy2qb5v9+9D419vgHv/vjjrXFreGOr7Xm6jHa//+Nl/vN8W/D7Wdt3F6oa7/RjVjf9RSW+t563xf0Qjvhwa+p6//+18L1zYiv1kNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGROWA0AAAAAQOaE1QAAAAAAZE5YDQAAAABA5oTVAAAAAABkTlgNAAAAAEDmhNUAAAAAAGSufVZPfPLkyfh63xdi/vz5UVpamtUyoGgnT56M++67T+/SouhbWiJ9S0uld2mJ9C0tkb6lpdK7tEQnT56Me++9t8n7tk1KKTXZ2S+guro6unfvHlVVVVFWVpbFEqBe9C4tkb6lJdK3tFR6l5ZI39IS6VtaKr1LS9RcfetjQAAAAAAAyJywGgAAAACAzAmrAQAAAADIXGZhdWlpaSxcuNAHydPi6F1aIn1LS6Rvaan0Li2RvqUl0re0VHqXlqi5+jazP7AIAAAAAAA1fAwIAAAAAACZE1YDAAAAAJA5YTUAAAAAAJkTVgMAAAAAkDlhNQAAAAAAmWuysPqnP/1pTJgwITp37hw9evSo0zEppViwYEEMGDAgOnXqFJMmTYo9e/bk1Rw+fDhuvPHGKCsrix49esScOXPi6NGjTXAFtFbF9tgbb7wRbdq0Kfi1du3aXF2h/WvWrGmOS6IVqM9s/PznP39eT373u9/Nq3nzzTejoqIiOnfuHH379o25c+fGmTNnmvJSaGWK7d3Dhw/H97///Rg+fHh06tQpLrnkkrjjjjuiqqoqr87MpTGtWLEiPvnJT0bHjh1j3Lhx8dJLL12wfu3atTFixIjo2LFjlJeXx1NPPZW3vy73vNAYiundBx98MD73uc9Fz549o2fPnjFp0qTz6m+++ebzZuvUqVOb+jJoZYrp29WrV5/Xkx07dsyrMXNpDsX0baGfw9q0aRMVFRW5GvOWpvbCCy/El7/85Rg4cGC0adMm/vjHP170mE2bNsXVV18dpaWlcemll8bq1avPqyn2vrmQJgurT506Fdddd13cdtttdT5m2bJl8ctf/jIeeOCB2LJlS3Tp0iWmTJkSH3zwQa7mxhtvjF27dsWzzz4bf/rTn+KFF16IW2+9tSkugVaq2B4bNGhQvPvuu3lfixYtiq5du8a0adPyaletWpVXN2PGjCa+GlqL+s7GW265Ja8nly1bltt39uzZqKioiFOnTsWLL74YDz/8cKxevToWLFjQlJdCK1Ns777zzjvxzjvvxPLly2Pnzp2xevXq2LBhQ8yZM+e8WjOXxvCHP/whfvjDH8bChQvj5ZdfjlGjRsWUKVPi3//+d8H6F198MWbNmhVz5syJbdu2xYwZM2LGjBmxc+fOXE1d7nmhoYrt3U2bNsWsWbNi48aNsXnz5hg0aFBMnjw53n777by6qVOn5s3WRx55pDkuh1ai2L6NiCgrK8vryf379+ftN3NpasX27bp16/J6dufOndGuXbu47rrr8urMW5rSsWPHYtSoUbFixYo61VdWVkZFRUV84QtfiO3bt8edd94Z3/72t+Ppp5/O1dRnhheUmtiqVatS9+7dL1p37ty51L9//3T//ffntr3//vuptLQ0PfLIIymllF599dUUEekf//hHrmb9+vWpTZs26e233270tdP6NFaPjR49On3rW9/K2xYR6fHHH2+spUJOfft24sSJ6Qc/+EGt+5966qnUtm3bdODAgdy23/zmN6msrCydPHmyUdZO69ZYM/fRRx9NJSUl6fTp07ltZi6NZezYsen222/PPT579mwaOHBguu+++wrWX3/99amioiJv27hx49J3vvOdlFLd7nmhMRTbux915syZ1K1bt/Twww/nts2ePTtNnz69sZcKOcX27cXyBjOX5tDQefuLX/widevWLR09ejS3zbylOdXlZ6cf//jH6corr8zbdsMNN6QpU6bkHjf0vVDjf+YzqysrK+PAgQMxadKk3Lbu3bvHuHHjYvPmzRERsXnz5ujRo0d85jOfydVMmjQp2rZtG1u2bGn2NfPx0xg9tnXr1ti+fXvB3/K7/fbbo3fv3jF27Nh46KGH4r8zARqmIX37u9/9Lnr37h1XXXVVzJ8/P44fP5533vLy8ujXr19u25QpU6K6ujp27drV+BdCq9NY/65XVVVFWVlZtG/fPm+7mUtDnTp1KrZu3Zp3f9q2bduYNGlS7v70ozZv3pxXH/Hf2VlTX5d7Xmio+vTuRx0/fjxOnz4dvXr1ytu+adOm6Nu3bwwfPjxuu+22OHToUKOundarvn179OjRGDx4cAwaNCimT5+ed59q5tLUGmPerly5MmbOnBldunTJ227e8r/kYve4jfFeqNH+4iXN48CBAxEReaFIzeOafQcOHIi+ffvm7W/fvn306tUrVwMN0Rg9tnLlyrj88stjwoQJedsXL14cX/ziF6Nz587xzDPPxPe+9704evRo3HHHHY22flqn+vbt1772tRg8eHAMHDgwXnnllbj77rvj9ddfj3Xr1uXOW2gm1+yDhmqMmfvee+/FkiVLzvvoEDOXxvDee+/F2bNnC87C1157reAxtc3OD9/P1myrrQYaqj69+1F33313DBw4MO+HzqlTp8ZXv/rVGDJkSOzbty9+8pOfxLRp02Lz5s3Rrl27Rr0GWp/69O3w4cPjoYceipEjR0ZVVVUsX748JkyYELt27YpPfOITZi5NrqHz9qWXXoqdO3fGypUr87abt/yvqe0et7q6Ok6cOBH/+c9/GnzvUaOosHrevHnxs5/97II1u3fvjhEjRhS1CGhqde3dhjpx4kT8/ve/j3vuuee8fR/eNmbMmDh27Fjcf//9ghNq1dR9++Fwr7y8PAYMGBDXXntt7Nu3L4YNG1bv80Jzzdzq6uqoqKiIK664Iu699968fWYuQP0tXbo01qxZE5s2bcr7Y3UzZ87M/Xd5eXmMHDkyhg0bFps2bYprr702i6XSyo0fPz7Gjx+fezxhwoS4/PLL47e//W0sWbIkw5VB3axcuTLKy8tj7NixedvNW1qzosLqu+66K26++eYL1gwdOrReC+nfv39ERBw8eDAGDBiQ237w4MEYPXp0ruajH8p95syZOHz4cO54KKSuvdvQHnvsscfi+PHj8Y1vfOOitePGjYslS5bEyZMno7S09KL1tD7N1bc1xo0bFxERe/fujWHDhkX//v3P+8u9Bw8ejIgwc7mg5ujdI0eOxNSpU6Nbt27x+OOPR4cOHS5Yb+ZSH71794527drlZl+NgwcP1tqj/fv3v2B9Xe55oaHq07s1li9fHkuXLo3nnnsuRo4cecHaoUOHRu/evWPv3r3CExqsIX1bo0OHDjFmzJjYu3dvRJi5NL2G9O2xY8dizZo1sXjx4os+j3lL1mq7xy0rK4tOnTpFu3btGjzDaxT1mdV9+vSJESNGXPCrpKSkqAXUGDJkSPTv3z+ef/753Lbq6urYsmVL7v+Ujh8/Pt5///3YunVrruYvf/lLnDt3LheyQCF17d2G9tjKlSvjK1/5SvTp0+eitdu3b4+ePXsKTahVc/Vtje3bt0dE5G7kx48fHzt27MgLE5999tkoKyuLK664onEuko+lpu7d6urqmDx5cpSUlMSTTz6Z91t/tTFzqY+SkpL49Kc/nXd/eu7cuXj++efzfpPvw8aPH59XH/Hf2VlTX5d7Xmio+vRuRMSyZctiyZIlsWHDhry/J1Cbt956Kw4dOpQXAkJ91bdvP+zs2bOxY8eOXE+auTS1hvTt2rVr4+TJk/H1r3/9os9j3pK1i93jNsYMzynqzzEWYf/+/Wnbtm1p0aJFqWvXrmnbtm1p27Zt6ciRI7ma4cOHp3Xr1uUeL126NPXo0SM98cQT6ZVXXknTp09PQ4YMSSdOnMjVTJ06NY0ZMyZt2bIl/fWvf02XXXZZmjVrVlNdBq3QxXrsrbfeSsOHD09btmzJO27Pnj2pTZs2af369eed88knn0wPPvhg2rFjR9qzZ0/69a9/nTp37pwWLFjQ5NdD61Bs3+7duzctXrw4/fOf/0yVlZXpiSeeSEOHDk3XXHNN7pgzZ86kq666Kk2ePDlt3749bdiwIfXp0yfNnz+/2a+Pj69ie7eqqiqNGzculZeXp71796Z3330393XmzJmUkplL41qzZk0qLS1Nq1evTq+++mq69dZbU48ePdKBAwdSSinddNNNad68ebn6v/3tb6l9+/Zp+fLlaffu3WnhwoWpQ4cOaceOHbmautzzQkMV27tLly5NJSUl6bHHHsubrTU/vx05ciT96Ec/Sps3b06VlZXpueeeS1dffXW67LLL0gcffJDJNfLxU2zfLlq0KD399NNp3759aevWrWnmzJmpY8eOadeuXbkaM5emVmzf1vjsZz+bbrjhhvO2m7c0hyNHjuSy2ohIP//5z9O2bdvS/v37U0opzZs3L9100025+n/961+pc+fOae7cuWn37t1pxYoVqV27dmnDhg25mou9F+qqycLq2bNnp4g472vjxo3//+QRadWqVbnH586dS/fcc0/q169fKi0tTddee216/fXX88576NChNGvWrNS1a9dUVlaWvvnNb+YF4NBQF+uxysrK83o5pZTmz5+fBg0alM6ePXveOdevX59Gjx6dunbtmrp06ZJGjRqVHnjggYK1UB/F9u2bb76ZrrnmmtSrV69UWlqaLr300jR37txUVVWVd9433ngjTZs2LXXq1Cn17t073XXXXen06dPNeWl8zBXbuxs3bix4fxERqbKyMqVk5tL4fvWrX6VLLrkklZSUpLFjx6a///3vuX0TJ05Ms2fPzqt/9NFH06c+9alUUlKSrrzyyvTnP/85b39d7nmhMRTTu4MHDy44WxcuXJhSSun48eNp8uTJqU+fPqlDhw5p8ODB6ZZbbin6B1C4mGL69s4778zV9uvXL33pS19KL7/8ct75zFyaQ7H3Cq+99lqKiPTMM8+cdy7zluZQ289VNb06e/bsNHHixPOOGT16dCopKUlDhw7Ny3RrXOi9UFdtUkqpuN/FBgAAAACAxlXUZ1YDAAAAAEBTEFYDAAAAAJA5YTUAAAAAAJkTVgMAAAAAkDlhNQAAAAAAmRNWAwAAAACQOWE1AAAAAACZE1YDAAAAAJA5YTUAAAAAAJkTVgMAAAAAkDlhNQAAAAAAmfs/Tc0hV5gMls4AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "number or outliers for column Popularity = 0 \n", + "\n", + "number or outliers for column danceability = 0 \n", + "\n", + "number or outliers for column energy = 0 \n", + "\n", + "number or outliers for column key = 0 \n", + "\n", + "number or outliers for column loudness = 499 \n", + "\n", + "number or outliers for column mode = 0 \n", + "\n", + "number or outliers for column speechiness = 1696 \n", + "\n", + "number or outliers for column acousticness = 0 \n", + "\n", + "number or outliers for column instrumentalness = 2141 \n", + "\n", + "number or outliers for column liveness = 722 \n", + "\n", + "number or outliers for column valence = 0 \n", + "\n", + "number or outliers for column tempo = 0 \n", + "\n", + "number or outliers for column duration_in min/ms = 409 \n", + "\n", + "number or outliers for column time_signature = 1545 \n", + "\n", + "number or outliers for column Class = 0 \n", + "\n", + "Number of dublicates = 0 \n", + "\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = data\n", + "numeric = []\n", + "for i in range (0, df.shape[1]):\n", + " if df.iloc[ : , i].dtype == 'int' or df.iloc[ : ,i].dtype == 'float':\n", + " numeric.append(df.columns[i])\n", + "\n", + " # создание heatplot корреляции\n", + "tr = np.triu(df[numeric].corr())\n", + "plt.rcParams[\"figure.figsize\"] = 18, 15\n", + "#pylab.subplot (1, 2, 2)\n", + "sns.heatmap(df[numeric].corr(), annot = True, cbar_kws= {'orientation': 'horizontal'}, vmin=-1, vmax=1, center= 0, square=True, cmap=\"vlag\", mask = tr)\n", + "pylab.title (\"Корреляция между переменными\")\n", + "pylab.show()\n", + "\n", + "# анализ выбросов\n", + "for name in numeric:\n", + " q1 = df[name].quantile(0.25)\n", + " q3 = df[name].quantile(0.75) \n", + " outliers = df[(df[name] < q1 - 2*(q3-q1)) | (df[name] > q3 + 2*(q3-q1))]\n", + " print(f\"number or outliers for column {name} =\", len(outliers), \"\\n\")\n", + "#display(df.head())\n", + "#display(df.describe())\n", + "df.isnull().sum()\n", + "print('Number of dublicates =', len(df) - len(df.drop_duplicates()), \"\\n\") \n", + "\n", + "\n", + "df.plot(kind = \"box\" , subplots = True , figsize = (18,15), layout = (3,5))\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 151, + "id": "ba49b348", + "metadata": {}, "outputs": [], + "source": [ + "#проверим дубликаты, вроде нет, но возможно это связано с тем, что имя и фамилия написаны по-разному\n" + ] + }, + { + "cell_type": "markdown", + "id": "d2d6c501", + "metadata": {}, "source": [] }, { @@ -63,11 +736,345 @@ { "cell_type": "code", "execution_count": null, + "id": "77a0d2b1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 152, "id": "f69d6a02-fac9-48ec-9ae8-1613f27283d5", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "число дубликатов = 45\n", + "\n", + "Index: 17951 entries, 0 to 17995\n", + "Data columns (total 15 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Popularity 17951 non-null float64\n", + " 1 danceability 17951 non-null float64\n", + " 2 energy 17951 non-null float64\n", + " 3 key 17951 non-null float64\n", + " 4 loudness 17951 non-null float64\n", + " 5 mode 17951 non-null int64 \n", + " 6 speechiness 17951 non-null float64\n", + " 7 acousticness 17951 non-null float64\n", + " 8 instrumentalness 17951 non-null float64\n", + " 9 liveness 17951 non-null float64\n", + " 10 valence 17951 non-null float64\n", + " 11 tempo 17951 non-null float64\n", + " 12 duration_in min/ms 17951 non-null float64\n", + " 13 time_signature 17951 non-null int64 \n", + " 14 Class 17951 non-null int64 \n", + "dtypes: float64(12), int64(3)\n", + "memory usage: 2.2 MB\n" + ] + }, + { + "data": { + "text/plain": [ + "None" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = data\n", + "#переведем все песни в минуты\n", + "\n", + "df['duration_in min/ms'] = df['duration_in min/ms'].apply(lambda x: x if x <= 100 else x/60000)\n", + "#заменим нулями NA в колонке с instrumentalness, это кажется логичным, так как там совсем нет нулевых значений, возможно NA это как раз отсутсвие таких звуков\n", + "df['instrumentalness'] = df['instrumentalness'].fillna(0)\n", + "\n", + "#удаляем строковые\n", + "df = df.drop(['Artist Name', 'Track Name'], axis=1)\n", + "\n", + "\n", + "# заполним NA самым частым значением в колонках key и средним в popularity\n", + "df['key'] = df['key'].fillna(df['key'].mode()[0])\n", + "df['Popularity'] = df['Popularity'].fillna(df['Popularity'].mean())\n", + "long_df =df\n", + "# теперь еще раз проверим дубликаты, так как трудно поверить, что у двух разных песен совпадут настолько числовые параметры\n", + "print(\"число дубликатов = \", len(df) - len(df.drop_duplicates()))\n", + "df = df.drop_duplicates()\n", + "\n", + "# удалим их\n", + "display(df.info())\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "4457af7c", + "metadata": {}, + "source": [ + "Перепробовав и передумав разное я выбрала метрику balanced_accuracy, как общую метрику, которая показывает долю правильно классифицированных образцов и лучше работающую на несбалансированных данных\n" + ] + }, + { + "cell_type": "code", + "execution_count": 153, + "id": "7aa9c6c1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'criterion': 'gini', 'max_depth': 10, 'min_samples_split': 20, 'splitter': 'best'}\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy: 0.4394319131161236\n", + "f1_score: 0.4127907408452206\n", + "Precision: 0.4143576695888733\n", + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " 0 0.27 0.16 0.20 125\n", + " 1 0.14 0.01 0.02 274\n", + " 2 0.36 0.21 0.27 254\n", + " 3 0.41 0.41 0.41 80\n", + " 4 0.28 0.06 0.11 77\n", + " 5 0.68 0.62 0.65 289\n", + " 6 0.31 0.28 0.29 517\n", + " 7 0.70 0.77 0.74 115\n", + " 8 0.54 0.52 0.53 370\n", + " 9 0.44 0.45 0.45 504\n", + " 10 0.42 0.64 0.50 986\n", + "\n", + " accuracy 0.44 3591\n", + " macro avg 0.41 0.38 0.38 3591\n", + "weighted avg 0.41 0.44 0.41 3591\n", + "\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data = df\n", + "X = data.drop('Class', axis=1)\n", + "y = data['Class']\n", + "\n", + "# Разделение выборки\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=111, stratify=data['Class'])\n", + "param_grid = {\n", + " 'criterion': ['gini', 'entropy'],\n", + " 'max_depth': [ 5, 10, 12, 15, 20],\n", + " 'min_samples_split': [2, 5, 10, 15, 20],\n", + " 'splitter': ['best', 'random']\n", + "}\n", + "clf = DecisionTreeClassifier()\n", + "grid_search = GridSearchCV(clf, param_grid, cv=5, scoring = 'balanced_accuracy' )\n", + "grid_search.fit(X_train, y_train)\n", + "\n", + "# Получение наилучших гиперпараметров\n", + "best_params = grid_search.best_params_\n", + "print(best_params)\n", + "# Оценка наилучшей модели на тестовом наборе данных\n", + "best_model = grid_search.best_estimator_\n", + "y_pred = best_model.predict(X_test)\n", + "accuracy = accuracy_score(y_test, y_pred)\n", + "\n", + "best_model.fit(X_train, y_train)\n", + "y_pred = best_model.predict(X_test)\n", + "# Отрисовка дерева решений\n", + "plt.figure(figsize=(22, 10))\n", + "plot_tree(best_model, filled=True, feature_names=X.columns, class_names=True, fontsize=4, rounded=True, precision=2)\n", + "plt.show()\n", + "plt.show()\n", + "print(\"Accuracy:\", accuracy_score(y_test, y_pred))\n", + "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", + "print(\"Precision:\", precision_score(y_test, y_pred, average = 'weighted'))\n", + "print(\"Classification Report:\\n\", classification_report(y_test, y_pred))\n", + "#print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred))\n", + "#визуализация\n", + "cm = confusion_matrix(y_test, y_pred)\n", + "plt.figure(figsize=(10, 7))\n", + "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", + "plt.xlabel('Predicted')\n", + "plt.ylabel('Actual')\n", + "plt.title('Confusion Matrix')\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9031cd99", + "metadata": {}, "outputs": [], "source": [] }, + { + "cell_type": "markdown", + "id": "c0106f30", + "metadata": {}, + "source": [ + "Тут я перекодирую категориальные признаки с помощью OneHotEncoder, но лучше не стало, так что можно особо не смотреть" + ] + }, + { + "cell_type": "code", + "execution_count": 154, + "id": "18218d75", + "metadata": {}, + "outputs": [], + "source": [ + "data = long_df\n", + "#print(len(data))\n", + "#Повторю, прекодировав категориальные признаки, с помощью oneHotEncoder\n", + "encoder = OneHotEncoder()\n", + "cat_data = data[['key', 'time_signature']] # предположим, data - это ваш датасет\n", + "cat_data = encoder.fit_transform(cat_data)\n", + "#print(cat_data.shape[0])\n", + "# Обновление датасета с закодированными признаками\n", + "data = data.drop(['key', 'time_signature'], axis=1) # удаление старых колонок\n", + "#print(len(data))\n", + "data_encoded = pd.concat([data, pd.DataFrame(cat_data.toarray(), columns=encoder.get_feature_names_out(['key', 'time_signature']))], axis=1)\n", + "#data_encoded.head()\n", + "data_encoded = data_encoded.dropna()\n", + "#print(len(data_encoded))\n", + "X = data_encoded.drop('Class', axis=1)\n", + "y = data_encoded['Class']\n", + "#len(y)" + ] + }, + { + "cell_type": "code", + "execution_count": 155, + "id": "e0c75145", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'criterion': 'entropy', 'max_depth': 10, 'min_samples_split': 15, 'splitter': 'best'}\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy: 0.4330555555555556\n", + "f1_score: 0.40966347812706416\n", + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " 0 0.18 0.15 0.17 125\n", + " 1 0.13 0.03 0.05 275\n", + " 2 0.38 0.22 0.28 254\n", + " 3 0.44 0.46 0.45 80\n", + " 4 0.14 0.08 0.10 77\n", + " 5 0.61 0.58 0.60 290\n", + " 6 0.32 0.24 0.27 518\n", + " 7 0.67 0.72 0.69 115\n", + " 8 0.59 0.52 0.55 371\n", + " 9 0.42 0.47 0.44 505\n", + " 10 0.43 0.64 0.51 990\n", + "\n", + " accuracy 0.43 3600\n", + " macro avg 0.39 0.37 0.37 3600\n", + "weighted avg 0.41 0.43 0.41 3600\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "\n", + "# Разделение выборки\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=111, stratify=data_encoded['Class'])\n", + "param_grid = {\n", + " 'criterion': ['gini', 'entropy'],\n", + " 'max_depth': [ 5, 10, 15, 20],\n", + " 'min_samples_split': [2, 5, 10, 15, 20],\n", + " 'splitter': ['best', 'random']\n", + "}\n", + "clf = DecisionTreeClassifier()\n", + "grid_search = GridSearchCV(clf, param_grid, cv=5, scoring = 'balanced_accuracy')\n", + "grid_search.fit(X_train, y_train)\n", + "\n", + "# Получение наилучших гиперпараметров\n", + "best_params = grid_search.best_params_\n", + "print(best_params)\n", + "# Оценка наилучшей модели на тестовом наборе данных\n", + "best_model = grid_search.best_estimator_\n", + "y_pred = best_model.predict(X_test)\n", + "accuracy = accuracy_score(y_test, y_pred)\n", + "\n", + "best_model.fit(X_train, y_train)\n", + "y_pred = best_model.predict(X_test)\n", + "# Отрисовка дерева решений\n", + "plt.figure(figsize=(22, 10))\n", + "plot_tree(best_model, filled=True, feature_names=X.columns, class_names=True, fontsize=6, rounded=True, precision=2)\n", + "plt.show()\n", + "plt.show()\n", + "print(\"Accuracy:\", accuracy_score(y_test, y_pred))\n", + "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", + "print(\"Classification Report:\\n\", classification_report(y_test, y_pred))\n", + "#print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred))\n", + "#визуализация\n", + "cm = confusion_matrix(y_test, y_pred)\n", + "plt.figure(figsize=(10, 7))\n", + "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", + "plt.xlabel('Predicted')\n", + "plt.ylabel('Actual')\n", + "plt.title('Confusion Matrix')\n", + "plt.show()" + ] + }, { "cell_type": "markdown", "id": "11c54184-da20-4f53-9d5f-575e2cad3a4d", @@ -78,13 +1085,103 @@ "Проделайте операции из **Задания 2** с другими известными вам классификаторами. Стало ли лучше?" ] }, + { + "cell_type": "markdown", + "id": "bb2b268c", + "metadata": {}, + "source": [ + "Примерно также, но потом я поняла, что надо было нормировать бы данные для лучшего результата" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 156, "id": "eb381e31-ecb5-47aa-8eb0-1fed6e248c61", "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/linear_model/_logistic.py:469: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n", + "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", + "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", + "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", + "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy: 0.29444444444444445\n", + "Accuracy: 0.29444444444444445\n", + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " 0 0.00 0.00 0.00 125\n", + " 1 0.00 0.00 0.00 275\n", + " 2 0.13 0.07 0.09 254\n", + " 3 0.30 0.09 0.14 80\n", + " 4 0.00 0.00 0.00 77\n", + " 5 0.00 0.00 0.00 290\n", + " 6 0.20 0.06 0.09 518\n", + " 7 0.40 0.68 0.50 115\n", + " 8 0.29 0.09 0.14 371\n", + " 9 0.44 0.08 0.13 505\n", + " 10 0.30 0.86 0.44 990\n", + "\n", + " accuracy 0.29 3600\n", + " macro avg 0.19 0.18 0.14 3600\n", + "weighted avg 0.23 0.29 0.19 3600\n", + "\n", + "f1_score: 0.19345427574375723\n", + "Precision: 0.23060626669491532\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model = LogisticRegression(multi_class='multinomial', solver='lbfgs', max_iter= 100 )\n", + "model.fit(X_train, y_train)\n", + "y_pred = model.predict(X_test)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred)\n", + "print(\"Accuracy:\", accuracy)\n", + "print(\"Accuracy:\", accuracy)\n", + "print(\"Classification Report:\")\n", + "print(classification_report(y_test, y_pred))\n", + "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", + "print(\"Precision:\", precision_score(y_test, y_pred, average = 'weighted'))\n", + "#визуализация\n", + "cm = confusion_matrix(y_test, y_pred)\n", + "plt.figure(figsize=(10, 7))\n", + "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", + "plt.xlabel('Predicted')\n", + "plt.ylabel('Actual')\n", + "plt.title('Confusion Matrix')\n", + "plt.show()" + ] }, { "cell_type": "markdown", @@ -95,11 +1192,11 @@ "\n", "Расскажите про свои любимые фильмы, мультики и тд.\n", "\n", - "1.\n", + "1. \"Прибытие\" Д. Вильнев\n", "\n", - "2.\n", + "2. Сказка, Сокуров\n", "\n", - "3." + "3. Вообще сейчас намного больше люблю документальные фильмы, Арт Док Фест и прочее надо смотреть" ] }, { @@ -113,9 +1210,9 @@ ], "metadata": { "kernelspec": { - "display_name": "configs_task", + "display_name": "ML", "language": "python", - "name": "configs_task" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -127,7 +1224,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.7" + "version": "3.11.7" } }, "nbformat": 4, From c742f864878a3836793cb8a7d10150b121cc0b63 Mon Sep 17 00:00:00 2001 From: MariaLukina Date: Sat, 13 Apr 2024 02:17:53 +0700 Subject: [PATCH 4/7] Add HW7 --- HW7/Code/FC_NN_practice.ipynb | 1030 +++++++++++++++++++++++++++++++++ HW7/Data/home.jpg | Bin 0 -> 115694 bytes HW7/Data/svet1.jpg | Bin 0 -> 29963 bytes HW7/Data/svet2.jpg | Bin 0 -> 54549 bytes HW7/Data/usual_day.jpg | Bin 0 -> 69725 bytes HW7/requirments.txt | 5 + 6 files changed, 1035 insertions(+) create mode 100644 HW7/Code/FC_NN_practice.ipynb create mode 100644 HW7/Data/home.jpg create mode 100644 HW7/Data/svet1.jpg create mode 100644 HW7/Data/svet2.jpg create mode 100644 HW7/Data/usual_day.jpg create mode 100644 HW7/requirments.txt diff --git a/HW7/Code/FC_NN_practice.ipynb b/HW7/Code/FC_NN_practice.ipynb new file mode 100644 index 0000000..af12633 --- /dev/null +++ b/HW7/Code/FC_NN_practice.ipynb @@ -0,0 +1,1030 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "view-in-github" + }, + "source": [ + "\"Open" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-pSGPQS8Btmc" + }, + "source": [ + "Всем привет! Сегодня вы впервые попробуете написать свою собственную нейронную сеть и попробовать ее обучить. Мы будем работать с картинками, но пока что не совсем тем способом, которым лучше всего это делать, но должно получиться неплохо.\n", + "\n", + "Будем работать с [датасетом](https://github.com/rois-codh/kmnist) `Kuzushiji-MNIST` (`KMNIST`). Это рукописные буквы, изображения имеют размер (28, 28, 1) и разделены на 10 классов, по ссылке можно прочитать подробнее." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "75HVAP_RFU7r" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import torch\n", + "import matplotlib.pyplot as plt\n", + "from IPython.display import clear_output\n", + "from IPython.display import Image, display" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "46iQ8ixtEruP" + }, + "source": [ + "## Загрузка данных" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "R6h1jVreJlV-" + }, + "source": [ + "Сейчас мы будем использовать встроенные данные, но в реальности приходится писать свой класс для датасета (Dataset), у которого реализовывать несколько обязательных методов (напр, `__getitem__`), но это обсудим уже потом." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "s9L9Z02o_1bK" + }, + "outputs": [], + "source": [ + "import torchvision\n", + "from torchvision.datasets import KMNIST\n", + "\n", + "\n", + "# Превращает картинки в тензоры\n", + "transform = torchvision.transforms.Compose(\n", + " [torchvision.transforms.ToTensor()])\n", + "\n", + "# Загрузим данные (в переменных лежат объекты типа `Dataset`)\n", + "# В аргумент `transform` мы передаем необходимые трансформации (ToTensor)\n", + "trainset = KMNIST(root=\"./KMNIST\", train=True, download=True, transform=transform)\n", + "testset = KMNIST(root=\"./KMNIST\", train=False, download=True, transform=transform)\n", + "\n", + "clear_output()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "V83E2vDrO9CC" + }, + "source": [ + "Определим даталоадеры, они нужны, чтобы реализовывать стохастический градиентный спуск (то есть мы не хотим считывать в оперативную память все картинки сразу, а делать это батчами)." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "oqC8XO8pO8Px" + }, + "outputs": [], + "source": [ + "from torch.utils.data import DataLoader\n", + "\n", + "\n", + "# Можно оставить таким\n", + "batch_size = 256\n", + "\n", + "trainloader = DataLoader(trainset, batch_size=batch_size, shuffle=True, num_workers=2)\n", + "testloader = DataLoader(testset, batch_size=batch_size, shuffle=False, num_workers=2)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-Ntp5sLoPyGx" + }, + "source": [ + "Подумайте, как может влиять на скорость обучения параметр `batch_size`, почему вы так считаете?\n", + "\n", + "**Ответ:** кажется, чем больше будет batch, тем быстрее будет обучаться модель, но оперативная память может не выдержать" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "t2vmM4KaHvrs" + }, + "source": [ + "Посмотрим на какую-нибудь картинку:" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 266 + }, + "id": "N-b-kFCYAoOP", + "outputId": "d077a35b-f874-40c2-e1da-1f461c11172f" + }, + "outputs": [ + { + "data": { + "image/png": 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hvxp5MOArr7zSsLW2Ru4UAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGA5JTUBthtt90attbatWsbss4ZZ5xReeaCCy6otdaSJUsqz1x88cW11qKeXr16NWyt3/3udw1ba2vkTgGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAMmBeA2w3377NWytZcuWVZ454IADKs9cddVVlWe6dav3Z5Bzzz238syKFStqrbUpa25urjyz++67V5754x//WHlmu+22qzxTV48eftvqSu4UAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQnCzVAPvuu2/D1jr55JMrz8yaNavyTJ8+fSrPPPDAA5VnIiLuuuuuWnNbmtWrV1ee+dvf/lZ5Zo899qg8s8MOO1Seqevdd99t2FpbI3cKACRRACCJAgBJFABIogBAEgUAkigAkEQBgCQKACRRACCJAgBJFABIDsSraPDgwZVnxowZ0/kb2YDRo0c3ZJ0XX3yx8szUqVNrrdXW1lZrjohVq1ZVnnnqqacqz8yYMaPyTF1+PXQtdwoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAEkUAEgOxKvoiCOOqDzTp0+fLthJ51m5cmXlmToHoC1fvrzyDJuHAQMGNGytvn37NmytrZE7BQCSKACQRAGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIDkltaKZM2du7C18qFJK5ZlDDz208syCBQsqz7DlGj58eMPWqvNrnI5zpwBAEgUAkigAkEQBgCQKACRRACCJAgBJFABIogBAEgUAkigAkEQBgLRVH4g3ZsyYyjPjxo3rgp10nra2tsozL7zwQhfshM1V9+7dK8/U+X+prv79+zdsra2ROwUAkigAkEQBgCQKACRRACCJAgBJFABIogBAEgUAkigAkEQBgCQKAKSt+kC88847r/JMncPCGqmUUnmmtbW1C3bC5qrOoYqrVq3qgp2s38EHH1x5Zvbs2ZVnVq9eXXlmS+BOAYAkCgAkUQAgiQIASRQASKIAQBIFAJIoAJBEAYAkCgAkUQAgiQIAqal08AS1pqamrt7LR/K5z32u8sz8+fMrz2zqB+KtWbOm8szQoUMrz6xYsaLyDFuuuXPnVp6ZPn16529kA+65557KM1OmTKk8s3LlysozjdSR3+7dKQCQRAGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIG0xB+LdddddlWe+8IUvdMFONq7W1tbKM3UOxHvttdcqz7Dl2mWXXSrP/OlPf6q1Vt++fWvNVfXLX/6y8szkyZO7YCedx4F4AFQiCgAkUQAgiQIASRQASKIAQBIFAJIoAJBEAYAkCgAkUQAgiQIASRQASJvcKamDBg2qNbd8+fLKM927d6+11qaszumldU5JrXMaK7zfjBkzas3ddNNNlWe6dav+59+XXnqp8kxLS0vlmUZySioAlYgCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAEkUAEiiAEDqsbE38EF1Dq6qO7dy5crKM3UO3hs2bFjlmbrqfB0addghvN+9995ba67O/7cDBw6sPFPncMktgTsFAJIoAJBEAYAkCgAkUQAgiQIASRQASKIAQBIFAJIoAJBEAYAkCgCkTe5AvDqHXUVE3HDDDZVn7rzzzsozI0aMqDxTZ2913XfffZVn1qxZ0wU7YWuy0047VZ554IEHaq1V53C7n//855VnZs6cWXlmS+BOAYAkCgAkUQAgiQIASRQASKIAQBIFAJIoAJBEAYAkCgAkUQAgiQIAqamUUjp0YVNTV+9ls3DIIYdUnnnooYcqz3TwP0s748ePrzzz29/+ttZabJkOPPDAyjO333575Zltttmm8kxEvYPqfvSjH1WeaWtrqzyzqevI7yvuFABIogBAEgUAkigAkEQBgCQKACRRACCJAgBJFABIogBAEgUAkigAkEQBgNRjY29gc7NkyZLKM3VOW3zwwQcrz0REzJ8/v9YcW6ahQ4dWnvnVr37VBTtp78QTT6w1d/fdd3fyTng/dwoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIIkCAEkUAEgOxKto2bJllWdmz55deeaKK66oPBNR7/A9tlwzZsyoPDNo0KDKMyeddFLlGQfbbZrcKQCQRAGAJAoAJFEAIIkCAEkUAEiiAEASBQCSKACQRAGAJAoAJFEAIDWVUsrG3gQAmwZ3CgAkUQAgiQIASRQASKIAQBIFAJIoAJBEAYAkCgCk/wd9xedioWW7YwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(trainset[0][0].view(28, 28).numpy(), cmap=\"gray\")\n", + "plt.axis(\"off\")\n", + "plt.title(f\"Class is {trainset[0][1]}\", fontsize=16);" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8_MSY231Hzz9" + }, + "source": [ + "### Задание 1. Смотрим на картинки\n", + "\n", + "**2** балла\n", + "\n", + "Нарисуйте на одном графике изображения всех 10 классов:" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j0tNdHM5JS6l" + }, + "source": [ + "⣿⣿⣿⣿⣿⣿⠿⢋⣥⣴⣶⣶⣶⣬⣙⠻⠟⣋⣭⣭⣭⣭⡙⠻⣿⣿⣿⣿⣿\n", + "⣿⣿⣿⣿⡿⢋⣴⣿⣿⠿⢟⣛⣛⣛⠿⢷⡹⣿⣿⣿⣿⣿⣿⣆⠹⣿⣿⣿⣿\n", + "⣿⣿⣿⡿⢁⣾⣿⣿⣴⣿⣿⣿⣿⠿⠿⠷⠥⠱⣶⣶⣶⣶⡶⠮⠤⣌⡙⢿⣿\n", + "⣿⡿⢛⡁⣾⣿⣿⣿⡿⢟⡫⢕⣪⡭⠥⢭⣭⣉⡂⣉⡒⣤⡭⡉⠩⣥⣰⠂⠹\n", + "⡟⢠⣿⣱⣿⣿⣿⣏⣛⢲⣾⣿⠃⠄⠐⠈⣿⣿⣿⣿⣿⣿⠄⠁⠃⢸⣿⣿⡧\n", + "⢠⣿⣿⣿⣿⣿⣿⣿⣿⣇⣊⠙⠳⠤⠤⠾⣟⠛⠍⣹⣛⣛⣢⣀⣠⣛⡯⢉⣰\n", + "⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣷⡶⠶⢒⣠⣼⣿⣿⣛⠻⠛⢛⣛⠉⣴⣿⣿\n", + "⣿⣿⣿⣿⣿⣿⣿⡿⢛⡛⢿⣿⣿⣶⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣷⡈⢿⣿\n", + "⣿⣿⣿⣿⣿⣿⣿⠸⣿⡻⢷⣍⣛⠻⠿⠿⣿⣿⣿⣿⣿⣿⣿⣿⣿⠿⢇⡘⣿\n", + "⣿⣿⣿⣿⣿⣿⣿⣷⣝⠻⠶⣬⣍⣛⣛⠓⠶⠶⠶⠤⠬⠭⠤⠶⠶⠞⠛⣡⣿\n", + "⢿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣷⣶⣬⣭⣍⣙⣛⣛⣛⠛⠛⠛⠿⠿⠿⠛⣠⣿⣿\n", + "⣦⣈⠉⢛⠻⠿⠿⢿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⡿⠿⠛⣁⣴⣾⣿⣿⣿⣿\n", + "⣿⣿⣿⣶⣮⣭⣁⣒⣒⣒⠂⠠⠬⠭⠭⠭⢀⣀⣠⣄⡘⠿⣿⣿⣿⣿⣿⣿⣿\n", + "⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣿⣦⡈⢿⣿⣿⣿⣿⣿\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "id": "x3j6Bsu9AoT6" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axs = plt.subplots(2, 5, figsize=(12, 6))\n", + "#fig.subplots_adjust(hspace = 0.5, wspace=0.1)\n", + "axs = axs.ravel()\n", + "\n", + "classes = [1, 2, 3, 4, 5, 6, 7, 8, 9, 0]\n", + "k = 0\n", + "for i in range(len(trainset)):\n", + " if classes:\n", + " if trainset[i][1] in classes:\n", + " axs[k].imshow(trainset[i][0].view(28, 28).numpy(), cmap=\"gray\")\n", + " axs[k].axis(\"off\")\n", + " axs[k].set_title(f\"Class {trainset[i][1]}\", fontsize=12);\n", + " classes.remove(trainset[i][1])\n", + " k += 1\n", + " else:\n", + " break\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dLCfnFW-JtGx" + }, + "source": [ + "### Задание 2. Строим свой первый MLP\n", + "\n", + "**4** балла\n", + "\n", + "MLP (multilayer perceptron) или нейронная сеть из полносвязных (линейных) слоев, это мы уже знаем.\n", + "\n", + "Опишите структуру сети: 3 полносвязных слоя + функции активации на ваш выбор. **Подумайте** про активацию после последнего слоя!\n", + "\n", + "Сеть на выходе 1 слоя должна иметь 256 признаков, на выходе из 2 128 признаков, на выходе из последнего столько, сколько у вас классов.\n", + "\n", + "https://pytorch.org/docs/stable/nn.html?highlight=activation#non-linear-activations-weighted-sum-nonlinearity" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "id": "dhYBvQIXJdSz" + }, + "outputs": [], + "source": [ + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "\n", + "class FCNet(nn.Module):\n", + " def __init__(self, activation = nn.ReLU(), last_activation = None):\n", + " super().__init__() # это надо помнить!\n", + " ## YOUR CODE HERE\n", + " self.fc1 = nn.Linear(28*28, 256) \n", + " self.fc2 = nn.Linear(256, 128) \n", + " self.fc3 = nn.Linear(128, 10) \n", + " \n", + " self.activation = activation # F.relu\n", + " self.last_activation = last_activation\n", + "\n", + "\n", + "\n", + " ## YOUR CODE HERE\n", + " def forward(self, x): # Forward вызывается внутри метода __call__ родительского класса\n", + " ## x -> тензор размерности (BATCH_SIZE, N_CHANNELS, WIDTH, HEIGHT)\n", + " ## надо подумать над тем, что у нас полносвязные слои принимают векторы\n", + "\n", + " ## YOUR CODE HERE\n", + " x = x.view(-1, 28*28)\n", + " x = self.fc1(x)\n", + " x = self.activation(x)\n", + " x = self.fc2(x)\n", + " x = self.activation(x)\n", + " logits = self.fc3(x)\n", + " if self.last_activation is not None:\n", + " logits = self.last_activation(logits)\n", + " \n", + " return logits\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "uI0R77EQNKef" + }, + "source": [ + "Сколько обучаемых параметров у вашей модели (весов и смещений)?\n", + "\n", + "**Ответ:**" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "MvGiuoykrzzJ" + }, + "source": [ + "n_весов = (28 * 28) * 256 + 256 * 128 + 128 * 10 = 234752\n", + "\n", + "n_смещений = 256 + 128 + 10 " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iwGllji2M4lp" + }, + "source": [ + "### Задание 3. Напишите код для обучения модели\n", + "\n", + "**5** баллов\n", + "\n", + "Можно (и нужно) подглядывать в код семинара по пайторчу. Вам нужно создать модель, определить функцию потерь и оптимизатор (начнем с `SGD`). Дальше нужно обучать модель, при помощи тренировочного `Dataloader'a` и считать лосс на тренировочном и тестовом `Dataloader'ах`." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Grv9xcybRfCX" + }, + "source": [ + "Напишем функцию для рассчета `accuracy`:" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": { + "id": "9D2QPFe5JdVc" + }, + "outputs": [], + "source": [ + "def get_accuracy(model, dataloader):\n", + " \"\"\"\n", + " model - обученная нейронная сеть\n", + " dataloader - даталоадер, на котором вы хотите посчитать accuracy\n", + " \"\"\"\n", + " correct = 0\n", + " total = 0\n", + " with torch.no_grad(): # Тензоры внутри этого блока будут иметь requires_grad=False\n", + " for images, labels in dataloader:\n", + " outputs = model(images)\n", + " _, predicted = torch.max(outputs.data, 1)\n", + " total += labels.size(0)\n", + " correct += (predicted == labels).sum().item()\n", + " accuracy = correct / total\n", + "\n", + " return accuracy" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "D3EmoWJyTBkE" + }, + "source": [ + "#### Основной цикл обучения\n", + "\n", + "Этот код можно (и зачастую нужно) выносить в отдельную функцию, но пока что можете это не делать, все по желанию)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "id": "uIZKSOdgUi3e" + }, + "outputs": [], + "source": [ + "# Создадим объект модели\n", + "fc_net = FCNet()\n", + "# Определим функцию потерь\n", + "loss_function = nn.CrossEntropyLoss()\n", + "# Создадим оптимизатор для нашей сети\n", + "lr = 0.001 # скорость обучения\n", + "optimizer = torch.optim.Adam(fc_net.parameters(), lr=3e-4)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "uKYzXFqoX_fd" + }, + "source": [ + "Напишите цикл обучения. Для начала хватит 10 эпох. Какое значение `accuracy` на тестовой выборке удалось получить?" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": { + "id": "Ma2bshC6MxI6" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch=1 loss=0.11323953348588436\n", + "Epoch=2 loss=0.10034628757771025\n", + "Epoch=3 loss=0.0896768718165286\n", + "Epoch=4 loss=0.07869692872020792\n", + "Epoch=5 loss=0.07000758812782612\n", + "Epoch=6 loss=0.06150489510532389\n", + "Epoch=7 loss=0.05436788871091731\n", + "Epoch=8 loss=0.04768298393947647\n", + "Epoch=9 loss=0.04197428418283767\n", + "Epoch=10 loss=0.03659238942918625\n" + ] + } + ], + "source": [ + "n_epochs = 10\n", + "loss_history = []\n", + "\n", + "\n", + "## YOUR CODE HERE\n", + "for epoch in range(n_epochs):\n", + " epoch_loss = 0\n", + " for images, labels in trainloader: \n", + " optimizer.zero_grad() \n", + " outputs = fc_net(images)\n", + " loss = loss_function(outputs, labels) \n", + " loss.backward() \n", + " optimizer.step() \n", + "\n", + " epoch_loss += loss.item()\n", + "\n", + " loss_history.append(epoch_loss/len(trainloader))\n", + "\n", + " print(f\"Epoch={epoch+1} loss={loss_history[epoch]}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": { + "id": "2cB5LRbrS3BN" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "0.8755" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "get_accuracy(fc_net, testloader)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4HTJzBM8Yk1R" + }, + "source": [ + "### Задание 4. Изучение влияния нормализации\n", + "\n", + "**3** балла\n", + "\n", + "Вы могли заметить, что мы забыли провести нормализацию наших данных, а для нейронных сетей это может быть очень критично.\n", + "\n", + "Нормализуйте данные.\n", + "\n", + "* Подсчитайте среднее значение и стандартное отклонение интенсивности пикселей для всех тренировочных данных\n", + "* Нормализуйте данные с использованием этих параметров (используйте трансформацию `Normalize`)\n", + "\n", + "\n", + "Оцените влияние нормировки данных." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "FHlDaYWGR6YA" + }, + "outputs": [], + "source": [ + "mean = ## calculate mean\n", + "std = ## calculate std\n", + "print(mean, std)\n", + "\n", + "transform_with_norm = torchvision.transforms.Compose([\n", + " torchvision.transforms.ToTensor(),\n", + " torchvision.transforms.Normalize(mean, std)\n", + " ])\n", + "\n", + "trainset.transform = transform_with_norm\n", + "testset.transform = transform_with_norm" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Qj93J3X_R6aa" + }, + "outputs": [], + "source": [ + "fc_net = FCNet()\n", + "loss_function = nn.CrossEntropyLoss()\n", + "lr = 0.001\n", + "optimizer = torch.optim.Adam(fc_net.parameters(), lr=3e-4)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "VWZtYBCvAoWQ" + }, + "outputs": [], + "source": [ + "n_epochs = 10\n", + "loss_history = []\n", + "\n", + "## YOUR CODE HERE\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Gfbv9OIAAoYT" + }, + "outputs": [], + "source": [ + "get_accuracy(fc_net, testloader)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "RcIJvhWkcjlh" + }, + "source": [ + "Как изменилась `accuracy` после нормализации?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "G1LHKF2PsZ4U" + }, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "atcfzu4acxP2" + }, + "source": [ + "### Задание 5. Изучение влияния функции активации\n", + "\n", + "**3** балла\n", + "\n", + "Исследуйте влияние функций активации на скорость обучения и точность предсказаний модели.\n", + "\n", + "Используйте три функции:\n", + "\n", + "* [Sigmoid](https://pytorch.org/docs/stable/nn.functional.html#sigmoid)\n", + "* [GELU](https://pytorch.org/docs/stable/nn.functional.html#gelu)\n", + "* [Tanh](https://pytorch.org/docs/stable/generated/torch.nn.Tanh.html#torch.nn.Tanh)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "id": "bAESPpjGa3M1" + }, + "outputs": [], + "source": [ + "## YOUR CODE HERE\n", + "activations = [nn.ReLU(), nn.Sigmoid(), nn.GELU(), nn.Tanh()]" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": { + "id": "GdvHSFeKa2sW" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "activation = ReLU()\n", + "Epoch=0 loss=0.9192146003246308\n", + "Epoch=1 loss=0.4474815425720621\n", + "Epoch=2 loss=0.34729460312965066\n", + "Epoch=3 loss=0.2878915455113066\n", + "Epoch=4 loss=0.2458127809965864\n", + "Epoch=5 loss=0.21375297352354578\n", + "Epoch=6 loss=0.18852747647052115\n", + "Epoch=7 loss=0.16579249523421552\n", + "Epoch=8 loss=0.14621336425238468\n", + "Epoch=9 loss=0.13040326424735657\n", + "accucary = 0.8707 \n", + "\n", + "activation = Sigmoid()\n", + "Epoch=0 loss=1.8139236059594661\n", + "Epoch=1 loss=0.9564267691145552\n", + "Epoch=2 loss=0.6804581856473964\n", + "Epoch=3 loss=0.5534720302896297\n", + "Epoch=4 loss=0.4742619335651398\n", + "Epoch=5 loss=0.41829375852929784\n", + "Epoch=6 loss=0.3749825459845523\n", + "Epoch=7 loss=0.3399045597365562\n", + "Epoch=8 loss=0.31024220642891337\n", + "Epoch=9 loss=0.28519569210549617\n", + "accucary = 0.8153 \n", + "\n", + "activation = GELU(approximate='none')\n", + "Epoch=0 loss=0.8939284036768244\n", + "Epoch=1 loss=0.4464222025364003\n", + "Epoch=2 loss=0.35923741288641664\n", + "Epoch=3 loss=0.3044478992832468\n", + "Epoch=4 loss=0.2635312492543079\n", + "Epoch=5 loss=0.23111335140593509\n", + "Epoch=6 loss=0.20520641772036857\n", + "Epoch=7 loss=0.18037706325028804\n", + "Epoch=8 loss=0.16092058239465065\n", + "Epoch=9 loss=0.14276813119649887\n", + "accucary = 0.8691 \n", + "\n", + "activation = Tanh()\n", + "Epoch=0 loss=0.9240443592375898\n", + "Epoch=1 loss=0.5081065513986223\n", + "Epoch=2 loss=0.3910339671880641\n", + "Epoch=3 loss=0.31550932596338555\n", + "Epoch=4 loss=0.26166353492026634\n", + "Epoch=5 loss=0.22156455580224382\n", + "Epoch=6 loss=0.1884020355153591\n", + "Epoch=7 loss=0.16082294881343842\n", + "Epoch=8 loss=0.13883582420171575\n", + "Epoch=9 loss=0.11961448963018174\n", + "accucary = 0.8822 \n", + "\n" + ] + } + ], + "source": [ + "n_epochs = 10\n", + "#loss_history = []\n", + "lr = 0.001\n", + "for activation in activations: #обЪединяю код из прошлых ячеек\n", + " print('======')\n", + " print(f'{activation = }')\n", + " fc_net = FCNet(activation = activation)\n", + " loss_function = nn.CrossEntropyLoss()\n", + " optimizer = torch.optim.Adam(fc_net.parameters(), lr=3e-4) \n", + " loss_history = []\n", + " for epoch in range(n_epochs):\n", + " epoch_loss = 0\n", + " for images, labels in trainloader: # Получаем батч тренировочных картинок\n", + " optimizer.zero_grad() # чтобы не было как в лог регрессии, когда мы не обнуляли градиенты\n", + " outputs = fc_net(images) # делаем предсказания\n", + " loss = loss_function(outputs, labels) # считаем лосс\n", + " loss.backward() # считаем градиенты\n", + " optimizer.step() # делаем шаг градиентного спуска\n", + "\n", + " epoch_loss += loss.item()\n", + "\n", + " loss_history.append(epoch_loss/len(trainloader))\n", + " print(f\"Epoch={epoch+1} loss={loss_history[epoch]}\")\n", + " accucary = get_accuracy(fc_net, testloader)\n", + " print(f'{accucary = } \\n')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aG2Oyxy2egVV" + }, + "source": [ + "С использованием какой функции активации удалось досчить наибольшей `accuracy`?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5SaqWhlkjuO3" + }, + "source": [ + "Наилучший результат получился при использовании функции **Tanh**" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "20Ls3Bfsifqd" + }, + "source": [ + "### Задание 6. Другие оптимизаторы\n", + "\n", + "**4** балла\n", + "\n", + "Исследуйте влияние оптимизаторов на скорость обучения и точность предсказаний модели.\n", + "\n", + "Попробуйте следующие:\n", + "\n", + "* [Adam](https://pytorch.org/docs/stable/generated/torch.optim.Adam.html#torch.optim.Adam)\n", + "* [RMSprop](https://pytorch.org/docs/stable/generated/torch.optim.RMSprop.html#torch.optim.RMSprop)\n", + "* [Adagrad](https://pytorch.org/docs/stable/generated/torch.optim.Adagrad.html#torch.optim.Adagrad)\n", + "\n", + "Вам нужно снова обучить 3 модели и сравнить их перформанс (функцию активации используйте ту, которая показала себя лучше всего)." + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": { + "id": "rzL2LdA-ifJh" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======\n", + "opt = \n", + "======\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch=1 loss=0.9330964610931721\n", + "Epoch=2 loss=0.5137344980493505\n", + "Epoch=3 loss=0.39694148149896175\n", + "Epoch=4 loss=0.3189203372027012\n", + "Epoch=5 loss=0.2630486677935783\n", + "Epoch=6 loss=0.22114078377155547\n", + "Epoch=7 loss=0.1871007242101304\n", + "Epoch=8 loss=0.16149799852295124\n", + "Epoch=9 loss=0.13879060428193274\n", + "Epoch=10 loss=0.12014743933018218\n", + "accucary = 0.8874 \n", + "\n", + "======\n", + "opt = \n", + "======\n", + "Epoch=1 loss=1.7034419582245197\n", + "Epoch=2 loss=1.3019367456436157\n", + "Epoch=3 loss=1.1324252450719792\n", + "Epoch=4 loss=1.0320313763111195\n", + "Epoch=5 loss=0.964445383751646\n", + "Epoch=6 loss=0.9149815716642015\n", + "Epoch=7 loss=0.8765535098441104\n", + "Epoch=8 loss=0.8460747668083678\n", + "Epoch=9 loss=0.8214875107115888\n", + "Epoch=10 loss=0.7998298847928961\n", + "accucary = 0.6395 \n", + "\n", + "======\n", + "opt = \n", + "======\n", + "Epoch=1 loss=0.6943452821132985\n", + "Epoch=2 loss=0.4487037905987273\n", + "Epoch=3 loss=0.3532267025810607\n", + "Epoch=4 loss=0.28840004459340524\n", + "Epoch=5 loss=0.24176935331618532\n", + "Epoch=6 loss=0.20542192988573238\n", + "Epoch=7 loss=0.17661531602448605\n", + "Epoch=8 loss=0.1514059062967909\n", + "Epoch=9 loss=0.1314184825154061\n", + "Epoch=10 loss=0.11372296336166401\n", + "accucary = 0.8845 \n", + "\n" + ] + } + ], + "source": [ + "activation = nn.Tanh()\n", + "optimisators = [torch.optim.Adam, torch.optim.Adagrad, torch.optim.RMSprop]\n", + "\n", + "n_epochs = 10\n", + "#loss_history = []\n", + "lr = 0.001\n", + "for opt in optimisators: #обЪединяю код из прошлых ячеек\n", + " print('======')\n", + " print(f'{opt = }')\n", + " print('======')\n", + " fc_net = FCNet(activation = activation)\n", + " loss_function = nn.CrossEntropyLoss()\n", + " optimizer = opt(fc_net.parameters(), lr=3e-4) \n", + " loss_history = []\n", + " for epoch in range(n_epochs):\n", + " epoch_loss = 0\n", + " for images, labels in trainloader: \n", + " optimizer.zero_grad() \n", + " outputs = fc_net(images) \n", + " loss = loss_function(outputs, labels) \n", + " loss.backward() \n", + " optimizer.step() \n", + "\n", + " epoch_loss += loss.item()\n", + "\n", + " loss_history.append(epoch_loss/len(trainloader))\n", + " print(f\"Epoch={epoch+1} loss={loss_history[epoch]}\")\n", + " accucary = get_accuracy(fc_net, testloader)\n", + " print(f'{accucary = } \\n')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Лучше всех показала себя Adam, чуть лучше,чем RMSProp" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eHA48PsperxS" + }, + "source": [ + "### Задание 7. Реализация ReLU\n", + "\n", + "**4** балла\n", + "\n", + "Самостоятельно реализуйте функцию активации ReLU.\n", + "Замените в уже обученной модели функцию активации на вашу. Убедитесь что ничего не изменилась." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "63uTkUp-a2xr" + }, + "outputs": [], + "source": [ + "class CustomReLU(nn.Module):\n", + " def __init__(self):\n", + " super().__init__()\n", + "\n", + " def forward(self, x):\n", + " # YOUR CODE HERE\n", + " # если элемент x < 0, то 0, если >= 0, то x\n", + "\n", + " return x" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xsKzxa33fhbN" + }, + "source": [ + "Заново обучите модель и проверьте правильность реализации `CustomReLU`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ePP55RBeecYh" + }, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vWBG1mMwgN17" + }, + "source": [ + "### Задание 8. Генерация картинок\n", + "\n", + "**3** балла\n", + "\n", + "Придумайте 3 предложения и сгенерируйте при помощи них 3 картинки, используя телеграм бота [ruDALLE](https://t.me/sber_rudalle_xl_bot). Прикрепите сюда ваши картины. (я пользовалась ботом @gigabot)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Итак. \"Ученье - свет, а неученье - тьма\". Оставляю две картины, обе шедевры" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": { + "id": "hlqgll9qecdZ" + }, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "img_path1 = '../Data/svet1.jpg'\n", + "img_path2 = '../Data/svet2.jpg'\n", + "\n", + "\n", + "# Отображение изображений\n", + "display(Image(filename=img_path1))\n", + "display(Image(filename=img_path2))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Это был самый обычный день\n", + "(просто типичный мой день)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "img_path1 = '../Data/usual_day.jpg'\n", + "display(Image(filename=img_path1))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Все смешалось в доме Облонских\n", + "(спасибо, что без поезда)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "visualize_clusters(X, true_labels)" - ] - }, - { - "cell_type": "markdown", - "id": "b1d79024-9510-4e1d-9cf8-9c8f99317cd7", - "metadata": {}, - "source": [ - "Напишем свой класс `MyKMeans`, который будет реализовывать алгоритм кластеризации K-средних. Напомним сам алгоритм:\n", - "\n", - "1. Выбераем число кластеров (K)\n", - "2. Случайно инициализируем K точек (или выбираем из данных), это будут начальные центры наших кластеров\n", - "3. Далее для каждого объекта считаем расстояние до всех кластеров и присваиваем ему метку ближайщего\n", - "4. Далее для каждого кластера считаем \"центр масс\" (среднее значение для каждого признака по всем объектам кластера)\n", - "5. Этот \"центр масс\" становится новым центром кластера\n", - "6. Повторяем п.3, 4, 5 заданное число итераций или до сходимости\n", - "\n", - "Во время предсказания алгоритм просто находит ближайщий центроид (центр кластера) для тестового объекта и возвращает его номер." - ] - }, - { - "cell_type": "markdown", - "id": "8bea2fc4-ba1f-41f0-9969-f9e6d7d7d796", - "metadata": {}, - "source": [ - "Реализуйте методы:\n", - "* `_calculate_distance(X, centroid)` - вычисляет Евклидово расстояние от всех объектов в `Х` до заданного центра кластера (`centroid`)\n", - "* `predict(X)` - для каждого элемента из `X` возвращает номер кластера, к которому относится данный элемент" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "1037858c-086a-47b7-8786-f5750569edd1", - "metadata": {}, - "outputs": [], - "source": [ - "class MyKMeans:\n", - " def __init__(self, n_clusters, init=\"random\", max_iter=300, visualize=False):\n", - " \"\"\"\n", - " Конструктор класса MyKMeans\n", - " :param n_clusters: число кластеров\n", - " :param init: способ инициализации центров кластеров\n", - " 'random' - генерирует координаты случайно из нормального распределения\n", - " 'sample' - выбирает центроиды случайно из объектов выборки\n", - " :param max_iter: заданное число итераций \n", - " (мы не будем реализовывать другой критерий остановки)\n", - " :param visualize: рисовать ли кластеры и их центроиды в процессе работы\n", - " код будет работать сильно дольше, но красиво...\n", - " \"\"\"\n", - " \n", - " assert init in [\"random\", \"sample\"], f\"Неизвестный метод инициализации {init}\"\n", - " self.n_clusters = n_clusters\n", - " self.init = init\n", - " self.max_iter = max_iter\n", - " self.centroids = None\n", - " self.visualize = visualize\n", - " \n", - " \n", - " def fit(self, X):\n", - " \"\"\"\n", - " Подбирает оптимальные центры кластеров\n", - " :param X: наши данные (n_samples, n_features)\n", - " :return self: все как в sklearn\n", - " \"\"\"\n", - " \n", - " n_samples, n_features = X.shape\n", - " \n", - " # Инициализация центров кластеров\n", - " if self.init == \"random\":\n", - " centroids = np.random.randn(self.n_clusters, n_features)\n", - " elif self.init == \"sample\":\n", - " centroids_idx = np.random.choice(np.arange(n_samples), \n", - " size=self.n_clusters, \n", - " replace=False)\n", - " centroids = X[centroids_idx]\n", - " \n", - " # Итеративно двигаем центры\n", - " for _ in range(self.max_iter):\n", - " # Посчитаем расстояния для всех объектов до каждого центроида\n", - " dists = []\n", - " for centroid in centroids:\n", - " dists.append(self._calculate_distance(X, centroid))\n", - " dists = np.concatenate(dists, axis=1)\n", - " # Для каждого объекта найдем, к какому центроиду он ближе\n", - " cluster_labels = np.argmin(dists, axis=1)\n", - " \n", - " # Пересчитаем центр масс для каждого кластера\n", - " centroids = []\n", - " for label in np.sort(np.unique(cluster_labels)):\n", - " center = X[(cluster_labels == label)].mean(axis=0)\n", - " centroids.append(center)\n", - " \n", - " # Отрисуем точки, покрасим по меткам кластера, а также изобразим центроиды\n", - " if self.visualize:\n", - " visualize_clusters(X, cluster_labels)\n", - " display.clear_output(wait=True)\n", - " display.display(plt.gcf())\n", - " plt.close()\n", - " \n", - " self.centroids = np.array(centroids)\n", - " \n", - " return self\n", - " \n", - " \n", - " def predict(self, X):\n", - " \"\"\"\n", - " Для каждого X возвращает номер кластера, к которому он относится\n", - " :param X: наши данные (n_samples, n_features)\n", - " :return cluster_labels: метки кластеров\n", - " \"\"\"\n", - " \n", - " \"\"\"\n", - " YOUR CODE IS HERE\n", - " \"\"\"\n", - " distances = []\n", - " label_matrix = []\n", - " for centroid in self.centroids:\n", - " distances.append(self._calculate_distance(X, centroid))\n", - " for distance in distances:\n", - " np.append(label_matrix, distance) \n", - "\n", - " cluster_labels = np.argmin(label_matrix, axis = 1)\n", - " \n", - " return cluster_labels\n", - " \n", - " \n", - " def _calculate_distance(self, X, centroid):\n", - " \"\"\"\n", - " Вычисляет Евклидово расстояние от всех объектов в Х до заданного центра кластера (centroid)\n", - " :param X: наши данные (n_samples, n_features)\n", - " :param centroid: координаты центра кластера\n", - " :return dist: расстояния от всех X до центра кластера\n", - " \"\"\"\n", - " dist= np.linalg.norm(X - centroid, axis = 1)\n", - " \n", - " \n", - " return dist.reshape(X.shape[0], 1)\n", - " \n", - " \n", - " def __repr__(self):\n", - " return f\"Привет, я твой KMeans (/¯◡ ‿ ◡)/¯☆*\"" - ] - }, - { - "cell_type": "markdown", - "id": "29842c6f-0db4-4fa9-b7e1-5ccb944b9864", - "metadata": {}, - "source": [ - "Обучите `MyKMeans` на наших игручешных данных, добейтесь сходимости. Не забудьте поставить `visualize=True`, чтобы посмотреть на красивые картинки. Также попробуйте различные способы инициализации центроидов и скажите, какой лучше подошел в этой ситуации." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "81c005e8-2372-45ad-aefa-e7fa41b32b30", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "Привет, я твой KMeans (/¯◡ ‿ ◡)/¯☆*" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "\n", - "my_kmean_random = MyKMeans(4, \"random\", 7, True)\n", - "my_kmean_sample = MyKMeans(4, \"sample\", 7, True)\n", - "my_kmean_random.fit(X)\n", - "my_kmean_sample.fit(X)" - ] - }, - { - "cell_type": "markdown", - "id": "1c6abb8e", - "metadata": {}, - "source": [ - "При обоих способах инициализации на 5-6, (до 10 точно) итерации все сводится к стабильной картинке, и координаты центроидов не меняются, я бы сказала что для таких данных эти способы одинаковы" - ] - }, - { - "cell_type": "markdown", - "id": "788a9e3e-461a-413b-84a5-4740387ff1f0", - "metadata": {}, - "source": [ - "### Задание 2. Подбираем лучшую иерархическую кластеризацию\n", - "\n", - "5 баллов" - ] - }, - { - "cell_type": "markdown", - "id": "89fc5e02-7d4c-4df0-83c6-2d7f148b461d", - "metadata": {}, - "source": [ - "На лекции были рассмотрены различные расстояния, которые могут служить метриками различия между объектами. Также мы разобрали несколько алгоритмов кластеризации, в том числе и иерархическую. Часто может быть непонятно, какой алгоритм и какую метрику расстояния нужно взять. Давайте упростим себе жизнь и напишем функцию `algorithm_selection`, которая будет на основании переданных ей:\n", - "\n", - "* метрик расстояния (можно брать все, что было на лекциях, минимум 4)\n", - "* параметра `linkage` ('average', 'single', 'complete')\n", - "* и метрик качества кластеризации ('Homogeneity', 'Completeness', 'V-measure', 'Silhouette')\n", - "\n", - "будет выводить итоговую таблицу, в которую войдут столбцы:\n", - "* distance (метрика расстояния)\n", - "* linkage (алгоритм иерархической кластеризации)\n", - "* homogenity\n", - "* completeness\n", - "* v_measure\n", - "* silhouette\n", - "\n", - "В результате по этой таблице, нужно сделать вывод о том, какой алгоритм кластеризации и с какими гиперпараметрами лучше всего сработал." - ] - }, - { - "cell_type": "markdown", - "id": "dcf06c6c-61e0-457e-9964-e7c97a36f1c6", - "metadata": {}, - "source": [ - "Загрузим наши данные:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "15a8d955-21ea-4a2f-af54-6cf06e0e2cb5", - "metadata": {}, - "outputs": [], - "source": [ - "data = load_digits()\n", - "X, y = data.data, data.target\n", - "#print(y) есть все цифры от 0 до 9, 10 кластеров" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "59d0b973-87a6-469f-af73-81b83fb7e129", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.imshow(X[0].reshape(8, 8).astype(int), cmap=\"gray\")\n", - "plt.axis(\"off\");" - ] - }, - { - "cell_type": "markdown", - "id": "a9d4cb2c-c3b1-4d08-a803-7a9699445b4b", - "metadata": {}, - "source": [ - "Работать будем с изображениями рукописных цифр. Тут все похоже на данные для 1 домашнего задания, каждая картинка представлена вектором из 64 элементов (числа от 0 до 255). Чтобы ее нарисовать мы должны сделать `reshape` в картинку 8 на 8 пикселей. Вам нужно будет выбрать наилучший способ кластеризации при помощи функции `algorithm_selection`, которую вы реализуете. Для некоторых метрик кластеризации требуются метки **классов** объектов (они хранятся в переменной `y`)." - ] - }, - { - "cell_type": "markdown", - "id": "16323581-d0cf-4e6a-9319-78a02aaad4d3", - "metadata": {}, - "source": [ - "##### YOUR TURN TO CODE" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "a52f8aa3-a13e-43bd-9851-d213213c9c05", - "metadata": {}, - "outputs": [], - "source": [ - "def algorithm_selection(X, n_clusters=10, distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'chebyshev'], algorithms = ['average', 'single', 'complete'], metrics = ['Homogeneity', 'Completeness', 'V-measure', 'Silhouette'] ):\n", - " \"\"\"\n", - " Для заданных алгоримов кластеризации и гиперпараметров \n", - " считает различные метрики кластеризации\n", - " :param X: наши данные (n_samples, n_features)\n", - " : n - число кластеров\n", - " :param distances: список возможных метрик расстояния\n", - " :param algorithm: параметр linkage ('average', 'single', 'complete')\n", - " :param metrics: список возможных метрик качества кластеризации\n", - " :return compare_dataframe: таблица с метриками кластеризации\n", - " \"\"\"\n", - "\n", - " \"\"\"\n", - " YOUR CODE IS HERE\n", - " \"\"\"\n", - " results = []\n", - " \n", - " for distance in distances:\n", - " for algorithm in algorithms:\n", - " clustering = AgglomerativeClustering(n_clusters, metric = distance, linkage = algorithm)\n", - " labels = clustering.fit_predict(X)\n", - " row = [distance, algorithm]\n", - " for metric in metrics:\n", - " if metric == 'Homogeneity':\n", - " homogeneity = homogeneity_score(y, labels)\n", - " row.append(homogeneity)\n", - " elif metric == 'Completeness':\n", - " completeness = completeness_score(y, labels)\n", - " row.append(completeness)\n", - " elif metric == 'V-measure':\n", - " v_measure = v_measure_score(y, labels)\n", - " row.append(v_measure)\n", - " elif metric == 'Silhouette':\n", - " silhouette = silhouette_score(X, labels)\n", - " row.append(silhouette)\n", - " results.append(row) \n", - "\n", - " compare_dataframe = pd.DataFrame(results, columns=['distance', 'algorithm'] + metrics)\n", - "\n", - " #best_result = results_df.loc[results_df['v_measure'].idxmax()]\n", - " \n", - " return compare_dataframe" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "1010717d-e93c-4f2a-a371-ee60d1f295cd", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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distancealgorithmHomogeneityCompletenessV-measureSilhouette
0euclideanaverage0.6553930.7823420.7132630.146625
1euclideansingle0.0050560.2737550.009929-0.133621
2euclideancomplete0.5905490.6377720.6132530.119271
3manhattanaverage0.5667510.7789420.6561170.089217
4manhattansingle0.0051020.2762370.010019-0.166627
5manhattancomplete0.6463720.6861090.6656480.140183
6cosineaverage0.6482680.8087620.7196760.129526
7cosinesingle0.0050500.2733890.009916-0.158250
8cosinecomplete0.5287270.5774150.5519990.088021
9correlationaverage0.6690220.8305250.7410760.130163
10correlationsingle0.0050610.2739920.009938-0.174934
11correlationcomplete0.5547190.5808960.5675060.088853
12canberraaverage0.5738600.7797890.6611610.094335
13canberrasingle0.0061440.2805060.012025-0.181136
14canberracomplete0.5287020.5615880.5446490.099416
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" - ], - "text/plain": [ - " distance algorithm Homogeneity Completeness V-measure Silhouette\n", - "0 euclidean average 0.655393 0.782342 0.713263 0.146625\n", - "1 euclidean single 0.005056 0.273755 0.009929 -0.133621\n", - "2 euclidean complete 0.590549 0.637772 0.613253 0.119271\n", - "3 manhattan average 0.566751 0.778942 0.656117 0.089217\n", - "4 manhattan single 0.005102 0.276237 0.010019 -0.166627\n", - "5 manhattan complete 0.646372 0.686109 0.665648 0.140183\n", - "6 cosine average 0.648268 0.808762 0.719676 0.129526\n", - "7 cosine single 0.005050 0.273389 0.009916 -0.158250\n", - "8 cosine complete 0.528727 0.577415 0.551999 0.088021\n", - "9 correlation average 0.669022 0.830525 0.741076 0.130163\n", - "10 correlation single 0.005061 0.273992 0.009938 -0.174934\n", - "11 correlation complete 0.554719 0.580896 0.567506 0.088853\n", - "12 canberra average 0.573860 0.779789 0.661161 0.094335\n", - "13 canberra single 0.006144 0.280506 0.012025 -0.181136\n", - "14 canberra complete 0.528702 0.561588 0.544649 0.099416" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "algorithms = ['average', 'single', 'complete']\n", - "distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'canberra']\n", - "metrics = ['Homogeneity', 'Completeness', 'V-measure', 'Silhouette'] \n", - "algorithm_selection(X, 10, distances, algorithms, metrics)\n", - " " - ] - }, - { - "cell_type": "markdown", - "id": "9b68dc3e", - "metadata": {}, - "source": [ - "Выведем лучший результат по каждой из четырех метрик" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "74551a25", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "best_result by Homogeneity\n", - "distance correlation\n", - "algorithm average\n", - "Homogeneity 0.669022\n", - "Completeness 0.830525\n", - "V-measure 0.741076\n", - "Silhouette 0.130163\n", - "Name: 9, dtype: object\n", - "best_result by Completeness\n", - "distance correlation\n", - "algorithm average\n", - "Homogeneity 0.669022\n", - "Completeness 0.830525\n", - "V-measure 0.741076\n", - "Silhouette 0.130163\n", - "Name: 9, dtype: object\n", - "best_result by V-measure\n", - "distance correlation\n", - "algorithm average\n", - "Homogeneity 0.669022\n", - "Completeness 0.830525\n", - "V-measure 0.741076\n", - "Silhouette 0.130163\n", - "Name: 9, dtype: object\n", - "best_result by Silhouette\n", - "distance euclidean\n", - "algorithm average\n", - "Homogeneity 0.655393\n", - "Completeness 0.782342\n", - "V-measure 0.713263\n", - "Silhouette 0.146625\n", - "Name: 0, dtype: object\n" - ] - } - ], - "source": [ - "results = algorithm_selection(X, 10, distances, algorithms, metrics)\n", - "for i in metrics:\n", - " print(f\"best_result by {i}\" )\n", - " print(results.loc[results[i].idxmax()])\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "4bb9c746", - "metadata": {}, - "source": [ - "Видим, что по трем из четырех критериев лучшие показатели у алгоритма кластеризации, с праметром average и подчетом расстояния (максимального абсолютного расстояния)" - ] - }, - { - "cell_type": "markdown", - "id": "6e7af28c-0397-4cb8-9846-385b661a0529", - "metadata": {}, - "source": [ - "### Задание 3. Аннотация клеточных типов\n", - "\n", - "суммарно 10 баллов" - ] - }, - { - "cell_type": "markdown", - "id": "28c49ff3-a95a-4938-9b59-60565bc0d6ec", - "metadata": {}, - "source": [ - "В этом задании вам предстоит применять полученные знания о кластеризации для аннотации данных, полученных при помощи проточной цитометрии. Каждая строка в данных это одна клетка, столбцы **FSC-A**, **SSC-A** косвенным образом свидетельствуют о размере клеток, остальные показывают интенсивность флуоресценции различных поверхностных маркеров. Ваша задача определить для каждой клетки, к какому типу она относится." - ] - }, - { - "cell_type": "markdown", - "id": "a42d4b51-b073-4e99-a957-272f385e4425", - "metadata": {}, - "source": [ - "#### 3.1. EDA\n", - "\n", - "1.5 балла\n", - "\n", - "Проведите EDA:\n", - "\n", - "1. Посмотрите на данные (можно попробовать метод `describe`)\n", - "2. Сколько у нас клеток / признаков\n", - "3. Постройте распределения каждого признака (есть ли очевинные выбросы?)" - ] - }, - { - "cell_type": "markdown", - "id": "a1bb5cda", - "metadata": {}, - "source": [ - "##### YOUR TURN TO CODE:" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "453f60e1-85c6-4145-aaa0-2f957407e77d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - " In this dataframe (Number or rows(cells), number of columns(features)) = (10000, 9) \n", - "\n", - "Overall number of missing values: 0\n", - "Overall number of rows with missing values: 0\n", - "Data types:\n" - ] - }, - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " 0\n", - "FSC-A float64\n", - "SSC-A float64\n", - "HLA-DR float64\n", - "CD3 float64\n", - "CD45 float64\n", - "CD14 float64\n", - "CD56 float64\n", - "CD19 float64\n", - "CD11c float64" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#fc_data = pd.read_csv(\"../Data/flow_c_data.csv\")\n", - "df = pd.read_csv(\"../data/flow_c_data.csv\", index_col=0)\n", - "print(\"\\n In this dataframe (Number or rows(cells), number of columns(features)) = \", df.shape, \"\\n\")\n", - "print('Overall number of missing values:', df.isna().sum().sum())\n", - "rows_with_na = df[df.isna().any(axis =1)]\n", - "print('Overall number of rows with missing values:', len(rows_with_na))\n", - "print('Data types:')\n", - "df.dtypes.to_frame()\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "14973060", - "metadata": {}, - "source": [ - "Пропущенных значений нет, приведены данные для 10000 клеток, и 9 признаков" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "f712e969", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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FSC-ASSC-AHLA-DRCD3CD45CD14CD56CD19CD11c
count10000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.00000010000.000000
mean0.9624580.1654151.7915793.2803915.1698451.0971820.4122231.2196830.569898
std0.5000120.1907732.0272812.1120790.5182471.3758761.1769672.2853051.502445
min0.1447860.021657-7.634172-2.517639-8.329666-8.833883-12.358701-9.640775-11.085437
25%0.7988040.1055500.2750561.4019434.9222270.389746-0.195978-0.146948-0.498781
50%0.9085740.1305431.1943134.3736605.2341190.6728530.0532670.2441210.272297
75%1.0520340.1625363.6969764.8422125.4812181.0650760.3785760.9083741.220576
max42.95448515.46099712.94666813.84439113.7109226.2942366.4618997.2087216.840864
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" - ], - "text/plain": [ - " FSC-A SSC-A HLA-DR CD3 CD45 \\\n", - "count 10000.000000 10000.000000 10000.000000 10000.000000 10000.000000 \n", - "mean 0.962458 0.165415 1.791579 3.280391 5.169845 \n", - "std 0.500012 0.190773 2.027281 2.112079 0.518247 \n", - "min 0.144786 0.021657 -7.634172 -2.517639 -8.329666 \n", - "25% 0.798804 0.105550 0.275056 1.401943 4.922227 \n", - "50% 0.908574 0.130543 1.194313 4.373660 5.234119 \n", - "75% 1.052034 0.162536 3.696976 4.842212 5.481218 \n", - "max 42.954485 15.460997 12.946668 13.844391 13.710922 \n", - "\n", - " CD14 CD56 CD19 CD11c \n", - "count 10000.000000 10000.000000 10000.000000 10000.000000 \n", - "mean 1.097182 0.412223 1.219683 0.569898 \n", - "std 1.375876 1.176967 2.285305 1.502445 \n", - "min -8.833883 -12.358701 -9.640775 -11.085437 \n", - "25% 0.389746 -0.195978 -0.146948 -0.498781 \n", - "50% 0.672853 0.053267 0.244121 0.272297 \n", - "75% 1.065076 0.378576 0.908374 1.220576 \n", - "max 6.294236 6.461899 7.208721 6.840864 " - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.describe()" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "c0833159-c7c0-41a9-9e9d-8ac35b405ab9", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "number or outliers for column FSC-A = 352 \n", - "\n", - "number or outliers for column SSC-A = 1030 \n", - "\n", - "number or outliers for column HLA-DR = 3 \n", - "\n", - "number or outliers for column CD3 = 1 \n", - "\n", - "number or outliers for column CD45 = 102 \n", - "\n", - "number or outliers for column CD14 = 1043 \n", - "\n", - "number or outliers for column CD56 = 1226 \n", - "\n", - "number or outliers for column CD19 = 2046 \n", - "\n", - "number or outliers for column CD11c = 166 \n", - "\n", - "Number of dublicates = 0 \n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "numeric = []\n", - "for i in range (0, df.shape[1]):\n", - " if df.iloc[ : , i].dtype == 'int' or df.iloc[ : ,i].dtype == 'float':\n", - " numeric.append(df.columns[i])\n", - "for name in numeric:\n", - " q1 = df[name].quantile(0.25)\n", - " q3 = df[name].quantile(0.75) \n", - " outliers = df[(df[name] < q1 - 2*(q3-q1)) | (df[name] > q3 + 2*(q3-q1))]\n", - " print(f\"number or outliers for column {name} =\", len(outliers), \"\\n\")\n", - "#display(df.head())\n", - "#display(df.describe())\n", - "df.isnull().sum()\n", - "print('Number of dublicates =', len(df) - len(df.drop_duplicates()), \"\\n\") \n", - "\n", - " # создание heatplot корреляции\n", - "tr = np.triu(df.corr())\n", - "#pylab.subplot (1, 2, 2)\n", - "sns.heatmap(df.corr(), annot = True, cbar_kws= {'orientation': 'horizontal'}, vmin=-1, vmax=1, center= 0, square=True, cmap=\"vlag\", mask = tr)\n", - "pylab.title (\"Корреляция между переменными\")\n", - "pylab.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "e514c6f9", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Анализ выбросов\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "print('Анализ выбросов')\n", - "df.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "4665ae40", - "metadata": {}, - "source": [ - "Есть по всем пременным как минимум один явный выброс, проверим, возможно, это одно и то же значение, попробуем его найти и удалить" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "3edf593f", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fc_data = df.drop(df[\"FSC-A\"].idxmax(), inplace = False)\n", - "fc_data.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "5f385b42", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fc_data = fc_data.drop(fc_data[\"CD11c\"].idxmin())\n", - "fc_data.plot(kind = \"box\" , subplots = True , figsize = (18,15) , layout = (3,4))\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "3553becf", - "metadata": {}, - "source": [ - "Стало лучше, еще попробовала удалить точку с минимальным значением в CD11c, слишком она одинокая, остальные \"выбросы\" оставим, так как их много, и не факт, что они выбросы. Данные примерно одного порядка, так что тоже нормализовать не будем. Попробую работать с тем, что есть. Update Так как я перебрала все алгоритмы и не получается примерно ничего, нормализуем данные. Update. Снормализованными так же странненько" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "8c0b16b4", - "metadata": {}, - "outputs": [], - "source": [ - "scaler = StandardScaler()\n", - "fc_data = pd.DataFrame(scaler.fit_transform(fc_data), columns=fc_data.columns)" - ] - }, - { - "cell_type": "markdown", - "id": "487d3cbf-7e93-44e9-879b-4b271c0e4b11", - "metadata": {}, - "source": [ - "#### 3.2. Кластеризация\n", - "\n", - "4.5 балла" - ] - }, - { - "cell_type": "markdown", - "id": "0fa8f868-9e36-488b-a9d5-5b1ed3645ac5", - "metadata": {}, - "source": [ - "При ручной аннотации клеточных типов обычно поступают следующим образом:\n", - "\n", - "1. При помощи методов понижения размерности рисуют наши наблюдения, чтобы примерно оценить число клеточных типов\n", - "2. Проводят кластеризацию наблюдений (для некоторых методов нужно заранее задать число кластеров, поэтому нам как раз помогает п.1)\n", - "3. Далее мы считаем, что клетки, которые алгоритм отнес к одному кластеру являются одним клеточным типом (если кластеров больше, чем типов клеток, то возможно, что 2 разных кластера являются одним типом)\n", - "4. После чего по интенсивности экспрессии поверхностных маркеров мы присваиваем кластеру клеточный тип" - ] - }, - { - "cell_type": "markdown", - "id": "71982501-d096-4411-9aac-1c65b6b5f908", - "metadata": {}, - "source": [ - "Давайте для начала напишем удобную функцию для визуализации наших многомерных данных в пространстве размерностью 2, делать мы это будем при помощи алгоритма t-SNE." - ] - }, - { - "cell_type": "markdown", - "id": "6d100f3c-adb3-431e-a790-f0c8244377f6", - "metadata": {}, - "source": [ - "Поиграться с красивой визуализацией можно [тут](https://distill.pub/2016/misread-tsne/)." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "8bf1a5c8-62d3-4de7-b797-ce55ce77af87", - "metadata": {}, - "outputs": [], - "source": [ - "def plot_tsne(data, n_iter=1000, \n", - " perplexity=40, color=None):\n", - " \"\"\"\n", - " Функция для отрисовки результатов работы t-SNE\n", - " :param data: таблица объекты х признаки\n", - " :param n_iter: число итераций градиентного спуска,\n", - " может быть полезно увеличить, чтобы получить результаты получше\n", - " :param perplexity: \n", - " :param color: np.array[n_samples] с переменной,\n", - " которой мы хотим покрасить наши наблюдения\n", - " :return tsne_emb: np.array[n_samples, 2] - результаты работы t-SNE\n", - " \"\"\"\n", - " \n", - " # Сначала сделаем PCA, так как это хорошее начальное приближение для t-SNE\n", - " # позволит алгоритму быстрее сойтись\n", - " pca = PCA().fit(data)\n", - " pca_embedding = pca.transform(data)\n", - " \n", - " # Запустим t-SNE, он выдаст нам для каждого объекта по 2 числа, \n", - " # которые мы сможем нарисовать\n", - " tnse = TSNE(n_components=2, init=pca_embedding[:, :2], n_jobs=-1,\n", - " n_iter=n_iter, perplexity=perplexity)\n", - " tsne_embedding = tnse.fit_transform(pca_embedding)\n", - " \n", - " sns.scatterplot(x=tsne_embedding[:, 0],\n", - " y=tsne_embedding[:, 1],\n", - " hue=color, palette=\"colorblind\")\n", - " plt.xlabel(\"$TSNE_1$\", fontsize=18)\n", - " plt.ylabel(\"$TSNE_2$\", fontsize=18)\n", - " \n", - " # Вернем также результаты t-SNE, так как, если потом захотим перестроить картинку,\n", - " # в таком случае нам не придется ждать заново, просто нарисуем новую с готовыми данными\n", - " \n", - " return tsne_embedding" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "027fc51f-4939-4b78-823d-42e794d9765e", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "tsne_res = plot_tsne(fc_data)" - ] - }, - { - "cell_type": "markdown", - "id": "6a0d3310-80ad-456e-87ce-c06b5266a94a", - "metadata": {}, - "source": [ - "Кластеризуйте ваши данные:\n", - "\n", - "1. Попробуйте методы кластеризации из тех, что мы прошли\n", - "2. Выберите лучший на основании метрики `silhouette_score` (попробуйте также подобрать гиперпараметры)\n", - "3. Присвойте каждому наблюдению метку класса и нарисуйте график t-SNE, покрасив точки метками кластера" - ] - }, - { - "cell_type": "markdown", - "id": "923c5853", - "metadata": {}, - "source": [ - "Это очень долго работает" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "6ef26640-8351-4fd1-bd2b-0bbfb288a84d", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "#kmean_fc = MyKMeans(4, init=\"random\", max_iter=10, visualize=True)\n", - "#kmean_fc.fit(tsne_res)\n", - "#kmean_fc_pred = kmean_fc.predict(tsne_res)\n", - "#silhouette_score(fc_data, kmean_fc_pred)" - ] - }, - { - "cell_type": "markdown", - "id": "2843c80c-690c-4f2d-8b24-2d45dff31c91", - "metadata": {}, - "source": [ - "Удалось ли вам получить ситуацию, где отдельные группы точек покрашены в один цвет?" - ] - }, - { - "cell_type": "markdown", - "id": "216ae127-a7b7-4245-a978-48504a8cb2cb", - "metadata": {}, - "source": [ - "Нет, считает очень долго и очень не очень. Попробуем готовую KMeans, я пробовала с разыми параметрами и числом кластеров (4,5, 6), оставляю один вариант, как будет лучше дял дальнейшей задачи" - ] - }, - { - "cell_type": "markdown", - "id": "d361fca1", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "2b2558b9", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[ 76.01067509, -6.41330441],\n", - " [ 11.05410476, -53.76350655],\n", - " [-56.84306332, 31.4058005 ],\n", - " ...,\n", - " [ 52.3717864 , 16.13241666],\n", - " [ 68.83147428, -12.45410525],\n", - " [ 68.69423321, -7.19204945]])" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "kmeans = KMeans(n_clusters = 4, algorithm= 'elkan')\n", - "kmeans.fit(fc_data)\n", - "#cluster_centers = kmeans.cluster_centers_\n", - "plot_tsne(fc_data, color= kmeans.labels_)\n" - ] - }, - { - "cell_type": "markdown", - "id": "ff0ab492", - "metadata": {}, - "source": [ - "Попробуем другой алгоритм аггломеративный" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0df1056e", - "metadata": {}, - "outputs": [ - { - "ename": "", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", - "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", - "\u001b[1;31mClick here for more info. \n", - "\u001b[1;31mView Jupyter log for further details." - ] - } - ], - "source": [ - "cell_types_clust_scores_ac = algorithm_selection(fc_data, n_clusters =4, distances = ['euclidean', 'manhattan', 'cosine', 'correlation', 'chebyshev', 'jaccard', 'canberra'], metrics=['Silhouette'])\n", - "#distances = ['cosine', 'jaccard', 'russellrao', 'canberra', 'sokalmichener', 'chebyshev', 'sqeuclidean', 'seuclidean', 'yule', 'matching', 'correlation', 'dice', 'euclidean', 'braycurtis', 'cityblock', 'minkowski', 'wminkowski', 'sokalsneath', 'rogerstanimoto', 'manhattan', 'hamming']\n" - ] - }, - { - "cell_type": "markdown", - "id": "d1d38ce2", - "metadata": {}, - "source": [ - "Оцените степень моего отчаяния, у меня упорно все делилось на 3 группы + точка и я решила пробовать ВСЕ" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4a953b34", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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distancealgorithmSilhouette
0euclideanaverage0.585570
1euclideansingle0.575817
2euclideancomplete0.431971
3manhattanaverage0.560331
4manhattansingle0.583829
5manhattancomplete0.470232
6cosineaverage0.484445
7cosinesingle-0.351409
8cosinecomplete0.155365
9correlationaverage0.486437
10correlationsingle-0.355241
11correlationcomplete0.113550
12chebyshevaverage0.532642
13chebyshevsingle0.575817
14chebyshevcomplete0.360762
15jaccardaverage0.014673
16jaccardsingle0.014673
17jaccardcomplete0.014673
18russellraoaverage0.014673
19russellraosingle0.014673
20russellraocomplete0.014673
21canberraaverage0.471743
22canberrasingle-0.260554
23canberracomplete0.252552
\n", - "
" - ], - "text/plain": [ - " distance algorithm Silhouette\n", - "0 euclidean average 0.585570\n", - "1 euclidean single 0.575817\n", - "2 euclidean complete 0.431971\n", - "3 manhattan average 0.560331\n", - "4 manhattan single 0.583829\n", - "5 manhattan complete 0.470232\n", - "6 cosine average 0.484445\n", - "7 cosine single -0.351409\n", - "8 cosine complete 0.155365\n", - "9 correlation average 0.486437\n", - "10 correlation single -0.355241\n", - "11 correlation complete 0.113550\n", - "12 chebyshev average 0.532642\n", - "13 chebyshev single 0.575817\n", - "14 chebyshev complete 0.360762\n", - "15 jaccard average 0.014673\n", - "16 jaccard single 0.014673\n", - "17 jaccard complete 0.014673\n", - "18 russellrao average 0.014673\n", - "19 russellrao single 0.014673\n", - "20 russellrao complete 0.014673\n", - "21 canberra average 0.471743\n", - "22 canberra single -0.260554\n", - "23 canberra complete 0.252552" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cell_types_clust_scores_ac" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8f18e8d7", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0.5758170177979756\n" - ] - }, - { - "data": { - "image/png": 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/w9USQgghfn8qffjvXo1/6NCh5Ofn/67HlIBfCCGEOMbMDjdPTu7J3loLz64o5M11JYxKj+CWkemoFHDTiDTe21wWEOwDtNjdnD1rHetvH43b6yI9wsj/nZZNkE5Fo9VFQqiejaVNPL50Hza3lzCDhqcn90KvUXGgwcKQ5DBu/Wxnh/NxeXz8e8lerh+Wyt8W5fmXtzrcPL+yiBU3j2RdSSNL99XRMyaY8/vEkRxmQKOWUj9CCCHEn5kE/EIIIcRv5PZ4qWhxUG124PF6MWhUvLTqALM3lqFTK5mam8hZPWIoa7bRIzqIm0ak0eOJZZ3uq9nuZltlCznRQbx2UT+u/GALZc2Hx99PzInh3WkDUCsVVLU6MGhUNDZYUStg2f76Ls9xU1kzfx2f5X+tUEBKuJHLByaxbF8tMwenMGNQ8rG7KEIIIYQ44STgF0IIIX4Di9PNkr11zPxwK002FxqVgk+vGMzsjWUE69S8d9kAPthSzmXvbcbl8REfouNfE3O495RuPLZ0X6f7LKyz0icumMve30yN2cFlAxK5sG8Cbq8XnVqJ3eXB51OgVSmZ+u5mfiysp0dsEFcM7DpgVyja/jvkumGpxAdp+WBLOasONHBen3jiNKpjfXmEEEIIcQJJwC+EEEL8BvvrrVwwe4N/zvvu0UFsLGsC4NGzcjqM069scXDN/G08c24vhqeGs6a4scM+u8ea2F9vpbrVwasX9mV7ZQuXzt2E0+MFYFR6BK9c2JdWh4vtlS1AW5HAPgkhKBT4z6W907KiWXOggYxII3eMzuDMnBgGPvcjLTY3Q1LCcLi8x/bCCCGEEOKEk8F5QgghxK9kd3l45uD0eod4fD40yrYie7HBug7j9A/5z9J9XDM0pcPywclhtNrcHGiwMblnLPvqLby8+oA/2AdYWdTARbM3olUpabK5gLYgf/7Wcv52WlaHfUaZtDx8RneGpYZz26h0esUF8dnOSlpsbgCuGJTMa2sOYHO6f8vlEEIIIcQfjAT8QgghxK9kcXrYUdkasCyvxkxuUigp4Qb2VJu7fG9Vq4Pu0UHEBGkB0KgUTBuQyN9Pz+a+r/fQPcbE1NxEXltT3On782vNFDfaCNIdTsOfvbGMJpubr68ewhWDkjk9O5pHz8xh9tT+XPHBFh5ZUkD36CBKG+38ZcEeAKblJuL2ePnvj0VUdzIFoBBCCCH+vCSlXwghhPiVTFoV/RJC2Fx+uBff54NPtldw+cAkIgzaLt+rUSlweLw8NbkX2dEmqloc9IgNYvgLK2mwuogwarE6PbQ6uu5131trJjZIh9lh9S97YWURFqebQUkh5NUoiQ/R0jMmmC+vGoLT7aHe6qKwwcoDp2YxNDWMdcVN3PHlLnw+ArIIhBBCCPHnJz38QgghxK+k16i4c0wGSkXg8rfWl1JrdjIyPZxgXedt65f2S+TdTWU8vrSAmlYHKpWC+7/Zw5tT+pMSbuDFlUVkRBrRH2VqvMRQA3WWjr3yk3vGcd83eczdXM7Q1EhSI4ykhxtptLk57bW1fL6zioV5NVw8exOPfl+Azwcp4QaCtFK0TwghhDiZSMAvhBBC/AYZkUa+mDmEKNPh3vwIo6ZtLL7DxYKrhwSk3QMMSg7lktwE3t9Szr2nZBJh0rC0oI5Pd1Rx/9d7+L9Ts5jcKw6VQsFVQzqvvJ8Qoic13EBLuwwAjUrB05N7svpAA1cNTmbjHWPIjjK1rVMryYo2MSAxhO2VLWwpbw7o0X/y7B4khBqO5aURQgghxAkmKf1CCCHEb2DUqpmYE8OmO8dQY3bg8foIM2jQqhRsrWjB5/Ox+tZRFNRaKKy30i3SSHmLnenvb+HaoSkoFaBRKZm/rQJoG5t//cfbAVApFXx+5WAqWxx8trPKf8z0CCMLrh5CUpievPvGs628GY1KSZ/4YExaFT4fhBs16NSBDQ1xwXo+uWIwD3+Xz5yN5Tg9XlLCDTx5dk9Oy4r6/S6aEEIIIX4XEvALIYQQv5FKqSA2SEtFi51Z64o5NSuaqz7chs3l8W8zbUACj0zMYXNpM0atinen5fLpjkre3lDKX8Z1w+3tOJeex+vjgtkbePXCvvz7rBzKm+2EG7TEB+uID9UDEKzTkHWwF//nSAoz8Ny5fXjg1Gwcbi9eu5nsxGhUKknnF0IIIY6X1157jcWLF1NYWIheryc3N5d77rmHjIyM43pcCfiFEEKIY6Cgzsp/lhbw4ITujHxxFd2jTXh8PnZVteL1wfubK0gIMTCuWyQz52/zF+N79txebClv5uK+8by46kCH/bo8PmKDdeTEBJMTE3xMztWgVZEWYcTj8bB1az4kRh+T/QohhBB/Fo0OK9U2M80uG2FaAzH6IMJ1xuN2vPXr13PZZZfRp08fPB4P//3vf7n66qv5+uuvMRqP33El4BdCCCF+I6vTzZe7KrhhWCr1FhfvXTaADSVNaFQKHjurB5/vrOLNdSW8sbaY83vHkRJuYFdVK0OSQ5nUM5ZgnRqL08PH2yupanUE7HtUegS5CaEn6JMJIYQQJ59ScxPXrprPdxV7/csmJGTz+sgpJAeFHZdjzpo1K+D1448/zvDhw9m1axeDBw8+LscECfiFEEKI36zZ7mZISgTdIo3889t85m4qD1h///hM7h6bwdM/FNJgc3HbqHT0aiXjs6JIbFcob/Wto3h7Qwkfbq3AoFFxy8h0zsyJ9qfvCyGEEOK3aXRYOwT7AIsr9nLdqvm8f8r049rTf0hraysAoaHHt1FfAn4hhBDiNzKolaSEGVhzoLFDsA/w2NJ9fD5zMMv311PaZGNi9xjSIjo+TKRFGPn7adncNCINlVIZUPlfCCGEEL9dtc3cIdg/ZHHFXqpt5uMe8Hu9Xh599FEGDBhAdnb2cT3WST0tX3V1Nffccw9Dhw6lb9++TJ48mR07dvjX+3w+nnvuOUaNGkXfvn258sorOXDgwIk7YSGEEH9KBq2KqlY7T/9Q2OU287dW8Nx5vdlfZyH6KIG8WqUkNlgvwb4QQghxHDS7bEdd3+KyH/dzeOihhygoKOCZZ5457sc6aQP+5uZmpk6dikaj4Y033uDrr7/mvvvuC0iZeOONN5g7dy4PPvgg8+fPx2AwcPXVV+NwOI6yZyGEECJQZYsDjUpJrcXZ5TZVrQ4iDBpmDknBpJMEOyGEEOJECNUYjro+RHN8h9E9/PDDLF++nNmzZxMXF3dcjwUnccD/xhtvEBcXx2OPPUbfvn1JTk5m1KhRpKSkAG29+3PmzOHGG2/ktNNOIycnhyeeeIKamhqWLFlygs9eCCHEn0mL3YXPByPSwrvc5pTMSEL0ajKjjv+4QCGEEEJ0LtYQxISEztPoJyRkE2sIOi7H9fl8PPzww3z33XfMnj2b5OTk43KcI520XQxLly5l1KhR3HbbbWzYsIHY2FimTZvGlClTACgrK6O2tpYRI0b43xMcHEy/fv3YsmULkyZN+kXH83g8P72R+EmHrqNcz5OD3M+Tj9zTzhk0KtYWN3LN0BQ+31mFw+0NWB9l0nJWTgyRBjUq/jjXT+7nyUfu6clF7ufJR+7pb+fxePD5fP7/fqkwrYHXR07hulXzWdxJlf4wreEX7ffQtj/1noceeogFCxbw0ksvYTQaqampAdpiUL2+86yCQ5/R4/F0+M783O+QwvdrrtKfQJ8+fQCYOXMmEydOZMeOHfz73//moYce4vzzz2fz5s1MnTqVFStWEBMT43/f7bffjkKh4Nlnn/1Zx2mbw3jrcfgEQggh/ixM4dG8sq2Z4enhmLRqHvt+H2uLG1EoYEJ2NHeOySAzykjjgfwTfapCCCHEn55arSY5ORmdTver92H2uWlw2Wh22QnV6InQGAhSHL/+8AEDBnS6/MEHH+Scc87pdJ3D4aC0tBS3293lfvv3749Kpepy/Unbw+/z+ejduzd33XUXAD179qSgoIAPPviA888//5gfr0+fPke90OLn8Xg87NixQ67nSULu58lH7mnX7gqLYvHeWgrrbEzqEcNdYzNQoGB3dStxwTpSQvWk9u9/ok8zgNzPk4/c0+PL7GxFiQqj9vcZmiP38+Qj9/S3s9vtFBcXYzAYuuwZ/zmMQAwhv/l8fD4fNpsNg8GAQqHocru8vLxfvG+lUolGoyEzM7PDZz30XfopJ23AHx0dTbdu3QKWZWRk8O233/rXA9TX1wf08NfX15OTk/OLj6dSqeQf7TEk1/PkIvfz5CP3tKPUCCPn9Iql3uLE7vZidnoI0qoYkRZOfMjxLQD0W8n9PPnIPT22Spur+KGqkHeKtqNWKLkhayBDIhNJCD3+BbdA7ufJSO7pr6dSqVAoFP7//iiOx/kc2udv+b6ctAH/gAEDKCoqClh24MABEhMTAUhKSiI6Opo1a9bQo0cPAMxmM9u2bWPq1Km/+/kKIYT484sN1hMb/McO7oUQv0xpczWTl81lR2O1f9l3FXs5LS6Dt0ZcQOLvFPQLIcSvcdIG/FdccQVTp07l1Vdf5cwzz2T79u3Mnz+fhx9+GGhrLZkxYwavvPIKqampJCUl8dxzzxETE8Npp512gs9eCCHEn1GzzUVZs4352yqoMzs5r088vWKDSQiVRgAh/oy8Xi+fHNgeEOwfsqSqkM0N5RLwCyH+0E7agL9v3768+OKL/Pe//+Wll14iKSmJBx54IKAgwrXXXovNZuMf//gHLS0tDBw4kDfffPM3FX8QQgjxv6nZ5uLtDSXc9eVu/7JX1hSTmxjCFzOHkBR29Hl/hRB/PDWtVby5f2uX618p2My42HSCjBG/30kJIcQvcNIG/ADjxo1j3LhxXa5XKBTcfvvt3H777b/jWQkhhDgZlTXbAoL9Q7aUt/DSqgM8PLE7GpXyBJyZEOLX8vp8uH1dT33l9nrxeL1drhdCiBNNnjyEEEKIY+DDrRVdrnt1zQGqWx2/49kIIY6FKEM401J7dbl+ZkYfQoOifsczEkKIX0YCfiGEEOIYqLM4u1zX6nDj+x3PRQhxbGh1Rq7IGkyKKbzDutyIeEbHZpyAsxJCiJ9PAn4hhBDiGDivd9eFu8ZnRRGsO6lH0Qlx0koNjWP5GVfzUN+xdA+Npnd4HM8OPIPPx00nSQr2CSH+4OTpQwghhDgGeseHkJsYwpbyloDlGpWCJyf1JMygOUFnJoT4rVJD4/hLr/Fc3S0XBQqiTJGoNTL7hhDij096+IUQQohjICFEzxdXDeEv47oRolejVMDp2dGsv200PWKDTvTpCSF+I63eRHxYEnFhiRLsCyH+NKSHXwghhDhGkkIN/Gtid24ZmY4PCNappWdfCCGEELz//vvMmzeP8vJyALKysrjpppsYO3bscT2uBPxCCPE7c3m8OD1eDGoVSqXiRJ/On57N6aay1UGz3Y1JqyImSHdCg2yNSkVSmOGEHV8IcWJUNNvZU9PKsn11xIfomZAdTVKYAYNGdaJPTQjRCbelEU9LNR5rMypjGKqQGNSdFOg8VuLi4rjnnntITU3F5/Px+eefc/PNN/PZZ5+RlZV13I4rAb8QQvxOWh1uiuqtvLy6iH11VsZkRHLZwETSwo2o/kCBf4PVSZPNhVKhINKkIVh3bILnGrODonori/JrCNFrODMnmsRQ/S/ef63ZTp3FxeoDDfh8MCg5jO/21nLf13tQKODM7jG8fGFfUsI7Bt1Ot4fyZjs/FjZQ1GBlRFo4veKCSQyVAF0I8esVNVi44O2NbKs8XMNDpVQwb/oAJvWIlaBfiD8YV0MpFbOuwbJzsX+Zqc8EEq56E01E8nE55vjx4wNe33nnncybN4+tW7dKwC+EEH92dpeHL3dWcfm8Lf5lS/fV8eTyffx480hyE0N/8zHqLU7qLE7MTjdhBg1xwTpM2sCf+Rqzg1qzE7vbQ6RRS0KIDq267UHU5fayq7qV2z7fycqiBpQKOKdXHE+c3ZPMKNNvOrfKFjszP9jC4r11KBSQEmbgmR/2c++4bkzPTSLcpPVv22RzUtZs59PtlbQ63JzXO57MKBMalYKyJhsfbavg39/v82+vUyu5bWQay24czvhX1/BNXg0Xz9nAl1cNITb48Dhbt8fL6uJG/v3dXgYlh+P0eLn50x0ALL5+OOkRxt/0GYUQJ79as4OSRhsL82owaVWc2SOWKKOax7/fFxDsA3i8Pqa+u5kd94wlJyb4BJ2xEOJIbktjh2AfwLJjMRVvXUPijR8c155+AI/Hw6JFi7BareTm5h7XY0nAL4QQv4PKVjtXz9/WYbnF6eHKD7aw5PrhRAfpftW+W+0uKlsd3PnFLhbm1QCgViqYOTiZB8/oTnxIW9C7p7qVqe9uZvvBh1KTVsWDE7K5YnAKUSYt+xusjHhhJXa3FwCvDz7fWcWa4kbW3jaK1PBfFxB7vT7e31zO4r113Dgilck94yhqsGLSqugbH0K91ekP+JttTjaWNtNkd9EjNphv9lRz+mtr+NvpWQTr1CSGGvzB/rVDUzi3dxz1VhdGjYoQvZr/nt2DO7/aw4bSZipaHAEBf1WrA6vTw9DUCL7Nr8GoVXHX2G6olQru+XIXb1/anxC9jLcXQnSuqtXOTZ9s5/Od1QAkhxnw+mBiTgxzNpV1+h6P18eygjoJ+IX4A/G0VHcI9g+x7FiMp6X6uAX8+fn5XHrppTgcDoxGIy+99BKZmZnH5ViHSMAvhBC/g4pmO69f3BejVoVaqWRXVQsvrTpAVauDHZWt1Fmcvyrgtzk97Khs5S9f72b1gUb/crfXxxvrSlAo4OnJvai3Ohn3ympqzE7/Nhanh3sX7CE2WM8FfeJ4/PsCf7DfXnWrg692VXPzyLRf9dmrzA6eW1HIv8/MobLFzqRZ6/D52taplAoePTOH83rFER+iY21JE3d/uYvd1Wa0KiUX9Inj4ysGoVEp+GxHFYvzawF47txe7Kkxc+7bG/B423YWE6Rl/oxBDEsNZ21xI0X11oDMiSa7ixs+3k5Zs92/bEVhA2d0j+bMnBhqzU4J+IUQXfpqV7U/2O8dF8zjk3pw/zd7SI0w4Ojkt/OQ9r85QogTz2Nt/k3rf4v09HQ+//xzWltb+fbbb7nvvvt49913j2vQL9PyCSHEcVbdamd/vZWXVhVhcbiJNmkZmRbBlzMH0/PgdG2eQxHwL1Db6qCixY4XX0Cw397bG0qpNjvYUNoUEOy39/dFeVS2OlhSUNflsb7cVYXN5cHnA2NY1FEfbo/k9fowalXEBul4cdUB2n9Uj9fHfV/vYXeNmZImG+e+vZ7d1WYAnB4vH2yt4J6vdhNysNp9ZYuDwclh2NxeXl1T7A/2AWrMTs56cx3PndebpFA9iaFtvfu1ZgdljVZeW13c6YP3t/m1RBi1uL2B98Dm9FDZYqfe4vjZn1UIcXKqbrXz9A/7/a8fPasH09/fwo7KVkobbf7f8s4MT4v4PU5RCPEzqYxHH0b5U+t/C61WS2pqKr179+buu+8mJyeHOXPmHLfjgQT8Qghx3G0ua8bp9vLwxBwW7K7hkSV72VzejNnp4aMZgxiSEkpZk51tFc202F1H3ZfH66Ow3sIXOyuZ/PZ6xr2ymqIGa5fbuzw+mu1uNpQ2dblNcaMNBRDVbhz9keKD9TTaXDz5w36uW1jGjA+2srKwnnpL540I7QXr1Nw1JoO3NpR0uc2HW8tZWVTPub3iOqzLqzFT0eIgSKvi8Uk9eOmCPry06kCn+7E6PSwrqOPdaQNICtNT0WzntTXF5NVa+HBbRZfHX5hXQ6SxrXe/usXOjsoWbv50B8NfWMkZr69j/tYKqlsl8Bfif5Xb66Pe0vb73D8hhO0VLTTZ2l6/uqaY+0/tvODWwKRQ0iMM1JodNNuO/vsuhPh9qEJiMfWZ0Ok6U58JqEJif7dz8Xq9OJ0//Sz1W0hKvxBCHEfVrXbKmu2sKW7knY+3+5d/m19LZpSJly7ozawp/Zn67mZ2VrXy2kV9mTYgsUOxvUP21pr5clcV93+TB7SlxIccpcq9UtEWcPeOCwEgI9LIbaPSSQoz4PNBncXB+1vKMWlV3DuuG5e/v6XT/Vw9NIWRL66kpPFwD/mnO6q4/9RM7j2lG2GGrhsLQg0aRqZH8J9l+7vcpqLFQUWLk0FJYXy0rTJgXXqEgcwoIx6vj9s+38lDZ3SntMnW5b721plZUdTA45NymLelnIFJYRQ3Wjl6EoWPCKOGkkYrxY02Jr6xDpvLA0BJo41L393E9AFJ/PfcXkdtGKm3OLA6vfjwER+sRaNWU29x0Gxz0+xw4/P5CNKpCdGpiQvRd7kfIcQfS6hew7jMSD7eXkm3KBM7qg4X6Cuos7Aor4Z3p+Xyn2X72FHZilGr4rLcRK4emoLP52PwcyvIjjLxzwnZ9IoLOaFThwrxv05tCifhqjepeOsaLDs6Vuk/XuP3n376acaMGUN8fDwWi4UFCxawfv16Zs2adVyOd4gE/EIIcYyYHW7sLg/BejW6g5Xv7W4vCSF63tlQ2mH7fXUWvthZzaQe0SgOzsp306c7GJ8ZRbeojj/P1a0OCuutPLKkwL/M4/VR1tyWTnooFb6983rHEROkZVR6BKdlRXLTyAwe+GYPeTVt22ZEGnnuvN4E69SclhXF1NwE5m0J7Al/cEI2e6pbA4L9Qx77fh+X5SYdNeAHiDFpGZYa1mU2wsCkUGpaHcQEH65jEKxT8/x5vUkO1bO9ohUvPp44uwdBWjVZUSYK6iyd7qtnbDCrikp49PsCwvQaPD4f3+bXcn6fON5c13mWwdVDUmi2u6losfP3RXn+YL+9dzeXcdfYjE4DfrPDTVGDlS3lzby3uZxWh5uze8ZwWW4S9VYnjy3dxxc7q3B7fQxODuPxST1we70khcnMAEL8GQTp1PxzQne+3FVNdauDEWmBAcF7m8tZW9zIdcNS6REbRHKYAbvLS4hezflvb6Sk0UZJo40lBXW8cXFfpg9M8v+dEEL8/jQRySTe+AGelmo81mZUxlBUIbHHtTp/fX099913HzU1NQQHB9O9e3dmzZrFyJEjj9sxQQJ+IYT4zRptLnZXtfKfZfsobrQyLCWcO8Zk0C3SSLBWzac7Krt87/xtFZyWFcXg5DB2VLbi8fpYW9xIt06mwauzOLC5PVicgcHoI0sKeOfS/tz71W52VrX6l5+aFcWz5/YmRK/BpFXz33N6M+S5FQGF+QrrrZz/9gbW3z6a/omhPHdeb+4Z240Fe6rx+mBIchjhRg0jX1zV5WdYlF9Dz7ijV6CODtbz1/FZfLy9EpcnsKs9SKfi9OxoSptsPLui8PC1uXwgeo2S+dsq+L6gjhC9mstyk8hNCuHvp2czY17HbIQIo4ZukSbya82YnW7uGdsNo0bFWT1jyE0I5Zs9NVS0BDZcnJUTTa+4YJpsLrxe+LGwoevPmldD/06mUNxfb+Ff3xUE3Ot9dRYm9YjlgtltD/uHbCht4ozX17LqlpHEBB2eFlEI8cdV3WpHBSy+bhh/W5jHBX3ieebHwoDfs/31Vu77eg8vXdCblDADCnzM/GAr+bWBjbF3fLGL07KiSZWpQIU4odSm8OM+/V57jz766O92rPYk4BdCiN+gusXOvK0V3PXlLv+yHZWtzN5YxtIbhzM8NRy7u2Nv8SFOjxedWom1XRDfWe8ytI0hVR1KBWh/Dq0Orpi3hf87NYvBKWGUNNrJjjYRH6LzT0vn8/mYvbG00yr8bq+Px5cW8PKFfYg0allV1MCC3TW4vT4eWVLAB9MHHjUd3un5eQX8sqNNfH/9cK7/ZDt7DmYjDEoO5R+nd2fJ3hpuGZXB3E1lKBQw59L+pIQbaLS5uHpICr1ig7l3wR7u/HIXE3NieOLsnvxnUg8eWVJAq8MNQK+4YJ44uyf3fNV2L2KCdPjwEW3S8sA3eTTZXbx+cV9WFjWwKK8Gk1bNVUOSGZcZRWywnp1VLdRanCgVbVMSdkanVtJqd1PWbOO7vbV4fHB2j2gK660dGnZuG53OqqKGgGC//TV/cPFeXr+4D4mh8tAvxB9ZTWtb4dNuEUYUCh/PntcTrVrFW5f05+ZPd9Bib/sNUirg+uGp2F1e3F4fIXoNVw1J4frhaawtbmRTWRP9EkKwu7zUWZwS8AshfhcS8AshxK9Q1WJn6b46YoN13Ltgd4f1To+Xqz7cyo83j+Dygckd0uQPmdQjliCdmoV5Nf5lI9I7r+hs0qixOD0khuopP6LafI25LW384ysGsaKoHo1KEdATbXF6uqzkD7ClvIV6qwuby8vNn+4M6AXfUt7M6IwIVnTR8316dnSHZR6vj4oWOzaXB71aSXyIHp1axaiMSBZcNYQmu5tWh5tmm4vYIC13julGYpiBj2YMotXh4pXVxVz38Q5sLg9qpYJL+iew5rZRjHphJYvyarhxeComrZofbhpBQZ0FjUpJUb2FGz7e7h/ff9+4TDKjDLy1voztlW3jbc+etZ5TukVyVo9YnB4vw1LDSYswUm9x4vb4WFJQy5k5MXy9p6bDZwKY0D2ap37Yx7++OzysYkjyCBbsru6wbc+YIN7v4r4DrCiqx+r8+bMdCCFOjBa7k8xIE1VmB/vrLCSFGYgNUjJvSzmvX9wPj9eHzekhLkTHFzuruPur3ay4eSTzt1Xw9oZSrE4PZ/eIZdaU/lS32lmYX0Oz3UWd2UHUr5iOVQghfgkJ+IUQ4heqbnVw1Ydb2VTezMNndA+YGq69vbUWCmotZEUZGZUewcqiwIA53KDh1lFpLNlbR/PBHqJrh6UQF9z5A2CT3YlGBc+e25vL398c0FuvUyt57aK+3PzpDrZVtDC5Z2CFWb1aSVqEgTXFnQf9yWEGVAoFTTZXh5T3N9cVM+uS/mwq2xSQiQAwNTeB2CMeWGvMDt7bXMajS/ZRb3USoldz++h0bhyehg+47fOdLCmoY2hKOColbCxt5q/jM7lhRBp6tYJHvivipdUH/Ptze328t7mcWouT9y4bwLlvb2DBnmp6xgSxtKAOh8fL3xblBWQhXDEoiVHpETg9Xt7dXBZwfsv317N8f73/uv1rYg7NdhfVZgff5tXwwgV9WF/aRO0R0xg+MD4Tn4+AYB9Ar1Hh7SQForjRRkxQ17UNokxatGqZLEeIP7Jmm5MWh4eL52wKqEGSHW3i+fP6MP39zZgdbrRqpb+nH8DqdPNEu0KlH26rYMGear6YOZghKeG8sqaYSKOWR87MQaXwUW91HcxWUhCiV5MRYUTRSUaXEEL8UhLwCyHEL2B3edha0cyi/FqijxLMHVJtdvLk8v28fUl/Fuyp5tXVxVicbs7qEctto9MpbbTw4qoi+saH8NfxmYzPiiLC2Pl+C+osfLe3jstyE1h47VC+yashv8ZM3/gQzu4Zy1+/3sO2ihaMWhXdowPnhNZpVNw6KqPLTIPrhqeiUys71AeAtuyBR77by6dXDOaT7RUs219PpFHDzMHJjM+KJinMEHB9XlhZxL/bFRZssbv513cFlDbZmJab5O89/7Gw3r/N/y3MY0L3aIK0at7oorDe4vxa/n1mDgoFaJVKSppsTOmXyLuby1hw9VC2lDXj8HgYnBzO2uJGzE43Bo0Ks8Pd6f4A/7SCKqWCx5bs5ZZR6dz95S6+u244X++p5ru9tUSZtEwfmERmlJGPjpja755TulHdaueivgkE69TkJobS6nAzf1sFj3xfwKJrhvLqmuJOj337qAxS2l07IcQfT2WLgys+2Nqh4OjeWgv/+DaPO0Zn8LdFeQENsOf0imVJQV2HfVmcHl5bW0yITsP0AUlc9/E27jklg7ImO/cu2M2msmYAesYG8dIFfRiSHIZWJUG/EOK3ka4FIYT4BWrMTt7bVA5ArdlJUpgBtbLzB7KcmCDKm2x8uauaXVWtZEYYuG54Ck+c3ZP4YB2nvrKaqCA9628fzXfXD+PS3ERijpLe2TM2mHc2lDJ93laW76/nmiEpXD0khcJ6K8NfWMny/W2p/J9eMYj4kI77SQ038Oy5vdCqDv/0q5QK7h+fyYCEEK78YCs7KlsYntqxgM26kiYumbuJmYOT+XzmYJ49tzdn94oj82BxwcoWO8v21bGv3kJls71DgwPA7I1lHG1mvC92VuH2eLl9dDqDk8M63aasyU6kQcPU3ESuH57GjZ9s56VVBzh71jre21LG5zuruGj2Rh79voAvdlYRZtAwPiuqy2Oe3ycegCijlvhQA26vj6fP6cUdX+zk6z3V9IgNQq9WccW8LfR7+kdGpkWSfDBI7x0XTLdII8+vKCIuREdRg5U7vtjFMz8Wcnp2NC9d0Ae9SsnT5/TscNwzc6IZnBLWaQOLEOKPwen20mB1satdMdT21pc0MSwt3D/LikIBF/aJ464xGbywsqjT9yzOr2V4ajjPryzk4QndabK5mPzWen+wD7C72syE19d2OROJEEL8EtLDL4QQP5Pd5eGLnZW0i5eZu7GMv5+ezT+/zQ/YVqtqSxW//5s9QFsa+aSeMfzz23zMjsNB3j8W5fPfc3qREt558San24tGpUChUJAQoufUrCi+L6jjocV7mbOxjCcn92RIShgGjZIescGc0yuO5DB9p5Xf40P0XNwvnpFpEeyoasHl8ZEVZSIpTM8ba0q4tH8C3aODePmCPkx4Y21ASrtKqeC/5/bkgYV5DEwKZWhKOEMPNgxUNNv5ancV4UYts9aX0GJ3c+OIVGKDddz62U7qDvai+3xQa3agUytxtOsNM2hUvHRBHxxuDzd+ugOnx8vknrFtaf6fbA84jyiTlvN6xxFmUGN2uNla0eLf954jpiUsabIRrFPz4vm9ufaj7Wwtb/EX+APITQyhV2zb7AImnZpHz+zB2bPW8cTknv6U/yPrHjywcA/3jevGLZ/t5NqhKczeUMpfT81ixAsr/dW6Wx1uHlq8l9Ozo7hvXCa1Zgfrbx/Nj4X1tDrcjM2IZG+dmdNeW8Oev4wjSCd/ioX4I3J6PDi9P1FnwwfLbhhBjcVBeriRZpuT9zaXd1ogFcCkVWN3e9hQ2sQL5/fh9bXFnTb8uTw+nlq+n1cu7H0sPooQJyXvT/37PAkci88oTxlCiJNWs81FWbOND7dWUGdxck6vOHrGBhMfosPq9GDQqLocQ+3yeKlssVPV6sDng7gQHXq1kmX767nnlG5kRpnYXtnCZzsriQvW8eHlA3l3UxmlTTYGJYVxYb94/rN0H/sO9tAYtSrKm+3EBOkwOw6nhn6bX0NlSzcyIo1oVEo8Xh8ljVbKW+xYnR5ig3UcaLCSGRVEariBdy7N5fGlBcxaV0JRg5WbP93B8+f14srBvQjRa37ymsSHGIgPMZAUqsfj82HSqqmzOsmIMvLg4r2UN9t57aK+zL40l51VLWwpbyEpVM/YbpG8uqaY5fvrcXl85CaGAG3V/3dVtbCxtJlZ6w+n4i/YXU12tIm3L+3PeW9v8Nc5iDJpO1T1f/68Xry9voQV7WocrC9pIjPKxJtT+nHuWxsAyIwyEWHUcNPIdAY88yP/d1o2Q1LCWF/S1OlnnZabwN5aMwvzahnXLZJ7xnZjf72Vx5cWcPWQFG4amUZCqN6/fXqkke9vHMErqzvvmYO2egMvnt+n7VqG6jm9ezRPLNvXYapBgO/21nHXmG68vLqYJ5btp098CDq1kqeW7/c/4B9t9gMhxInVZHUTpFWjUHT+b1WlVKBSQnGjlUiTFo/PR3SQjnN7x3U5NGnagEQ+21lFXLAer9fHptLmTrcDWFvSRItdsoCEOJJWq0WpVFJRUUF0dDRarfaE1rzw+Xw4HA6USuUxOw+fz4fT6aS2thalUolW+9PDSLsiAb8Q4qTUbHMxa30J93x1uIL+nhozfz89m2d/3M/60iayokzcPjqDzCgTdreH6lYHDVYX8SE6CmotrC5uBB+sLm5gU1kzK28ZyQV94vjr13uoNTsZkRbOl1cN4Z/f5jN3UxnXDE3hH6dn8+TyfZzz1vqAIHBEWjhNNpe/t/sQrUqJ1eXBcXDqvhVFDVwyZxP11rbt1EoFd43NwOXxsb2yhfN6x/Hk2T25e2w3HG4vJq2KhBA9yi6GFXQlNuRwoPtjYT03frLD/3pfnYW5m8potLnIjjKxtqSRp37Y73/gjQ/R0SOmrWe8ptWB0+sLCPYP2Vtr4Zs91UzqEcOXu6pJDTeQFmFEqzrcw58WYUCpUAQE++3PY1VRA+MyIymst/LxjIHc+9VuukWZuGxAEm+sLea/5/bikrmbOjyM3zeuG5vKWrjt850ByydkR7P2ttEkhurRqDo29sQF6wjSdv2nUaNqK6g1sXs0ZoeH3MTQDkX82vuhsJ4+cSGsOtDAtoPZCIecmhVFmOGnG2mEECdGYYOV3dUtTOmbwIfbOtY/uXxgEkoFLNhTw4qiep47t603fntFC9cNS+X1tYH1O3ITQxmRFsHTP+znsbN64PR4SQjtehhXYogenRT2FKIDpVJJeno6lZWVVFR0PRvO78Xn8+FyudBoNMe84cFoNJKSkoJS+et/CyTgF0KclEqbbQHBfvfoIG4Zmc6kN9f5g83VBxqZvbGMdy7tT2aUEaVCQYhOhcvjY1+dhWX76rA6PUzoHs3jZ/XguR8LmbW+1L/P/FozH26rYMl1w/ACJq2KyhYHscF69GoVLk9b+vj94zP5YX89veKCA6o4A1zcLwGr04NRo6agzhJwftBWof6JZft565L+vLe5jGGp4aRHGEnrYv7mGrODeosTj9dHuFFDjElLZauD6oNp8bFBWhJC9KgPBrs1rQ7++s0exnaL5NqhKWjVSgwaFef0iuXiOZv4rJOxq5cPTPJX5vcB3+zpOCXdIR9sqeCpyT1ZfaCRL68aQnq4kTW3juLuL3exbH89E7Kj+Xh7ZZfv/3RHFfMvH4jb6+WWz3awsqgRlVLB5zMH8/aGUj7eVsncqbn8+/sC9lSbUSsVXNQ3ngv7JjDkuRUd9rd4by2f7qjkikFJeLxtGQftG0uqWuyc0i2yyx69C/rEY1CrmDd9IK0ON2XNdjQqRac9/ND2nRieFs6qA4ENGkativ+e00sCfiH+gKpb7Wwua2ZnVSt/X5THpjvHEGpQM2djGXa3F6NWxVWDkzk9O5rdVWaW76/jrUv685cFu3loQndeWXOA64elsvDaoXy+o4pmu4vTsqJRKhVcMW8LU/olMCY9guRQA9cPS+OjbZ3/Bt4zrhuhenlUF6IzWq2WlJQU3G43Hs+JzYTxeDzk5eWRmZmJStVxSOWvpVKpUKvVv7kRQX5FhBAnpQ+2lAe8vm10Ovd9vTsgmD7kho+38/70gVzwzga+vW4YTy3fw3d7D1dY3lXdyindogKC/UMu6ZdAQb2Ff36bz4EGG0oFTOoZyzfXDOXj7RWM7RbFzsoWTs2OYtq7mwPemxJu4LIBiWRGmVAqFXy6o7LT8wN4fGkBz53bm+0VzaR3Eux7vD7yalqpt7gI0aspa7bRaNPQbHMzb3Mpn+ys5tqhKaRFGKkNd9IjJgijVo3V5eGM7BiSw/Tc9vlOGqwuAAYlh/LRjEFcPX8re2vbhiUoFfDoWT3oGW0gNlhLYb2FZ38sDKhJcCSby0O/hBDmzxiIUaMiv85MsE7NvOkDsLna6hNc89H2Lt/v8/nw+nwMeW5lwGetszgxaVXM31bBlvJmbhyRRs/YIOKDdawtaeKdDR3v1SHP/FhIdJCWdcWNXDEome2VLTTb3YxMi2BTeTO5CcE8emYO93+TF/C+jEgjd47J4P8W7eFvp2WTczDL4aK+Ccw74vt2SG5iKOVNdp49txdzNpbh8fmYMTCJi/rFEx+s7/Q9QogTp87s4J6vdrMwr4anz+mF0+PjzDfWMX/GQGYMTKbB5kStVKJVKdCrVbQ43Dx7bm/+smA3e6rNNNlcjO8WxWNL9/H8yiLuG5fJtcNSKKq30mR3seLmEYQbNSSFGlAoFHRze/jPpB48sDDPP/RJoYD7xmUyLKVjAVUhxGEKhQKNRoNGc2Ibzw81OOj1+mMa8B8rEvALIU5KdRZXwOvYYB2F9dZOt7W7vbQ63KRHGDA73AHBPrRVx19T3DHlPCPSyKlZUUx/fwtjMiJ5ZGIOWrUSlUJBfq2ZW0elYXF6GJYShloJ71zan9fWFNNsdzMuM5I+cSEkhRlICzfi9fq6rAQNUFhvJcqkZW+tudP15c02fD54a0MJczeVBaTff3blYAYkhfHAwnzya83Eh+i4b1wml/ZPRK9W0i8hhJkfbg3Y38bSZi6YvYHlN45gXUkTGpWCQUlhxARpqK6tZ3Wxm/c3l/PV7ipevagfczeVdTwp2ho/tCoFm8uaueCdjTTZXCgVcG6vOJ6c3JPkYAOXD0xiUV5Np+8/r3dch6wIAL1a6e9VL6izcNeXu/jbaVlM6B7Nd3trUR1liEOD1UW0SUdOTDAjXlzlf8gGGJ8ZRUaEgWGp4Xx99RAW5ddSZ3EyMi2czCgT5c12Pt1RRVq4kauGpKBRKvjnhGxWH2iguNEWcJy/n57FhpImcpNCSQ7Vc0b3aFweL2+tL+Wt9aVc2DeepFA9YYZfPy5PCHFslTTZeG9zWwOeVqUkJkhLWbOdES+sYkRaOI9P6sGivBq+3FVNq8NNk81Fc7vfqL4JIUzuGcvtYzL4vqBt+tYQvYazesRg6GS4UGq4kZmDkzi7Zyybyprx+nwMTg4jIURPqEFzwnsuhRB/fhLwCyFOSuf3iQsYP/lTxdE8Xh+j0yP4uJNxml6fD2Un6VTXDk3hiWX7uW5YKr3jggN6yLOjTWRH9SMtwkjcwfHyY4P09E8Ixenx4PUp0KoUhBsPB3sDkkJ5v4ue4l5xwTTZXQxICut0fbPdzfytFczZGBh4V7Y4mPD6Wr6YOZj8g40FlS0O7vhiF3k1Zh44NZOnftjf6T5rzU42ljZxTs9YIkxt59lodfD61nqGpkZg1Cp5/eJ+pIYbGJEW3qGifbBOzS0j01hV1BAwvMLrg892VrG/3sJL5/dhYFIow1LDWVsc+P70CCOnZUdT1mwPWH4oDb598b8gnYop/RJQKmBYajh944JZWdRA+RHvBRiTEUG0ScukWes6fC+W7qtjcHIYrQ4X47KiOLNHNC63j6QwA9/m1fDqmgN8duVg3ttUTq8nl+P0eJmWm8jCa4ey5kAjX++pIS5Yy7QBSYTp1djcXp5cto/vC+oJ0au5blgql+YmMu6VNTy0eC8PT+zOzSPSAr4HQogT58tdVf7/f3jxXt66pD/XfbSdihY7qw808q/vChiTEcHOThpo+yeGkBJuIDZYT2yInpHpET/rmFFBeqKC9PQ4OGuIEEIcSxLwCyH+9A40WKgxO3G4vWhVSqJMWvrEBZObGMKW8rZCac02F4mh+k4DQI1KQZRJi83tRdVJYF9ncXJ2j7belx/21/undsuINFFvdXJKt0imvReYrr+31sJZs9bxzTVDAR8KhYLtFS0s219PfLCOISnh2FxuMiJNWJwedla2cGZODP/6bm9Ab9EhfzstG6vTTWxwx8DQ4fLg9Hh5dU1xh3UALXY3xY02MiKNAVkOr60t5s4xGUfNLFh9oJHLByX7X9eYnXyxq4aZQ1J5b3M5z61Yj0Gj4v3LBrC72swb64ppdbg5PSuaGYOSaba5+Pu3ezvd9/bKVtw+H3trzDwysTtbK1qYv60Cp9vL2T1jGZQcRkmjjXc3H27E0KgUvHNpf15edbiSfk5MELOm9KPe6uTr3TV8u7eGaJOWf5+ZQ43ZwX1f7/EH9mqlgnvHZVJrsTM8NZyKFjsHGgJ75t/eUMIL5/fh4tmbCDdoMGlV3DU2g1fWFPPfc3pzw8fbA3rz39tczqc7qthx91gu6Z9AQa2ZpfvqGJ0RySmvrMF6sCJ/vdXJ/d/sYVR6OB9ePoBz3trAPxblM6lHrAT8QvxBqNsVxsqvNXPnF7v491k5GDQqGixOBiSFEqJXo1Up+ff3BbTY3SgVcE6vWJ49tzdxMlRHCPEHIwG/EOJP7UCjhaIGG8+tKOTrPTX4fD4m94zloTNyWHj1EJ76oZDX15Xw4qoinprck8ve24z3iF7dB07NYu6mUpbvr+fpyb34YGtbL79Bo+LpyT0xalU8v7KI2CAdb07pR16NmYcW52Nxerh+eCovrOx8Gjezw8P3BXVMzU1k0pvr2N8u2NaoFMya0p/X1xZz9dBUFubV0iM2iG+uGcpVH27z98aH6tX8c0J3QvRtxQSNmo5jwzQqJS6P11/ZvzP5NWbijhjW4POB2ekhKVTfoRf9kJ5xh3ucas0Ommxu5s8YyLlvr/cHyhanh3Pf3sCItHDenZZLXo2ZZfvqOfft9XxyxaAOMxO0t7KogWijlqFp4USbtJzdMxaHy0tRg4XMKBMDEkNpdbiJC9aREWHkon4JvLuxjOkDk7lmWCoqhYI6swOz08NFszf6G2MAlu6r5+ohyfx1XCaPLd3H0JQw7hufxVPL9vGvM3MYkhxORqSRhFA9D36b7++xq7U4SQkz8Ny5vbj9i1002lyMSIugZ2wwe2stHVL3266lj93VreyqbuWDreVolEpSI0w8NKE793+zB3e7L93KokYeOLWtYarO4uSNtcW8fGHfLq+REOL3c07vOP7xbb7/dUGdhZkfbEWvVjI1N5Ezc2KIC9Fxx5gMpvRPoMXuxqBREROkI0QK7Akh/oDkl0kI8adV3WqnvNnBlHbT2AF8sauaHwob+PGmEfxlXCbXDEulqtVBndnB0htG8PLqA2wubyYt3MCVg5PZUt7sr5LcaHUyITuaxXtreePivry6ppiV7aaMm7W+hMsHJvH6xf2wuzyMTo/gqeWdp8QDbKtoIVirCgj2AVweH9d9tI150wfy/Ioi7j4lg0HPrmD6wCTeuywXu8uLw+MlLliHw+Vh1MurUQA77z2F1PDAon1KpQKjRt1lBgNAv8SQTsfZK/Dxf6dlBUzLd4hWpeSsnBigbZ7pqe9uoqLFwb/O6M5luUn0TwzFh48f9tczZ2MZqw80csunO7mwbzxzN5Vh1KpICTegVSkD0u/biw/W88DCPcydlsuZPWKoNTupbnWg08RQb3Exe2Mpk3vGYtSomLe1nDN7xDJrQwnPtWtkuXtsBvO3VwYE+4fMWl/KmltHMSAplN3VZm79bAflzXZmDknh2RWFQNsQgbnTcrnzi13sq7MwLCWchXk1NNicrLh5BHa3lwark8X5tRTUWTr9HK9d3I+nfyzkh/31/mVzNpVxbq84np7ck9u/2BWw/Rc7qxiaGs7Xu6upbnXg9fp+8dSKQohjLylUzx1jMnj2x8KA5cF6NX89NZPUdkVTj/wtFkKIPyIJ+IUQf1pWp4fPdlR22rPdZHPx+tpiLugTx5iMKNIjDFgOTn83MCmUVqcbnw9mbyzlmXYPdv9cnM/Ca4Zx88g08mrMAcH+IXM3lXHFoCR8+Ig0akkLN7K9sqXDdtA29n5hFwXp7G4vlS12tle20Gr34PXBnI1lzNlYRkyQFp1aRXKYnisGJfPSBX2Y+UFbxfzOHjJjTBruGpvB3V/u7rAuPkRHhEHboRc/3KAhwqjl/N7xbK9s5dU1B/yp76F6NZ/NHExyuJ56i5Mr5m1hfUkTr1zYl+QwA6+vLeHf3xegVMBZPWKZP2MgN3+6g83lzfxrYnfuGpPBDSNSUSoUXNI/odPGhjCDhmC9mhqzk+/21jEkKQyTVs2Xu0p4a0MJNpeHs3JiiA/RMzAxlNEZEXi8Pt6c0p+ZH2zF5mpLlR+WGsF/j3g4b+/znVUs3VfHhtImoG22gfZzWzfZXNz86Q7+dmoW13+ynbtP6cZtn+2kqtXOxO4xnD1rPYOSQ3n1wr4880PH4/SND6Gm1REQ7B/yxa4qzukV26ExJlinxuFuO/9L+ydKsC/EH0SEUcsDp2Zybq9YnvmxkDqLk3N7xXFxv4Qup0MVQog/Mgn4hRB/Wg6Pt9Mg65Dl++tJCNWTGRVEUpiBMENbOrxWrcSka/v5u3lkGhf3TSC/1oxOrSQxVM+a4ga6RZiYvbHrqd1eXn2A9y4bgE6t4h+nZ3HRnE0dtlErFZzfO47Hvi/ocj8NVhdGjQqXN7AHvMbc1ohR2mTj7rHdKGm00SM2CHMnvdg1Zgce2irfN9vcPP3DfiwHx43nJoYyZ2r/DlX49WolX8wcTGKoAZVSwaNn5nD76HQK6iwEadWkhhtICtWjVimpMVtZdaCROVMHkBll5JSXV2M/OH2g1wcLdlezvqSRN6b0Y+YHW8mJDeK07Cg0KhU1ZgdXDEqipMkWcK8ijVpmXdKPfyxqS51tsbtpdXo44/W1/uEM0Jat8V1BHRvvGE2vuBD21Zl5fkUh7182gKIGKxUtdrpFHv0h/MiyDOf3ief7gsCZGEoabSSE6nl32gA+2FJORUtbcF7V4iBEr2ZjaTOXzt3E6xf3470jCiue2zu2y2KLAPO3VXB2z1hea1dj4dzecbywqohukUaGp8nUW0L8kUSZdIztpmNwchguj49gnbrLRrnyJhtFjVaW7K0l3Kjl9KxoooM0RAfJWH4hxB+DBPxCiD8tvVpJuKHruVfDjRrqLE4arC6SwgydbhOs0xCs09AtyuRflhMTzP46C2Zn19MhtdjdmB0edGoVY7tF8eCEbB5ZUuAfqx2qV/P8+X2oaLaTGGqgtKnjuG9oywDQqJRUtzq6PJbH5+PDbRVM7hlLryPG1C/fX8+/vttLSZON/gkhPHduL6bmJtJgdWLSqokO0hIfouejGYNYV9zIygMN9IoJ5vTu0aSEGfzT14UaNLQ43ARplKwvaeSLnZWc3yeeHjFBtNjd3D46nXqrg69+rPIH++3VmJ1sKWvmybN7kBJm9O83JkhH95gg/jMph0armz01ZqJMWlRKBX9bmOcfNz+1fwJrSxoDgv1DrE4Pj3y3l9cu6keITkOz3c3572wgM8pEpFHDpJwYTstqm46vM8PTwvnvwZ75s3vGMi03sUORRQClQsG/Fu8lr905GLUqHAc/7756Kx6fj9tHpQcMKdCqlP7CfJ2xOD3oVMqDx4BXL+xLq8PFaxf1YVxmVJffTSHEiWXsZBq99koarcx4fws/tssEUyrglQv7MrlnrH+GFtG5WrODVocblVJBjEnb6bSFQojfTv5lCSH+tCINGm4emc6SI3prD5k+IIlHvy/g6iEpv3jferWSCVlRvLm+817+M3NiUB8MaiNNWu4e241LcxPZX2eh9WDw99yPhTjcXv52WhbXf7y9wz5Oz45mT3Urj52Vw/3f7On0OCnhBpqsLuwuDwOTwogJaqvm3mJ38d8f9vOfZYfrB/xY2EDuMyuYN30AE7tHE9pufvfUcCOp4Uam9E/s9DgljVbyasx8tbuaGrODEakR1JidLMwr5PKBSYzPjKKg1tLpEIdDVhY1MHtqrj/YPyQx1ECEQcPOqlZeWFlIvdVFS7uZCPrEBdMrLrjTa3TIN3m1NNldJIYaeOmCPox/ZTX76izsA5odbu4ck8H6ksYOMxzcMDyV9HAjn1wxiKQwPR9vq2Dae5v9QfwhKqUCj88XEOyHGTQoFARs+/nOSi7um8C1w1KoO3hfwo1tjRD5yzs2VgBc0Cee8mYb/3dqJpf0T2Te1nJeX1dMXJCO1HAjRo2aSNPxrdLfYHVSa3bi9HgJN2hICNHLMAIhfgO3x8vra4sDgn1oy3q64ZPtDEwa85MBv83lxu7yEqRTo1Epj7rtycTicLO5vJnbPt/JtooWtCollw9M5O+nZ5MidRGEOOYk4BdC/GkFG7T0Swjm6iEpzFpfErBuSr8EbC4PkUYt0b8wmGqyOXF7vdwwIo2Pd1TRZHMFrE+PMDI6I5LQdtkFJp2a1DADm0qbufLDLbg8h6uyby5v5u1L+/PEsn3sqTYTZtAwc3Ayp2dHo1RAVauDQclh7K4ODBgVCvjnhGxeWFHERf0SGJ8ZSdjBIL7G7OTJLooF3vnFLpJnDKJfYgimn9Fj0mxz8uWuam77fKd/2UfbKtvG6l/cF6WirZe6xeEm0qjtsjBgXLCOyC6mlzNo1fSJD+HDywdxz1e7+LGwAZNWxXXDUrlzTAaRJi0Rxq6zNUL0apQHc/MHJYWy5tZR3LtgN6sPNALwlwW7+eDygXyzp4ZVRQ1EmrRMG5BIVYuddSWN3P/NHj65YhB2t7dDsA9wzZBkFu6p9r/WqpS8fEEff2YAtM3aMHNwCu9sKOWtDaVYnR5Sww08cGoWF/eNZ87GUv9QjEPSIgzkJoagUyvoEx/CqJdWBTR2LNhTwwOnZnLvKZkB36djKb/GzNXzt/qvVUyQlmfO7cWZObEEa/93ggwhjqXKVgcvr+58KlSfDz7dUUFmlJEQfcd/1002J3k1Fp5evo+SJjtju0Vy7dAU0iOMqH9G4O90e6hocdBgdaLXqIg2aYkO0v3mz3Ss1Zod1JqdODxewgwajBoVPp+PgjoLp7yy2l8zxunxMmt9KasONPLd9cNIDJWsJyGOJQn4hRB/amkRJh4+I5urhiTz0bZKfPgY2y2K7RXNPLJkL8tuHEnUz3wQaptazcx9C3azML+GxdcO4+MrBvH6mmIW7KlGp1Jycb8ELu4XT2xQx8BWp1ERG6wNCPYBXltTzLJ9dVw3LJUzc2KwOj20ON3sqGhhWGoYaRFGescFMyYjkieW7aO82c6ApFBuH53Bp9srabC5mD4gkUjT4c+RV2PuML3gIVWtDmxuDzVmB+kRP/0zX9Xq4I4vdnZYXtpk45XVB5jSN56s6CAeWpzPNUNTuevLXZ3sBW4ZlY5W3fXDql6jYlByGJ9eORizw41SoSAmSItW3VZb4brhaczqIqPilhFpxB68j0atmsEp4Xx65WCsTg9urxe318ekN9dxRvcYJnSPptXh5oFv9lBvcfHRFQOpt7oIM2iZOTiZzEgTDy/ZS2WLg+ggLbeOTGdoajhBWhX9EkKptzrpGx/C0z/s9xf6A3hkYnfuXbCbZfsO1yIobrRx/cfbeXdaLh/NGMRb60v4clc1KqWCi/rGM7lXHNPe28yMgcnM31YZEOwf8uj3+5g+MOm4BPwljVZOeWV1wJCRGrOTy97bwqJrh3JqZuQxP6YQ/wvcXm+HxmCVUsGkHjH0jA0mM8qEx9PxR9rscDN7Qxl3tvsd3VDaxEurDrDi5hEMSAo76nHrLA7e2VDK8yuKmDYgkWGpERTWW8mOMpEdE3RMPtuxsLuqlWnvbfYXtP3PpB6MzojA5vJw/zd5/mC/vbwaMzurWiXgF+IYk4BfCPGnFx9qIMKkJSlMz4+FDXy5q5KRaZGsv30MqeE//8Fhf72FUS+u9KeFT31vM29N6ccFfeO4uF88Hh+oFNAt0kRyF2mHaRFGIowaGqyBD4J7ay18uLWCGYOSwefD7vbSKzaYmCAdZc02Hl68l1C9mg+nD6TR5mJNcSP//m4vp2dH883VQzukORo1R+8F8vmg1uwkPliPXqPqdJuyJhsNVicrixq7bDz4ek8Nt4/OIDFUj9npwahRcV7vOD7fWYVSAVcPSeHsXrEY1CqMWhV1ZsdPNrDoVEo8GhUmrcof7AN0izDy1/GZPL50X8D2I9LCmTqgYyX7CKOWQ0Wz37m0P6e8vJqFeTUBsyL8Z1IP3l5fyoTstpoFoQYNPWKDGZ8VxZ5qM/U2J+9uKvPPu/3C+b25bEAis9aVsLxdkcHEED3DUsO5+6uOsyAA3PPVbhZfN4yHz+jOPydk43B7eX5lEee8tR6P18eQlDD+s+zw5zoUGEzuGYtapaSw3kq0SRvQqNOV8mYb9VYnFkfbcIKEEH2nvYgAaw40dlkf4t4FbecshPjlgrVqhqWEsbakCYDByWE8PLE7X+ysYnF+LTsrW0gJM5IeYSQ+RIte0/bIXd3q4O6v2oL95DAD957SjZRwA06Pl3qri+pWO7HBh4cCuD0+goPbarf4fD4W7K7mxVUHeGNKP55ctp8nDg7rSgrV88y5vTg1K5qwg42HDVYnVqcHtVLxu9YTKD7Y0Fhnact4unpIChEGDZ/vrGJgUhjrD16zzizKq+GM7jG/05kK8b9BAn4hxJ+Cz+dDcWS59YPMDjc1Zgc2l4fR6RFc0i/hZ6VFtufyeJm1riRgDHidxck5b29gVHoEd43JYEBiCGkRxi7PA9rGyn925WAmvrHOP20cQGywjjlTc4lqN7zA5vKQX2Nm7qYybC4PObFBKBQKvtpdRWq4kSsGJ7N4by13frmTty/JJSH08ANbtygTRq2q02JxfeND2FLezAML8/ju+mGkhhn4ek81jTY3E7KjSYsw0upw8/yKQnrFBfsr0nfG4/URZtCQEGrgq6uGMOH1tdw8Io0Zg5IJN6h5d3M5F7yzEc/BFoMhKWG8f9kAMiJNHfbVaneRV2vh8e8LyK810zc+hPvGZ5IZacKkUxNh0nLPKd24YlAS5c12vL62cfTRJu1P9vjkJoSy+a4xvLzqABvLmkkO0zM1N4lFeTUsKahlza2j/D3oFqeb/1uYx8fbKzvs57bPd5IZZWJSz1iuGJzMnmozbo8Po1bJlvLmgG3DDRq6xwTRYnexu9pMSZONEWkRhBk0uD1ebhuVzvm942m0uUhvN51XlEnLO5f25+s91dz39R4cbi9n94gl3KAhw+Mj9igP5kem52tUCq4ZmsJ94zI7Hfv6Q2HXs1jsqGztdHiDEOKnRQXp+M/ZPTnlldXEB+v5++nZXDh7o/83eXN525Cdv5+eRf+EUEoabZzePZpGqwuvDzKjTDx3Xm/u+mKXv1ipWqng5pFpPDA+ixaHmw+3VbC+pJE+sUFcHm7DqFHxj0X5/PfcXlz94baA3+6yZjsXz9nEomuHMiItnG0Vrfz1m91sKm0mKczA/52axZk9Yoj5HVL/1x5o9Af7CgVcPTQZnVpFmFFDariRC/rE8emOqk7fmyiFDoU45iTgF0L8Ybg8HsqbHTjcXgwaJUE6NTVmB2aHB4/Xh93tIUyvISFU7x+vWNpk474Fu/loeyUer49QvZq/nZ7NjIFJv2hMY7PdxaL8zqu8ryxqwOxwM3da7lGDfWjruR2eGs6Oe8aydF8de6rNjEgLZ3ByOCntsg2cHg/fF9Rx/jsb/MHyZzureHr5fuZOG8BNn2ynrN1Y+ceXFvDk5J7oDvaIx4foeHdqLhfP3eR/P7TNDvDImTnc9Ml2PF4fN3y8nVtGpnPb5209Sg8uzmdct0j+Mi6TiTkxXDJ3E3Om5nb5efolhBBxMFDuHRfM2ltHsbWsAbUCvt5dzax1gbUT1pc0cdab6/j6mqGsLmpgZVEDveNDOKdXDCsLG7l83hb/trurzczfVsHnM4dwVk4MSqUCnUrJgQYb13283T+zQY/YIGZfmkv/hJAuG3I0aiU5McH84/RsCustLMqv45ElexmTHsHmO8cGBNx1Fhef7ez8YdPng42lTXy9p5r3LxvIWT1iWVvcwHlvb+C/5/QCIFin5smzexKsV7OprIkoo5a+CSHEBun8mRf76i0MfGYFyWF69GoV5/WOZWRaBKsONPDiBX2468td7K21+I/74baKtmEk1w0jwqTttIBXYb2F89/ZQF7N4VoPLo+PV1YXE6RV8/AZ3dEdkc2Rc5QU34QQfYcCi0KIny83IYTvrhvOnppWHlmyt9MG2EeWFPDVVUO466td+L6EW0el8+8zc8iINDLzgy0BdT/cXh+L99YyqUcs57y13j8jype7qnnih0LW3z4anVpJVYujy4ba+7/J44PLBjD6pVX+ZfvqLMz8cCs3DE/l0bNy/LVgjpdDWQ9KBbx9aX++2VPD8yuLaLG7CdWruXVUOmd0j+GGT7YHpPYrFHBO77jjem5C/C+SgF8I8YdQ1mTjxZVFvLKmmFaHm8woE4+elYNaCRe80zbHfWq4gWfO6cV3e2uYMTgFnw8umbPR/3AB0Gx3c+9Xu1HS9mD1c3v6tSolkUYNU/olcEn/BNxeH1qVkj3VrTy7opBIkxbdUcant6dWKcmINHXay31IRbODqe8GBuuHzv/vi/K4ZVQ6f/26rXJ/lElL/8RQ1pc0caDBSlKYgewoE5lRJtbfNpp5W8vZV2ehb3wIg1PC+L9v8vyNBXtrLSSE6Hng1CyGp4VjdrgxadXoVEr21rZgcbZlGUzMiWFRu1R4aGu8eP683qQeDJYVCgXxwVockXp8Gj1T3u04td2hY24pb+amT3dgOfgAnBI2mBs+6ViF3+uDq+dvZdMdY0gKM1BQZ2HSrHUBQwz2VJs55ZXVbLtrLFEmLY0Hx81GGDUdUtmjgnREBenIjgnmhuGphBnUAcMGoC1r4cjr3p7b48Pl8bGprIm0CCM9Y4N5/rzemLQqwo1q3rk0l4e+3cvmdj3+aqWCDy4fSM+4YCwON1/vruajGQPZVdWK2elmWGoEp2VHc8cXu6hstgcE+4e02N28vPoAj56ZQ0InGQ2lTbaAYL+9l1cf4JqhKWRFBwb4k3rEcu+C3R3qSgD89dRMYk0aOm/6EEL8lCC9hvFZUcQF67j1s451UKCtEXFXVSvdIk3sq7PwwsoiPrh8AGaHp0ORT4A7R2dwzUfbOkx/6vL42FXVyuDksIDfniNtKW/GS+e/b6+uKeb20RnHPeDvFdf2O3TtsFSW7avnnQ2Ha7M02908sqSA64alMnNwMm8drNuiVMAbF/cjMVR6+IU41iTgF0KcEI1WJ3a3F6fbg1ql5Or5W/lu7+Hp9fbVWZgyZxNvXdKPe0/pxpPL91PcaGPK3E18dfUQ8mtaMWnVAcF+e/9aUsCFfeM7pDlXtthptrvRKBVEmrT+sY5lTTYeOTOHj7dXctl7m/0PWwOTQpk9NReLw+Pf9lgorLf6g+Ejbato4Z8TugNtKe3vXZbL7iozLQ43Hl9bYPhtfi1ju0Xw1PJ8rhiUyqzmEhbl1/Dwd3s77C813EBlqx2zw43L42P2xlKUwGnZ0QD8c3E+s6b0Z1hKGG9tKKXW7GREWjj/PjOHPvEh/v3UtDp4e0MJTyzbzxtT+jImI4IQvZqt5S0U1AUGsMUNNqJMWixOG0oFBOlUXX7eWrOTGrOTUIOahxbnd1pPwOr0MHdTKQ63lycOzk5wZvcYnjqnJ92jgzpkXhztXoXq1QxMCmVTWecPzWfkxPDi6iJ/cB2i13BBn3iqzQ6+v344L6460OGB2+31ccncTeT9ZRw6tQKVUsk5b60P+Cy3j07jg8sGcEcXRQ8BFufX8n+nZnW6rqtgH9pmUTB3cn2Tw/R8c81Qzn9nA2bH4fVXDUlmSt+En8xYEUL8NI3q6P+OfED7LX7cX0+ksfMMtKggHSWNtk7XvbW+lBkDk9jb7vc2K8rExf0SCNap2FTWzLrirmuyAGyvbKH7UTJ/vF4ftRYHXl9bY/OvmS7w1MwojFoVZ/eM5by3N3TxWUpYd/towgwaIgwazsiJIcyg+Vkzywghfhn5VyWE+F3ZnR4qWu3UWZzM2VjG+pJGnj2vd0Cw397fFubz1dWD/VPQub0+5m4sY1xmJNqjPIg02Vy0tgtwzA43K4sauPnTHRQ1WAG4anAyfz01E6vTS43ZgUal4IudVQE9K5vKmrl2/ja+v2E4UT+joNrP1X58f3sqpYLJPWNJDTcwf8ZAjBoVBo2Kb/Jq+O7Lw0MOsqNNZEX346YRGdTbXMzfVoG7k6e8QcmhaFQKFuyuZklBHQaNkkv7J3J+7ziMB9O/XR4fM+ZtYVhqOPeM7UaIXk11q4OsSBP1Ficur7etB3tLBfd/k8c1Q1NIDDGQEWmk3uLilpFpxIboufOLnVS2tBWISwzVU29t673KjgrqtCJzewoFmB2eDkF4uEHDfeMz6RkbjNPjJdqkxaBR8eTy/XyTV8Pq4kY23jH6qNkUR1Iq4fFJPZj4xroOPf0Tc2Jotrm4a0w3escF43B70KlVqFVKDGoVBo2aeVsqOt2vx+tj2b46xnSL7HQmg+dWHGBUeiQhuq7/9B5tPu72wxKOpFMr/fezPa1axdiMSHbccwr76yw02930jA0mNlhHmEGDx9P591AI8fMZNCoGJYcSotNw1ZBktGolWpWS9SVNvLrmAL3jgtlXfzhI31tr4aaR0Z3u62jZR0v31fHU5J50izLx9A/7eeacXnh8PuZuKqPB6mJMRgSfXDmYozU/BGk7L+IKbQ3fH24tZ2+thYxII90iTQxJCeu0PsjRJIcZWHL9MCpbHF1+HrfXR1G9la3lLfxzQjb5NWYm95J0fiGOBwn4hRC/m5JGK+uKG4kL0TP5rfW02NtS97dVdJ2eWNFix+7yYtCo/EHylopmJnaPDihidyS1UoGhXSX77RUtnPXmOv/r07OjOSMnhklvrvf3TveIDeKJs3vy7IpCVhQ2+Lcta7ZT1GDtkC7dXlWLnQarCx8QadT8ZEXk7JgglAoCemKCdWreuyyXhXtqGPvyKswOD0NTwvjHhOyAzwJtD4wzP9zK11cPISZYx3Pn9ebmT3cEbBOiV/PyBX254J0NFDa09RiZHR7eXFfCj4X1vHZRP+4Ync6zK4oAWFvcyNriRvRqJZvvGsNr64p5enkh9VYnqeEG7hqTwfuXDWBfnYXhL6z0H2f+tgrSIgzMmtKfC2dvJDZYi83l8fcoT8yJwePzEaxT0+roOC1dbLCOML0avVpJSrjBPxwh3KDhvcsG8ODifP/wBoBxmZHMmz6QS9/dRJPNxTsbSvnn6dmofmZPlNXpxahR8dmVg3lpVRGrDzQSZWqbsi8l3MC09zbz7XXDKKgzs6vKzICkUKpb7dy3YA+TesZ22VgDbXNzf7+381oQAP/6bi/PnNubD7Z23mhw/fDULmeWyIg0kRJu6LT3b8agJJK6+PegVilJDNETqtegUysxdDFrgxDil7E43JQ226hpdTBrSn8W5tVw2+c7/bO0jMmIZMHVQ/lyV1VAo2e/hBAGJIYSE6TtkNbvPcpvpV6tpKTJRpBWzY83jeTxpQUB9Uj21VmYv62CxdcNI9yg8Q9/av/+HrHBnX6WsiYbd32xk6uHpVLUYGP+tkpigrQ4PV6GeyE98ucH/WqVkiHJ4f4p+boSH6Lj0bNyCNWr6ZcQQvBRGkN/Lq/X12FGFyH+1/3yPB0hhPgVihqsjH15NWtLmvj3kgL/fOStDvdRe86VCtCqlXjbPS2lhRtJDjOQFW0iOqjzsYgX9InD6fZicbppsDj5y9eHp1PTq5XcOSaD6e9vDkhF31NtZtp7m3ng1CzURzwwdPXg4nR7WF3UwNiXV9P7qeX0eWo5Y15ezcqiepzurgPD2CAtd4/t5n89JCWMZTcO58HFe3llTbE/WF5X0sTkWeuZMSi5Q0BXWG+lqtVBWoSRywYksvnOMVw1JJnxmVH8a2J31tw6ig+3lPuD/fb21lrYXd3K5QOTmDWlHyPSwsmINHL5wEQ23DGaR5cU8MA3ef5e+uJGG3d+uYu0CIN/Crv2DjTYeGdDKXeMTufzK4fQNz6EL2YO5vFJPYgyafhqVxX/mdSDIzPIVUoFT0/uiV6tJNyo5e+nZ/vX/XV8Jv/8Nr/DFE7L9tXzyuoD3DIyDYCFeTUBsyv8FLfXy95aCzPmbSEnJohnz+vFbaPS+Wp3NVd+sPXgQ7KPvy7Ywz1f7aLB6uSrXdV4fD4ijBp6xnbd8HNKt8ijjq8tqLMSH6zj+uGpHdaNTAtnSt/4LtPsMyKMfHXVELKjA7MZzusdywPjszB18rDs9njZV2fhb4vyOPONtVwzfyu7q1qpaLZhP0rDhRAnC6fbQ3GDlR0VLeysbCGvpu37fySzw0V5s41aswPXz8h8abE7WVJQy/hX1nDHF7tYfaCBv369J2BK1h8L67n03U2My4zkwr7xnJIRwVuX9OOyAUn4fD6+vW4Y3ds1JKuVCsqabDw2qUenx/y/07KYs7GMc95ej9Xl7rT4qNnh4ZHvCrjxiN8YlVLBB9MHEh/S+d/bdcWNXDEkhYvnbOTl1QfYUt7Mt/m1TH9/Cy+uKqKypfNhBl1RKhXEBeu6LBzaKy6YJruLmCAd3WOCu5xa9OcwO9zsqmrlL1/tZsrcTby9voTiRuuv3p8QJxvp4RdCHHcWp4cHvtlDcaON4WnhPLui0L+uutVBRoSxyynmzuoRi8vtDZg+7JqhKWRGm0gI0fPttcOY8Ppa/xRAAENTwrh7bCb1VicKhQKtWuFvYAC4sG88724q67SQmcPt5dPtlZzdM5bP2z1M5XTRu1/YYGP8q2twerwoFKBUKNhXZ+HUV9ew9a6xXfamhOg13HtKNwYmhfJNXg3n94onr8bM5k7GlXt98MSyfVw3LLVDsH1ojvUQvYb+iaG8emFf7O62HuzCBgtvrC/psL9Dlu2rY3xmJLHBOh47qwd2l4eqVgclTXbe3VzeYft+CaF828VMBgCf7axk+92n8J+lBczdXI7H6yM3MZQHJ2STGm5kYV4NC64awtxNZRTUWegRE8yluQk021xoVG0PujnRQfxrYnceXLyXHrHBbCjd0+mxFubVcMOIVFi2n2iTFu3PLKhoc7r57/L9XNA3gSabi+cOZjccyenxERWkY/n+elrsbtIjjSzfX88TS/fxzwnduWTupg7vGZAYQmaUiVO6RTFrfWkne4URqWGEGtQ8MjGHmYOTeXtDKVanh2kDEukbH0J8iB6zw41aqUB/RE+8Uqmgd1ww31wzlDqLk0abi8RQPVFGbZcZJTsqWxn98iqsTg/n9orjlpHpVJsd7K+3YNCoSAzVExrZeWqxEH92rXYXX++pRqNSsqKwgXc2lvozy548uwej0yNotrspb7azo6qF1HAjMUE6Cut9fLStgspWO+f3iWdoSjjJYYGZN/vqbFw4eyNeH/z99Gz+s2xfp+dQ0mijxuzk7B4x6NQq/rJgtz+LaWpuAh9fMYjqVjutDjeJoQZeWX0Ak1bF3Gm5vLzqAHtqzGRGGfm/U7OobnXw6Y5KRqVHBPx9OtLC/BoeOSuHYL2azeXN5MQEccWgZHQqJfvqrHh9PiKNWn+WnNnhpsHmYu7KooBaH4c882Mhlw1IRK9WEW78+QX/4kL0fHLFIE57bY1/uBe0Dfl68uyeLMqrZmhy+M/eH7T9zau3OPH6fEQYtRi1Sr7aVc2VH271Z1F8uqOS2GAdP9w0guyjZOYJ8b9CAn4hxHFXb3V1Ouf5Ic/8uJ+PLh/IBbM3BgT2WVEmHj6jO//4Ng9oK4z02Fk9GJAY6p+XvV9CCKtuGcnakiZqzQ6yo010izRR0WxnYX4NLo+P8ZmRvDmlH08u288nOyrpHm1iXhcp1SatCoUCJmRHsyivBrvbS+TBadeO5HR7eWFlIZN7xnDPKZnY3R7cXh8hOjVvri/h2R8Lef783v6p9I4UFaRjSv9E+ieGcutnO8mK6noc+vqSpoCMgEOOHLuuVikJOpjabtSqCdGpAxo72gvVq9lV1cpFc9qC189nDubur3bx2Fmd9y7p1cpO00wPcXl85NeaeWdjmX/ZlvJmLpi9kdW3jCIpVM/OqlYu6Z9AYoierZUt3P3lbp44uwf5tVbOfHMtbo+PJ8/uwY57xnZZuOoQu6vtu3LX2G4E/cxU0Eabm893VXPtsDRig3X+BpP2xmVGUtFsJ0inYmJONJUtdia9uR6np+14cSF65kzN5fGlBeyuNmPQqLhycBL3j88iPkTP6IwIEkP1lDcHTpulVMDjZ/ckPqTtuxtp0jIk5fDDbnGjlfUljdSanZi0KkL0apLCDAHzZisUip+cAeKQWrODaz7ahtXpYVByKHeOSWfZvnoeX1bgf6jPiDQyd2ouvgYbqw40YNK2FTSMD9ZjOMpYXyH+DArqLBQ12Fi+v57v2g212Vdn4fx3NjJ3ai4L91Tzfru/B7HBOmZN6ceXu6vZV2dh3pYK0iOMfH/DcNIO1tGwudw8/cM+/5Cs6CAtBzrJpDpkc2kzZ+REM/GNdQHL522p4MfCBv57Ti+mvruJTXeOweJ08/aGUj7fWcUVg5KZOTiZUIOGqlaHvxfc6/MdtZieUqFgb23buWdHmzinZyw1ZidXzNviz2pLDjPw5pR+jEqPQKmAtAgDK4sautzn8v316A5mYrVnd3mobHVQa3agUSmJCdKSEKL3Zyr1iA1m9a2j2F3VyubyZpLDDITo1NhcHu4/NZsIU+cNCGaHi+pWJ/VWJ0aNiqggLVXNdqa9v4W8GjPpEUbmzxiIXq3i6vnbOtSJqW51cNvnO/lw+kBCj2HBXSH+jCTgF0Icdx5f2zRoQ1PCiDJqWXDVUGxuD60ON8+vKOL9LRVEmbSsv300P+yv50CjlaEp4fSJD0arVHLdsFSuH5ZGVrSJ+GAdwe1S/xQKBYUNVm77bAdhBg0fzxjIi6uKeGV1sX+bN9eVMGNQEg+fkc3y/fUkhRlIDjWwp/pw1XOVUsGDE7LJiQlmdVEDhQ0W3p8+kL21rQxODsfj9WF3eQJ6XVsdbrIijUzoHsNZb67zj5fUq5U8cmYOUSYtrXY3uqCjB05LC+potDkJN4R1uY1Rq8LlCZymaWBiaECvU7PNhdnpRqdSEhWkIzZIx40j0vi/hXmd7vPKwSlMmbPx4HUEu9tLq8MTcH3b21HVwp1jM7o8x2EpYWyr6Dj0weP18Y9v8+gZG8wzPx7O7rhtVDrvXZbL2bPWc/vodLpFmMiMNrGz2syi/FoePSuny2MpFW29RP84LYv+iR0bY7qiUbXNzrDqQANzp+ZyydxNAeNcs6JM3HtKJi0OF5N7xjIyLYKbPt3hD/YB5m4qY11JI9cPS+WUzCgKas0khupJOngvTFoV3143jAe+2cOC3dV4fdA7LpiHJ3bH6vRwoMHqDxwO2Vtj5ooPtrDu4PAFjUrBFYOSuaBPPAOTQokO+uUFIxusLrYcHF7wwKlZFDZY+duiwO9CYb2VM95Yy7zpA7nqw21AW1rxW5f057zecT+7IaW9OouDJpsLpUJBpFErD9vihLA63Ty9vJAp/RO6/A287+s9/Gti94CAv7rVwXUfbeeRM3O46sOtQNuQtAe/zeflC/tg1KoxOzwBv3VWp6fTMfOHZMeYeHn1gU7XlTfbqTU7+GjGIN7bXMaApDAu6Z/Ij4X1eH0+esYF8/nOKp5avp8vrxpCt0gjmZFGpvRL4KmDxWyPdGGfeLpFGDg9O4oXVh3ghuFpTJq1zt+grlRAi93F5LfW8/31w0kI1hLVxawBh9hdHr7aXUWvuMO/tw0WJ+9sLOVvC/P8xW4TQ/V8NGMQg5JC/dPipoYbSQ03MiYjghaHG5VSGdCQeaSqVjv/+m4vr68t8Rf96xsfwhNn98Di9KBQwIeXD2RpQR0albLTgrUA3+2tpdrswKBRUtniIK/WTLPNRZ/4EEL1ahQKBWF6jTRuipOeBPxCiOMuWKfmrrEZ9IoN5pJ3N1F7sEhRfIiOJ87uyQdbynl+5QFsLg//OD2bMEPbVECH0rQzjtLzDaBVKWm2u+mfEEqNxeUP9vVqJf+amENGpJGdVa1sLG9m+U3DUaJAr1axuF2Pz7Pn9mLZvnr+vqh9ynwhVw9JIVin5rqPtvHplYPpERPkf4gxaJSckhnNkOdWBDxw2N1e7vlqN19fMxTjz3iQyK9tS+V/6IwcFAo6rWh/xaAkvtx1OIXz9OxoXr+4L7HBOixON4X1FurMTiJNWvbVWXF5vfRPCGFabiJf765idXFTwP4eODWLHwvrqTzYw+3ztV1Hh9uL2+MlyqQNGCYBbWNDLU43E7KjWHzErApqpYLHz+5JebOt0wfflUUNXNI/MWDZq2uKOatHDHeMSWdQUhiTe8ZS1erA6vRQ2WJHpVAyLjOKZfs6zuBwXu941pc0MjI9AtUvmFouOkjHvad044GFebx2YR9evagvzTYXZc12sqJNON1enlq+nzvHpNNodVHR4ui0EWNvrYW7v9rN45N68Oa6EhTADzeNxO3zctm7m8mvtfD11UO4ekgKDo+XkkYb9361m/31VqYPTOShCd1JP9hLX95sY/Jb6wPqSbg8Pt5cV0KwTk1CiP5XBfy+dnNxJ4ToefDbjlM2Qtt93VzWzKDkUDaWNuP2+rjigy1sv3tswMP9T3G6PWyrbOHGj3ewubwZhQJOz4rmufN6H3UaMCGOB6vLQ4vDRX5t19NZVrTYO23UqmixY9Sq0KuV/kB23tZy/nlGd9Ij1Bi1Kq4akkJ+jZn1pU3M21LO1UNTOg3AjVoVQ1PCufGTHR3WHbKzqpVWh5unlhf63zMwKRSP10eD1eX/+6JVKZh9aX8abS6W7avj2qEpvLEucNhWTJCWB07NYum+Wkqb7Ky4eQTzNlfgcHsJ1qn522lZ5MQGUdPqINKko87iwOx0kxFhZGRaOFsqWugXH4LH52NLebN/6Fu/xFA+2haYGbeiqIF7vtodsKy82c6pr65h+z1j6XZEJpJJp8GkO3oDoMvj4cWVBwIa7aGtjs68LeV8duUgai1OHG4v3WOCjjpdqc8HDreHxfm1XPre5oBhg5cNSOS+cZmsLKqnT3wI4Xo1IToNdo8XtUpBsE5DrdlBjdmBEtColOjUSnRqFTHBx27GHiF+DxLwCyGOuyijhov7JjDixZUBwWxli4OZH2xl8XXDuG5YKinhBiKMul/c2p5+sAbARf3ieevgw49SAXOnDeDFVUX8sL/ev61ereTDywcSrtew8uaRVLbasbm8GNRKPt3RcdjBrPUljMroj8XpYfWBBiKMGv9wAqVCwTsbSrvsXfhqVyXdo4yYdGqiTDpUXVQOHpUewXMripi7sZSnzu7JPQt2B1yn/gkh3DcuE7fXx1/GZRKkUxNt0vpTK/NrzGhUCtQq5cGgUcGcjWVMy6/h76dn8e5lAymos/Dp9kqC9Sqm9EskMVTH1vKWgJkCGixOEkP1/GfZPl67qC8z5m3B0u4BKSFET0aEiZtHpjM6I5LX15ZQb3UyKi2CW0en8+iSAipa7Lx72QAumr0xoJp9dJCWFvvhRoDxmVHcc0o3PthSzubyFlYVNXD5oGRWFTUwd1MZ1w9LRa9p4pUL+3DXF7v4Jq/Gf1/P6x3PtAGJTHt3M06Pl2fO7cV1Q1N/9vdmQnY0C/ZU88a6Ui7NTeCTHZWUN9tpsjm5sG8C/5rYnWCdigtnb+L96QOOui+VQoHH66OowUqrw8WeGjN9E0LomxDCE8v38dG2jt+pdzeVM2NgMvEhevQaFUX11oBgv7031hUzqUcsPp+vy2J+XYkwaukVF8yuqla0KuVRH4z3VLeSEmZkY2lbRoDPB2+vL+Wpc3r97OMV1FkZ/eJqfzaEzweL99Yy6sVVbLhjdIesBiGOpyCtmowIExFHyTBRKuhQoPWQBouTIJ0au7ut4dPl8eFwe6g1O8irMbO2uJFmu5upuYlkRpnweH2c1zsuYGx9mEHDGxf340CDtdOK/Id0izTx0fbDwbTT7SVMryE9wkhVq53LByUxZ1NbXZCSJjtxITocbi/XDU/lgr7xvLrmAPUWF2MzIhmWFk6txcHApDBqzW3p8OtLGzFpVbw/fQCPLilgzdeN/mP1iA1izqW5TJ27idnTctlXZ2VFUT0apZK/nZbN9wW1ON1evsuv5YLe8f731bQ6+PuizjMnbC4PX+2q5o4xXWeEdaW82cHzKws7LL99dDpxwTrGvLzaH7jHh+j49IrBXe4rJyYIl8fHBbM3dvg7/d7mcrKiTOjUCnrHhdBkd1NrddFocbIwv4ZhqRE0212olQpC9RpcnrYGkLQIA0NSwokyaogJPvpsPEL8UUjAL4Q47qrNTp5avs8fxMYF67hmaAq940OwONxsKW9iQnYMWdEmtF2Mdz+ahBAd71zSn8oWu79n+eyesSzfXxcQ7ENb7/vfFuXx7rQB5NeYcXl9rCiqZ1ByGHeMzggoKHjIB1vKOa93HKsPNDI2IxJC25a32t2d9h5FGrW8OaUfG0ubmPz2Brzeth76aQOSSOlkyrXByeHEBev4YGsFCoWCr64awt4aMz3jggnWqVEo2ooJGrUqMqNMAdWMq1vs2FweLpqzxT+GNEin4v7xWfSKC+bbvFrO7xVPlFHL7aPTCTNoCDNo0GtUhOo1bLpzDI8v3cfW8hbWlzbw4fSBTHxzLY8v3cfKW0bxY2Ed5U12sqODiDBqqDY7mDJnE8tvHE6kUYtBq2JbeQsz3t/iv/Zvry9h+oDEgJ6nmYNTmLelrRBgVpSJG0akct7bG/zB4fbKFr7aXcODE7I5LSuax5bu46ohyVS22Pnb6dk8eEZ3ShptaNQKlhbU+YN9gL9+vYdzesWSHtExE8Tu8lBrcdJqd7OvzsLWirYCVv86IweHx8vSvbXcc0o3EkP16NUqEkJ0aNUqVhXV4/R42VnZwtCUMH+qfXtKRdvDclGDlfgQHZvKmrn9i50MTg7j/07L4omlnRfxAvhyVxV94kPQa1Tk13Ye7ENb77vb68Xna6u4X9Fqp7DeisXpoXu0idggHSFdBDQxQTreuLgfp7y8GpvLQ7coY8AwlvYyo0wsKQjMpChssOL2eP0ZLUdjcbh59Pu9AUMfDqm3OvlsZyV3jM74xY0WQvxaeo2Ka4enUNni6LIo7MScmA5/Iw5JDNMHZCoNSQlDCTy0eC+vrS1mcs9YpvSLR6lUsLqogTO6R9M/vq1xtqDOQpBOhcPt5bHvCwjSqbl2aCr//r6gw3HUSgWnZkVx74K2nvIzsqO5fUwGX+yqYktFM+kRRqKMOl67qC9zNpbxdV41a24dxeK9tfzj23yiTFrO6RXL2IwoBqeEMvH1dbxxcT/6JoQQatDw0qoDpEUYGZEWwYsri1hT3Bhw/D3VZq78cCuvXdiXf36bz6c72hUDXAb3nNKNCdkx3P/N7oAA3uFpm+2kK+tL2o5Tb3G2FQqtsxBl0pIcZvAPf+pMi93VoXBgQoiewclhTH9/S8DyyhYHC/OqmZabwPtbArMPlAp46YI+fLGzqstGeZ1aSbdIExfN2cjeWgtZUSZuG53OmIxI1pc0kRJuIC5YzzM/FDIqPYL+iaFsKm2iqsXB6dnRKBUQFSRBv/jjk4BfCHHctTrc7DoYaNw0IpWrhqRQY3ZidrqJMmkBH1q1khqLg6TQX94LqFWrOLNHDFUtdjw+H0v31XFxvwRu6iSF8pqhKYxIi2DKnE3k15oxalVMH5BEjEmHL8bHwKRQNh1RKb/R5qK3VoVBo/KndwIYNUp6xwUHVK6PMmmZOy2XO7/YFdCj+sDCPN5cX8KyG0aQfETQnxJuYPlNI7jqw63M21JOUb2Fv52ezXUfb/cXrjNpVfx1fCYxQTpGpIXTPbptaEGT3c3EN9YF9MSbHR7+b2Ee707LZVhqGKe+tsY/VZRBo+Kxs3IYnxmF9uDDzqwp/Wh1eDBqlRg1arbffQrL99cBPrpFmgjSqbE5vWjVShwOF7eNSmd3tZmbPu08RfXznVXMmz7QH/BP7hlLWoTRHzTfOiqdvy3M6zQ4fGRJAZ/NHMz8bRXM3ljGZ1cOprrVgUal4KKD9QaO5HB7KW20dwj4G61OPt5eQWq4kWvmb/NXxoa2YSbf3zCcm0eldwhCfT4fKmVbkPva2mL+n723DozqXre/P+Med/eEEBKSQHCnUJwWKEVKC3V3p66nXupCKS4t0JbSogWKWxKChEDc3ZPxmfePCUOGTHp6733v75577qy/YGbPnj07M3t/1/OsZ62v56Qwf01mD8PCZ8fGsqlL4nrf0Ag+OVREXbuB33Jr2ZlXx5r5qeTWtjtdFJutVrsnQ4xP7995hUSEv0aGwWzhQEED7x/IZ3ZyMJ5KCVvOVmE0W7l7SHivkv+0EDeyHx/J/vx6nh0by6L1WT22kYuFDA735PU9jmTk+ni/v0X2AVr0Jg4U9G749XtuLXcPjvhbIy4uuPBfhdlipb5Dj0IswmIx8/3c/tyyPsvBFDbaW8mL18Vx3VfHerx+bIwPOZWt9vlxkVDAM2NjaNWZ+DGnkl+WZLDtfDVPb8/FYLYwtY8/bnIJUxL9eP73i5yrbmPlzWncuem0Pdp0SUYoM/oG8PP5akRCAXG+KqQiIY+MjKLdYOS+oRHc0C+gS0lgISPUg3359RwstKmeVt7cn6o2HY+PjObeH3PsBnv1HQa+60oFuS7Ol0dGRBHnq+LVXXlsOlPFO1P6MCTCi0atodeZf7PFSkFDh53sR3gpCPNQUtGi5b39BYyL8WHzrQPQm8zUtuvxU8uQiYXE+6k4W9XmdJ99/NVUtei4Z3MO2y7U2B8PdJOx667BdlWEUupIRURCISqpyOGedkt6CF8edZT4X8Hrey6z887BpId48MXREqrbdAwO8+StKX1o7DQwJsaHEA8Fq0+XO5gSzkwKoNNo5qZuiSsXa9u5b/NZnh0bw4BQDyK9FGw5W83c1CB+PFPp4IGydMdFPruxH/NSg/9LkYIuuPD/Ai7C74ILLvy3w1ZFV5Lgp2J2chAzV5y0ky+FRMTTY6Op7zDgbpFQZtUSqJH9baJxBSqpmGgfNdP7Cnh3fwEyJ47y/QI1DA7ztBsxgc1s6etjJZytamVxRqjNIPDHHMDWqZ+a6MekBD/2F9QzNTHAwYBMJZewaEAonx4uxk0u5p2pifgopVysaXcqny5s6GTz2SoeGh6J8BoZaZyvmp8XZ9DQacBssTLw44MOHakOg5kXduSxbkEac1dn8uOt6ST4adieW+OwMOqO9w8UMqtfgEMutNZo5uODRQwK86SwsZOKFh0x3kpCPa+SzggvJdeJfJm76pTD7L9IKOCTmUmMjvaipNnRgb47TBYr/hopS8fHMiTCEw+5hPyGDqQiIQazhSB3ea+dIZPFSqfBzM+LB7L3cj0Gs5kQdwXtf5EOALbZ1mtxsqyZmjbbYrj8Gsf8Nr2Jad+d4OTDI+zdJr3JjAABpc1aSho78VFJqWrV89KOPDYtSmdXXh3HSpoI0Mi4OTWYk2VNrD5dzm0DQ/FRSR06Z2aLlVd2XeK+oRE88vP5Hsd2fbwfP5+vIsxTSb8AN0I9FJQ193T5vnVACAFqGaXNWqpadQyP9OaV3XlUtepJDnTjidHRnK1qZWys82g9qUhEgp+GCE8ltW16Xp0Yz+t7LtuLLf4aGZ/ckNQjUsxXLWVi/N+P65OKhPhrZFS29vxe+KqlzEwK4G8mJ7rgwn8JJU2dVLboyK1tx0MhwVMhIVwpZOttA8mpaqW2Xc+4LhJosVp5akw07+0voEVnQioSsjA9mLsGh7NgbSZysZARkV48OCKKnKoW9l6q59Mb+/HQ1rMUNFzNed+QXcnOvDoOPzgML4UUmVjE8hMl7L5nMF8cLmbz2SqW/n6Rj2Yk8fqkBNr0Jo6XNiEWCoj2VuKrlKI3mZn49TH7iFWIu5zPZyWz9PeL5FS1cv+Wcyyfm4JCIuoRz3oFuy/VsXR8LCqpiE1nqkgOdEMmFmKyWFBLe1/yz0kJ5OODRcT5qnhzch+qW3VcrG3nhqQAIryU7LpUi8Xqy5TlJ+gboOH7m/uTEujGKxPjufH7noVYpVTE6Ggf3th7yYHsCwXw8Igozla18fLOS7TqTSxIC2ZMjA+hHgosFitSkYDV81L58GAhBwttBD3EQ97r2JPFCssOFfHUmBiGhHvRpjeilompadPz7G+5nK1qI0Aj4+4h4bZ7/A85mC1WbkkP6aEYuIIP/ixky60DEIuEZJa3IBML2Z5b2+N97918lmGRXiQFuAi/C//acBF+F1xw4b8dHjIx9w6NwFctY8wXRxyIrNZo5uWdlwhxV/D2H/nUdxh4eEQkdw8O7zVb/K/gr5ax664h5NW1Ee+rdpDc3zMkgjf/6CmpBDha0sSjo6Ls85yvTownylvJjzlVfHm0hCl9/LoWJBY6DCZUXYunYDcZ25ZkIAA++LOA2waGYrZY7bPT12LlqTIWpgXj46Qj662S4q2S8sGBAqfyU4B39uXz6sQ4Xt99iW/npHC8tMnpdmCbyw69ZoZyWqI/twwI4e4fc8ipss3wT0v05x9TEonrMlYzmMwsO1jUw+jPbLHywNaznHp0pNPjv4JgdznlzTq259by/oFCtEYzE+N9+f7mFOavdb7A6g6RQICnUsywSC8S/TScKm+m02Ah3FNBiZOoPje52J4nfQWNHQZe2pnHM2Nje10c17TpqWrVIRDYYg9XnCxDKhJwU0oQerOFT29IYtH6bDIrWpjy7XGui/PlrkFhjIr2pqJNz3i5L7cOCON4aSN3/pDTY/8Xa9t7ZHcDTO/rT6BGzn1bzlLRomPfvUPYdddgZqw4YS+ECARwU0oQz4yJQSMXU96iw4JNcXAlzzqnqpVF67P4YlYyKUE6vFW9/17kEhFhXkoeGxXFvNRgqlp1yCQi/FRSyhrbqe6WkT0m2pvPZvUj/D8wc++jkvL0mGhuXpNpf0wiEvDOlEQivZQYzRYOFTXirZL+p00IXXDhn6G4K7Hl127kLNBNxvKb+iMXC/nxTBUfz+zLBwcK2NzVzZ7cx491C9Lw7oqH81ZKKG3q5NMb+9HYaeB0eQv3bc5h4y3p7LhYS3FjpwPZv4ImrZEvjhTz6Y1JNGpNiAQgF4t4akwM89OC8VFJOV/dxrKDhQ7jTmNjfBgT483yri79FZS36Fi0PovlN6Uwa+Up2vQmzBargzdKbyht0jIyypsb+wXwyeFilo6PJdRDgVgocCpv18jEyCUCXp+UxKL1WQ6Gre5yMZsWpWMwWblvaASfHylm1OdHyH5sFP0C3Xjxujje3V9gP64Qdzkfz0xCZzTblQdX8OrEBM5UtvLM9lz7Y7sv1RHjo+L3Owax7UI1y0+UYbVaual/EG9NSuDzoyW0ao3E+6qdxqgKBPD0mBge33ae46XNDArzYNGAUO7vpkCrbtPzyq5LzEkJ5IlR0fxjny1SsbdzqTdZ6DCaEQBzUoJ4dbdzw1OAlSfLeXdaYq/Pu+DCvwJchN8FF1z4b4dGLiYlyI31WZW9EtmPDxayZGAoz/1+kVd2XeJ8dRtfzk7GS+k8o7c37C9o4KbVp3l0RCRvTE5g9sqr3QdftZRCJwu1K8ipbGVygh9Pj4mhtFnrQBT3FzTw4Z9F7LxrMPl17aQEewDgpZKRFKAmu7KNCXF+fHa4BCtWFg+0mbLduzmHVt3V7rRYKKDDaManl2PQGU0cK+mdxOfVdRDpreJAQSPNOhNpwe5OjeHANpdd2XKVIPuopNwxOIwbvz9ll6parPDz+RpOl7dw+MHhhHooqGk38MXRYqf7tFhtkv25KUEMj/DiUHEjif5qHhgWia9ahkAAfiop7x8otEfCAezMq+PhEVFsuz2DALWMOF+V0y6/WChAJhZS3qxn9elyFmeEEuutZskP2bw3rS8L12U6yHJFQgFr5qcRdE1xSGsyk1/f6XRsoDvkEhEzvjtJZrdj3XK2mqmJ/sxPDWbr4oH8WdBAQUMH18X6EOqpIGPZIfuCWCwU8ODwSN6clMCzv/U0sIrwUvLQ8Eh2X67DXS5h8cBQBoZ68MKOi1R0qQ4e/uk8v96ewf57h1LdZou089fI8FPLqGrT8dwPuRwvbSbEQ8Fbk/uQX9/hIL9/dXce42N98P7rMAsAlFIx0T5ioruSL8xmM22Vhey/dwgtehNioS1K79qs7b+D0dE+3J4RaicuH81IwmK10qA18P7+Ai7UtBOgkXH/sAgWpocQ7uky8XPh/z/ojSY2ZFc4kH2wzXkvXJfJT4sHcteQMPZcquOWAaHMTQ1GIhRS3abjwZ/OEeujIi3YnW0XathwSzq/5daQW9NOtLeKz2cl8+ruSzw7LpbX/4L8/Xy+hmfGxhLTLVmmvkPPT+eauVTbzqRE/x6u+gvTQ3jyGqf7K2jWGqlo0RHhpaC4UYvZYsVN/tdLd73JwlPbc5mU4MfoGB/e3V/A1rPVzOznz/y0YFadKu/xmk6DmafHxPL4tvM90lladCbu2JTDr7dnMD8tiC+OFtNpMLPqVBlLMsI4V93KmvmpmK1WxEIhDR16lu64yCsT4x1G4NzlYmJ8VT2iQQHy6zv4+GAhJU1azle3cUt6CANCPNh6vgalREScn5ppfQMY++XRHsc3IdaXvfl19pGxu4dE8NxvuT3eA+CHM1X8ensGazPlBPwTp31pV9xfgp+K2vaehYYrKGnqxGKx9lDtueDCvxJcAjsXXHDh/wmC3RWcLmvu9flLdR0ORj5bz1XT3GmgpKmTvNp2ypq1dpLaGypbdNy35Sxao5k3/8hn96U6vpqdbDfKEwoESJxIv68eo5zKVh3T+/rz7TWLMrBFNb259xIqmZi6bguAdoOFF3de5NFfzvNnYQMHC21RRe/tL+Cr2ckO+5iTEsRLO/KovEZirjeZOVfdypt780kO7D0KLcZHSVFDB5P7+FHQ0EFKkDvyXrTST46JZsXJqx2W2waG8vGfRU7PY3mLjkNFNvMqs8XawzSpOzr1Jr48Uszjo6P5YHoiS8fbOjxzVp1i9spT3LM5h9sGhjIk3NPhdatOlbHzYi13/nCGz27sh9TJ2MbS8bGsOl3GSzvzmNzHj3lrMjFaLfhrZCw7VMhPiwfy8IhIxsf68NDwSHKfGk0ffzXHSps4UdpEaZPNaE4pEdHHX41QYDMxdIYh4Z7szKt1IPtX8OuFGrQmM3f+kM3h4kaEAgHRPmqmLD9hX3AKBDA62pu+/hrGxvjw3rQ++KmvEuWRUV6YzVYeHB7B2vmpvDetDy1aIxO/OeYgD82paqVNbyLATU7/YHdGx/jQx1/Dueo20j74k3VZlRQ0dHKgoIHbNmSjN1m4dUCI/fVVrbZYrf8o6jv0XKzroEHqQ6vehL9aRoyP+j9F9gH8NDL+MTWRs0+MYsXc/sR5KzGZrdy+8QwXujw8qtv0vLAjj5d25tHcS2a5Cy78R1DVqmPPpTre2GsbS9l2ewbjYx1Lqo2dRgrqOxkW4UWT1sRNq05z06rT3PD9Sd7dX8DHM5OoaNExJMKL4qZOrFb4/mQZ1W16fsipZPp3J9iZV4fWYHYa43cFKqmoR9e4qKGTJ3/NxUMp5YMDPU1hVVKRfc7fGQobOgnUyJGLhahlYurbDUzt4+d028l9/NhzuY4zla28/Uc+05af4Pub+/PbxRp8lDJuSArg9kGh9vugUAAz+gaQHupOgEbWq6lnWbOWwoZOdCYrSQEaAP4sbMRdLkIjEzNvTSY/na1GbzLjrpCwMM12ffJSXpW6j4724bfcGqf7B9tYxNREf+alBjM43IPjpU0MCvNgVLQ367MquXnNaXbeORjfbtfYIDc5r02Kd4jwU8tEVDtRAlxBY6eB3+4YRHWbzqmJLtjWAhqZiOpWLfUdBp4YHY2s233WUyHhjkFhPDs2hnuGhLvIvgv/8nB1+F1wwYX/JzBbrAwIdWfjNTm+VxDnq6K8a4ZZIhKwen4aHx8s5tsTpWiNZryUEl4YH8f8tOBe5cBNWoPDHPRXR0tIDXbnubGxeKkkJPqpmZsSxJrMih6vlYqEDAn35LPDxV1Ggs6xOaeaR0fabv7tehNNnQYOFTXY48y6I6uiheLGTlKD3cmqaCE9xJ1QDwXPbM8lJdiNh4dH2RcKmeUtjPr8CCaLlZOPjODNvZcduiNX8OCwSHZfqmdaoj9P/pqLRCRg5bxUHtx61h75JBUJeXFCHIPCPO3O/QBJARo+PVTU62f75XwN81JDUElF9mN2hr6BbjyzPZdNZyrZeEs647465lBEuFDTzvy1mWy5bQBTvj1O9/rCY6OiGRvrw+68Ov68fyhfHCkmu7KVUA8Ft6SHcLio0a5YCNDIMVusvH+ggFvTQnjw53P8fK6amUkBzEgKIMpLycbsSl7YkWfv5HspJWxYmM6IKC++uLEfErGQp0bHOJX1PzQistdseoCtZ6uZGOfHipNlDAqzGWhdURfIxUJWzU/lZGkzz/yWS2OngeGRXnw1O4XvTpRyuLiRD6b3papVz9fHi4n31dhduK+Fu1yMWCigulVHTbutw++rknG0pBFnpvbvHyjglyUZrOzWqVNI/mNmeCWNncxfl8nR4qtqkonxvnwzJ+UvHbT/GbyUUryUUsI9FRwoaHTqSg6w6lQ5T4+JweMvItNccOGv0KY3Ut2q54/L9XxxtIScqlbAdv/4Zk4KFiv8kX81ecJksRlfXpvEUtjQyS3rslh5c39MFgs/35aBzmjm5YnxmC1Wvj52lUze9cMZvpyd7BC91x13DAqjtk2P1mjheEkTAgGkBLnz531DuVzf4fR1LVojQW5yp/4XYIuW+zGnklXz+xPtraS4Ucu9QyN4dFQ0nx4qYmvXPqf08eOOQeHMW3PVhK6sWcvOvDqui/PllvVZfDSjL/cNjWBBagh1HQakIiH78uu5aVUm6/9JBKlEJODlHbksm5HEZ0eKeWBYJMdLm3liVAwL00NYdarcXpBMC3bni1n9eGJUNM/9buvoi0UCDE7uaVegN1kQCwXcPzSc2g4ja05X8NruyyilIhakBvP2lES+OV7C5kUDqGk3IBIKCPOQU9KkdSgeSoR/3cuUiIRc9/VRPORSlt+UwswVJx18cJRSEd/NTSHcQ8nqzHKOFDcR6aXgh0Xp/HCmCi+lhKERXqw5Xc7p8hZadCb8NTJC3BS4K13XMxf+NeEi/C644MJ/K5RKJbUdBsqb9QwI9UAh6dkBARuRfbfLQfip0TGsOV3Or93Mfho7jTz6y3naDaauantPgiNx0jHOqmjhns22+eqVN/fn8dHRZFe2cq7bfL1EJODHRem06U08MSaaj/7s2YW5ApPFQl27Hh+VhFWnyihq7OwRc9Qdm89WcdfgMIxmmxTz7h/PAPDZ4WLm9Q8mwE1Obbueezbn2Gcr9+fXs2lROnf9kGPvVMjEQp4YFU15i45oHxV+Gpld+t+qM/GPqYm4ycSoZSLUUjFfHinm3s11rJqfyuO/nKeiRUerzoSfRmZ3/r8W4V1Ez1ct48PpfRnz5RF7lOIV9PVXE++r4vXr40nwU7PsoHPFgNZoZvuFGibE+7Hjoq2bPbmPP+16Ix16M6szy4n0VqI1mlkyMJRWvYlHfjpHVbfOzJWmyYnSZu4aFM4Piwbw5ZESpiw/QbSXkhcnxPH0dkfpZmOnkSnLj5P12CjqOg0s2ZjN7RlhvDctkQ//LKSiRYenQsKdg8MIdVegN/euZNCbLKSFuLP6dDnB7gqKGq+Og/xjSh8+OVRkN5UCW8frUFEjv90xiKXjY7vcrKUMi/BmWIQHz/yW6/RcPTYyGqPFypgvjjp4TszoG8Dq+WksXJvpMHdrsdpmlQM0Mqrb9IyK8sJqtZJf14FMLMBHJUPxF274de165q45zYlrogZ35tXx0E9nWTE31cGc8j+DK8d7rfy2O3Jr2unjr/kvvY8L//egM5rJq2vnlV15HCxswl8jZUlGGBqZmPu2nLUlV/yYw6ZF6Q6EPz3Eg2nfnXDYV6iHgmfHxhDoJkcgEBDjpWTbhWpe3nUJo9mKh0LCyxPiiPdV8+XREspadAiAhWnBPQrHwyK8GB3lw8pTpSw7VGx/XCQU8MakBKYm+PPISFvBds/lOruKasXJMh4eEdnjWga2CNsILwUbbkmnqLGTQcsO2cfiZGIh70ztw9LxsQA064zUtBm4e0g4K0+V20nwxuxKlt+Uwr78k9y2IZu+/mrentKHud3c6cF2XZGLhU4LzSKhALVMzKIBYbQZTDw6KoqHt57jVHkLaxek8caeS3YVD0BZi5Z7N+ewfG5/dCYz7x8o5EhxI29O6sOGbOdF/6mJ/jR06NF5Kpiz6urYWafBzDfHSzle2syjI6No6DQwpyux5bMb+9GsNTImxoffu+4zp8qaGRHl5XBtvgKVVIREJKSmzUBNm4HtF2rYc/cQjhQ3klXRQnKQG9fH+yEAUj/808H49+tjpfy8eCDnqtsczl1WRQvLT5Ty+x2DSA91RyNzkX4X/vXgIvwuuODCfxtqOwwcbpbTV6Fl9BdHGBDiwdoFqTy49Zx9flkuFvLE6GhKmrTkN3QwPtaHG5MD6eOvJs5Xxfcnyxxc5t/+I58FaSFEODEU81ZKe81Ml4uFpAS5cbSkiSfHRCMWCLhU14GnUkKsj5plhwqxWK1MjPNjVLSPg0SwO2YlB1LdqifATcYDW8/xxOhohw62UIDD/80WW9d56e95Di7DbXoT5i423aw1OkQbvbbnMr8sHshbU/rgLpdgNFuQiYWsPl3O4aJG9t03lHt/vGoSd6aylcUbspmZFECsj8peOAGoazfwyoR4At1khHooMJotPN7LvOiiAaH2f6eFuLP7riE8/PM5zle3IRMLmZMcxK0DQ7BY4b39hSzOCOV0LyoAgOzKVtKC3dmBrXuslIpoM5j5IaeSqlY9/QLdCPdUcrq8Ga3Rwuezkjlb1coruy/RP8jNnnQQ5CYn0E3G+K+O2b8L89OCncpjAYxmK9+dKGVkpBfFjVpe2JFHRpgHL14XR6CbHHe5mDf2XCa3pp3JCf58fqTY6X7mpQZR0qTl9zsH0aYzUdTUybqsCtzkYgLc5E4XlEKBgDa9iYL6Tj46WEh9h4FhkZ7E+qo4/8Qotp6rIr9ey5azVTRpjYyK9mZuahATvj7WoxDz8/lqvFUSbu4fzJpMx7lbkVCA2Wol0E3GM+NiGfHZEQI0Mt6blsjeS0U8OCKq1059bbu+B9m/+p411Lbr/8uE310uwVv11/vwdHXDXPhP4FR5C2O/OGIvKjV0Gnhi2wVmJQfy/LhYXt19Cb3JQlFDp332PcZHhUwstN93wBY998WsZB7aes7h2jyrXyB77xnC+ao2vNVSRAIBA0Ld2ZdfT7vBTJyfmvFxvsxOCWLb+Wq0RgsT4n0RCgScrW51IPtgU/AEu8vJqW7lj/wG3OViVsxNJauihTf3XuZoSRNzUgJ5eUIc/9h31fwuOdCNr+ckk1nezMBQT265xlFeb7Kw9Pc8jj00nBUnSvn+VDmtOhNjY31YuyCNt/Ze5lCRTSXkJhdz+IFhVLTqMJmtqKQiHhsV5XANXZ9VzhOjo3vEc4JNubDmdDlxviqCPRRM+fYE6xakcaaiBblYaCf7kV5KXp+UgM5opqChk9yadmYnB5ER5kmHwUycr4oRkV4cLHK8dnoqJNw2MJSihg5e2nnJaWE0p6oVBJDor2H1/FTy6zvwU0sZH+vD4HDPrlQXC18eLWH1/FQu12U7SPslIgGfz0p2KOgHucu568czSIRCYnyU7LhYi9liZdOZqh4pP2C77jpTi+lNFh7YepYttw1E4+u6rrnwrwcX4XfBBRf+W9DYYVuEJfipWf/7RYxmK0dLmlj6+0VemRBPiIccmVhIgEbGBwcKWZtVwaZbBnCirIlJ3xyzkaEob1bOS+XjPwvZc9nWqekwmGnWOZ/99VZJWT63PyM/O+xQJBAK4MvZyXx51OZwvjA9hBOljUzq409KoIa6DgNvT+5DXYeBAwUNWIFJCX72jgHYFkzvTEmkb4CGnKpW8mo72HBLOpvPVDI90Z/+QW5MSfSnw2BGLhbSojWiNZpJDnSjolVHoJtjrND0RH+8FLbRAdE1uu1WnYk39+bz0IhIXtyRR2ZFC0KBrQOy8ZZ0Klu0JPpr2F/Q4PC6m1ODub1b5CDAueo27vjBpirIfHQkM/sFcKCwgV/OO0YlfTMnhVDPq8Z3apmYQeHurJufSpveRE2Hga051WRXtrIus4K8unbq2vWEeih6NUIM9ZDjqZTw+Y39CPNUEOwuRyEWIhUJuWtwOIeLGnnmt1wHFcH0vv4svykFL6WUe7uUGU+PiWFXXp3D3zTITU5hY+8GjJfrOojqKgol+qtJCXTjSHEjBwobeGdqIrsu1SEUwPY7BrH5bFUP9+e+ARpSgtxYsvEM/QI0LLshCbFIjUYmJtFf02s6wksT4lh1qtwhiurXC7XsuFjHj7cOYFS0D5kVBaxdkIa3SoKbTERZk7ZX1cXazArWzE9zIPwSkYCkAA1Lx8US7KHg3s051HcYqO8wcN+Wszw3Npab15xm860D8XdiTPVXXXerFVr/SQTi34FAICDQTc7gcE+nJpRucjHR3i7TPhf+Yyhp7OThn845dZrfnFPFLYtDkImF6E0WmrQG1FIxo6K9eWZsDEazhWB3uZ30vzwhnjs3nekR2bn5bBX+GhliISzbUoxAYDOG23zbQDzlEgLd5VyobkNnsqAzWdAazTyzPZe7Boez/ZoZdaEAvr85lae3X3CYj195qpx7hoTz9JgYjpQ0EuerZu/lelbPT0UlFSETCfFWSTlX1cbURH+W/t7T6A7gw+l9Wbguy2H8asfFWvbl17P51gHcsi6LG5MCqWjWklvbTpPWxPsHbAXhIw8OY0bfANt9xGplcqI/SokIP7WMd/blU96iI0Aj476hEXgpJTyw9RwJfmpenhhHs9ZIcWMnYpHAfp8Mdpfz2Y39uH1Ttj1JBGwqhRU39+fxX87z4LBIXr0+noOFjazLqmBAiAcPDovAXSmhokVHcpA7Z50oHa7gaFEjY2K8eXDrOULcZFisAfQL1BDsLifz0RG8/Uc+a7MqeOyX82xYmE5Zs5ZDRY34aaQMCvPk44NFHOoqNoS4y4n2VtmL7Ve8XB4cHkVWRc/z7a+RUdLUu5fQhRpb2kmcr7rX43fBhf8puAi/Cy648N+CqjYd67Mq+WXxQF7edXVOuqJFh7tCwvHSZn7MqcRLKeGNSX24Z2g4D209x+FuM8V7Ltezv6CBH28dwNnqNjspU/7FvHIfPzWnHhnJzrxa9lyuJ8pLyehoW+TRlrO22fCfz1fz5qQE8us6aNMZ8VPLmfjNMaxW+PamFBauy+TLWcmMj/Vh9elydCYz397Un0d+skkYr8BTIWHFzf2J9FLw4Z+FzPjuhL27H+Wt5MvZydy2MZsWnYk7B4WxOCOUOzadQSkR8cJ1cTRqDRjaLYiEAu4dEs4XR6+qCsbEeFPQ0MH8tGCeHReLUGBTAmhkIh775SJPj41lxckyh/EIATjMIl6L/PoOZqcE8e2cFMom6NifX4+7QsLIKG8C3WT2qEGwLawPFTWyIbsCtUzMjL4BxPmqiPNV2ReX67MqeXNyAgeuKTxcwYPDIxEALXozWeXNpAa7E+gm5/5hEbToTMxccbLHa345X8OkBD/WZ1VQ0aLj/qHhhHvKyalqZVKCH6fLmxEIBJQ0aUn0V3Ok2DnxntrHn9QQdw7cNxSxUIAVKGjo5PoEP/zUMjLCPDhR2sz9W87y/c39+elcNb9eqEEqEjIvNYjpfQPY3uXWLRTYVBreSgm77x5Mk9aIt1LK5AQ/GjqNyCVCTpQ08+3xEvoGuPHCjp4dIJPFymu7L/Hk6GgUEjGTvz3OP6b0YfHAUHbl1ff8AF3QmyxYcVxgfjSjL/vy61l1uoL8a7KpCxs6UcvFZFe2UtasdUr4/yoSTygAt78wJQOwWq1UtuqobtOjM1oIdJPhr3H8/gCEeyr59qYUxn951KHTJhUJ+em2gQS5yTGZLVS16alu1WHFtqgO1MiQOhnZccGFRq2xV28RgLzadlbN649aKkYiEjIx3o9Og5lHfj6Pp8LmA3PP5hzc5WJEQkEPsn8F350oZdX8VJYdKsZqhZ2X6jj39TGOPDgcgPRQDzIrWljbTdbvrZQ4EF2AKX382Xu5zqkZ3pdHSzjy4HAC3WTcvikbpcSmBBAKBDz2y3m+vSmFaYl+iIUCLtf3LG4GuskQCgVOz4feZOGTQ0U8PCKK9FB3bvz+JFtvG0ioh4KNZyp4YlQ0GpmY+g4D18f70qg1cKSokXGxPhQ3drB0fByeSgltOhMrT5fZ1Uy17Xp76szh4kaC3eV2Y74nR0fzxLbzPc5BdZueR38+z/PjYnFTSBjzxVEmxvuyfmEa+fWdrDhVhr9GxsBQD/YXNPDDogEs3pDt1NMgyF2O3mSmf6Abn9yYxMbsSoZ+YivwpwS58eakBO4eEk5xk5ZPDhdxrqqVdQvT6NCbeX7HRQ4WNiIW2qJXF2eEsnhDdo/3UPVi8vp3bPmMlr9OhXHBhf8puAi/Cy648N+CK7L6NoMZlVRkn1f8YlYyr++5xJnKVvu20787wZezkx3I/hWYLFbe21/AHRlhvLH3MmOivf/SVE8gEBDhpeTuIRFM7xvAs7/lMn3FyR5V+Zd25XHkweGUN+uYuvyEfRFT2aJjWIQXt286Q98ADbOTAxkQ4s4HBwocyD7YcpdXnyqjX5Ab3590lFwXNnSyYG0mn9zQj5tXn+b1PZe5sV8g38xJZliEF7/l1vLanktUteoJcpOzdHwsy2Ym8dBP57g+wQ+dyeI05m1sjDcT4/3YeraKvfcM4Y5N2XY5pUoq6jFS0B2BXdF1PmoZPmoZqcHuTrfLr+9g2vITDvPkG7MrWTQghIwwD/tjla06Ltd18OToaN4/UGB/X6lIyMcz+/JnQSN/5Ndz79AIFg0Itb9/SqAbT/cSmwTw4Z+FrJibwjNjohEIBDR0Ghgb48PURH8qW3XUdxgI91RwXbwvoz8/0uP19w4NRyYRcv03V0cAoryVfDIzCYFAQGlTJ9/dlMJHB4tYfbqcqctPcNuAEDYsTKNNb6KwsZNWnRGRUMhdP5xhUJgHL4yPo1lnQms0YwV+PlfNmBgflh8vZdelOkZHe7N+Ybq9ewQ286eRUd5IhAKOlzZxurwFkVDIpAQ/Vp0q59nfcpnRN4DgvzDJU0pF+KqkDI3wJMRdwc2pwXgrJYxy8rmvoKJZi5dCQmZFCwNCPXo876eSOpXVAsxODnJaJLgCs8XKybJm5qw6Ze+USkQCnhodw0MjInsUExL9NRx9aDjHips4VNxAgp+G6xP8CPWQYzBb2JffwKL1WTR1zRurZSI+uyGZGUn+uMld0lgXHKEzmhEI6OEtArZi1cgob5YdKmRDdqV9mxgfFctmJvHA1rMkBWp4akw0v5yvsZvEOn2fbnPsAgHIxSIqWnQcKWpkbmowgW5ygq5RBV2obWdQmAd78+u5Ls7XPq427sujvb7PylNljIvx4eOZ/ahp1fH9qXI7gT9Z1kxhQwcL0oIZEOrewysmLdidPwudF1vBVjD/5IYkXt51CX+1jOKmTtKD3Vg7P41ntufyyM/nkYgE3NgvkNsGhvLWH/l8f6qcm/sH2X1vrsXgcE9yuu7dkV5Kdl+qY+l1tpSWCC+lwxz/FYyJ8WZhWggDQz24UNNGSpAbT4yOZtbKUw7qMJFQwNezk1l5qpT3piUyf21mj33NSArgeFEz70ztwxPbLrAzr87+3JnKVqYsP8HKm/vz/oFCu4ljaZOOezbncEdGGA8Oj0SIgCERnrTqjD3MTm9MCsBDLraPgnRHdZueME+FbZzKyU02wU+Np8uE1IV/UbgIvwsuuPDfgitZwT+cqWRJRhjLDhbRN0BDdZvegeyDbVaxty4xwKGiRh4aEUmsj4pv5/bH62/GhjV2GpxmDoNtztsW9WdxiER69rdcjj00gnVZ5aw8Vc7rey7z2x2D+Pm88zihGUmBPPTTOafP1bUbaNEaCXSTUdWqZ8vZKp4bF8Py4yW8s//qHGFlqy1O8LlxsaxbkIqHQurgtNwdf+TbJOlhHgp81DL23jOEhk4jVit4KsTMTg5ik5MkhGB3OeG9RBB1R2WrlmUHCx3I/hWsOlXOQyOiHBbcb+y9zKIBIfyyJIPSJi2BbjIS/TWEeCgwW6zcPzyiR+dXJRNT3dp7bJLVCt5KGc//nstP52uYmRTAxHhfHtp6zr4QFwjgviERHLh3KDO+P2k3qBoY6sHs5KAei+zChk5mrzrNj7cO4FxVG318NSxKD2ZCnC8IIMZbhd5oRikVU9jQgUgg4PnfL6KSivhwehIf/lnImsxy9CYLKqmIOwaF0a438cjIKA4UNrC/oIHGzvN8NLMvAM+NiyU9xJ1debV0Gi28MzURndGCSCDA2uVGaLHC6YpmwjwUJPip7Z4F3fHgsAgOFjYyMNSD+g4Di9Zn8t3c/r2aawGEeipo6DQS5OacuPuoZaxZkMbtm7LZc6nefj5n9Qvkg+l9HYi2wWymrl1Ps9ZMq86Ip1LKdV8ddVCSGM1W3th7mQgvBWNjfDBbrHgopfbCXLinknBPJXNTgx2O43JdGzNWnHAoULXrzdy6IYujDw5n0DWxji64YLZamRDn60D0rmBmUiA/5lSyPsvx+pdf38Htm7J5Z2oiOy7WMis5kEnxfnYPFWdQy0SIhQK+nJWMn0ZGq86Ir1pGU7d7RYDaZqjXqjMhFQlZn1XBvnuHMC81mJ/PV9OuN3O+uo3PbuzHA1vOOY3ea9ebWJtZwc/ne7r3x/uq+eJIMe/sK+Dog8P56mipPY0EbEUJ9V+Yc6qlIipbdMhEQl6aEEdqkDtVbQbGf3UUo9n22Y1mKxuzKzle2sRHM5O4efVpXrwuDn+NrMeYk1go4N6hESxcm4lMLGRwuCev77nM2tPlvDc10eHYrmy/fG5/Lta08fT2XOo7DCQFaPjkhiSWHSzqMQpmtli5d/NZfrg1nbp2A2GeCodRp89v7IebTEz/YDdKmnVOvwMAL++yKanu23KWsTE+ZFe00GEwOSSGFD8/jng/DfvvG0pNm57yFi1uMgllzVru+jGH165P4Nb1WT2K5/Xtel6/Pr5HMV4qEvLW5D4EuclxwYV/RbgIvwsuuPDfgvRgdyQiAdsu1PDL4oHsz69nZJS304WNzmTB7y9kxnKxkDgfFX/cO4Rg96uk1Wi2UNmqo1lrq9T7qqT/oQzxNp3JHrPW/Vgu1rVzpqKF1ybGkxrsjhV6nduTS4R/mSde1GjLUL4iczxe2sx1cX58dqSkh/z+vf0FbL89A4lISIuu9znqi7Xt9O3KQvbXyPHXXF1kvDstkYoWrYNaIshNzo47B/Vq4lbfrkdnsiAWCahpM/TqogxwrqqV2cmB9ug8sBUCVp0q567BYZQ2S9mQVcnHM5Pw66VT3KIzMjnBz2HOvTs+nNGXad+d4HJ9B2KhgNsGhjqMS4CtKPDZkWLSQ9zZd88QKlt1+KllWKxWnvzVuXpAazRzsLABb5UUqUQAAhGPb7vAsAhPBoR6cKK0CYlIyIAQD7uZ1bKZSby4M88+DgK2sYmPDxZxx6AwUoPcuLFfIOuzKsipakUqEvLGpHiivG0mYaNjfFBJxeTVtvPH5TpevT6B9dlXZcAWK4gFAj6a0ZdXd1+yjyhIRALuGhTOXYPDeWlnnoMj+JacKm4bGMqX3UZAriDBT01jhxGREPoFuDk9D2BzJ9+wMJ3aNj0NbZ34uqvwV8sczPra9SZOlzeTV9fBc11qhJQgt17HRl7fc7nLvOocGWEefHZDP/oFapzK8w0mM58cKuxVjfL6nkusW5CGxtXld6EbwjwUPDoyiuzK1h6E9LFRUUz4+pjT11W16jFbrIyK8kImFrIxu5LBYZ7E+aq4VNfRY/u7BocT7CbnyW0XKOhGTG9ICmBMjI/N/FMhZtuSDI6XNtNpMDMk3JNVp8r5+ODV6NOfz1eT4Kdmxc39mXlNcQtsJrAbsiqY2z+I3Jp2e1faUyEhwktp9335+VwVPy8eyL1bcuyd58L6Tl6ZGM+nh4udfuYFaSG8f6CQbRdqWHGyjO23D+TzIyV2st8dxY1aatv0xPqoeHzbeVbe3J+PDxaxI68WqxVSgtx4f1pf1maWIRYKWTkvhXf22bwANmRXYrHC2FgfxEKB3V/h2XExbM6pdPCLOVfdRn2H0ek6AMBgtlDc0Eldu4Hvb+7PL+eq0cjEDAr3ZGN2JWszy1k5L7VH06A7iho78VFLeWh4JEsywsisaGb5TSkEusnZc6me3y/W2scCA93kBLrJMZotDP/sML8syeBSXQebc6r4aXEGXx0tJrOihRB3BU+PjSFQIyPSS8Xee4bw/v4CSpu1ZIR5sHhgGGGeCgJchN+Ff1G4CL8LLrjw34JANzlr5qcxb81p5q/NZO+9Q2nTGcl10sWsa9czMd6Xl5y434LNkd1XLcVihUt17Vittu59q86EyWJl5akyfsypYlSUF9/c1J8YHxVgywSP8lY6NZWTiARdmeGOhEImFlLTquPWgWGUNNmk3UaLFS+lxME07go6DGZ8VNJejdBivFWsaC3rdl5k6Mxm9t4zhE8PFTuYsRnMFhq1RsI8FL3KVq8gv76DvtcQuk6DCZVEyOr5aehNZtr1ZsRCAUqpCLlYSHWbDl+VDFFXh7lZa+BEaTPP/naRc9WtRHgqWTkvFZ2pdx+APZfquHdIBN5KKd+dKMPQlSCwMC2EUdE+3Lo+C5PFyl1DwnsQfq3BRH5DJ6VNWkZ0+QZcO+8Z4i7HbLHaF7rjYn34Pbe2V2L4wZ+FvD25Dxdq23hj72VuSQ/hQk2b842xOT2PjvbmuxNlLBkYxlezk5CKRFysa+eREVE8+9tFZiRdNVhM8FNz+6YzTve18lQZs5ZkUN1+9TOUN3cyIymQJ7ddcDB9TA12541JCRwvbeZc12JVILDJckd+fhiLBR4aEclTY2LQmyxIRUKOlzZxrLSJpdfFEeKh4NPDRbTrzey5XMevSwZhsVhZfrLMXowaFObByxPjuXdzDr/fMZhg979efHoppbjLRHSUXyI6sj8ikSMxL2rswGi2cu/mHKxWW6zijovOizQAJU1a+9/8RGkzwz49TOZjI0l0Er3XaTQ7RGNei4u17XQYzS7C74IDgtzk1HUYWH5TCmer2jhU1ICfWsaMpAB0Jos9ss4Zqlp1Xb+3IzRrjfippaycl8pr3QptNkPRMOalBnPDipM9Zvy3nqsmxEPOqxPi2ZNfzy3rstB1qX5Wzkt1IPtXcLG2nZ15tUzu4+8QNTsg1J0+fhoWDQhl9WmblP6VifF8fqSIp8bE8PGfhfYY2zg/Da/uvsQzY2KJ81XRYTDbTWafGhPNO/sKkImFmCxWzBYrSQG20ZmZK2wxhHNSAlFJJT2MXrvjYFED/YPd+OFMFXNXn+a3OwZx+6AwrFYoaOjAaLbw4LBIbh8UzicHCx3GCTadqUQjE7MkI4yvj5UgFgoYGOrJa7t7Ov5brNZer+dgG5WL8lEiwiajP1bazBt7L9tfc9cPZxwSZa6FUAD9AjRcrutgwEd/2gsQcrGQZTck8f3cFLvqTG8y09BhQC0T8/SYGF7amceGhem8/cdlblmXyYK0EBakBZMc6MbG7Erm7L2M1QpZj47ku7n9adebkEuEeCqkfxmF6oIL/9NwEX4XXHDhb6Ox00BVq47jpc1oZGLSQ9zxUUpoM5gRYOuOy8RCfFVS5BIR18f5cPqhofyUW8+uizVEe6uY1z+YvZcdTcr6Bmg4XdbMKxPje5D+OF8Vs5ODaOwwsvdyHYHuNlfyK+RbKhLy1JhonhsXy5t7LzPh66NsvW0gfmoZgW5yVszt7yBhvIKl4+PwVklo6jQyIc6XXZfqmBDnyyMjo1ibWc6ZylbCPRWkh3qQX9/BYyOjWOrEjC2rvJmnxkTzlJOucqCbLQ/9SidKJRVhscK05SeRiATcPzSSt6f04ZlursRSkRArMCXBj19za3vs01dtUzC8vOsS392UgkYuobxZy7GSJooaO+gX6M4bey5xtKQJX7WMB4dHMCXBny+OluAmEzE1MYBQdzk+Kik/n6thcTdX/8v1HXx7vISpffx77fLPSQkiRC3k8VFRTErwQ2+2IBQI+PlcNYvWZ9nJ5zfHShgZ5YVIKATAZLaQVdnKreuzKOiKy/r+5lQ+O1zErxdqsFht5PfDGX0dnK59VTLKW3qftS1v0aGWiRkZ5c1Tv+YyLtaHSC9lrwWYSC8ley/XszOvjk8PF/PNnBS+PZ5Pu97MltsGsHp+Kg2dBoLc5NR3GKht793R3mi2La67b5MU4Maru/IcyD7Yspqf+vUCj46MYkKCH7su1/P8uFgMJjMNHbbv8ivdzC2vYMttA5m98iR77hnC3UPC0RktKKUigjQyEgP68uSYGOo79MjEIpq1RjoNJv64Zygh7nLEImGvx/7PoDUYESDg08NF9sJTh8FEHyfk/QqivZVUdiNIBrOFt/de5svZySivHeuQiugf5N6r6WJSgOYv5cou/N+EWCSkf5A7FS1awj0VJPqr+e5EGTevPs3yuf1xk4vtfizXIj3Egxd3XrQrsmrbDSxYm8lDw22FNk+FhCatkXAPOfkNnb0a+n1zrJS7h0Qwd/VpOwkdFe3N706u11ewIauS72/uz8HCBjQyMQvSQpjbP4gpy48T5aVkSUYY89dmMjnBlw9nJHG0uImMcE8eGB6JUiJCJhHSYTBzz+Yc+gZoWDIw1B6vumJuClmPjaSoodOWfOMmo7bVwLx1mfbjW5gewrnqNryUUjoMzq+n3kopJV0SerFQSH5DJ7eut0UBBrrJeGtyH2RiIW/uvcTDI6PZkVfnoERbebqMw/cPw1cl5ZcLNeQ5Ke4DNHQYiPRSUtRLykpKkDsx3koGfnzQ6djSH/kNvD+9L1KRsMcYgUQkYM28VIoatTx/TbKBzmTh7h9z+HlxBsVNWhIDNLy/v4AtZ6t5eEQkEZ5Knhkby4GCel6eEI9AAC06E6fKmnnop/MO95Q39l7m+5v796pic8GFfzW4CL8LLrjwt1DTpuOpX3NZffpqR1osFLBmfirR3ipWnCzjhxwbSZyfGszDI6IIdZdhqi1m6Thb97Cx09DV3fVyyDBv09s6vx0GM78syWBXXi2NnUZGRnmjlol4Ytt5Vs9PY3iUN0M+OeRA3g1mC6/vuczyuSl2o52silZ+u1DDxzckkRHmQdZjo/jwQAHHS5sJ9VBw68BQwtzl6E0WFqzL4qvZyQyJ8CTRX8OMFSfs+z9X3cb23FpWzE1hWKQXEpGQd/cXUN9hQCISMK+/7XMazBYqW/V8frjYvgDpF6jhH1MSuW+LzfxIIhLwRbcMYKPZykcHC/lwel9Sgtw4U9lKrI+K8hYtQgE8Oz6WkmatPTIIbE7xy2/qz7O/5VLXrqdVb0JrsvDCjoucLGth6fhYpiw/bidoNW16lv6ex/78BsbH+fLM9ly2Xajhg+l9CdLLeeyX8z3+zuuzKvnptoH8drG2x8J5cJgH6SHu1BVfwugVzp0/nOmVEOtMFgeFQlFjJxO+PmbvwBU3apmz6hSL0kM49chIGrVGdEYz7nIxkZ5X49ou17dzfYKfgyy0O1KD3ACrnTiuOlXOixPiOLmxuce2YqGASQl+zOhKBzBbrDz68zm+nJ3MvDWZ3LflLOsXpBHs7sbz42K5f+tZ/hln9lPL2NRVHIn0UgICfsypcrrtueo2fFRSNDIxK+elUtTYQWFj78UMsI2tnKtup6HD2INsq0VC1DIx0V2KlmthtlipaddjsVrxUkh6kG5nKGvWcqSokXg/NXsu1zu4i285W8UTo6Nxl4udjpw8MjKKr4+VkOCn5rGRUXirpAiAylY9YZ4CpN0UBBKRiPuHRfD1sRKnEWvPj49DLXN1913oCZFQgFgopKLZlvhyRR6+LrOcuweH8+7+gh6vifRSEuap6OHF0thptKfIvDctkdQgN7acrf7LJAudyUJ1q86hSy0VCf9SGdVpNCMTC9ly20CEAvjscBEXatoobOiksKGTQWGe3D80gmGRXmR8fNBBqTAswovnx8eyaEAw7vII7tl8Fm+VlJFR3kzp40d2ZSt3/pBj/x15K6V8emMSA0LcifBSMjnBD1+VFCEClmSEOi0sAlyf4Mfc1TbvmEdGRvL9yVIAfFRSVs9L474tOdyeEcYjI6J47rdc1i9M42x1G6fKmgnUyJmY4Mcbe21jPW9cH9+rR8KXR0t4aUIctzlxyB8X60Owuxyt0dyrRwlAebOWL2f3484fcuxFZoEANixMp6nTwGdHeo47gU0192NOJVhhal9/+zjEskNFbL51AGaLlWGRXngqJRwuauTp7bk9xv4ALtV10Nnl+eKCC/8b4PqmuuCCC38L287XOJB9sDnoK6VibvjeUfr48cEifsyp4s/7hjpsb5PQS1kxtz9lzZ0UN+owmi1o5CKivdVkfHyQ70+WMTLKC5VUzNv7LlPcqOWZsTF8dbSYBD8Nq+encdcPZ3qQ0S+OFLMoPZRXd18it6aN4uZOTpY1M71vAIn+Gj65oR+tOiMGsxWr1UKL3oxZa6JZa+TWDVnsvHMwizdm91ACBLrJ8FRKGfjRQUZEefHetEQUEhFCgYCLdW3oTRYe+fk81yf4cuyh4TR2GtDIxLjJJRwtaeS6WF+ifVQkBWj46M9CBxd3gE8OF/Hw8Ehe2X2JD2f05f4tZ/loRl+2navmrcl9aNObuFzXQbC7HJVMzHO/5XK+uo2kAA2NnQa+OVaKu1zCF7P6cbi40ekYwJ7L9bw0IZ5D9w9FKhbyW24taSEedmf07tAazTzx63n23TuUjw8WsiuvDpVUxK0DQ1mYFoK/WkqVyYSXUsLURH++O3F1XGFUtDf9g9xo05uY1S/AocP8Y05lD7ltq87Ep4eLyapo5Z4h4VS26pAIBYyJ8UEiEmA0Wzle2szS6+KckkyBAJ6/Lo4lm87w8oR4wCYrL6jvZOn4WN7ZV2AvwHgoJHw0oy9fHCl28GNo0ZkQCQWIhAJ25dVR12HAUyllVnIgZ6tbKW3S9jrnOzTck/JmLU1aI/G+aj6a2ZcWnbFXueqV9/FRSbhlfTYVLTq23Z7Rq+uzh0KCpesP2v3pqladXfYf6CZDIOgZGFXS2Mmq0+V8fczmFTGtjz/PXxdLtLfKPtJxLYoaOxn7xREGhHrYCIJAQIyPyj7esD23lidGRbN+YToP/3TO/rhSKuKxkVE0dNi++4+PiubRX87bDbc0MjHvT09kdnIgHoqrHhuRXkq23zGIReuz7CoYT4WEL2cnE+/nyrJ24SqsViulzVra9bYxrlNlzby+5zIz+gZw39AIPj9SzPbcWqYlBnDPkHCWnyi1X8sHhLqz6uZUlGLRX45JWa1Q1abnw4OFfDMnpdftNDIx1zSWOV7axOuTEhxi+rpjUoIfP+ZU8fvFWj6/MYml4+OY3i2W9LuTpfyyJIMRnx7uQXQPFzey9WwVTVojepOFlyfEcc+POayc1592vZmnr8mtb+g0cNuGbI49NJw3917mptWnMVms+Gtk/Lx4IAcLG/gj31Ha/9KEOPts+2vXxzMi0huRQMBDw6OI8FKwaF0Wl+o6CHSTY0XAhoXpGMxWQEBKoBsCgYA391ziQFchf2deHRefHoNSKupx3c+paiXBV826BWm8/Uc+OVWteCok3Ds0nJv7B3OqvIl4X7X9HuAMUrGIKC8lJx4aTkmzlnadib7+Gjafq8JLKaWkybl6AGz3iKQADQIECAQwr38wT46J5ubVmQ5mtZMT/Fi3II15azJ7KAlSg91Ru8i+C/+L4Pq2uuCCC/8U1a06/rEvv8fjI6K8OFbS5FT6WNGiY11WBfNifBwer2/XU9Om57fcOracrUIhEbEgLQQ/tZwPpyfy2LYL7Okm+R8Z5U1qsLu989A/yI0vZiWz4JrInoL6TrtDbpingtp2A58dLmZ8rA9KqRi5RIRMLKSwoZM/CxvIrGghPcSdnxYPRC0VoTdZnM763zkonH/8kY/JYmVffgP7rlkopQS4EeOjZFiEF7XtNmMoH5WQk2VNHCxqJMRNjs5oZuryE07PbWFDJ0MivPh6TgpLf7/IrH6BDAjxQCKymR/d+cMZgt0UNGoN1HXrpt89JJz5a7M43zUHvexQEfcPi+D5cbEObsRXcKK0iRgfFU1aI2qZGD917+aGZ6vaaNebWJQWzJKBYfiqpQRopHgqZZjNtsWbW9e85rYLNXgqJHwwvS+Hiho5VNSIt1KKQiKmocOAt0qK0WzhWElzr+93vqYNrdG2cH17Sh9ifFRsvCWd+WsybfGE23NZuyCNl3bmcborGjHUQ8FbkxOwWKwsTAtBKMDupfDm3svclBLE9jsyMFusSEVCatr1LDtY1CPaCmxqC5FAgBmrPT5SJBQQ4i4nwU/N2gVpzFp5ysExOt5Xzbc3pVDS3Mm2JRmUNHVyx6Yz/LIkw8G46gruHxbBpAQ/8us7aNYa+WJWMgcK6tl6toqHhkfy4Z+FXIvnx8Xy7fFSYnxUeCsl1Hfo2XGxjhd2XKSkSUuIu5wXr4tjXJwPebUdmCxW+vipsVqt3LT6NNndjK1WZ5bz0/lqTj4ygjjfnmS602hm6e+5lDRpuX+YjUC1aE18PSfFPp5gtlhZtCGLFXP78/HMvpgttscivZW8tDOPn85Vs+POQdzw/Sm0xquL/Da9ibt+yCHMQ8G4WF97wUEuETEuxoeTD4+gtl2PFfBTyQh0k/2XxhFc+PdCTZuO0iYtz/52kT/ybfeG1GB3Ppjel8+PFDMswos181PZkF3JylNlvDW5D3cODqeooROJWMDZyjYmfH2M58fF8s7URJ769YLT9xkb68P0747TrjfTrjcR76vGaLFw75AIwr1shqc7L9YRpJHR0OnoPVLVqsdisZIR6sGJsmaH59QyEXcODmP2ylO4yyUUN2k5Vd5CtLeS0iYtcrEQN5mYnMrWXrvaa7Mq+HZOCvPXZrI4IwyBQEB5s46vjjnvZOtNFraeraKsWWe/FtW06Rn1+RF23jWYh4Yb2V/QgEoqYnIfP3xUUgobOhkV5c3G7ArKm3XMSg4kr7adbReqOVvdRmBX6ofZYmVNZjnv7Cuw71sjE/PRjL54KKT8fL6aEHc5GqmYLbcOYNp3JxyIe1qwO7UdepbuuMidg8J44bo4LFYrW89WkfLBAdzlEjbeks681GCnKTtR3kpq2vT08VdT0apnc04Vte0GXrgulk8PFzM/1TZzX9LkXD2VHOjG5foORkTZEh+eHx/Dn4W2go1AAHm17XxxpJjfLtbioZBwS3oIy0+U2l8vEgp4eEQkcolr5MiF/z1wEX4XXHDhn8JksVLV1jNGbWi4F3su1TKjbwAT4n0B2H2pjm0XajBbrGzOqWJOkmOnpKZdzw3fn3SQgj/7Wy6Dwz1ZOj6WX28fxKXaduo7DCQHuVHZorPPEQJkV7ZS3aqjb4DGTnbBlvdd0tSJm1xMkJuc0iYtUV5KB1nh+eo2Rn9xxMF8z10uZuMt6TjrI3goJIyO9ubV3c4lkAD1HQYWpIWw7JAtZijRX8Os5EDa9WbuHRLBZ4eL/nLuOd5XjZdSglxik3sGaGTIJSKatAZ0JgsvjI/jmd9yHTpTC9OCifZWkhbsTn2Hwd4d/exwMRtvSe8xxxrhpWBwuCezVp6iumvb96cl9jiHV+CpkBDuaZPA9gZPhZhYHxU77shAb4bp351wmHH8+Xw1T46O5plxMXgqpCQHuvXqyh/lpbR/vz76s5AJ8b5cqG5jwy3plDfr0BpNeCmlfD0nmcoWPTqTmQQ/Nc9sz2V7bi2PjYriYk07y+emsHhDNo2dRjadqWTTmUqGRnjy1ewUZq865dR0USoSopaJ7OaDngrbbdFitbLxTCVLd+SR6K/mtYnxiEVCKlp0RHgpwAobsitsXW4rrO+S9Z8ua2ZBWjAruy1UX7gulhatqUfRZ/HAUOL91ARqZHw5O5n39xdQ3NRJX38ND4+MIqeilTOVrWy+dYBNoXCwkOe6xUGVt+i468ccHh0ZRZPWwPcny4n0UvL6pAQHsn8FbXoTr+2+xFdOZuobOo325AWd0YJaKqa4UcuuvFo+nN6XF3ZepF1vprhRy6yVp9h620A0MjGdRjNZFS0k+msIdpdzvLTZgex3x4s787qKKBqEXaRfKBQQ4qHoNUHChf/bqGjRUdWq5WJtO/cMDeeGfgF8e7yUrIoWbl5zmp8XZ3DT6lPIxSJmJgVwU3Ignkox/T/4s0c3/94tZ9l99+AecW8AiwaEIBUKqGixXYee//0iPy0eSFWrnpd35XG2qg2xUMDs5EBuSo2ivEVrn/m/gkd/Oc+6+emcrW7l62MltOlNTIjz5baBYTz7Wy4dBjOLBoSw+1Id2RWtrF2QSvMoE42dRuJ8VOy+5DxmDqDTYEYssv1mzle3svW2AQS7y3t097vjcn0ngdfMmOtNFuatOc0/pvThZFkzYCU1xJ2HfzrHs+NiSQ50I9RDQW27jg6Dmb359WzMriTCS8HGWwbw5p5LLEwP4c29jg2ANr2Ju37M4efFA9meW8PLE+KQS4TE+Kg4/ehI9l6qp7Cxk9HR3gwI8WDjmQoKGzp7xNsBNGuNtOqMTO7jT7PW6DDOlehvK8BWter5+Vw1r++5Wty+Y1AYrToT67IqWD0/le25NT3UVnKxkMl9/Ji98hQvT4jjvWmJ1LUb+exwkd1END3Enc9nJfPa7ktsOlPJltsG2Al/oJuMd6cm0qw1UN9hsEePuuDCvzpchN8FF1z4p1BJRQwK9WDfNQ6/GrmId6b1ZWN2hZ0Uz0wKYNuSDO764QxKqQibnZ8N7ToTyw4WOZ37PlbSRHWrnld25/HJzH6cKm9m2aEi2vQ9Z4V/Ol/N+FgfB7J6/7AI3vrjMqvmpdpnFG/PCEPTNQdc3apzSvpadLaFyroFacT4qMjvkik/NiqKQWGeGC0Wp+ZAAKOjvRGLhAz/7LB9cXm0pImVp8r4/ub+1Lbp6B/kzthYH97ce9mBhCcHuuGjkvLwiEhC3ORIr+kWJPhpKG3WMjTCk6xHR3K8tBmj2cLYGB/0Zgu17QbSQ9yZGO9LXbuBJ3+9gMli65JcH+/HpjNXTfeeHRvLwnVZdrIP8PGhIj67sR8L12Y6SOWlIiE/3jqg1wz37vBVyxAI4I5NZ5ya5L27v4AFacF4KqTcMiCEf+zLdzqvfe/QcN76w7aArG7TIxcJsVhh5oqThLjLUcvEvLAjz979ivRSsn5hmv37+OGfhWxbksHT23P57MZ+aI0Watp0DArz5GJdO09uO8erE+N5YOu5Hu/99NhoVneR8zsHhXG0tAm92Uq4h5wFaSE8sz2XCzXt3LohG41MjLdKQl27gefGxfLrhVrifFW4y8W8OSmBBH8NVquF58bHojdZ2HSmEi+llHhfNfduPst9QyMYGOaBzmhmy9lqvj9VxjezU6ho0XGpvoPPb+xHsLucE2VNdBhMzOwXwKgYb8RCAWXNOjZmOZcLf3KoiOMPj2DVqXLSQ9z5+ZzzyCuAX87X8NZkYw/Cb7Zg/9tsPVfNrQND2ZxTxbnqNqpadayYm4oVKwIERHkreXHHRSbG+wHQaTQxLsabcE+l3UjMGS7WtnO6vAWNXEJoN4LfYTBR3abnVFkzepOFQWGe+GukDvJ/F/5vol1v5I/8Bj44UEBtu83s7bFRUdS263lt92W+OVbCvP7BfHO81KaG8VbxZ1Fxr9L9d/cXsPnWAaw8WYZKKsZXLSW2a2ylWWciyE1OZasOkVBAdaue2atO2fdlsljZkF3JybJm3puWyJoFaby8M6+LOIOHXILRYuHWAcGEeSjoMJg5VtrEzBUn0JksBLnJmZYYwE2rT7N2QSov78xjb5dizEsp4bMb+9mP008t5dYBoUR7q6hu0/FHfr1d4aWRiZkQ70ddu55Ef409yu9a9PXX2ObVr0FVqx4flYyBoR5MiPfljT2XOVXewqyVp3hzUgJnq1vJCPUk1lfFhHhfbkoJor7DwMbsCuakBNnj+K6F2WJle24NX83ux9gYX+7YdIatXdeitGB3RkR6Ee6pYPqKEzw8IrLXv7mnQkKn0cIdm7L5x5Q+vHhdHEWNWqRi299EIhTgp5Y6kH2wFd/DPRWUNGlZdaqc5XP7s/T3i1R0KRDjfFW8MzWR13df5vXrE2jqNCAXy5nw9TGH+/vp8hbmrTnN5lsHMvnbY3goJPywaAACga2w8cGBQp4fH0uz1kX4XfjfAxfhd8EFF/4pPJVS3p7Sh8GfHLIvfp4ZG8OMvgFMWX7CoVvy1dEStl+o4YvZyTR2GhAKRbToTHipRDRqDfzUS/4uwG8XaxkR6U2r3sS56janZB9AgADPrjg9D4WEd6b0IcxTwTdzUlBJRCyfm0JebTvDI7zsr6nrMDidwwYobdLSrDXy5uQEFq7NYm7/IJQSEXNXn+aW9BBmJweyzgnZum9YBLdvPNNjcWmyWHl6ey6f3JBEYWMn36/PYu2CNB79+TyhHnIeGxXNmYpWajv0tBtMnKpoId5XhbfqKskWi4REeauI8FSy7UINR0saWTIwjNs2ZnOitBmxUMDMpABuHxTGnst1vDs1kUd/OU+zzuTQ1REKId5P3cMRubRJy7Pbc1k1P5WSJi3Hi5tIDnLjhn6BhHn+fYf3hg6jQ9TUtfg1t5bkIHfCPRVsv2MQN68+be+KSUQCHh8VTVmzzj5OEe+r5khxE1MS/Xl19yWn4yL3D4ugvFlnnw21Wm0mSm16E/PWZOLdFcc4o6+tG5jfoKVRa2TP3UN4c+8lzlW3EeWt4p4h4Vysbee3i7U8PCKSpAANt6zLQgD8sGgAc1OC+OJIsV0a2qY30aY3EeerIs5XTWZFC/+Y2gc3mZj7tpzFv7iR9BB3Lta08+KEOJ4eE4MVK2szy9l4SzpfHCnm+1NlaGRiFqYFc+/QCL46Wsxr1yfw3O8X8VFKeGdaX9QyMU/+eoH7t1wtUPhrZHw9J5kXfs/rscA3WaxUtuiYkxKE1mjGS9n7IlQpFeFshF8jEzEg1J3T5S1MjPdlSJgnDR0GWz51pDeny5t584/LzOsfzNAIT0ZEeRPioUAiFOCrlqKSiFiTWU6Mj7LnzrsQ462iuElLWZPWTvhbdUY2ZFdy/5azDj4GD4+I5LlxsX9pnubCvzfq2nV8eKCQr49flVMXNXby4FZbAW9Sgh/HSpt4ZkyM/fmR0V69KokACuo7EALT+/rz1bESDhUZGBHlxYgobxRiIQ+NiOSZ7bncMSiMd/cXOC0cFDR0ojNZWHawiGmJ/jwzNgarFUI95PTxVyMSCOkf7MbhokZyKluJ8lYyuY8/o6O9uWdzDrdnhPLtsVI72QebeWCH3kyiv5qMME8m9/Hjs8PFfHeijAgvBU+Mjqahq6g6Msqb3BqbxP7tKQlM/rbnuJibXExykBtLd/TsoEtFQhQSIeeqW/n4UKHDZ6xp11PapGN9ls3QVS0ToTVaMFus3D0knJQgN4r/Yj6+uFHLs2NjeOrXXDvZB8isaCGzooWDRY3cOiAUmVjkNJYV4PHRUaQGu7HrzsFUtel4f38BI6K8kIpEnChtpqHDgFTseH/yUkpo6IprXHGyjM05VRTUd/DKhHjcFRJkYgEBajmfHC7ixQmxbL9Qy6nyZgTgtJjfYTDz64VqpiX6ozWambPqlMPzZqv1L/0gXHDhXw0uwu+CCy78LST6a9h112Du23yWG/oF4K2UsCGrsoc0EmxS4xMlTWSEedDnnX3cmBTAxzf0QywUIhH2TiSlIgHuCjGJfiruGBTGg046sgCzkgMZF+PNpAQ/Kpp1xPuosAhs5HPVqXLOVbcR7a0k1keFu0KCWib+SwdlgHaDmW+OlvDzkoGopWJGfX4YoEvSN5DjpU0UdJvxFwkFuMvEvRYlKlp0SIRC5vYPIkAjw2Cy8OOidMpbdNz4/SmHRUaYp4Ittw7AQyFFJBRQ0aKjXW9CKhYiEsCz2y/wyY39GPvlUXsX1mSx8mNOVVe3qS8dBhP+Ghkz+vrjoZBgtlgJ9VAwLNKTuvaeiyqwucbP+O4kRx4Yzj2DwxCL/uMzif8sU9nQdd5lYhFjor3JemwUZc1aypq1qGVi1mWWO0QAPjM2hnf25/PJzCS23DaQ+WtP2+fqBQJYMjCM8bG+XPf1UYf3EQnA0nUgZquVtyYnsDmnsus1oTRpjRwsrGPdgjRMFhAJbYs6b6WU1GB3Np2pZNkhWwSdFViwNpO8p8ey/76hrDhRxprMcoQCAbP7BTKlrx8VzXp23GXLuv/ySDGvT0pg+4Uafj5Xg6dSgq9aRmqIOydKmpjUJ4Cp3x63KxQ6DWbeP1DI/oIGHh8dzdESm9HV1MQAOg0mvjpWwsZrYhFr2vTcuj6bP+4ZQn5DBx0GM98eK+VwcaP9M9/YL5A7Np3hu7n9+f5kGc5w1+AwhAIBDZ0GsFoxmCyo3DzwVkr45IZ+/FnQQG5tO8M/O2x/zfsHCrk1PYQzj43iz4IGIrxULP39IlkVLfQL1PDg8EgGh3kS56sm0lvBp4eLnTpbPz46iqW/55EW4m5/rLChk3t+zOmx7ccHixgV7c3MpECnn8OFf3/UtRv5ptvsdHe8d6CAb+ak8NZeHc1dCqWkAA2RXkrSQ9ztv4vumJboz2Ojosmr66C6Tc/igWHszKvj7T/y+fpYCT8tzkAjE7FuQSqRXqoeHeTu2JVXx0sT42noMOCrlhLqoSBQI0MsFFLeouWdffk8NjKKFp0RncnKwcIG3j9gKyCMifFh2aGTPfb51PYL/LIkg7zadm5addr+eEOngXlrMnlidDSr56Xy+ZFivj1eynVxPnwzO4Wv5yTz5LYLdqVWvK+a7+am8MS2niksAHP7B/HdiTJOl7fgp5bRaTQxNyWYWB8Vo6K9HUYLrlx7AW4dEMqvF2pICtD08LK5gul9/anrMNoVZgqJCD+1lIZOA+16M5kVLbw8MZ5Hfz7H8pv688S281zoSgIRCwXcPigMb6WU5367yHPjYgj1UBDsoeD1Pfl0GE1MiPVldLQP+wuv+vw8ODyS4ZFerDxVxsYzlaQFu7F18UCWHSzijh/OMDbGhzcmJVDdpuOhEZEs3pDNueo2Xr8+gVWnnV8nAU6WNfPIyChEAoGDcauHQoJCLMLzLwqrLrjwrwYX4XfBBRf+FlQyMeNiffnzvqEUN2v56Ww1ey73PnO47UKNfS5+yzlbzNHbk/tw28Ce839XMLNfAEqxCF+1jGmJ/nx9rMQhlg5gYKgHngoJ01ec5MnR0by0M4999w4lr7adBWsz7UTjz8IGvj9VxroFadyQFICPUoZMLHRKRMRdBm178+spburk8VHRdhKrN1lYvCGLj2YkdZHGBgLd5MztH+TU5b47JCIB3x4r4XBxE/UdBr65KYVF67N6dBRKm7Q8sz2Xr+ekcKK0iSd/zaWsWYtEJGDbkgyuT/DngwMFTuXwJU1aOgwmGtoNzOsfhK9axlO/XqCvv4YlGWHcsPIkq+el9nqMMrEQT6XkP0T2lb7BnK9px4pNXjomxrvXBeCURH8uVLeh6fJWCPNUUN+hx1Mp4aWdeZwobQZsHZpnxsbQN0BDQ6eB4kYtEV4Kzjw+ioL6Tlp0RmJ8VBQ0dDDmyyM0dRvNEAkFjIzypklnJNxTSVKAhlOlzbyw09F7YWqiPwaz1T4vnlfbzrTvrnbHRkd7c8uAEDQyMfXtBkqaOxke6c0L42O5JT2E8hYtJouV3y7U2kztdCY8FRIeGxVFeYuOz45clRIfKGhgflowz4yJ4dnfcp2acZ0ub0EkEHC2qo2RUd6cr27DipVlB4ucnstmrZFjJU28ufcyBrOFp8bEMDzSi7WZ5dS3G9DIbQWonKoW7hkSzpdHHQ29kgM1jI724VBxI+16E58dLqZZa2RSgh8PemhJ9tfQ0GFwOhe88nQ5M5ICiPVTMXdVJk1aI+9OSyRQI+PFnXkUNnTiLhdz1+BwTj4ygkOFDfhp5Dbn81YdAoHtt1TU2EmMty1G0Gi28Olh558V4M29lxkR6Y23Szb7fxKX6tp77aK26kwIBLaxrY1nKnlkRBRzU4OwWm3z+F8cLXYwiluYFsKAUHcmfH3U4fE7BoXx/rREHt92gT15NUzpG8i7+/K5sV8gXgobUXUGb5WU7IoWQj0UGEwWTGYrhQ0dNHQaya1tp1VnZtmhYpZkhLG/oN5uRCsRCVBInKcFNHYaKW7s5JnfnM/lf/RnIQfuG8otXZ42uy/V89i287xxfTwH7x9GRasOs8VKQX0H/9iXz+OjY1i8IduhKD0k3IPnx8dysaad0dHeeCklBLjJeXdfAV8cLWZ7bg3PjYvlYm27Q8HjoeERBLvJ2HWpjvuGRjq93iulIsbF+lLVqsNLKeXVifF4q6SUNmkJcpdjMFt4eWceBpOZ2nYDd2w6w1uTE4jyVlHVpkMmFvLT2Wru23IWqxUKGmwd+qPFTbw/PRGJSIjFaqWuQ8e4WJsZ8I39Agl2k/P+gQLMFisXa9s5X93G+qxKflmSwQfTEzGZrRjMVracq2ZDVoX9WtzQaSDITd6r8i/YXU6Mt5KXd13ivqER+KplPLj1LC9PiCfKS+mS87vwvwouwu+CCy78h+DvJuetffmIBLaFS29QSkUEuskZF+vDs2Nj8FBIOF7WxOQ+/qSHePDm3st2x3WwdQbKm3U8se0CH07vS2Onge9u6s/JsmZWnS5HJBAwKzkQX7WUezfn0K43E6CR89bkPuTXd/DUrxd6kHmrFW7fdIaMMA8CNDIeHxXNm04c7B8cHomHXMzW2waSU9naw3Sstt3A/LWZRHkr6R/kzg1JAVysbcdTKUEhETk1KfNVS/HXyFifXYneZMFHJaWp09AjougK9ubX06Y3cfOaq+kDRrOVDoOZ6xN8+fq4czdmgO25NTwzJgaJSMj13xynstUmkS9r1rJibn9OlDZxY79AtpztmQ//yIgowv6mYZrBZOZYSTO3bjhnl7nfPTiMVycmcH3pMTqu+Ww39w/i99xaXt51CR+VlNevT2BaXz+e7+oO3z8skmfHxmK0WDCYLCw/UUp1m54PpiWy+1IdExP6EOyuINLLRhAzy5tZtD67xzn8YHoioZ4K7hoUzh/59dyw4qTTUYARkV4YLVe/I6aufwsE8NWsZMpabIWXunbbLOiL18XRx0+Dt0pKtI+KAI2UlafL2XWpzt5Na9IaeWFHHncPCefWAaEOnfV1mRU8Py6WnXm9F8Z2XapjXIw342J9WLwhm1XzU3tVjQCUNmvxU8vIrGjhiW0X+HhmX9bMT2XZoUIeHRnNnJRAPjtSzI47BjM+1pdfLlTTYTAzPdGfGB8VZc1a1mZWOMiePz1czKrT5Zx+ZATLDvVOwD8+VMQTo6Jo0hp5eEQk7jIxC9ddNdRs0Zl4d38Bl+s7GBPtzeyVNhlsgp+aL2b14x9/5DM/LdieEGEwW5w6aQsFMDjckwhPJa16Yw/C3643IhQIUUpdLtn/zvhnLujeSimh7gpEQgFnq1rJKm9BIRYiEgrYcccgFm88Q2mzFplYyLy0IKY4kb5/e7yUT29IYlqiP7F+GoYsO4jFaiuuLckI5d39PefVBQKbcWptu4GzVa18fayUDqOJXxZnsGh9tsP41IqTZSwdH8vhB4ZR3mIjtQEamdMkDwCpWOiQxtIdJouVvLoO1DIR7Xoz4q5C56X6TpYfL6XTaGZSgh/BHgoOFzVR2arju7n9aeo0oDdbiPFR4a+Wcr66jYXrsoj2VvLM2BiGf3rYPk5T3Kjlz8JGXrwujn9MTiCrspVbBoSQHuKBn1rGd3P7sy6znC9m9ePFnXn2Y431UbFmQRpSoQC1VMzq+ak8/svV7j3YklW+mZNMoJuM8bHeNGpNmK1W5q4+TWVrz+t1bk07HkoJSzJCuXfzWZq7CuwqqYjddw9mflowj4yIpKJFz+hobyRCIS9NiGfHRVtB9r4tOfx2+yAMZgtGi5UYbxX+Gpn9mrMxu5I3Jyewv8B5sfr2QWFM+PoYTVoT23NrSfRX8+d9w5CJhYT/haGtCy78K8JF+F1wwYX/MFq1Jg4XN/LwiMgeufJXcHtGGI2dRj6c3pctZ6t46498OyH3UUlZMbc/f+TXk1fXbnO115nshl8v7szj25tSGPjxQSYl+PHpDUlsyK7g2+MlDguIdoOJpEAN1a16p5F6YJNPFzZ04qkQMzMpgBB3OW/uvUx5i45ANxlPj4lBIxOT9N4BBAKYHO/H21P7IPiVHl2YwoZO1FIxx0qbCPdU4q2U8P60RO7bctZhO4EAPr2hH18dvSptVstENGt7J3JWK2iNZt6e0odwTwVVrXpWnCzFVy2lTWfCRyWl1OA8ZshbKWX5iTL6BWqoadczuY8fEZ5KKlp0vLwzj8dHRTMnJZgwTwVfHyuh02DGQyHh6THRLB4YhuJvEqfCxk6uu6ZD9tWxUkZGebP3niF8dbSEg0WNeCslLMkIw2C28PBPtrGM+g4D92zOQSRMRiIUUNtu4KWdeT3eQywUcv+wCEZG+RDs7rioSg50I/uxUSw/XsqBwgbCPBQ8NiqKOF+V3eAt0V/j1BQy2F1OUoAGhfjqZ/VU2KS4M5MCOFTc6BABVdKk5fZNZ/hguon7h4VT2arnQEEDp8pamJbozysT43lnXwF/FtoWi9+dKOXHWwfYCX9KkBu3DQjFYrWikoocjBG7w00m5lhps72r36azjWbUOEnFAIjzVTtERL27r4Btt2cwLtaPt/7Ix0Mu4YdbBiATC9DIRLw4Po5mrZHqdj1NWiMBGhlKqYiNt6QjEIDJbGV9lq0AcKCgwT4n7Aw6oxmNTMyrE+OZlRzI6C+OON3up3PVLMkIs5Oai7XtTPz6OPvvG4KPUkptuwGjxYrJbLZ9d7rFcM5LDWZBWjAHChpo1hk5XdaCxQLRPirKm7XsL2jg+5NlSEQCHhgWSXqoOwEaea/H7ML/XgRoZPiqpU4JcFqwO54KMekfHeTpMTZl0Lv7Cyhq7MRLKeHeIRFsvm0ApU22Atm6zJ7xblfwzfFSls3oyy0bsu3Krr359dw5OJxR0d4c6EYIhQL4YlYyyw4V8d2JMvr4q3lqbDRY4P0DBT28UgBe33OZjDBPFqzN5NWJ8fipZdycGsSa0z19YdT/5FosEwsxdV1//zGlDyVNWqQiIQsHhKAzWtiYXUFRYyfL56Zww/cnmbPqFA8Oj2BivC9KiRCdycJNq09jtlh5YFgkS3dcdPDOuII39l7m0APD8FJKsVigrl2P1WIl3FPJPUMiaNEZGRnlTbvBhEwswk8lJcBNTkO7nopWHW/vzXe4VwOUNWt5YOs5tt+ewY39gjhe2kTfAI1Tsn/ls8pFQu784YzD2Nj1CX6UNGp5bGQU7+0vcBgJA1sR++kxMfxjXz7VbXpmrTxFq97EkoGhbFiYRrvBzMXadvZcqqekqZNHR0TyUdc415W/8dLxcezOq6ep2z37Qk07P5ypZOn4WESu2FAX/pfh/wzh//rrr3n//fdZtGgRzz//PAB6vZ63336b3377DYPBwPDhw3nppZfw8fH5J3tzwYX/u7BarcxJCeT7U2XIxSLGx/rY5YpXMD7WB6+u7ndWRQsv73KUVtd3GLhx5Un23TuUlSfLeOH3PIebfpveJtcE+P1iLf4aGVqj2WEBIRDY3Hz/jnFOi9bI+ep2Klp0rM+u4IXr4kjwU+Mut5mtHSlu6vpssP1iLX381SwdH8trux3VADKxkJcmxPHktvMsu6EfY784xoqbUzh4/1De2pvP5foOkgM1PDU2FoPJzJdHbcQsyE3O3YPDGRHl1ePYriDQTYZAIGDN6XIu1NhM5V6bGEdWRSsbsyu4PSPMKUEGmNTHjzkrT3Pw/qH8ensGv5yvJre2jWhvFXcODmPt6XKSAjXM7hfIrH6BCAW2OURflQSfv2mKZjSb+fJIiQPZv4IF67J4b1ofXpoQR4fBjNFsYdbKUw6eB1fwwo48Pr2hH7/m1jp9n1gfJZ5yCR5O5iPFIlvM02vXx9NuMCMTC3uoTILd5Wy/I4OXduZxpLgJsVDA9L4B3Dk4DLlYSIDbVXLoqRDz9pQE3OUSB2l/d3xxtIixMT6M+/Kog7xXJhaycl4qnUYTp8paMJqt9uLO+9MSEQgEfHq4iP2F9SxMD+Gzw8VO9z8yypub15y277Ogvp2nx0Tz2C893e4jvGzdzO4EqLxFR0mTlvu7FZ3WZVXwxOhoxsX4kPjufvsIydQ+/jw5JhoPhYTbNmSj7SLwdw8JZ2qiPz+erWJSgp+D8uYKbu4fxF2Dw/nkUDHna9oYEOrRaycSIL++A3+NzO6QbTBb+PpoCTqThQ3ZlYyM8uK5cbEMj/TCXS6mRWfippQgBoS4M+27E/bf9TfHSunjr+aXrvi1rIqrhoU78+qY3MePb+ekOPxdXfj3gJ9GytezU1iwLtNB1eOnlvLl7GQe+uk8Y6J98FBIHBI4GjuNvLH3Mrm17cT6qKjr0Ds1h7uCylYdcqnIwY/GaoVF67N4c1ICDwyL5GJtGxqZmP5B7iw7VGRXS+XWtHP7xjNkPzaSBq2B6X0DaOo0sup0mf2+ArYRs8dGRRHppaC508DS8XFIhEJWnS63E+5JCb5Eeikd5sW7QyMTIxEJ0Jks+KqlDAz1QCpu5Z39+RQ3anGTi1kyMIwFaSEcKWpkXIwPSqmIe4ZEkFvbhrtcwL78BryVEmrbDXirpBQ3Oi8imy1WKlp0nKlsRWe2YLJYyTa00sdPTZCbnIgu1dW18FbLEDZ2cqDQedc8v76D3Np2Spq0CAQCChs6e1XJzegbwIpTZQ5kP0AjY35qMEt3XOSeIeE9yD7ARwcL2XBLOu5yMU1aI9cn+DE/LZi9l+r59HAxE+J8ifZWUe6nZWCoJ55KMVMS/cmubMVNJibBX81XR0tYm9mzIPPN8VLuHBxOkLvreuPC/y78nyD8OTk5bNiwgfj4eIfH33zzTQ4cOMBHH32ERqPhtdde44EHHmDDhg3/Q0fqggv/2mjXm+ydt/QQd+7bcpYPpieyMD2E33JtM/uzk4MAKydLm7k5NZglm7Kd7stotvLjmSoKGzudVvjF3cz9Np2p5MtZyQ5GZjelBNFpMKH2VGJRW3t1/JWIBMjEIqrbDBwoaODl6+L4/lQ5DZ0GfjpXbZ8h7473DhRy+tERDArz5IMDhVS26hgY6sH8tGDe/iOfqYkBbDlbhcFsYcHaLN6anMBXs5MRCQVoZGJUMjFlTZ18MD2RH85U8vz4OF7aaYuVm9LHj+1OyO4bkxJ4aOtZexZwfn0HBrOVd/blU9Gi47FR0UyM9+0hD3/t+ni2X6gl3k9Fs87I9O9O2En5vvwGVpws48dFA/j4QCHfn77a5ZKKhKya15+0EHeivFT2XPTe0GGwcKKs57m6gq+OlrIgLYQwTyWfHS5ySvbBFrsX1oscUiiA2weFOyX73SEWCfFQOO+w+KplJAe68cb1CbTqTTaya7US7CbHr1txo1VnpKZNT4BGhkIiQiJ0Hr14e0Y4t23I6jHLqzdZuPfHHD67sR/z19rGMKQiIXcMCqOgoZPPjxQDUNyk5afFAzle2kx2RYuDjPfRkVEcKGggQCPjk5lJ+GlkrDhRSpyfmlcmxvPu/ny7adawCC+WXhfL7RvPOByHQiJy2qF7b38BwyK87IUzgIkJvnx6qIgfcq6OdrTpTXz4ZyHLZvRlUVoIGeGebMmp4kLt1eLasAgvxsT4MO6ro3Yi7syToDs8FJIeIx6nyluYlWwz4fuzsJGSphx23DGIDbek89quS9w6MJSpy4/3KOIVN2o5Xd7MhzOSqG7To5SIyKls5d39+fyWW0t2ZSvXuwj/vx2C3BSkBFnYtiSD0+XNFDV20i/AjfQQd37LreVQUSNrF6TxwDUKqyvYcraKXXcP5pWdeYyJ8eH3i86LjOkhHlicfJ31JguPb7uAWibilyUZ+CklJL3/Z4/t7h8WYY+CO1dtc8+/Z0gESwaGcdePtu60zmjmqTExHC9t4uGfz1PU2Ml9Q8PZd88QREIbid+ZV8ucVaf5YHpf5q4+7fD7EQkFfDSjL590jdzcPyyCzIoWHvn5qjFfq87ERwcLmdLHj1HR3vxjah+25FQz7JPDbFqUjs5oQSYW8vr1CXgqpbjL/5oCiAQCZvYL4IGt57jYdT3oH+TGxHhfHhwRSZCb8+u4Rirmp8UD0ZssiIUCfjhT6UDMm7W2gsx3c1PYc6mOBWnBfHu8pzljhJeCg4WOCsI7BoXx/oEC5iQHsfJk76qNzTmVLM4IRSwUMDDUg+ndiohrMysI91Tw5exkHt56ju/npXLd18cI91TwwbREPj5YxOacnuNvADqTGSt/o8vgggv/Yvi3J/wdHR08+eSTvP7663zxxRf2x9va2ti8eTPvvfceQ4YMAWwFgMmTJ5OdnU3//v3/h47YBRf+dXG+po3pK06gkopYeXMqJ0qbefuPfGYlBzA/LZgNWZU8/NM5qtv0SEVCpicFUFDfe4RPQUMHQU4W6uGeCgdneaPZtlABmzT+7sHh3DU4nA8OFLA+q5JXr4/n3amJ3LI+qwdZeHlCPKtOl/HUmBg0cjEv776En1pGRqgnTZ1Gp4Qf4IsjxXw0I4lITyXHSps4XtLEq7vzWDwgjJp2Pct2XJ11fvuPfCbE+XKivJkZiQGoZGJCPZUsSg/h+gR/hiw7SIvOxJnKVr6/uT9JAW58c7yExk4jffzVvD25D/sLGjjedSwL00K4OTUIb6XU3iGdvyaTow8N545B4RwraUQlFTMo3JON2RWsOlXOD4vSWbzhTI8OvNliZcnGbD67sZ8D4TeYLSxan82W2wYgQEC0j/OOzRUoJELifVUcK2ly+ny0jwplV7f9rzwBZGIhHgoJb0xK4KWdeXYCrJKKWDG3P0EaKRdr28itaSPYTYFQKEAhEeKvkeGj+ntqBF+1jJHRUmrb9TR1GvnsSDHP78jDVyXjtevj8VJKWbojl99ya5GKhCxIC+GnxQO5fVN2j6JRvK+a7ErnOddNWiMCge0zxfqoKKjvYGZSANO71AICAdw7JByxQMAL42NRy8QYTBYyy5u4Lt6fvfl1LD9extr5aVyobWPG9yexWm1jEtMS/Vkxtz8hXTPKv1+sYcHaTBq7mRX6qaU8Niqa/Lp2p8e3L7+eIeGe9hnVKG9Vj+SL1GB33pycwM/nqjlS3ISvWsq70xJp1pq4ZX0mVuD58TEsXOf42zpa3Mi4WB8HOf4VuMnFXSMsjqaWwe5y6ruNDJQ0acmpbuPV3Xk8MDSSizVtPX6/ComI9QvT+PxwMbu6uYcPjfBk3cJ0FqzN5PMjRYyO9v6nM98u/O9DhJcKD7mEKC8FVmxpHwaThTVdEn2JSPCX5qkNHQaeGRNLqKecT7tMKrtDKIAnRkXhJhcR76smz8lvyWS24qOUcrKip/JlaIQnSQEaZqy46rpf1arnpZ15zEsN5tGRUbx/oJAb+gVysqyZOd3c95cdKmbZoWKGR3rx8cy+fHGkhDa9iVd2XeKXJRkcLGrkZGkTEV5KFg8MZeu5ajsBHhLuxfxufi/dsT23lvuGRXKsuIl39uez6ZYBvLo7j0NFV6/dGpmYH29NZ25KIBvP9CS3UpGQWB8lN3x/isv1HYyO9ubx0dFklrdQ1qzl99xaxsT4EOXteN8oaOjgrh/OcKTrPiEXC7lrcDif3pBkV2H4qKRojWa+P1lGvK+KkdE+5Nd3OMzSu8vFLEwLoUVn4mi3e07fAA1v7r3Mzf2DqO/FUBFsKsKHhkehNZp5Ytv5HteVkiYtXx0tYUysDz+fq2ZUlDf7CxpQSMTckRFKvwANTVojP5ypcmhIzEwKwNvlzu/C/0L82xP+V199lVGjRjF06FAHwn/u3DmMRiNDhw61PxYdHU1QUNB/ivCbzX8d+eXC38OV8+g6n/96aNGZeP63XKxWW1TPrJWnGBPjzdNjYxgS7knGxwcdpHcGswWRQECCn9rhht0daSHuHL7GA0AhEfHB9L48//tFIrwUJPprSA12JzlQw6ZF6chEQrxVUg4XNVLUqGVBegjjvzrK3ruHcvC+YbyzL58zVa1EeSl5cEQkR4ubKG7U8sflet7Zd9WAaXNOFU+PiebOQWF846S7EOmlQiYSEOerRCUTEuWlJKBAzlt/5PeY02zRmWjUGtmSU83+yw18dmMSWqOF+g6Dg8GbSirCCmSEeTAs0gu5WIiPSoq7QszsrpzfR0ZEoZGLmP7dCZbNTCLcU0FJkxaD2cKyg4VEeCo5VNSI3mTh9T2XsFhtBolBbvJeZyGbtEakYiECgaMvgcFsIa+2nXPVbTw8PNxBVXEtxAJ4eEQUq06XOx2jeG5cDEqJELPZTHKgG5peIgtvGxBKkEbKA0PDuSkliPz6DiQiARFeSlRSER/9WUib3kyCn5p7Np+1y8bTQ9xZeXN/4n3/ujDRHbXtBoZ+csjeKStr1mEwWxn66SG7RFjXZRa4N7+OZTP79chb9lZJ/vI9OvRmIjyVrF2Qxq68Wlq0Rvvv4KtZyRwqbmRyt661v0bG1tsGkhygxkMuJt5XTUOngUd/dlyUbrtQw7YLNWxYmMaKk6XcPijcXswJ0Mj4x9RExAIBl+vb8VBI+GnxQN7ae9leNLry2aRds6YysbDHfL6vWspr18czZ9Uph/itvZfreWREJJefGYtAAPUdRodCA9ikresXplHQ0OEgC5aLhXw9J4X3nJid3Tc0gts3OSoUTpc3MyzCiyERnvzghHjcOzScb4+XOpB9gCPFTby6K49nxsbwx+V6zGYLZtdYLfDvdx/VyERoZLZiTlWbgT2X63jxujg8FGKnBePukImFGK1Wqtp07LxzEA/9dM7+G4n2VvLh9L4k+Ku5WNPOm5MTWLA2s4d65eOZSXQYzDj7et01OJwnf+05fgOwPquCX2/P4ExlK6HuchZvzHa63aGiRltMYEYIyw4Wc7KsmXFfHuXkwyMoauggv76DcV8d5Z7BERy4z7ZmVUhEvSYIAFQ0a8mubGVOchA/n692IPtgU/bc+P0pDj0wjF8u1PaQ1L81OQEBAi7XdzAozIO7Bocze+Up+9jSt8dLCXSTse+eoUR72wq81W0Grv/6mIO6S2eysOxQEc+Ni2VivC9iocA+6lDU2MmISG8Wrs3kzckJvDctkQs1bfioZER4KRACSzLCWH681F4YbtWZiPNRMSjMi5FRzU59EAAmJfizP78esUjQa2ys7fqazmu7LzEjyR+t0YyfRsY3x0r4s7ABf42M1yclUNmiY+mOi3gqJNw/LBKJ8L/+2/p3+4268D/3N/277/dvTfi3b9/OhQsX+PHHH3s8V19fj0Qiwc3NzeFxb29v6up6d1TuDWfPOpeUufCfg+t8/utB4RtCZrf52aQADTP7BhDmoUBnsjA62oc/8h27fWUtWl64LpbJTtyRFRIRkxL8yAjzJD3Eg7y6dvoGaBga4cWXR4p48Tqb2diJsmakIiGdRgsbsyvZnFOFQiLip8UDWZgeglwspKbNwGt7LjE03JPhUV7M7BdAbk0b920+S7vBxJ67h7DiRM+83X/sK+DX2zNYfqLUYVEgFMDUeC+ys7Ntx6pQoBP68OruSz32ATbCLeqSxB8obKCqTc/0704yLMKLFt1VorR8bn9e232JM9d0jGf09efQA8OYtyaToZGe9gzm706U8ciIKB79xSbbXHmqnCdGR/PIyCjWZVYgFgkYGu7F4ozQHp2ra2G2WBFADzFiXYeBwoZOCsqr0TY6l7wKBAKsVisKN09W3pTMPVvP2wmzTCzk3SnxeFnayc4utj0mV7B9cTrTV2Y6HNfISC8eGxZM4eU8rFYrBoMBP6EQq9VKW6eIyxJfNp2p4uWJ8dy6PsvhGE6XtzD6i6McuCudzureEwuuQOXlxyM7yhxksTelBLLiZKnTpITiRi0lTZ0kBWjsYxXXxfkgE9kUCc7Or0AA/YPdeGlCHCVNnUxK8KesxUZ+R0d7U9aidTACBKhp0zPh66Mce3AESqEFhVhIfaexh/z9Cr44WsK0RH/e3VfA8rkp6Axm+gRomLv6tINRpbJLdfPW3stkdnUix8X68PzvFwFbcUcjc7zl354Rxrv7CxzI/hV8dLCIRelByDBhtvRcKjRrjSzZmM07UxNRSkT8WdhAiLuc6+J8ya5ocfABEAkFvDIxHovFymMjo3iu65gABoR44K2SklXRSlKgpsf7jIr25sM/C52em+OlzSy9Lo5QNwlF+Xno9b3Paf9fxL/bfVTlH8otP160f7dEQgFHHxzG8Egvp+axngoJfmoZh4saUcvE7KyrY2qiP0+NiSHYXU5Fi5ZILzkXa9p59JfzuMkkbF08kG3na8ipaiXMQ8FN/YPwVkpYebKM+enBqKQih9+qp0Lyl14W9R0G7h0aQX5DB5K/GJs6XdbCkHAvlh0stj+mM1lY2e36oZSK2HSmks8OF7PltoF/ea6CPRQ893sun96Y3ONaegUdBjMnSpvZedcgfjlfw/HSJkLdFcxJCSKropkr9d/HR0dzx6YzPVJwqlr13LHpDF9NCUffUk+93L/XUa7PjxSz6ZZ0mnVGFq61HU9SgBuFjR3oTBZOljYzLUaDCCv3bc7hs1nJPPzTOeJ9Vay4uT9PbLtATZuedVkVvD+9L0/+ep7nxsWxOae6R7HCVy1laqIfi9ZnMSHOr9dzZLZYsWLFVyVhUoIfN6UEkds1ulDarOVCTTv78hu4d2g4381NIchNgRQzZ86cwfp3zIP+Bv7dfqMu/Ov+Tf9tCX9VVRVvvPEG3333HTLZ35OB/lfQr18/RP+BHGsXnMNsNnP27FnX+fwXRG27gVAPOc1aI0+MjibGW8V7BwrIr+/ARyXlzkFhLBoQwu2bzmC2WBkX401Jo5b8hg7en5bIK7sv0drV6Q7zVLBmfipGs4VAjYzRMd4kBqhJ9NNQ3qrl9Ul9KGzoRCCwVfRf3pXHK7vy+OSGfhhMFk6UNpNV0cLwCE86u+YSN2ZX4q2UMjslkG+OlVDWrGNeajAT4n15cMtZpiT689DwyB6xY+eqW+njr+F8F8mTiASsmZ9GhLcaZWB/+3bKFtu8d7UT9/TbBoQiEgg4VtLEyxPimL82k6LGTuL91ER5KQEYHulFdkVLD7IP8PP5GmYlB7F50QCHokJmRQs39gvk2bExfHSwCK3RzHv7C8gI9WDVvFSadUZ+vVDDgI8Osnpeaq/EVCERdWUY9/y7pgS5kVPVSpC/H5qwIIfndEYLbUYzVa06jCYLajc5M0OEpAWqqNeD2QoRngr81FLkYiEQYn+txWIl69ER5NV1UN2mp1+AG35qKW16E9l6D0wWK4PCPAjQSHGTiekwmHl2TSZ3DArjwwM9u8NgWzyfrNKyILW/0+e7o6RZx76CbIfHBoZ69Fq0Afgjv563p/Rh7+V6hkZ4kRrkxiu783h+XKzTLt7dg8PJqmjhUFEjBrOVQI2MRQNC8FJKuCU9pNc87Xa9mZPlzQwK9cBXLUMiEvYa03WgoIGPZ9hiKhety+LpsTGsOl3eI5Wi02Dmjk3ZfDk7mXlrMhkX60O8r4p1C9Iwmi089st5qtt0RHsr7YvyAaEevP1Hfq/n47eLDfx6oYYHh0c6dUuvatXz4NZznHhoOIn+aoxmK4/+ch5flZSfFg+ktEmL1Wqlj7+Gdr2RGStO8e7URAaGenCyrBlNl0FWRbOO2zdl88kN/RgU5uGgUtCbLH9pzNlpMDMy2o8ATUjvG12DmnaDXYEUoJb+U/+K/234d72P/ny+xqGQNCrKm/oOA8+Pj+XOTWccojiVUhHfzElBIRay/EQpzVojo6N9mJjgxyu7LvHCdXGoZGLc5FLKWw2crbJd/6cuP8HEeF/Sgt2pbdczf20mDw+PpEFr4Hx1G1/NTmbJxjOEeSoYE+2N1z+Rd0vFQhZvzCbcU8Fdg8N5ervza4KvWuqgopGJhXgpJXwwvS9Ld1zEXS4mzFNhN249VtL7SI27XEyYh5zV89OwWKw9iHp3tOiMNLQb0BlN9A+yfeb7t5xl1bz+SMVCNDIxWqPFfu++FoeKGxGqkukXFsg3x3sW1a+gWWvEWynhtT2XMJgtCAVw28BQ5q05jVwsZOl1cdTrjCxYf4abUoL48Uwl+fU2dUNVq563p/RBIxNjtUKQu5w/CxsxmvPYtCidd7vSUoQCmNzHnzcnJfD1sRLuHRKBu6J3hVa/QA3NnUY+nJHEK7vy+Om8Lap0ah9/flw0kId/OkdeXTtfHCnhpnuDWX26jLcnJ/D/sffegVHV6/b3Z3pJMsmk995DSKd3EVRABBUEqRawdz3qseux915RUekqgoKK9F4TSkIgvfc6mUyfef+YZMiQCXrve+/9nZL1XzJt7z179v6u51nPWurAtAHf86/i3/U3+p+M/1ffae/n/hn+bQl/fn4+LS0tzJ492/E/i8XC0aNH+e677/jiiy8wmUx0dnY6dflbWlrw8/P7L3+eSCQa/NH+D+Jf8XjabDaqO/SUtmhp7DKS6O9OkIfsL7ug/7NDIBDwxZw0NAYz55q03Pb9KcdjzVojL+0o5tqhQaxfmIVELCTIQ8bkTw7RrjMxOc6XT69PQyiwGwG1dpswW6yYrHDFZ/vRGi2IRQIO3j2G/aVt3PhdLt1GC25SETcPC+fzOWncuu4k92w8Q94D42nWGmjsMiITi/B2k/LQ+Gj+sb2YtXm1TIjxQSgQkBHiyZl6DW/vLcVmg6PVHaxdmMXK49UXkWIB710zhP3lrahkYqJ83Pj6aCU5YV54KC58d5HeSn69dTizvz7mRLbuHRvFzcPCadYaWZoTRnKAu2Px+Mf5Jn5cmsPHB8uZluTPChcqg16sP1lLuFc0dT0Fhd7FS7haQbhawdVDAmnuMqKSiwn1lKNWSPj6eBUvbbcTto8PVvDCFQlObtW9eGVaEiuO9B9byAjxpF1n4o5RkXgpL+yrzWajtKWbnwvsXZ9IbyVjorx5dWcxd46OItRThpfQRrvOTLveRKfBjJdcjLfSvmht6TYiF4vwc5cyJcHeYanr1LEmr5aHNxc4FR4eHB/NIxNjEQigTmMg2kfJqTrXM/MAu4pbWJQdNuDjvRAI6DfC0G2yxxG6iu0De7xhTpgnk+N8kYpF1HTo+LmgET93GV/MSeON3SUUNHQR5qXgjlERJPl7oDWZuX1UJO/tK6OsVUuUWsnahVl06MyX7PydqG7nyyNVHK1q5+ZhYRy9byyn6zRUt+v48mgVRc12l+6FWSGUtnTTqDHw3Y2ZRKgVPPu766JFh96MxWrjrauT8feQ8+TWQp69IhG5WMznc9KQi4VMifdj3AcHqBlg/KMvjBYrerOFt/aW8Nr0ZEcxr+8xXjE3jUhvJWKRfWTghvRgnvj1HGvyagn3UjA9OYBQLwU39nT13tlbyhOT4ylv62bdwizatCb2lLYQ5a3EZLHy7jVD0Jut7Clt4b19ZXjJJf2+x75I9Hcn5BKeEX3R1GVgS2Ejz/5+jvJWHdE+Sp66PJ6xUd6EeMqRiv+17jl/hn/F++hAMJgsfHn0wvVTJBTw9JR49pe18uGBcl6dnkyXwczpeg3hXgri/Nx4eUcx94+LdjjerztZy+aCBjYszibeV0mMrzv1Gj1BHjJEQgEWqw2L1caWi0xVPWRiPGUSuo0WNhfUc+TeMZys7WRVbg1FzV2MilA7Ztb7wl0mQiwU0Kk3c7pOQ1aYl8t9U0qEZId6smzDhXvqnaMjKWnWUtuh55t5GQR4yHj61wspLZ8crGDNwixKW7qdRsyUUhHf3ZiJ0WzlZE0Hk+P9etQMrn/vcb7uKCRCrDYB1e3dZIZ4siArlDd2lfDG1Sm8Oj0Ro/nSkmGDxYZIJCLGRzngc5RSEcUt3bwxI4Xrvz7Gs1cksOJIJSMi1LxxdQrBHjJHLO/VKQFOx+JETQdL1+Q5/t5663AADla0cfPaPG4ZHsHdY6IA2FXSTHGLlrf3lDEzJZCnpsS7NLsVCuDxy+IYEqBi/Ef7nYotP+XXs7eshW/nZzKtZxwrt6adF69MxNf9f9Yc9N/pNzoIO/5Zv9N/W8I/YsQINm/e7PS/xx57jOjoaG699VaCgoKQSCQcPHiQqVOnAlBaWkptbe2gYd8g/suwWm3k1Xby5u5irh5ijz0rbelmT2kLs4cEEfQvHOHS3GWgsl3H7pIWPGRissO8eHKra7Og70/VcefoSCZ/fJA1C7McxPqPouZ+0X2/LxvBF4crHfLI5SMieHtPqVMUjtZo4d19ZSzODuWW4RF8eqiC38838tGBCop7CNHUBD/evWYIFe06PGRiVhyt4tcB3Ji/PV7NdUODnByBUwI9mLHiCKGeCnRmiyOa6eqUQCK9nRcwQ4M9+e3W4dRpDFS360n0d+dUXSeLVudS06knM8STOenBzE4N4ofTdZitNjacrOXLuRm0dBtcusD3wmixcqquk3HR3pys7eSb+RnsKm7mzh9OozGYSQ3y4OkpCRQ1dRHj60aX0cJnhy7sx57SFmJ8lGxYnM0nBysobOwizlfJU1MSiPd1I8xLwdkGDSUt3cjEQuamB3Pd0GD+ON/E7NQgp205U69h/IcHnAojEpGAr25IRyQQcM/GAqeZ6hERaj6Yncrak3XsL2thTnoIMrEQt3a7EVa0jxtlrToedBE198buUsZG+3Bloh+T43xp1hoJ87L7FrhCSmB/2bcreCukXJHg7+TMvf5kHbcOH3jmdk5aMBKRyEH8VHIx42O8eXN3KfF+btwyPJwItZJmrZGqdh1+7lJ+OFhHfkMpif7uPHZZPGKRkGGhntR02tMIKgfYjyR/D37Kb0BnsvD+/nIKGrqYlxHM6rwaHhwfQ0OXgY1n6nhkYiwHy9vwVEhYvuEUH16besn9NlttbDvfTHaoimeuSOSVncVsLWxEIRExLz2Ym4eHs++ukZxt7MZmszEx1oedxa4jtCbH+zI0SIWVHiJ0yzDW5NZypl5DSqAH94+LJsbHTvYBfNykLM0JJ8bHzWGo9UtBA3O/Oe7oMlZ36MkK82Tb8pHE+yjZV96Gt1LCS9OSDWRuagABAABJREFUePb38w7X8TFR3my+eThdBhPXpgaxwYVr9tgob4JUf62g2m0088H+cieFR2lLN0vW5PHs1HjmpAWT4P/Xzq1B/N9DIBAgFV+Yop+RHMD6k7WMi/GhukPP/O9OEOIpJ8pbye/nmjjX1IWPUtpvHl9nsvDu3lK+nZ8BgJ9SSm51O1cnB/Djmfp+nysUwNBgFbG+bhysaGNBZhi3rD/JsSq70uBETQdf35DB0rV5NPRRf0lEAj6+dihv7baPo/i6SQl0l5Hk7+6QjasVEp68PJ4REV5Udeh5ekoCVe06OnQmrhkSyPQVR3h0YhzXfn2MZ6bEU9/HyLZDb2bpGvtIjclq5WyDPYY1SCXnhT+KOF3Xyc7bR/HOnlKemRLPretPcTFSgzwcHf3L4nzxdZPyy9lGnvn9PHPTg3l5ZzFNGgMvXpXEmCh1Px8AsCsTvHu66IkBHvi7S10WVBdnh7LuZC1+blK23DqMqnY9L09Lwt9dhpdCQoNG77ini0VC9C5i+nrhJhE5ioCNXUZe3H4hPlcggCsS7UXmn/Lr+fVcI3kPjGd1bg2fHa6gqcvIyEg1j0+KQyUXszqvup8/CdijHbedb+LyOD9+P9+E0WLjvf1l3DYyipB/4fXcIP5z8W9L+N3d3YmPj3f6n1KpxMvLy/H/a6+9lpdffhlPT0/c3d154YUXyMjIGCT8g/hTmC1Wqjt0dBks2LA7mFe0dROuVnLLujy6DBYEApgS70dWqBdqpWRAB+kug5mqdh1r8moob9UxLcmfkZHehP3FrtX/Juo79dz5w2mnhdD6RVmXNAvKr9fg6yZFJLi0TFYuEbL1XIPj7ysS/Zk5QBb6tydq+GFJNp8eqqCt2+Rwgwd7FveL24t4YFw0RouNW9efdPkeYCcbQ/oQxgWZoewrbUVrtPRzZz5S1c7C7DCsVhv1Gj0Wm32hsaO4hdu+P8VdoyPZVdLCp4cuzJP/dq6Jbeeb+PKGDM43dVGvMTA3PYQtZxuYlxHMtUODeHO363nkqxL9e7o22YR6Knh7T6nTXOrpOg3XfX2MDYuyCHCXUdnW7eR4DvDl0So25TewICuE20dFMDJcTUCPqdXMIYGkB6voNJjpMpip6zQQqVbw5OXx+LhdkKU2dhlYsOpEv9EAk8XGHd+fZu3CrH4GanqThYMVrQiAzFAv7v7xDO06E2KhgNmpQfzjykQ+OzTw3P2rO4sZG+XN8pGR3Lw2j9tHRfKoC+mrRCRg5pDAAd+nLzwVEl6bkcyhijaHi/fRqnY+n5PGL2d9nByhwd5RO1jRRpyfG14KCc1aA/UaA3+bFMcvZxs536TlkZ/t2zQmypvF2WGM+WC/o/N8vLqD1bk1/LR0GFck+hPpLeK5qQks6dOZ6kWAh8zeURZdMFLcUdzMU1PiOd+jnvl92QhifJTM+/YENR160kNUfHp9GkqJEB+ldMDfoLdSyqm6Tl6alsS4D/Y7DCPtkV1l/H6+iXWLstlZ1MTu0laenZrAsaqOfgaL942NIre6g/s22c0E04LtXgUjwr14/ooEfNykyFx0xIVCAfUagyOq0NW+lzZ3kxrkQX2XkShvBWqFhJHv7XMaadhX1sq9G8/w9dw0npoSj8VqY2N+veN4T4r15ZPrhiIEjle18+2JanQmK/MygknwcyfwIjO3hi4jL+0owhVe2l7MjORAKlq7ifAeuEs5iP93kIqF3D4ykh9P2+9FQ4NU/HC6jgR/dzJDPDlR00FNh96pk/3opBi+Otpf2dRrpOrjJsNotfLpoUpuG2WPuetbaBQI4PUZKTR1GVBIRGCzG831kn2Api4jd/5wmg9mp9JttLCzuJkwLwXDwr14a0+pw7D2gfHRHK5s482ZKVitNk5Ut3NVciDL1p3kgU0XovUyQzx5a2YKle06OnRmTFYrc9KCOV2vYVy0N/7uUqw2OFzRRr3GwKLVuQR4yHhofAwnajr47Hu7tHdGcgAdehPzs0IJVsn5Yk4aj28tpEFjQCQUMDMlkOemJnD5JwcxW21OHXCxUMDDE2PBZqPTYOZwVTsvXpVEYWMXT/16zmms7fXpKQ7jxDAvBduWjeTqL484HcdZQwIZE+XDwlUnGBKoYklOGFd8dpg/lo8k3s8dAHeZmKFBKoqbtRyuaGNyD9F2hd7t3+iiQHN1ciC7+ngJGcxWVhypxGi28NTl8fi5SdEaLfyUX0+Ut8JlRG4vdhY3c2WiP7+fb2JIoAdXrzhCbk0nX9+Q4XTPHMQg/hXwb0v4/woef/xxhEIh99xzD0ajkTFjxvD000//v96sQfyTo0GjZ29pK6/tKqGmQ09GiIp7x0ZjMFuc5mFtNjsBrOnQ8+OSHJexZ1qDmZ/O1LNozYXIq2+OVxOuVrDztpFE+fx1R/L/aVgsVlYcrerX9biUkzuAp1zicKiP9FYgEghIDrBH3Bwob8VqA2+lBE+5BIVYhAZ7Jb/baBnQTdfSZw4xI8STNy4izatza7lvXDTv7C0hI9jTIam/GNlhnrTpTAwP9+LB8TG06kzc99MZrk8LIkKtpKZDz8YzdhOgBD932nVGvjxazWs7i+0d16U5jhnMqQn+zHBRoLDa4JnfzvHIxBgsVhsP/1xAfr2Gzw9XcuS+saw6UdPPByA1yAMfNykhngp2FjeRHuzJPRv7S/MBHt9ayKhIb8f+9F18ArR0G3lnbxnDwrxwkzkTsr9CZpq1xgGPX4feTGu3CblY6NQ5u2V4OEcq24jydnOSm5utNtadrKWmQ8dtoyKdDKj6orZTT7fJQpS3kvdmpVLYqGFpThhfHaty/C48ZGLWLcxCIRFisVgRiS59Hla36yhs0LBt+QjW5NWyr6wVXzcprd1GZg0JZNmICHaVtCAXC5kU58ve0hZe3F7EjOQAajt03Lz2JL+db2JynC9rF2bz0vYijlW3IwCevDyOOSuP95OZW21w07o8jt07DpFQwLhoH164MoGXdxQ7jPEyQjz5fE4ahyvauGV4OKlBKr4/VcuKI1WcrdcQ6innykR/1p2sdVKi7CxuYVdJCz/fNIxHJ8W6VCnMSA7geHU7z05J4PVdJQ6y3xcFDV0crmzjurRgXttdyqNbzrJuURY/FzTYY/ncpNw/LpozDRru7ZPxfbK2kzkrj/PrrSNwl4ldkv1ejIhQo5KLXc79fjg7FblYyC3rT3KuUUucnxuPTYrlpauSHPvkIRPz4bWpNHUZuWXDKSRCAQ9NiOXxyXF0GcwYzFaUUhEquZinfjvPhwfKHe//6aEKLo/z46t56QT1If31nfp+kZW90JutVLXbkzCqO/QMC/dC8ifn1yD+75EapOLa1CC+P11Hh96En7uUv28t5LsbM/nySBU/5ddjsdrwVkp4aEIMMT5uLtUrEuEFPxOJUIiHTMJNa/N48+oUugwW9pa2EKSSMXNIECKBPd1DKhbiqRCz/mRtv/cra+3muq+P8fJVSSwbEc5DP591UpJcmxrE4uwwFBIh9RojRyramJcRyqI1uRy/KOrvRE0Hf/vlLM9MiWdIkAcnazt44vI4xEIBzVoTa/NqEAsF3Ds2mmNV7by0owit0cyQIA/+9ov99/PA+GjUCglXrzjqMLS7KtGPrbcMp15jQG+yUNupZ8vZBr6Ym87ffilwXPPj/dx48+oUtAYzd/94xmm8Kt7PjZXzMli4OhdvpYRXpyUzOlLt5IER46vknWtSsNoEdOpN+LpJ2V3SwuLVuVht9oSR3sKewWLFZrMhEAhwk4p5/LJYfjxTx1dHq/j2xkz2lrX2M+QbE+mNm0TEA+OjUUpErD1Zi8VqQyQUcEN6MPMyQpj9lXPSyoojVaycn8F1Xx9zer97x0bhdYkZf7VSgtZo4b6x0WwuaMBqgy1nG2nsMgwS/kH8y+E/ivB/8803Tn/LZDKefvrpQZI/iL+MTr2Jt/aU8erOC8S+tlPP1sJGvpmfSXKAOwUN9k6xQACLskK5ZkgQDRoDJqsNf3epk8lPvcbAkrV5/YhDZZuOR345y4q5aXjILh0L1hc2m43aTj1NXUZMVit+bjKCVbL/1mxqfZeBN12Ypx2vbh/QFdlTLkYqFqIxmPnuRA0blwxjb1kLRyrbSfR359FJsXx9tIrFOWEU1HVw8/Bwxwy6THzpBbZMLOSyOHte78WLAKPFisliZfmICIQCAWvyavvJ52ViIYuywpCIBER5K5GKBHjJJWxYlM26k7U9kng31i7MYsPJWkZHefPc7+d5e+8Fkz+D2Uq7zkSIp5ziZu2Ac8Vlrd0MDVJRpzE4zAD1ZitlLd1svXU4Xxyu5Kf8BmRiIXPSgskO8+KO70/yxdwMXtlRRIsLiWEvzjdp0RjNtGpNPDQhlhu+Od7vOZHeCjJCPREAWoMJg9lubOj2F84l0yXGDsAuiZVeRPj93GVMTQjgzh9cG8fsL2/juSsSkYmFLg2kRoSrUcsliIQChgarCPWSkxNmL8qcb+5CiACLzcZz285T2NjFIxNjWJoTjr+Hazm3xmDikZ8LGBmp5rsTNXQazIyMUKMxmNEaLdz7Uz5qhYTsMC+MFiufHKpwbJeHXMxru0r4rae71Kaz+028NC0JbBDsKaNTZ3JJpsHe8Stp0fLO3lJauo18MSedybF+dBrM+LpJqWzTMe3zw46ij0AAj0yI5ZGJMfh5yNAYzVyR6M/0L/oXk2w2uOOH03w5N513rxnC67tLqGzToZKLWZIdxh2jI0l9fRfbl4/k0a2uzcEAfjpTz4hwNWAn8tM+P8yVif5cmeiPu0xEZbuOhzf3LyiYrTbe31/G1zekD/jeAOFeCnbcNoprvjziMFITCQW8Ni2ZZq2R5X3mc1sqjMz88iivzUhmyy3DmfnlET66NpW395Y6FbN2FLeQHqziycvjifJWEumt5HRdpxPZ78W2oiZ+KWjglhERjv/92fVFIAABAiZ/coBTD44nrqfzOIh/HgR4yHh/dirLRkawJream4eFs7M4lzkrj7MoO5R1C7Ow2mwoJCJifNy4ZV2ey/eZkx6Eh0yExWqjqcvI8pERfHuimnnfniDGR8mQQBVGq5VFq3K5dUQ4CX7uFDdrSQtWsc4F4e/FL4UNzEgJ4MPZqZxt0NDcbWRUhF2t10sQTRYblyf40aQ1OuLpLsahijY85RI+uy6Neo0Bk9nGs9vP8f3pC8X3d/aWsSQnjM+uSyNAJeOJrYVYbRDqKSct2LOfM/+Wwia2FTWz787R1GmsHKlqp7bDrlz76oZ0tAYLMrGQM/Uaipq1fH+qrp+XyvkmLQ9uzmfvnaNQySRO19/mLgP1XQZq2vX4uck4WdvJazuLKbtopGlBVigdOjOecnGP0esFxPu588PiHJZtOMkL286z9dbhvLe3jO3FzXjKxSzIDGVosIqxH+5nSrw/N2aG8OTlcXTqzbjLxOwoaqairbvfvb+l28g//jjPvrtG8/buErYVNeOtlDAi3Ivx0T7sLnE90rQ0J4xglZydxS28vfdCk6GyTUdSwOD4zyD+tfAfRfgHMYj/v2jQGHhtV39Xa6sNnvy1kIfGx3DHD6cRCODHxTnsKGli3ckaZqYE0qozUd2uIynAnRBPu1x/X3mrkwlWX/x4uo5XpyX9ZcJvtlg5Wt3O3JXHHYtslVzMK9OSmJMWjPpP3IT7v5/N5WzbRwcq+PbGDG5Zd9JJPikXC/ns+jRe21WCSi7m5WlJzFhxhKr2Czf8N3aX8N2NmRQ0aEgNUjE6SsrQIA9O1Wkoa+kmJfCCW35fpAWrUEjsBn6uJNLuMhEeMgnZYWqMFgs7bx/JTWtPOmT6SQHuvD8rlRVHKoj3c+exLYVcNzSQJTnhzPzyqOM7OFLZzpq8GlbfmImPUuxE9sHeDQI7KZb/SRHFTSrC76Jj/vwf53l4QiyLc8KYkRxAUbOWTfn15Ndr+PKGDJ7fdp7GLmO/+DSnbRAJkAiFNHQZ2HSmnq/nZfDCtvMUNWsRCmBaUgCPXxaLUGAn2htO1mHDvsiNVCuJ8r4wc+0K3kop3kqJy+9eKLAvus1WGyMj1FhtNo5Vd9CpN+GtlF4yGrCyXUeMj9JREOu7P49MjEXZZ5/t2yClQ2fi80PlfHbEOV7vsS2FtGiNPDM1AaW0/7Fq1BhZd7IWG/aO0o9n6h1u1hFqBSMj1BysaGPbRZLR0VFqFBIhn/Z4I0yO82XpsHDu+OG0Y3xCLhby/BWJ/G1iLK/sdO1wLxDA8HAvLo+3j2n8UdRMvJ8bi7PDuOaro07PtdnglZ3FrF2YRaRagVggpKRnltUVKtp0tHSb+OpoFb/cPIzzTVq6TRbW5tWyr7SVYWFedBnNTmMvF8NdKkaA3UhrelIAaqWEsw1dvLi9iFuHh7O3tH8xrxf7y1vpNJjxkA98XRIKBWSEqNh9xyjONnZhttoI9JAhFgqY+NFBl6956tdzbLoph4+uHUq9xtBPuQKQV9vJ+aYu4nzdUEpEvHdR4kZfvLOvjKuHBOLvLkNrMKOUigj1lDs5ufcixkeJ1mjBaLFgMFtZebyaZ6ck/Nu59/87IMBDxuUefoyN8qbLaOYfVyby962FfH+qDnepiMvifNl2vplvjlezICuU+8bF8MCmfMd9KFyt4MHxMVht8NquYt7aU8rNw8J5cHw0b+wupaSl25FiMSM5gCkJfryzt5ROvZkZyUlcNzSY57adZ3F2KLNSgzBarEhFQkpbupGJBCxanUuYl4KnL4/HR2vAQybCZLFQ36nn9/NNvLWnlHadiS/mpF9yP01We+JFaauWO0dFOZH9Xnx1tIp56cE8sKmA/Ab7fXNxdhgfuSiCgb3YsOFUHXm1nY5r3x9Fzby8Q8zBe8ZwpLKdm9ed5KebclwW9ME+WtahMyMSCChrNiMQ2q9hS9fmsafPdSPR350PrxvK0jV51GsMCATwwLhoGrsMdOpNvDEjBbVcjKDP6J+7TMz05ACO3zeOJq0RT5mYsdHeTE3wo9tkYf3JOv7RM6///ek6dpY0c/LBCQ7vDZVcTF2HgbtGR/LBgXJHQV4pFXHPmCi8FWLem51Kl8GMWCjE30NGZWs3C7NC+ea4s/psQWYI2aFezPr6KOcana/Hg939QfwrYpDwD+I/FlqDmZZuI1ab3TznUvEtvcit6Riwq1va0o1fjyP/+7NSOVLVxqhIH/aVtrB07Ul0Jgs+SimPTorl2qGBRHq70XEJgmS14TKmayCUt+mY/PEhZGIhL16ZyJAgFVqjGQ+ZmIo23X+Z8MslIifFQi9auo0sW3+KH5fkUNKi5VBFGykBHkyM9WXjmTqOVrXz3NQEXtxe5ET2e/dp0epcDt8zlmd/P0+Uj5KHJsTiJhXx+7lGPr1uKPO/O+E0/xfprWDVjZnUdej5x/Yip+q9vKfrPz8zhJAe8y6pSMTISG923TGKlm4jAuwE0k0qJNBDxh09XegZKUHctDavX8HFZoPlG06x+45R/HJzDjG+7pitNmw2G2Wt3Y5IsSBPGVKR0KURX3aYJ1sLG5kQ60uYl8JxHI5VdfDxwXKenhJPh96EDZibHsLRqnauX3nMIftOCfBAIhK4lCDPTQvG311Kor8760/Vklvbwd1joghUyRAKBHToTBgtNh77pdBpHOOLI5VMS/LntenJJF6iOxGskvP6jGRuWtvfC+G+sdEEesjYvHQYu0tbkIoFvD8rlbZuIx5yscPp2hV8lFI+vi6Nhzbnc6Qndi0l0IO3Z6YQ6nVBet2iNdLYZaDbaO84vbu/3OWoxzv7yrhtVCTRPv1vY11GM1abvZP9660j+OjgBf+AN3aXsurGTJ7YWujIqwf7d/bV3AzMFis6kwWhAO4fH8M1Xx5x+h70ZisP/1zA1zekuzTl81ZKaNYaSQ/x4rJPDjpk7ZfF+fLGAHGDAKtza5gU64PRYrXPC18CEpGA+8ZF4yYVMe/bE45zcG9pC9uWj2RdXg23jgjnia3nXL7+luH2VInv5mey4VQtRU1aRkao+dukWExmM5sKBp5r9Xe3n/eNXQaMZvu2uloACwQCAjxkPPXbOdbm1drHOxZl9fMK6IXOZKFNZyI5wIMH+8w0X4zvT9cxJd4Ps9U2oMoC7J4FFqsNq9XGrpIWHt5cwPuzU1m4KtdpGzzlYt6aOQQ3qYgfekjV0cp2DBYLCuHgEumfEdXtOs7UazhU0UpWqBdnH5lIYaOGqnY9XUb7aNDnhytZm1dLiKectQuzeG+f3bV9SKAHPkoJS9fm8XvP3PrLO4q5e0wUm24axonqdrpNFkZGeFPe2k3O23tRSkW8dXUKRc1acsK9WDE3naNVbVy/8pjj2pAS6MHXN6Szt6yVBVl2g7rSlm6GBHlwzZBATtV2OBWrXaWI9IXBbGFrYSOPXxbXj4z2xfv7y3l8cqwjBSPUS05R08AFw/wGTT/TuQAPGY0aAymBHvx663BEf1Lo0hjMtHYbKWvVkRGq4oVtRU5kH6CwsYv7NuazZmEWRyrbSA7w4LdzjWSFemK12ThR3UGwC58ikVBAqJeC0J7HlBKRk2N/X4yN8kHVZ2wtxFNBiKeCSG8Fd42JorCxC6VERKyvm5PSUdWnWBnureSVaUncOTqSH07VYcXGNUOCkIqETP3sEFXtzgXCSG+Fw7NgEIP4V8Lg3WwQ/5Eoadby5K+FbDhVh8VmY3KcH29cnUyin/slu59/Nr8uEgrwc5cyPNyLn88aWHWimk35F4zpWrqNPPxzAR16E3PSghnZM4vtCimBHn+pCNGLdSdrkImFfHdjJs/9fo7HtxY6HpsU68Pnc9L7uc5fCgEeMl6fkcJVnx/u95hAAHqzhVGR3lydHIhCar+RzssI4Ux9F5fH+/HM767JhsliI7emgw6dkcyQIBatzmXfnaP4YPZQhEIB++4aTUlzN8XN9vneSG8lnx+q4IMD5axbmEV+fRcmq5UADxlecgm/nG3gh9P1eMjEJPl7oDNZEAkFeCkkJPi5Oy1ewtUCR+fTTSoaMJ7tApEQ8NrOEtr1JsZFezMiXM3nc9KY8ukhPj1YwWvTkxymZr3wlIt5ekoCy9efYt3JOh6dFOskdd9Z3MLO4oMcvmcMi9ec7DeeAFDbqeOz69P6xaAl+bvz/JWJ1HToKW/tZsstwzFbbby5u5ht51uQiAT8cvNwzjd1uXSc/uVsIzNT7F1P7wG6FEKBndRtWJzNi38Ucbq+k0i1kttHRTIyUs2L24scxAjgia3neGRiLMtHhDNrSKBLN3U/dykag5l9ZS18dl0aerPd7DLAXYaPUoJ7zwKsuLmLRatzOVTRjlAAq27MHNDXwWSx0dJtItqn/2MquRipyD52sDqvhlemJTm8F9p1Jm787gQfXJtKlLeS5i5jjxGWjaoOHe5SMSGeMhL9Pdh2rmnAue/395ezODuU57c5O0S/dFUSVe32MZ++M+xqhaSfd0Nf1HbqqWzX06w1EuAhG3D8ISfMy1EQkouFPDA+2uEd0qE3M+XTQ7w9M4XRkd5sPF3PsWrnTvmyEeGEqOT8dr6RezZeINY7ipv5+GA5W24ZznVDgweMkHxwfDSnazu5b1M+pa3dJAe489JVSWSFeuKlcD6nlFIxj0yMZW2eXQb9Z0aeIoGA+k491oFYEGC12hfsSqmIOWnB/VQavZie7I9aIaG2U8/N6/Jo7DLy3O/n+fbGDArqNRQ3d5Pg78bl8X6crutEoxeQ0CPjTwtWIfsnjFUaBBQ1dXH5p4eobNMxNEhFRogXI9/b56Quyg71ZP/doznf1EVdp4GS5i4enhDDxjP1HKpoY1pyANekBLKvrJXuHuXQe/vK+PhgOdcPDebhCTFYbFbMVivrFmUR7CHH30NG6uu7mJboT3qoJx8dcDYhza/XMGPFEbYtH8n5xi4yQj3xd5fx0cFyXt1ZwtZbhxPjo6SkpZuJsT6IhXYFQd/1QS9mDQl0FCPcpKJLKqdau00oxCK+X5zN6twarDYbif7u7C933aFP8HPnZK1dqm9PEkglNciTn87U8enhSpq6jPy2bMQli7cGi5UrP7OvCzYuzeHns/33AeBcUxdioQAb0Ko1siAzlONV7cT4ubEwKwz/vxBZfHmCH4Eesn7XTrFQwDNT410qjXzd7XHI8X3Gctq6jehMVpdrqkCVnECVnGE9Y04AFW3deCulToQ/1FPOLzcPJ3jQpX8Q/4IYJPyD+I9DRVs34z7cT13nhRvItvNNjHh3HyfuH+d0k7gY0T7KATuvGSGeaPQm5meEUK8xMDxMzTO/uc7LfmtPKVenBHKypp0ZyQFsLnC+YQoF8P6sIX/phghgtlo5VtXB3ybG8Ozv5xwd1F7sKG7hno1nWDkv45ImNRdjZISadQuzuH9TPjUdekfywNszhxDiKcP9onGDYE8FL09LpEFjGJCogb3wkRLkgbGH0JisNod8trdKPy7GzuSq23W8v7+cpTlhGMxWNhfUkxbsidZo5ume47swK5QOvZmZXx6hoKELhUTE/IxgHhgfQ6S30tExtVptPH9FAiMi1IgvQT5uGxnBT/kNPP3bhaLF96fqiPZR8uOSHDYtyaGyQ4fJYmP/XaNZcaSKmg57LN/ISDWPbTlLbaee2k49Y6K8SQ9WkdezyBIIYM7QYMK8FPy+bARXrzjicJEH+9zgyEhvuo0WTj04nh3FzVS365kU60O8vzv/+KOIL45UOooMAR4y1i7I4u7RJn4+20Bbt4k1eQPPmX5xpJKJsT4DEv4uo5kvDleyJCeMa4YE8sD4aBq7jOwvtxvc/XCRtDTAQ4ZUJKBDb+45tl78449ixz75ukn5Yk46j/5SYI9BywkjzldFTaeeXwsbKWvrZly0D3G+btzw7Qlye7ruVhsDJlv0YiDZeqC7nNtHRfDO3jI+OVjBouxQttwynIIGDTqThXHRPngrJLTqTNz5wymqOvSO47k4O5Tty0dR0dbNe/vLB/zskhYtVyencrK2k6JmLUn+7tw/LoYPD5QzKzWQP4qciWh+g4Zh4V4UNna5fL+xUd54ysU8Nim2x7xwCMs3nHIqJnkpJLxzzRCWrMnleHUHGSGe/OPKRG5IC+b+zfnsLG6hXWdCazCjNZr58Nqh1HbqWXWiGjepmJuGhSMTC+k2W7jfRURih97MQ5sLuG9cNC9ckchTvxU6/Y7npAWTEuDB1V8edUSQHavq4PJPDrFibhoLMkP7FUyjvRVsvXU4yzecol1nIlglp7azv6zez11Kl9GCRm9iUXYohy+6hjm2IT0Yd6mIZq2RK5P8ifRWUN56QWWhVkhYOiyM5SMiMFjs5qG9hb0TNR3MXHGUIYEehHjKOdjTIf6tsJHvcmtZtygLsVDA0mHhg3L+f0I0dRlYtuGUQ1Xz98lx3LQ2rx8hPlbdwXO/n0etkBDiKaelGxavuaBYendfGSMj1Hx9QwbXr7xg8Gay2FiVW8Ps1CA8FWJqO/QYzFZe21nCa9OT+XxOGiaL1REdeTHqOg0U1Gt4aUcRuTWdJPq78/SUBL4/VceSNXncPy6au348w33jopn+xVFWzE1HIRax4XQdFqsNocB+fj8zJYG0N3YD9vSPCTE+FA0w5jMrNZCzjV3ojWYemxTL+lO13DcuyiXhl4mFTI73c8yjvzotGZFAyJO/Fjq59P94uo4b0oOdInJ7MT05wGnm3WixDqhSALsa4OEJsYDdAykl0MPlGFYvTGYrNnBEMEaoley5cxQPbirgl7N247yMEE8+mJ3qKNBdClXtOn4uqGflsWqkYiF3jopkbLSPk6GnK0Solfx663Cq2vWcb+oizEtBlLfSoTwYxCD+1TBI+AfxHwWbzcbm/AYnst+LbqOF13eV8M7MIY6O9cUQCQS8Mi3ZKUYH7K7Sz01NICXIncxQTyrbdZeMrtMaLTRoDBQ2aVk+MoIJMT68uaeUxi4DoyO9eXlaklN83J/ul9Xe/U0JVPHYlkKXz/m5oIHGLsN/ifB7KiRcOzSIkZFqOvRmpCIhfm7SSyoPAjzkdBstxPm6DbhIGRauxgb8eKYOpVREhPrSyoO7R0cS5Cln2hdHEAkF3Dsumhk9pmZxvvYu3cJVF0yKdCYLXxypIremk9ULMgn1VHCuqYunfzvH4co2ZqYEcm1qIMuGh7Mqr8YhpQd752B6coBL07TSlm7e3F3CM1PiyYlQ06jR8/3pOho0BgI9ZOwsaXbMGDreTyTg11tH0Kg1oNGb8XGTOrKH/dxl5D0wnoq2btr1ZuL93ByP9aLXHMhitfHm7hIn53aw+0rMWHGEdYuyeHZqAr+da6JrANk0QJfRwgBNa8C+KFySE8ZHByr49dwFafcLVyT2M0gbEaHm75PjeHl7MS/8UYRAAFPj/dh5xyiKmrqw2mxYrPDoLwWolRIOzB9DuKeC3aUtXN1HKv/qzhKifZS8PyuVOd9cGG2o7dAT6+vmyGfui/RgFXqzhZvW5OLrJmVeZijBKhkBHnIUUhF/mxiL2Wrj00MVrDxWzTfHq7ltZCRPTo4jUCWnrLWb4e/tc3T4evH1sWpCPRWIhZAWpOLnAtfdqwQ/d34520CAu4zMEE+q2vUcLG+jqNk1of/xdD0/3ZTDurzaftng7jIR05MD+Pig3WF+6Zo8bhkRzuF7xrLyWBUVbTrGRfswKlLNretPOnwuDla0Menjg3x2/VBuzAzhg9mpiAQCjBYrc785TkGDfaE6Ptobq83G/G+P8838TIqauwbs3h2saONBoYCCBg2bbhrG6bpOpCIhcX7ujiiwVhfXtgc2FTAp1o9w9YUFsdFs4WBFO3/favc3CfGUs3JeBtO+OOykXpCIBLw9cwhv7Crh2SsS0JssDAn04MxFfh6J/u5cmehP2pu7CfVU8NSUeHYsH8Wbe0r46lgV16UGMTcjhA/2l/P4lrPcNCzcySS1F2fqNY73btYaWXOyDh+lFIPZys83DyNSPbio/2dEY5fBQTZ9lFK6jGanYmlfbDxTz7qFWQgEAmZd5JsB9vP8WFU7E2KcIzodHeluk1NKxX2bzrBp6TBauo0u/U16caZew1OT42nUGrnvp3wWrjrB94tzWL7hJJmhnvxyyzAaNAY0BjOrTlRz/7hoFmWH0WU0IxMLya/vpMtgJtHf3onflF/PzzcPZ+3JWifFkFQk5MNrU+0F1cOVGC1WEgI8SAlUcaiijdemJ/PctvOO8ZUQTznfzMvg2W3nsdnsxy/AQ4pCInYi+wCfHa7kqxvSUUhErDxWjdFiRSwUcGNmCDNSApn/7YXITbFQOGATBOxd8V6oXHTjrVYbtZ06mrqMFDZpqenQkRbsSbBKjq+bhAAPObG+7nwzP5MWrQGLzYanXOIYn7wUqtp1XPbxQaf7x97SVibG+vDt/Mw/Jf0BHnICPORkh3n96WcNYhD/7Bgk/IP4j0K3yeIyu7UXv59vol1vGpDw+7pLqevU89NNOfx4up7qdh2ZoZ6Mj/HlcEUrGSEqBFIBp+s6yQ71uuS2iEWCnhitDuamB3NDRggWqw03qei/PG8vFgmYkRLg1OlyBVcxWX8GgUDQ03X/668J91LwyvQkrv36WL/q/1VJ/qhkYhL93Xl8y1nenjkESZ9uWrvORLPWgMnSc2N3k3JtWjCj3tsH2HOKD/ZxN75tZAQvD5CvfaKmg8LGLvQmK9lv7yEl0IMvb8hgV3Ezd/54hhCVnK96/n6/p5s7PFzN4QrX7skAa/NqeXRSHGDvuI6K9OauH8+47HIkB7jjo7QTfFeO8iKhgDC1grC/QDDqOvW8utP1DLjGYKawoYvKNh3R3gomx/kN2CGdluSPt9J54VXV1k1Lt4nqDh3bi5pRKyQ8NDGaMC85n/UUGDzkIqeFrkws5JkpCcz66kL0k80Gv55r4kjVAY7dNw5vpYSWbhM/3TQMtVyCt5uU8tZuZn11tN8CsbSlmw8PlLM4O4wPer6Ll3cW89G1Q7lpbZ6jowz2vOc3rk5h+hdHHP9/fXcpT0+JZ0l2KBHebgSq5LwyLYn7x0XTrjPhLhM7FVP2lLb0I/u9+ORQBa9MTyLQQ94vgrAXd46O5JGfzzp1qxP83FmSE8qBsjamxPs5LaSNFisvbCtizcIsnt92nuM9UvuREWrevDqFHUVN6E1WEvzdmRDrS22nnrvf28fl8X74ukkZEeHF6Pf3u9zep387z/NXJHDLupO8M3MI55u6HN4bVe06vu3TqdtwqpbkP3GYttrsnc5VuTXMGhLIVYn+XPf1MXLCPPFSSFwu7tt1Jlq6jU6Ev7Jdz+rcap64PA69yYrOZEUksHD43jF8c6yas412A74pCf68tbuEyfG+/FzQwLq8WtYvyqKgoYsVRyqxYTcjSw3yYNJHB2nptnftr/nyKH+fHMczU+N5Zmo8hQ1dLP/+NOnBKsZG+bBwdS6vz0ghSCVzWeR1l4kQCOzFtIcmRHNZrC++btJLjnUN4v8dNH3uX14KMS3agYvqZqsNuUTEj6f7jxj14pvj1Tx+WawT4Z85xJ7jPirKedzuWFUHOrMVlVyMWiEZsNAQ6innjh9PE+PjxsfXDWXx6lze3lvK0pxwqtr1PPv7OeZnhqCSi7lpeDgTPz7Yr/j2ys4Sfr55GPdtzCevtoOHf85n3cIsPjpQzuaCBkRCAesXZfHJoQq29MmR/+1cExnBKh6bHMfnhyr5fE4aQoEAkVBAuJecGG8lQ4M82F3SwugoNafqNC5VUharjSVr8pifEcKx+8fSojWhN1vQGS3M/fa40+9/c349CzJD+fJo/xGgcdE+BPwJMS9s1FDepmPhqlynY5rg586KuWnYbHbJvUouRiX/65TFYrXxzfEql8XincUtHK9uZ3py4F9+v0EM4l8dg4R/EP9RkAiF+LkPTKbVCgkS0cBSziCVnJuHh7NkdR7BnnKifdw4XNlOSUs31w0NshtDzUolJ9QLX3fZgAvNCTE+dOhMqLwU/FzQQH69hkcmxhLjc2kH9YEgEAjwVUoRXcJjQCCwz5cbzBY0BjNysbCfJP+/gxat0SGp9JCJ8PeQIxIJyQnzYtPSYbzwx3mOVrUT4CHj5mHhzEkLpl1n5Of8Bn5YksP6vDquSgoA7N4Kd/54mm3nm7DZ7MTu7ZkpuMvEDpd2qUjoRNTC1Ip+xoJ9sb+8lWatET93GS9dlcT8b487mX2tyq3h9RnJ7L9rdI9pmDvv7ysf8P30Ziu90wBSsd35+4nJcU6z3L3b+dn1aX95LOPPYLRYL6kaKWu1+x68PTOFsdEQfLS/dNrPXcri7DB83S5s0+m6Tspbu3lxe1G/IsFTl8dz28gIPj5YQV5NJxNifFiVayePs1OD+O5EtUsPgtZuE2vyanhkQmy/rk5uTYdLAg2w5WwD6xdlOwh/ZZuOe348zbvXpCARCcmt6SA1UIWvu5TFq52LAADP/n6ekRFq5BIRAR5ylFKxS1M/gMJLnDPNWntSwkvbi1g5P4MHNxU4jBdVcjFPTo7nUEVbv+PbaTChlIj46lgVq27M5FBFm9O5tr+8lWElXjwzJZ4ADzmV7TpO13Uy79vj3DwsjDULMkEANmyM++AAAFsLGwn0kDEs3GvA7a3t1KOSSzhQ3ka3yeLS0bsXq3Jr2H7byAEfTw5wR9xTgJOKhCzICuXBTflcMySQZ6cmkPPOngFfK75IBl/XqcddJuHar445DEgj1Ao+uz6N5SMjKGzUcrCilbV5Ndw2KpID5a18crCCtGAVO0tauH1kBDdkBNNlMHPPxjP9lFUAjRoD5a16Vh6rpKpdz/IREaSHqBj/4QFsNnh3bymvTk9m6Zo8JxNUgQBemZbMxwcqWDYinCU54QQMEPM4iH8OSMVCB9nWmSyMiBjYA8enp2h+KWPHdr3JSV4e5a3k5mHhHKtqY3Wus5xdJhYiEggI8pDx8MQYHt9SSJiXgnvHRhHt44bZape2qxVi6joN1HUauGaI3STwcEUby0aEA1DWqiPR34P5GSF8erDCpdKmU2/mj6Jm7hwdSYCHjB9O17GntIWJMb7MzwxFIRHRqTc5kf1e5NZ2Ut2u56nL4zhR08Hx6g5uHRFBnK8bFhtkhnjx8bVDOdekwWixEjjAOW+x2vjuRDWzUgOZ/dUxPGRiPr1+aL9i38rj1Xw5Nx2BwF5AMVlsCAQwMzmAt64Zgu8l7n+1HToKGrq468fT/Qoo55q6ePb3czw7NZHA/4ZJXpPWwFdHBzY7/PhgBZPj/P50bGwQg/h3wSDhH8R/FKRiIXePiXKYSF2Mh8bHOJEhV9AazMxKDSQxwB29ycrc9GDyajq4+8czCIAWnZFGrZF6jZ6NS3O46rMjTkQt3s+Nxy6LQyQQcOu6UywfGc69P+WzJq+Wg3ePYWiw6r+1b0EqOV3Grn4SxV5cNzTI7jz+Uz77yloJ81Lwt4mxpAZ5/JcVBb3HIbe2g4c3F3C4sh21QsKdoyOZnxmCj1JKiKcCuVjAl3OGojXb3bJFAkHPaIERjcHMDd+cIMxLjlIioqpdx8SPDjjFZlW167j262PsvmOU43+n6jq5Z2wUb++1/22x2gbswgIEesg5VdfJshHhvLi9yOUC8JGfC9h883CWrMnj75fFMT05gDf3lLp4N7gs1sepQ+7jJuP+cTFMivHh+T+KqOkwMDpKzYPjY4jx+esmiX8GuVjo5Ph/MZIDPPjlbAMSkYBoHyXrF2Xx2eFKvj9Vh9Vm4/q0IB6eEOu0TXWdel7fWUyASu5SEfDctvP8dFMOB8rbCFcrmJ0ahMVq5fvT9QwN8nB0/11hy9lG7hgV2Y/wX6orZ7WB5SKpRElLN0cq26nu0FPVrmNBRihZ7+xxGsPoi18Lmwj3UhDgcelF4ogI9YCPRfsoadAY2FfWipdCzMalOVT3HHd/d7vzvCuzuKnxfsT6KlErJDz8cwHrFmXzx/kmthc14+MmZX5mCPWdemasOMrO20fy5NazhHopCVcrKWjUIhIJEAuF5F5ktGcwWy8Zswc4zClP13aiukSso1IiQiwUcMvw8H7jIWKhgNemJ1On0XPqofEoxUJMFti2fCT+HvaYRKlICPQ/9nG+bvj18YWw2Wwcr27vF51X0abj+pXH2HrrcHJr2qnrNKA1Wli8OheZWMjahVmUt3bz89kGDpa3cdfoSJIDPfjjfHO/z7wxM4QItZLsty8UIfzcZY6CIdij/Fbn1rDppmGsyauhoEFDop87d4yORGMw89CEGBL93QbJ/r8AvBRiHpkYw2NbCpmfGUpNu47h4V4ur11PTYnj2xNVjIv2Zt1J1/f7y+N8cZMKWZwdyvBwtX3sqKyVEZFqnurxhxELBVyV6M/dY6OQi4W06kwszQnDZrWRHuLJ33456xgP8VZKeGZKAneOjuSD/eWsyavh6pRAvjtRTZBKzsvbi9GZLJS3djM22puHN58dcF8PlLVS7+PGp4cqeOmqJGYOCSDltV3YbHDr8HCqXMRL9uLzwxV0G0NZnVfDGzOSSfR3Qy4RoTVa+OxwBfUaAzcPCyMzxAuT1TagJH9akj87euJMNQYzGr25X3KPxWrjxT+KWL8oi2tTg9CaLEhFQnYVt/DKjhKemhJH4ADX4iatEbPVNqB57u/nm3lwgplOvcnlOMAlYeOS5p82m72wOohB/KdgkPAP4j8OiX7uPHZZLC9td87QvjY1iMviff/09VUdev72y1kmx/ly37hoTtZ20qw18t6sIcT6uDHji6Oca+piYqwPz1wex547R3GiuoPiFi1xvm64SUUIBfDQ5nwKGjUEe9olsDqThft/OsOGxdkOAl7faaDLaEYksC/o9SYrUrEQL4Wk3yy+m0xMUoAHn81J4+4fTvNrj5xYILDv2/NTE8l8a69jpu9MvYathY28eFUid42Owv0SJKEXepOFZq29q3quScuUTw85FtZtOhMv/FHE3tIW3puVikIiwksuobwwn+C4FGauOMKx6g5SAj1YmhNGTrgXQ4NUDI9QE+Ah48fTdS4zssEuF+7NhtcYzFS365gY68PO4hY25TdwQ0YIX7mQFIqFAqbE+5H51h5WLcjs14XvhdUGBfUaVHIx92/K59dbhzM+2ofdpc6FE6lIyMvTk/F1k9FlMFPXaWB7UROdBjOXxfqycl4GIqEQlUw84FjIfxfBngqenRrvMi4vSCXDSykhNVCFQiIizE2GXCzi8UmxPDIxBiECPBXifiS4ocvAmGgfnvzVte+DRCRAKRaxfEQEK45W8t2JGq5I9GP7bSPJrW7Hz01KaU9m9cUI9JD1kENnZFxiNiRCrUB7EZFfkBXCgqxQWrtNxPgo0ZusDrWHK2hNZiradZxt1LCrpIXsUC/GRfsQ5qVwMmLLDPEcUIHz4PgYChu7+PnmYZyq7WTr2QYS/T2oaOvGbLW5lIm6y0TcOy6ajw6U88D4aIYGqfCQie1Glwl+aAxmHt9ylrpOA9lhnrhJRLw2I4VfChqQiUXMzwyhy2DBS9Hfnb9NZ8JLIUEhEblUVOSEeXGmzm4KWaPRc2NWCF8dc+2yv2xkBK/uKGZKgj9XJPjzys5iajv1DAvz4pYREby7t5TfzjUhFgpYvyibqQkXumBKiZiNS3KY/OlBJsX6cU1KIFKxkBM17SzOCnXqxNV1Gnh9l+uiWYfeTG5NB9OTAsnqQ9a/nZ/J41vPYrbYWJgViq+blL1lrXx7opp3rrGbGPZCILCngsxY4ey1EaFWsLPYuTiw5Wwj24uamZkSyI2ZoYR6ytlb2sIzvxehM1n4YXE2kd5uLrd1EP88kItFDkPLCLWCG1ed4Lv5Waw6Uc33p+swWWz4ukl5YFw0CX7ufHywgmlJgcT7uXH+oqg6mVjI3ybFUt7azW0jI2nXmVArJaQGepDaY5h37dAgbhsZwS8FDby9p5T0YE8mxPqgMZi4Li2Y4e86pwO0dpsc5rg/FzSgM1mRigTcMzaKk7Ud/N5TJHxiayE7bx9FiKdrA0uAYE+5o1Hw2JazjInyRiUT06E3IxIKMLmIg+2FwWxFLBKQX69h0epcflySg8lqQywU8M7MIby5p5S/bz3Hq9OT0OgtvD8rldu/P+Vk0BmhVnDn6CiuX3nc8b/HthTyzfwM3tlbyu89RTUPmZjP56Zx2ScHXRJ3f3cpf58ch8TFvcBgsrj0A7n4OQP5jVwKfm5SFmWFDZgWtGxEBArJIAUaxH8OBs/2QfzHwdtNykMTYpiXEcKm/Hr0JiszUwIJVyv+khFMpFrJ1AQ/Hrssjt0lzbR1m1l/qhZ1gYSbh4Vzrsle/bbHr7WgVki4e0wk05MD0RrNbDnbyIojVY6beV+z+J0lLbTrzYgEAg5UtHH/T/mca+pCLhYyNz2Y64YG890Ju/lYhFpOxEWLVJlYRIyPG9/dmOnoonvKxbhJRcxYcdRlBvYTWwu5bmgwsX9C+CvbdOwva8GGvTr+ys5il3Pru0tbqe3U46UQo+jpmvm7SVi7KJuD5a206Uy8v6+ckhYtSQHuDAlSodGb2F7Uv4PXi5d2FPP5nDSuX3kci9XGY1sKWTE3jbFRPqzOrebtmUPIrelwxA2BvUDy7fxMvJUSMkJUl6z2A5gsVkds2JyVxzl+/zh+PFPH+/vLaes2MTnOl6enJJDo74bGYGJdXi3LLnJRvyrRn8/npP2Pk/1eTI7z49XpSTy37byjw50V6snzVyTy4OZ8vr4hA/8eUn8pN2GL1YbWaKHbaEEpFdGucy17/ceVibyzr8zJuO79fVq+OVbN3jtHE65WMvvrYy5fe9+46H5yyaLmLg5VtnFZnK/L7/vJyfF4u0lYtyiLLoOZYWFqgj3lTsWtLWcbmBBjL/a4wpyhwajk9hGQ0VE+bDnbwEM/F/DbrSNI71NsCFMr2Hn7KJaszuVQT4fQSyHh4QkxuEtFxPm6MfPLo06LzQkxPjw8MYZfbh7Ge/vK+Pp4NUazlauS/Ll9VCS3rT/JnWOi+epoFenBKo5WtjM6yptXd5Q4XLNlYiEr5qSzbMMpDvXxinh7byn/uDKR20dFcFm8H/zi3P17f38Z788awrINp5y2yVsp4ekp8dyyzl4ImhTrS2lzN3eNjnT4UvRiWJgns4YEUt6mQyUTMzbah8xQFcerO/j9XBNz+xgmmq025nxzjDMPTSBCraC200BRsxaDycLpBydwpLINvdmKzmTBz02KzmylrlNHkMp+3hksVpdkRiUXMyJcjUggINZPyZc3pLNs/UlGRXpzpLKNJdlhdvnwoQqq2vWkh6i4a3QUcomAcLXC4dCeEuDBieqOftegmh6jx4sNQw1mK+tO1iIVCe2RWwqpo3jiLhPTqTcjFnJJB/FB/L9FsKfdKV0oEODvLkOjt3D9ymPMzwhh9YIsrDYbOpOVL49Uojfbr+f3bjzjiKxbedw+gjQ5zpdXpyeT4OtGiKcCg9lKsKecYJXdcDb/4YkcrWxFIBAy9dNDDiL8y9lG3ttfxqabhrG5oGHAuLx39pZy07DwC4Z5KgU3fHuBOOvNVhauPsHTlyewcHWuy/dYlB3KrwWN/OPKRMpbuzlR3c7GJTmcbeyirLWbmSmBA94zpycHsKukhTAvBZ9eP5R7Np5xeIbIxELuHB3JOzNTeHBzAW/NTCHYQ8Yfy0eyo7iZxi4Dk+P9UIiFPLDJbraqN1t6YlCN3PDtcXbdPopXpydjslhRKyScbewasEv/9t5SbhoWRrgLY14fd9klDXtVcjH+HrL/ktFwL0QiIUtyQvnqWGU/b6NRkWpyLjEiNYhB/Dti8M42iP9IqBVS1AopQwL/6/L5IJWUN69OoU5jIMHPnb2lLTx3RQJ+SinvXCRfBXt37rltRXxzvIbbR0Xw2q4LxmupQR5IhAJWL8hEKLBnxIsEsK2oyamyrjdb+fpYNafqNCwfEcE1Xx1l/SK7A7GrG6laKXWS6Rc2ahxxZxfDaoMT1R3E+g7c4art0PHuvlLcpCKe31bEukVZ/Ry0+2JXSUs/Obu/u5TiZi3P/H4hqvB0nYarVxxhw6IsYnwHvvGXtGiRiAT8tDSHbeeaMFitVLbrmJrgR3KAOy3dRl6dlkRzt4mzDRqCVHImxfoS6inHho2XrkriVF0nQ4NUnKrrdPkZQ4NVlLbau9WdBjO1nXruHRPFjZmhDoJ1vLqd13cXs2x4BLeuP9XvPbYUNrImr5Z7xkT9r8R6hXopuDY1kKkJ/jRoDBgtVvLrNWw4WcuHs1Px97j0wshqtVHe1s23x2vYUdzM81ckkFtjj336/SKJukouJlyt5OeC/rLTDr2ZJ34t5LYREczPCHHM9ffiqcvjSPR3jkxq6jIw75sT5DdoWDkvg9RAFV8eraSjRyb66KQ49pW18umhCjJCVKy6MZME//7mcrtKmnlgfAz7y9owXtTlemB8NAIBLNtwipO1dnf564YG8dUNGdy8Lo/NNzlnKMf7ubNuUTaVPXL9uk49nx+u5J6x0SxZm9ePTO4qaWFMlDf1HTrSQzwZGemNWChgX1krc1YeR2Mwk7vuJHvvHMUHB8pZeawauVjImoVZRJ9SIBWJuGV4GGvzap3Ifi/+vrWQK5P8CfOUMyctiF/ONqLsiaDbWdyCp1zMsfvG8v2pOs41dZER7ElKkAcPbS6gXmPggfHRbM5v4N19ZbwyLYlfbx3Ozz3E5LqhwejMFiZ9dJC7x0Ry56hIdCYzWqOF+d+dcCnpNVlsHKxoo6JNxzVfHaXbaOH7xdnUdOjZUdzCL2cbkIqEXJ8WTIfOrngJcJcjFAqQiYSEesodqh2xUMCLVyUSrlayo6iZgsYuzjVquSLBn8JHJtKiNbIxv4GKNp1TGsT2omZ2FDfzzbxMvpuXwbe5Naw6UWP38nChdlidW8On16extbD/fLNQAMtHRlDd3s2HBysIVsn5YHYq55q6eOGPIjxkIu4ZG01asOp/zHtjEP+ziFAr2ZRfj0ouJivUk+PVHXx5tKqfadyLVyUhEwsYEqRid0kzmSEq7h07FovNPtYSoVYgEAgIu6jA4yEXkyh3Ry4WkvLarn7xsp16M0cq2zhR7fp+Cvb72t8mxpIY4E6XwczYHj+Ovihu7ibKR8nto+weKb3XGonIngR0vrGL6SkBnKrrICnAneHhalYeq2Zjfh1fzk1HrZS6TLIIVsmZkuDPu/sOs3JeBsvWn3IaAzOYrby5u5TXpifz8IQYvj1ezdKcMIYEqgjzkqM3W/FWiHGXSXhwQjStWhPx/m6cqu3k+W1FpAd7squkmYc2F3D8vnFE+bj1ixW++HgNNG7n7y7lTK2VqQl+/ZICAB6eEEOYlxzBJSJ0L4VwtZJdt49mw6lavjlejUws5I5RkUyO8yP4v+ELMIhB/CtjkPAPYhD/BdR06Hlx+3m+PFKF3mw3vHlgfDQVrTpsNpsj790VFBIhRvOF1YOHTMyaBVl8uL+cFUer0Jks+LtLefyyOMQDmO/l1nTYnaWxxw5dOyTQJeH/r+LP7qen6zVMjPVl1pf2eCObjUtG8ahk4n7Rbw0aQ7/Iul7ctO4kh+4Zw99+PutkrNWLZcMjeHN3KRNjfLghI4SfC+rRGa206UwcrGjjnb32Qkugh4xj9411jEkAVLR1c+/GM7wzawivTU9i+ooj/bb7luHh/HG+2alzqpCIMFptBKnkVLR2M/mTg5S0dDM5zpcfLpH08ObuEuakBzstKGw2Gx16MxKRALf/nx3EIJWC6g4dAuxGfskBHmSFelLToedAeRvLRkTg4+bak+FMg4brvj7G7SMjeGB8NPIeI6p7xkaxs6TZ6bgMC/Nid8nAqotfzjYyPzOUq5L8eWRiLH8UNSERCRyLqYujGxu7jJzoKTq9t7eM169O4qokP3QmKx16M6Gecu4bF8XdY6Lwc5O6TDUAGB/tyxu7SvhhSTbv7i1jZ0kznnIJd46KZEKsD5d9fNCxSDdarKzKreF4dQd/nxxHk9bgRPjBXkTxVkpo1RrxUki4Z2wUB8paB8yW/uhABVtvHcakjw+69BEwWqwcKG/jaFU70NPNW5XL1luG8+aeUnJrOl06WvfiyyNVvHl1Cv+4MolF2WHUdugJUyuo7dAzMsILk8XGtUOD8JJLKGnV8unBCibE+PCPKxPZV9Zqd9e/MZOmLgNfHKkkJ9SL20dGopAKadAYOXTPGNp1Jh7dUkhlu44nJscN+DsG++/2nb2ldBstRHkrifJWMuXTQzT38WJ4a08pWwsbefeaIdR3GQhWyQn2lPPs1ARu7lEevD8rlc0F9fxy9kIB6d29Zdw0LIwXr0pCIRUxPsaHKz471G8bbDa7rPmrG9Jo0Oj5YUk2RU1dpAZ58vIO59GsNp2J387Zt+XxrWcd35GXQsJbV6f0mLHZeOKyeOQSIQtX5zpUA2A/rxdmhfL6jOS/pPgaxP8t/D1k3D8+hmatkddnJDP108P9Cn/zM0I419jFkCAVQmBOeggbTtUx+v39tHabCFbJeXpKPLOGBPYzlbPZbNR16ilo0PQbn/Fxk/LSlYmMiFCTFerF3HS7SvDrY1VOhYFIbwVxfm7M/vIY16cFce/YKN7c7TzecvuoCMfoyY7bRlLS3I3BYiXMS8GKI5WEeMoJVinIb9DSqDFgs8HS4WFMTvDh9d2lHKtq54u56Ryramf9yVpMVitz00KYGOvDsg2n8FFKMVlsA3q+vLu3jO23j+S6tGCq23W06014yCSkBanoNlmZ9dUhJ0Xg1AQ/ti0fgdZo4bqVx7Da7B4vX89LJ8VF6scNPclDZquNTr2JqnYdYRepzjxkEkZGeROqVhDhpeCbEzV2xZC7lCcmxzEjOdChGPrvIlyt4L6x0SzKCkUoFLiM6RzEIP4TMEj4BzGIAVDboae5R3bvq5QiEQlYuiaXP/rI6Oo1Bh75+SwvXpnIr4WN3DI8fMDc7luH2ztL6cEqcsK9uHdsFA9uynfM2oOdFN33Uz5PT4nnikR/fnXRpcqr7STOz42dxc2MiRrYpbgvvJVSUoM8OF3Xvys/vGeW/khlG2arDT83Kd5KqRNp3FPcQkaop4OM/1rYyKwhQS7NkIQCyAz1dMjje1HbqR+QWHTqzVgsNjYuzeG6r485dQRmJAeQ4O9OkErGrpIWh5lSL+4cHcmTl9td8m8ZbpdRHqlsw89dRqCHDJvNTnQnfXSQu0dH8sfykXx0oJxDlW0EeshZmhNGp97Mwz8XON4zLViFu1SE1mBBBDz/x3lKembVF2WHseXswB2NJq0Ra5/VX0VbNz+crmPDyTq7R8C4aNJDPP/bHUS5RMSOohae3XaOKfF+zE4NwmixUdOhJ1Alo0FjwEshcZi49aJZa+SpXwt5b9YQHvm5gHONWjbdNIyMEE+augz8uCSH13aVsLukBYVExIyUAKrbBzaGEgkESIQCcsK8ifJW/qnZZG+yQoinnIcmxjDhw4P9Oj/3jo3i4QmxA5J9gPQQFTUdehauymVJThiLc8LQGS0IBPD4lsJ+HTmwOz4bzBan76UvlFKxQ8qdHODBpjMDf78t3UYkQuGApoFgN6bzVlz4/WgMZgobu9hd0sL05ADa9QPneDd2GShq1PDW3jIS/N3RGMy8uaeUZ6fEc6ahi1d3FlPRpiM1UMU9Y6N4bmoCp+o0LFiVi9Fi5aelOTy4qcAxWrT+ZB2P/HKWe8dG8ejEWDbm13P796cdnzc9OYBYXzeXvgRg/y08/8d5JCIBr01PorZTz6OTYtl4pp59Za2O5xU2dpFfryHe74JSaHpyAM9OTWD9yVqMFiu/uHAVX3GkijlpwVwW60t9p37AQktVuw6NwcLGMw1sLmhk7cIs8us7mZEc0K/D+NXRKo7eN5a8B8Y7lDBysYithQ183pNZ/s3xGn65ZRgdLmTZ3xyv5vZREYOE/58U3kr7PSpSreD4/eN4Yds59pe34e8uY+mwMGw2uGmdXaHz0IRofjpTz+dHLhTZajv1LN9wiiatkQfHRyMT2wv1OqOFfeUtPLS5gDtGRTp95m0jI7hzdBR3/HCKZT1eEhKRgMVZYXw2J41b1p10nLt/mxjLp4cqKG7R8tKOYm4dHu7wAwG4KimAjWfqePJX+3z5lHh/Xt5RRJfRQr3GwC3Dw/GSS7jmq6OOz//xTD0RagVbbxnOvrJWdCYLs786ythob24eHo5IIKDTYGLr2UYq23RkhHgO+Jt2k4r44NpUHtqcz+aCBmw2uwJnfmYID0+IYeR7++m6aPzvt3NNpAR6UNKsdVzLj1a106m3kOjv7mQo++KVibTqTMxZedxRjAnzUrB+URZZoV5O9yZ/dxm+SinPTE3g/vExGC1W3KQiwjzlSMT/M6NxQqHgkmkBgxjEfwIGCf8gBnER9CYLB8rbWLo2z3EDi/FR8u38TCey3wtPuZh2vYmHJ8QiFQt5ZEIMr/aR7QMMC/fiyiR/QlRyHr3MisFsobbT4ET2++LtPaV8dO1Ql4TfRylBYzDjrZDi/he7xf7uMj6fk874D/Y7kawXr0xEJRdz+ScHqe7Q4+sm5baREYyKVJMR4uVwrh4T7e1U7V+dW8P3S3LIrelwmpUVCOCda4ZgsliJ8lZgs9mQq7w429iFUiJixdx0dCYL60/Wsqukxb5gyg7jykR/dGYrif7unHt0Eocr2qjp0BPtq+R4VQcvbS/iztGRbDjVP1P5g/3lrF2YxZdz09CZrSS9ugvozYmPZ3F2GFPi/PjtfBPv7S/ni6NVzE0L5vmpCWSFenHTujxCPRU8NimWxi4jB8pbeXlaEjevy2NKvB/zMkNRiO153T5KKV4KCSMj1KwZIOlhbLS3wwCxrLWbse/vd5pl/u1cE4uyQnntv9FBbOwyUN9pIFBljxgM9JDx4vZi9vQxF/SUi9l663BywtROC6vWbiPXDg12SDxvSA9mZ3Ez42J82HCykSkJ/rx0VSISkRCL1YanTITWZHUaQemLuWnB5IR5XdIroC983OyRl7eNjOCFP867lHm+s7eMOWnB2LCilksx2+xRj30lnSGeCn5fPoJnfjvH+/vLMFlspAWr+GZehqOb7AqHKtqZlhzwl7b1qiR/PjlU4fKxERFqTFarSyOwXqSFqFiV6xwJ1aE34S4Tcby6nYkxPi7JL8DNOeHUdRnRGi28t68Mb6WU+8ZG4e0m5YrPDjtUKDuK7VL3tQuz6OiJKZuZEsjPBQ0Ost8X352oYdmICO768YzT/z8+WMHjl8Vx09q8fq8ZFalGYzAT5qXgzatT+PF0PZsL6lFIRNyQHsK9Y6O5aW2e49qwpbCR64YGOV7v5y7jofExLMgKYf63J1zuL9jnfEdHef9p9y1YJefxy+J4d18pj/xcwCMTYrhvXDRXJPrzxu4SmrVGxkV78+q0ZMQiIQX1GkxWG25SMSuPVWCx2dh88zAe/eUsuTUdvLS9mMXZYbzrYhTryyNVl4x9G8T/e0jFIlICPViUHcbwCG/adSbe21fm9Lu8KjGAyz456PL1L24v4vqhQcT52cePilu0XPX5ESxWG6FeCoQC+8jb3PRg5mWEcMO3x8nvI6E3WWx8fqQSmcQ+OvT9qTruGxvNqAg1SQHuDiXgZ4cr+fxIJfG+7qQFexDupSA9xJM9d46ivFWHVCykuKegLBIKmDkkkBlfHOm3vRVtOl7cXsTc9GCHSe3e0lb2ltoLb0IBrF6QxTv7yqjr1BPp7fra/NikOF7fVeJ03zBbbaw8Vo1IIGBeerDLBJbPD1fywexUfsq3F9hCvRTIJUKkIgHfzMvg/k35WG02lFIRj291NoKtatcx+ZODHL9vnON490IoFBCokvPfmLAcxCAG8RcxSPgH8W+LLoOZZq2Bdp2ZA+WtSEVCRkV5460QE3gJmVhJSzdTPzvkJO82WW0O062+6HXq/2B/OR8dqMDHTcJ9Y6M5/dB4XtpeTLfJwqzUIIaFeRGpViAVi3CT2c3Ljle3D7gNHXozYlF/nb1YaJ9JPNvQxUfXppIc4O7i1RegM5kxmG14yMRkBKvIe3A8Hx0oZ29pK9emBmIDJwLQrDXywh9F3D0mErVc4iD8EWolxS1aZGK7g7jebGXx6lzeuSYFncnKoYo2wrwU5IR5oTGYyAlTIxQK0RlNVJvdsHUY+PhgOX8UNeMll7AwK5S7xkQiEAj4/mQdc785jtlqQyYWsmxEBPeNjSLUU84Dm/M5VNHO3y+LY+XxgTN11+XVkhmq4u9bLzjyGsxWHttSSJBKzruzh/D0r4Wsyauj22hxzHz+sXw4n16Xxgf7y/n1XBMRarvJkb3wEUmbzkRdp54ZKQFMTw4gr7aDjw6UsyQnjAi1goo2Z7mkSCjgqcvjadUakIsFvLKjyKVx2crj1dwxOvIvE36L1cbpuk4WrDrhiERaPjICbDanRRvYz52pnx7m1IPjifC+MO7Rezb1FrFGR3kT6qlgyZpcmrqMfHm0mkhvBcPD1RjNVi6L8+X6oUHcPjKCjw46k98glYynpsT/KdnXGs3YbHZTtEAPGXeOiiLR38PR2XKFI1XtWG2e3L37DC3dJmYPCeKaIYFO+xKhVvLB7FSemZqA2WpDKRFR1KTFSyEZ0EgrXC1H/RejnTJCPYnxUTpUHb0QCOxzpQCPXxbHkjV5/V7b2+G+2MRqTJQ3z/x+nm+OV7N2QRZ/FDX3c+MfEeGFl1LC+A8POOTEFW06bvv+NNcMCeTpy+N56jfnY3fvxjNsuWU4AFcPCeDBTReUKskB7izKDiPAXUZmqCc7ipr7OV7n12vYW9rC1/MyeGVHEQUNXbjLRCzIDGV2ahDHqtr4+NqhXPPlUaes7Be3F5EZ4snb16Rwc09yhFIidIqsBFBIRbhJxHS6MAztRbvOjMliIyXQY8CIzYwQT7YXNXGkso3VC7KY/+0JfNxkHKtq56EJMcwaEojZZkMkgNW5tTz6y4XxIKlIyItXJVLY2MW1Xx9l3cJs5n17nN/ONXLH6GF8cqii33dxsUx8EP+8SArwYMGq3H5Z7kqpPdViINVIt9FCs9ZInJ/9XvnqzmLH72PTmXpuHxXJhz3X+4YugxPZ74sVR6rYfccoFmeHIRUJeW9/GU1dRvbdNZoXtxfx+/kmVDIJC7JCSPT3YMmaXLRGC8PCPLl3bDR9NzAzxJOD5f39PXqx9mQt38zPdJlKIxEJSfBz4/krEmjQGMgO9cLXTeo0fnPt0CCmJPjxxADJLN8cr2b9omyXhL9Tb0YmvjBu+MTkOLyVUuo7dby04zxz0oK4PN7PyX+oL7oMFnYUNfcj/IMYxCD+9zFI+Afxb4k2rZH6LgPv7Svj4z5kRSCAl65MZF5GCGEuZt/1Jgtv7i7p58y9NCcM9UUL2WCVnDtGR3HNl0cdC0uNwcx9P+UzLcmfD69NRSYWohSLcL+IaAjgklnZAkH/x8VCAZ9cP5T395UxOzWIYeFeA+bbtnYbOVOv4Z09pdRrDExN8GNBVihxvm68Mi0JjcFCh87E0Dd3O71uenIAt44Ip7ZDT1GLFpVCQrBKTllrN6tP1PBuTzRWmJeCJyfHIRWJemSTMch6OsNhajkSkV2K16Q1YkHAtV8ddSyou40WXtlZzLvXDGHb+SYnOa7BbOW9fWV0GczcOSqSRyfGIRDYI3bW5Dkbw/VFo9ZAvca1S/CL24tYPiKC2anBjIr05r195XgrJTw3NQGpWET223sdi/vcmg42nqnnH1cmcry6gx9O2xUFVyb6szgnjAkxvqzJq+X+n/L5fE4anx+uZFN+PWarjYwQTx67LJZXdhSzv7yNbctGcNCFMVsvvj1ezbDwgbPg+6K6Xce4D/c7ychvSAvmys8PA/aZ0aU54YR6yalu1/Pl0UryajucSLK3Ukpl2wUCqxCLqNPoaeoy4ikX8+6sVHRGC9uKmuwEXSWn22TlmakJXJcWzDt7SmnTm5idGsTUGE8i1QObHlW0dtPcbWTTmXq6jBauSPQjxseNRy+LobjZdYxfL2w2uGXdKc41dSEU2NUp4WqFI5ouWCVHKhailIqJ6FG4NHUZWJNXzZLsMN7e2z8KTiCA2anByP4ky74XoZ4K1i/K5sXtRWw8Y/9+hwR68PhlcazKrWF3SQu77xjFt/MzeGxLIVXtOkRCAdekBHLz8HAWr8llSrwfWaGeaI0W2nVGbNg4fO8YPj9USWlrN7vuGMWTWwvZXtyMQiJiXnoI94yJ5N6f8l1G7208U8+i7LB+0Xz1GgNao5lbhoUhEQrR9zz22vRkZGIhnxyqoLJNx7Qkf8ZF+7jc3y+PVrGvrJVNN+XQpDVS2aZj/ck6pn1xmPyHJ/DiH8X9yBTAiZoOLBabwz3/9lGRKFyojtRKCTOSAzjb0EWgh4zbR0WSHqxCLBLS1m3EYLaikomRi4WsnJ/B3G+OO5E0lVzMc1ckcPuGU1R36NGZrDw6KRaRAGYOCUQgEODnLqO6Q8fZJi0PbS5w+nyjxcpDmwv4YUkOa/JqeH9/GUtywvhgfzneCgk/LsmmrFXHk78W0tpt38/F2WF/fqIM4p8CEWoFe+4czS3r8jjck7gRrlbw7JSEP81vF/aohzQGi8NjBOCzw5X8tDSHyXG+FDVpLxmDpzNZqGzXcd3Xx9h0Uw6/nG2kok3H7tIWfl82gunJAehMVhL93LjskwseFUeqOrhxlT02r7fQJRUJHZJ5VzBZbP3G5Xpx3dAgXt9Vyqm6TrwUEmo6dGy9dTjXrzxGeauOa4cGMTnW95KGu2arbcBiV5S3kkaNAaHAXvAc3nP/MllgaJAnj20pJNrHjbLWga/xebUDmx0OYhCD+N/DIOEfxL8l6rv07C9vcyL7YCcTj24pZFSUXXatvkhC2mUwO+JrxEIBX92QzrkmLQ//XMA71wxBrZA4Fr7LRoTz8o4ilyZzv5xtpL7TQM4AhE4qEiKTiPpV33sxNd4PlUzMdzdmUtigIcRTztBgT3Jr2nn8srgeQx95v9gzgFatkbf3lfJCn8z5gxVtvL23jH13jSY5wAMfsYiy1m6nhcWCzFBywjy5/usLc3cCAdw/LpolOWFcnx7Miep2fr11OAqJiCVr8pxu7BNjffh6XoaD7IPdQOvN3aX9umcA0T7KAd19Vx6v5v5x0ST427ul35+qY2KsLyUt/bsOYI8i21Hs2mCuqFlLiJc9s/nMQxO4IT0EoVCA0Wxl/IcHXC5unvn9HN8vznEQ/q2FjaQFq6jt0DEiQs0nByu4buUx1i7I4qZhYXSbLJQ0a3l4c4Gj63/tymO8Ni2JuQNImS9llNasNdDabaKirZv8eg2BHnJWzE3nud/Pc6Zew/VpQSikIvRmK49MjCHR34P395VxvrmLOF93nrw8HreLogF93KRkhXo5/j5Z14lUJEAggK/nZfDUr+ecEgy+OV7NnaMieXpqPBNjfRke7mWXR4sFnDx5EgLSXW57eauW1bm1/L2PpPOtPaWMjfbmq7npxPm6MTpSzX4XXSyBwN4hP99sJ/srekypFq7OdUQI3jEqkgfGRTtlviskQqo79CzJCedIVRsH+ry3UAAfzEolsEet0qEzUdWhY+vZBlRyCWOjvO1zpBepLRo0ejzlElYtyATssZRP/XaO4mYtUpGQ/AYNa/Jq2H7bCIwWG9hsdOrNVLXrWHVjJlvONvLruSa8FGLuHB2FUCBAgICXpiVR16mnsKmLtGAVt46IsM/en6mnvE3HrhLXcYMAB8pbSQtW9XP4l4qFzM0IQSoScmWSP/7uMkpatE7Xv/Wn6rgxK3TA95aIBEhEQpZvOMXZHhXJwxNiKGzsuqQL92/nmxgd6c3IcBut3SZau439pPkSkV25s6+0lScuj+fZ38/xdI9SIdbXjQ9mp9JpMOGlkHJloj+nH5rAZ4cqKGrWMipSzfSkQDp0Rt6cmWLfl5O1ZId54aUQE9pjwni+uQu90cJrO51N/Ppi/ckaXr4qiYd/LmBRdhgWqw2D2UqdxkCn3sy38zPRGs2crOn8U/XUIP55IBAISAn0YPPNw2nUGCht7aa+U8/be0v5Ym46wSrXefeZIZ4opPaOtVIiJNbHzXHug538rsurISnAgwT/gc8HaU/GvIdMjK+b1HEPaOwysiavln1lrewra+X7xdkMC/PipmHhqJUSxEIBe0tb+e5ENf+4MpEHNxdwqq6Te8ZG8fZe1581Nsobq63/PSvMS8Etw8O57ftTnG/SMipCTUaIJzKxkHevGYLFCuFecnLe3csPi3MucSxxjKRdjOevSCDAXUbh3yYR4C7Fo6eY0thlYEKsL18dq6K+U0+0j5LSFtekv2806iAGMYj/OwwS/kH826G6XcfBijZWHBnYCfuDfeW8OTO53/8VEhGxvkrO1Hey/bYRvL2njB97HNlf3lHMF3PTWbw6F43BTEqgyili7mJsPdfYj/D3xmD5u8swmi18PieNJWvynGTIif7uvD4jhRkrDpMS4MELVyQS7avEXSZhRMSfd4RrOvVOZL8X7ToT9/54hvWLs/FSSFD2KRbIxELmZgRz9Yoj2Gz2v5MDPDBZrLy1p5QrE/wobOzixe3FxPu58/Rv5/rJ2XcWt/DI5gI+vX4o7jL7QkAoELLThdO7RCQYUHoNdgl7RZsOHzcpJouVaB8lY6J9WJVb06/74esm5aokf54d4LuI83WjtkOHyWJj2/kmoryVZIR60tJt6pfV3QuTxUaDRm93b+/p+H1+uJJXpyexbEQEXx+tQq2Q4OsmZeR7+1y+R2WbzomUXowFA5CvoqYuajr0LNtwysl0Sa2Q8NW8dB795SyLeqSji7JC8JCJefSXAm4ZHsGzkfG4ScXsKWmxx0FF+Th1tZMD3B1Rab+cbeCpy+OZHOfHntIWl3GFHxwo56okf2zA0CAVoV4KLJaBu08ADRqjE9nvxd7SVr49Uc1jE+N4b1Yq4z884OQLAfBYjxmczWYfWdhe1Mw3fUY5uo0WXt9VQmu3kTevTnF079xlEh6ZGMvUTw/z8lWJ3DM2mqOVbXjKJWSGeuLvLiWvtoNDFW14ySVMivNlZKQ3+8pa2V3aSk6YvZgR1Of7Sgzw4PvTuXxxpH+RaU5aML8UNDAzJYgAdxlNWhPNWgNzvjnO1/MyuH7lMcd5A/bfxqLsUG4eFk6Cv7s9aq/LyBsXOXfPSQ92zA27gkQo6CfJTwpwx9dNSpCHHL3ZwktXJlHW1s1VPeqPXlisNnYVN7M0J6xfSoBYKOAfVyYiEwkdviBCAYyP8aG8tdtJxnsxFBIhy0dEcKjCXpg5+8hEl7P4Ud5Kvpibxoh399Ghv/C922w2Vp2oJtRTjlgowF0mIdZXyV2jI9l2vom0YE9e3lHEhlN19vENqYg7RkYQ5iUnyluJTCyiU2fiRFU7GoPFEbHoCqUt3UyJ9+PHJTlIxUIWZYcx/YvDNHYZGRWpJjnQneoOPUKhgJN1GpKtNkI8//+5hA/i/w6+blK6DGauXnFh/n1DXg1fz0vnuq+POZ13QSoZL09LwrfnXHWXSXjsslin4pbZamPruSZmDQ1GazQT7aMgwc+DRH93mrVGNp6pR2MwsyAzhC0FDay6MZNOgwWxUOBoBOTXa4jyVrKvrJWaDh33jYvmsS1nqWjTIRDA1AR/Hp0UixA4ePcY3txditZoZnKcbz/PIKlIyJOXx+MuE7Hz9pF8fKCCVp2J+8ZGEq5WsreslTtHRTE6yhtfN6kjrSY71ItN+fWcrO3AarXfm1xF+gFMSwwg2EPG1AQ/fj/fhM1mj897eVoSVyb692uSALjLxcz77gTfzMtkZ3Ez946J4t6f8vs9TyUXMyHG97/wjQ5iEIP4n8Ig4R/Evx069GZatCYaNIYBn1Or0WMw919Vu8nEPDwxljtGRWK24iD7ACdrO3lh23m+vCGdFq2RsJ4FqqsOP4BHH2mr1mCmsctAVbuOlm4jp+s6mZcRyrfHq/ns+jRau41Ud+hI8rcvJnzcxOy5czRKiQiVXEJ1h459ZW3UdOhIDVIR6il3ip5z7Hu3EbPFytqFWcglQo5XdfDevjKHKmF7cTOt3fb4MT93KenBKvJqO5ma4MfG0/UIBQKeuDyO9GBPjlW1IxMLyQz1RGeysuFkLQqJCIVE1I/s92L9qTqevyLRQfjlYiFysaifRNlkseEhv/Tlx4qN+386w7IR4VR3GHhrTxnrFmbxxu4Sdha3IBTY3Y7/cWUiNpsNHzcJLdr+RYQnJ8fz0g57AaRZa+TDA+X2osWU+Et+/sVzn81aoz1Sz2Zj220jMZmt1GkGdrEHO3ELcJfR0OV8Ls5MCSDWt/9ISXW7jg2n6th2vqmfw3KbzsSy9ad4Z2YKDZ16tAYTd4yO4slfC1k5PwOT2UZth54TNY2EeykYH+1Dk9boNGcfrlby660jmNtjPuWlkHDd0CCe+X3gmfq1J2vp1Js5U69h27IRhHoO7DvQrjOy6sTAXgufHKxkQWYoQ4NUHLxnDJ8erOBwZRsBHjIWZ4dhsli5oUcRcVVSANd82d+4Cuwu7I9OinOS66YEePD8FQk8sLmA5AA37hkTjY9SilQk5GRtJ7euP8XYaG8+uW4o9288w2/nLyyme9UE1w4NcsQmhnkq+G3ZcK749LCTnH1slJqHJ8aglIoIdJfhJhNztlGDWChkWnIA7+0rcyL7vVh5rJqbh4UD4OsmcznHuqu4hWlJ/V3nezEy0tvJRNFNKmLFnHQ25Tfwxq4SjBYrCzJDGRPl7XJu+c09pbw5I4WV89J5c7d93CcnzIvHLovjtZ1FZIV6cf+4aOZ/dwJfNynlrd1sym9gbnowb+3pPyoBcGNmKEvW5PXzO3CFzQUNDtLVO0bSZTDza2Ejz/x2jltHRpAWpKK8TcfY9/fz98lxPPXbObb3IT7dRguv7y7FarN7qHx9vJqxUd6MifJh3cka0oJVA5spBnvy45l6TlR3sG35SKZ+dojGLiPDwr24d2w0N3xzwulaFe2jZNvykUR5//+PPh3E/xzauo3UaQzsK21FKhYwOsqbQA8ZHjJ717yvEu/NPWVcFu/HukVZnGvUUt7WTaKfvUimkAhp0BhQK6UoJCKS/D34aHYq92/KR2+20mU04yYVUd+pp6ZDxw9LhrHicCWHK9sI8ZTz1Q3p1HToGBnpTYvWyGu7SgjzUjA/M4SVx+zXwQR/d/Qme6Slt1LK/O8uKL5sNqjp0LEmt4YFmSE8sbWAxy6LJ1KtJNbXjUlxvnx+uJIWrZFx0T48MD6avaWtnKrr5O1rUnh1RhIWq40fz9QzY8VRR6FQIIDHJ8Vx37hofNykBKrk3DQs3OH/8cIf5/lhSQ7LN5xy8iUYE+XNXWMiadYayA715MWrkqho7abTYEYuFuKlcD0e4e8mJcpbyeyvj/LZ9UPJDvXiWb2Zl7YXOfw4Ir0VfDB7KArJwMXDQQxiEP97GCT8g/i3QovWQKfeRH6DhhER6gFnyS6L9UXqwhQP7B3hjw+UOzmD9+JETQfXfX2MYJWc3XeM5OqUQIfsG2Bkj4xOYzAzJcEPsMf7VbXreHdfKSUt3aQHqVg6LJyaDh1XJvqjNVlo7TYyJsobb4WUlceqqGjXcc+YKIYEeHC0qp0rPjtEZ5/uxMgINV/PyyDMS45MLEJntFDdoeNQRRsmi5UhQSq2F9ldvFctyGTRarsxG1wgsn7uMlYtyGTSRwfxdZNS06nnw9mp/FrY2K9b/sq0JK4bGsT7+8tp7Bq4kGKx2tD2WTD7u0lZmBXCp4f6d0nLW7pJCfRwaYQ0LtqHY1XttHabiPJx46UdJRQ3a1myJo9bhodxz5gozFYbu0pa+HB/GcmBHmxbNpKnfytkc4Hd/VwuFvLwhBhUcrHD6M7eLSymXmNALha5NGYDuwIhUGUfm1g+IgKJSEhdp57y1m7ifO2RiPvLWlk+MnJAkzGhAIJVMg7cPYbPD1fw45l6Ryzf+GgfAlz4L5xr7CI5wMNlhxzsmejiHvloXacRX3c5D02IxWazcc/GM07n+9O/nWPDomwUEhEGswWlVIyXQkJyoAc/Lc2hul2PwWxhZKT6kjOj3UYLMrGQ4mYtT/92jvdnDRnwuTab3bdhILR2G7Ha7K7M8b5uPDQhmtN1Gsrauqnr1JMWfEHuqTdbBux0W23QojUS63shAk6tlLJ8RATXDAnkdF0nL/xRxPkmLfF+btw5OooXrkxgdKQ3G07WOZH93vdbujaPjBBPUoPsVtFCoYCsEC9yHxjH+SYt9RoDKYEehHjK+0UquknElLZ2c0WCH7euP8UTk+PICffCYLYiEghYf7KWNXm1/HqukTFR3ggEAgLdpVyZ6MfWwgtJHeebunhlejKHK9v6mf49dlkssT5K7h4TRWFjF2OivJmdGsQTW8/y/ekLhcnPDleSMYBs1maD+zfl8/uyEVwzJBBvpZRuo4Xc6nZKWuxu4RNifJie5M+u0hZUcgnbipq4c0wk24ua0BgseCslxPi4YbJYCfSQ4iWXMCpSTUlLNyMivFAPQAoMZqsTcV8xN53ntp3nZO0FZcn6U3XcmBnCxFhfTFYrGSGeDun/xfjgQDk3ZoXSrDVy149n8JSLWb0gk3HRPvxwur6fEkImFjIr1e5+brba2F7UhI9SSmWbjocnxHLT2rx+hcnSlm7u/uE0392YiecA+zWI/1s0dRl4btt5Vp2o4W+TYkkO8OBYVQfR3grCvBQEeci4f1w0T/12jkAPGctGRnC6TsOUeF+kIiGhnnJEQgEt3SZWHKlkVKQ3UrGQSLUST4WEeZkhjIhUk1+vwUcp4cUrk3hxexEr5qYz6r19TtfK9SfreOeaFDacrOWVnfZCnFQkZNWCTFYeq0YsFHB5vC/lLTqCVXJe71OsS/Bz5+VpSZxv6iK3poNtRc28Mj0FvcnCkap2zjd1sbWwkbtHR+EuE5Fb08nVK46iMZh5b9YQ7tuYz+/nm/h8TpqTUSfYf+f/2F7EqEi13UfEZKWt28ikWF9e3lFMk9ZIt9HCsuHhhKuVtOqM+LnJOF3XyXUrjzEjOYC/XxbP4jW5jhHHcLWCsdE+TiqoXnTqzfzjykTu+vE0vxU28sf5ZjQGM6sXZGGyWpEIhdRr9Ny78Qx/mxjLzcPD/zdOjUEMYhCXwCDhH8S/FSxW2FncjNFsYXFOOD+crus3P+4pF3NDegieA3SYO/RmVhyp4oHx0QN+Tp1GT7fJwm0jIzha1Y5EJOCda4ZwpLKNvaWt+LhJaek2kVfTzt6yVu7deEHedqSyna+OVbN6QSZeCmjqMhLv58a9G89wqu4C+f3xdD277xjF9C+OOKTPAoE9Du26tGBKWrToTRYC3KVsK2rmsS1neemqJAxmuwlXhFrB6zOS+fxwJS9ckcjyDacYGaF2WpAn+ntw+J6xlLdpOdvQhcZgdlI19OJvv5xl5+0jeW1XySUlrgqJCI8+83/uMhEPjY9mV0lLv66bxWpjw6Isrl5x1ElaPzRIxaOTYpn37XE69GZUMjHtPYZtT0yOI1ytpKZDh7+HjLQgFfvKWzle3cFjWwrZtnwEj0yIRSYRIhEJ7YqFrWcRCGBKvB9nGzTIxEK+nZ/JIz8X8OJVSSxYdaLfPP2Tk+ORiYUszg5j7ckaDGYr1w0NZmqCPz+criU9xIunfzuHp1zCnaMj+0mzAZZkh6E3W0kNcueZqQk8OikWgUAw4HwkQEGDhiDPgccAAJq7jET7KPBSSDFbrZyo6WDr2cZ+xS2z1cbcb4/z+7IR3PDtcRL87NsxNEhFtI8bYV4KGrvsBkwzkgP49oRrU8TL4/14cbtdIbE6r4ZnpiYMuG1ikYCrkgIGjCycEOPjcHEXi4SEeikRCYWcbezi+9N1dBktTE8O4OeCBsdc7EBQSvv7V4iFArYUNnJPn+SJ49Ud3LQ2jzdmJKMQi3h/f/8INrAvktedrCUlwANhT5yhUCggXK0k3IXBZ19YbPDjmTr+NimOb+dn8I/tRbzwh/2YyXuSJ96fNYTaTj1v7ylFrZAwMdaXD68dylO/nmN1bg23jYwgzteN278/xedz7N4Fe8ta8HeTcX1aMMer2xn53j423zyM1EAVerOZH880OJF9sBuHKqQilFKRy0JOerCKEzUdvLWnlMXZYYyN9mHhqhP8cstwRyHjsznpnG3UgA285GJyqzv4bE4ap2o7kUtEhHspOFzRSnaYmj+KmliSE86p2k4+nD0UHzdnya/ZYqVZa0QqEhDZ0ykfH+PD0ap2J7Lfi+9O1DA1wZ9Itd0gbCAYzFbau008NCGGfWWtdOjNPL6lkDevTmbjkhzu+vG0Q4kU5+vGi1cl8dL2Yoci66f8BrJDPalo66bTYOo3XtKLrecaadIaBgn/Pwn2lbWy6kQN392YyTO/n+PRX84C4KWQMDnWhzdmDuGW4eGMjlRjstp4b18Z9RoD9Z16rkkN4r195zla1c7bM4cwLsaHr45W8fbeUibF+nLP2GhqO/SkBnkwNsqb0tZukgPd+XZ+BreuP+Xy9/TgpgJ+XJrjIPxGixWrzYanXMw71wzh7T1lvD4jGaFQ4IiqC/SQ8ebMFBatykUkhKU54cT6unGoso0ILwXFzVrmptsL5fdvcpbGx/goCVHJ2XCqjsXZoazJdX2tBXh1VwlXJwcQ6a1kxZFKnp2aQGaIJ1abjX1lrTy37TxCgf1aqjVeSDPYcKqOJy9PcFLyNXUZ+xXRAEpatIx+bx8Gs5W/T45jYowvM788Sm2n3mWM7vqTtczLCEY5QKSw2WpFLBxUAQxiEP/TGCT8g/i3go9Sgkgo4PZRUby2s5g1C7J4ftt5h/vu+GgfXp6exCeHypk1JIjEAA98L1qgduhMlLZ2E+qlQCoSujR1uyLBj01nGsgO8+Kz6+2L3OlfHHEaI/j+VB0PT4hxKfk3Wqw88nMBn1yfRpS3gnf3lTuRfbDPGPaS8F58NHsoZ+o7WfDdCfRmKwIBXJngzz3jovn8+jRu+/60E/ETCwV8PieNYJUcXzcpb81Mwfui/Q1TKwhTKwhWKbjmq6MDHttvjlWzODuUshYtOWFeHK1q7/ece8ZGEaxy7n5qa0v5fdkIjlS2s+FULf7udvl2uFqBn7uMLbcMo6Jdz9kGDcEqOTUdehasOuGQ/h4qb2NGsj/XpYXw5NZCJyflWF83Vt2YycOb8+k2Wnj613M8PSWe61cep6JNh6dczM3Dw9k7KY7KNh2L1+Ty8IRYXt1ZzK6SFvRmKz8tHcaqEzXk1XYQrlbYCwZiIQ9tLnCKYjxdd47PD1fyxZw02vUmB0F8bXoyL16ZyLs9C0tfNyn3jYsiQq3kwZ/O8MmcNGo6DGw6U49AYI9FilQr8O/T4W/WGmnrNjI6yhuz1UaivxuFja5lydlhnlhsNiQiAWKRiFBPBVsLXWe6G8xWipq1iAQCdpW0MOHDA3w+J40FmSFIxSJH8eaJy+P5Kb+hH+lJC1YhFQsdCz+TxYbZOrBbtYdMwrBwL5fKCbFQwPNXJDrNgHbqTTywKZ+1PQWCo5XtfDg7lcvjfGnRGh0jJxcjNcjDERnZF3UaA3/7+azLbXvyt3McuWfsJRUINR06uk2WSxZlXMFiszIi3Jv6Dj33bsznXNMF4y+92cq7+8p4Zko8M4cEsr+sFZVCwq+FjUyK8+HD2ak8d0U8J2s0jt/f1SuOMDJCTXqICpFAgFBw4Vxr0Zo4UdOBXCyk22BBIOg/fvLevjI+mDWEW9afclqke8rFfD4nDZPZRsgsOavzathV0syPizLJCrkQgh3gISPAQ8a5xi523D6Kl3cUO/mVSEQC3p45hI8OliMTiQj0kLNhSQ4RXgoMZgt1nQa6TWYkQiE/FzTQZTSjlIi4eVg4nxys4OrkAN7fXz7g8fwpv57nrkgg7E9iH6ViIXmVncwaEki73szdY6L4Kb+BLoOFHxZnU9Opx2ixj7o8vuWsU2HRRylBa7R/160uRoF6YbPhcvxrEP/3aNEaeXlHMX+bFMvTv53jaFU7IyPUPDA+Bo3BjEZvorhZS7SPkq3nmpw66serO/joYAVbbhnOsap2fsqvdxqdWZNXy49n6vlj+UhKW7R4KiQMC1ejkIg419jl0uME7IXVitZuAj1k1GsMyMRCor2VfHzdUN7ZW0ZpixYvhRiTxcb6RVm0aE3IxAKe/f0cY6K8WZwTxjt7S3lrTyn+7lJuGhbO7NQgNuXXsefOUXxysILvTtQgEgpYkh3KpDg/5n5zDLAbsZ5vGjgJprZDj95sZc43x9m2bAQqmZi3r0lhf1kbzVr7WsVqwyn9BezX+eLmLj6cncqcb+wRe2OjvZ2K+QA6o12236tG+vBAOZNifQlWyRAI7EWCi9dP3koJEhfF3KKmLn4718iO4hYi1QqW5IQR4+OG23/xWjyIQQzCNQZ/SYP4t4JIJOSG9BAWrc7lmakJHKlsY/kIu2zNWymhU2/mmhVHaOgy8taeMu4dG8XDE2Lo0JvJb9DgJZcQ0iP5e39fGR/OTmX5986L5jAvBfeMjWbL2QbEIgHY4OXtRS49A17bVcKmm4bx3r6yfsS/pKUbvcmCj1LC9y4q4d5KKY3aC+85OzWIwsYup4WyzQZbChsZHeXN4co2l13eZetPsfeuUfyxbAShl4hSk4mFNF1Crq+UirhleAQdehMTY315cXsR35+uc5j83TMmivvGRiETO3dezWYzISoZ16UFc+3QoH6jEjG+7thskFvdztfHqvi5oAGrzb7AeGVaEnWdBh6IjeHejflOZB+guFnL4jW53D4ykt2lrfxR1MzykZEOgtqhN/Pm7lKKm7UMDVJhstgYHuHl6FhvO9/EntIWZqcGMSs1kKYuIzKxgNpOvRPZ70VVu44/zjdxebyvw/n54Z8LGBWp5vkr7BFQWqOFOF83Lv/0IF/fkMHqEzW8vrvUYVL42q4SlmSH8tK0JHyUUs7Ua1i24STHquz7lhHiyQez7Z3fi7dh1pBAIntmQctbux3jFQNJ38G+SHbr0025d+MZLov1dYrsi/Vx4+h9Y3lpexE/5TfgJhUxLyOE0ZHeLFmT63heerAKD5mYSwUrhahkbL1lOC/tKGZVrl0dMSpSzeszUhgS5OH03MYuA+tOXuhQma02lm04RaK/O4uzQ/n2xkxmfHHE6byO9Fbw3fxMugxmZCKhU+e1scvgMtIO7KMJTVojIyPUTi7+fTEmygfXgz6Xhq9SSqCH3auhL9nvi7f2lBLr68YDPfLb7DBPEvzd8XGToRCLeWyrc6HiYEUbByvamBjrw/VpwaxblG0vYv5/7L1lYJTn+u39G9e4uxsJJAGCO6VAS6FQvLRQqLvbru9dd/cWKYWiLaUttMVdk2AhEHe3cX8/TDJkyITufc7Z5+z/frO+EUaemWee577Xda1rrc7iiEgoYNmQKD6dNYA7N55ye+6e4mZSg9Tsv2cka/OqqWg1kBPty4gYfxq1JmQSIaPi/BkY6YMDUDjMrlQHu91Bg9aE3QER3nK+z61yFWS6YLE5uHfzabYsHcL13x7j2n7BmCw22owWPjtYzhu7i1h3k5PcSMVC/jjThNFqIzVIzZdzMjFabR6TO7pgtNioajNisNh6dfyelBzEr+frGRnrj0IiRC0TM+Obo6777MnqduZmhvHUr57HY24dGsPXR8up7TCSHKzy+BhwGpZJRQIqWvWEeMl63N/68H8PZpudeq2JfiFePFlZwITEQJYOieKWH3JdpFUogJ13jnAj+13QmKw8/VsBb03r16NzDs4C6dO/FvDilBSMFjulzXouNGn/svBkszsQdaqCbh0SzQf7Slh5wqmY2rh4MOWtBl7dWYSvXIK/UkJqkJq/TUzCYLExe8Wl2fuqdiMv/XGBk9VtTEoKQigQ8I+pKdw/Ko62tjbU3t5kvrPXNd53rl7L4CjfXuNfc6J8KajXYrM7eH57IQuyI2jWmznfoGXpkGiPyjRw3pvyazrwlolJCVJT1Kzj1WvSeqhcmvUWNzXXB9f3p05j4sXJKRQ26oj1V1LWouf57YWuYvLczHDqNSZqOoz8fK4elVjI1H4hTPr8sFti0fv7S/lqbiZBKineMgmJgSrC/0L91oc+9KF39BH+PvzXIcZfyZdzBlDeamBwlC86ow1/pRi5RES70cpdI2L54nAFjToTdRoTDTozB0pb2HK2nj8vNnL/qDjmDghjTV4NcomIn27J4WBZK3UaI0Oi/Bgd78/Wc/UIBQImfX6YdTcP4sezvcdWHShtYVCkjysfuDvsDofTeduDw1Z5q55+IZcI0ryscG75Ic/je6QEq3l2m+eNrdlmp6hRz9S0IHwVPR12u+CrkDA2IYD1+e7FB7FQwOezB6A125i98jhNOjNj4v15blIK/5iSQp3GjEwsxF8pQfQXUrzLyX69xsTBshbe3lNMh9HK+MRAfrl1KKdrO5iQGMj0b5zSwN9vH9Zr7F5BvZaEACVvXdePGD8Fcf4KRsS6k7otZ+u5bVgMIqGgB9EwWe2syb0kZ5+REcoPeZ7l7QDf51Zzw4Aw/nZVEvdsOg3AwbJLUXDT+oVw08AINi/J4WhFK41aM5/M6k+z3szjWwswWGwsP17FrAHhpId6MfrjA+i6SUVzq9u59qsjHHlgND+eruHlHcVIRAJuyYnigdHx+HYa1cX6Kylq0uIrlxDjp+jVSDElWE1Z6yXCpDPbaNCa3Ai/UCggOUjNx7P68+ykZE5UtfPF4XLe3lPs6h4LBfDBzAwClRI82fKZbTYqW40cq2xj/akaxsYH8OCYeKQiIT5yscfEgjaD1aO53PkGLU/9ep5xCYHsu2ckpS06zjfo8FdKkImFXGjUYXM48FdKSAxQuT7LX0lBTVYbL01OZdIXh3q8b5y/kpwo3/+ljlKotxxLZRtFTb0b17UbrUi7ud0fr2znvX0lvDs9HaFQ4BYHBhCklvLV3EwOlrZy67p8AK7PCGXL0iHctj6feo2JLw5X8OwkGeMTA9hV5B7nF+Yt4+EtZ/BVSJjWL4QhUX406swIAR+5hFt+yHNFAGaGe/P+jHQifRVsPFXL54fLMVntfD57gJtJYHc4HPBHYSPjEgL48UwdSYEq/rzQxHPbC7k62UlWlh+vdJvbv+7bY3w4M4Ork4M4V6fh08tiU7swNTWY9/aVuo7hzo2nqOj2+86O8OHBMfHMX3WCkbH+pASrmbfqhFtRNbe6nQdGx3l0O394TDxpISr+MSWVELWMs3UaJqcEsb2wkcvx9ympvLaziB/ya7htaDSPjkvoc+7/fwQfuZjxCQEu8vjQ2HhuWH7crYucGqxmX2nv0Zb7SlqcMZq9/X9pC806C3NWHichQMlHs/pzsqrdGRfqwQxSKICEQBW1HUYWZkewaFAkd208hVAAL1ydjI9czIHSVuYMCOfHM3W06J3eI5E+cu7dfMZjsXbruQZuGxqDxWZHIhIR6iXF3G5Ba7YTrJa5CP/vhQ08MHoo3xytcFtDwOklcNPgSGZ+e8z1ue4ZFUekr4I3dxczKNLX47UhEgp4akISD/x4huwIH+ZkhjE1NZi0zljCRq2Jeq2JZp0zfvOZq5JYl1/Ds1clE+olY8a3R6ntuNQ4GBLty+obBzJv1QluHhyJXCJkTW41qSFqApVStGYrZS16XpqcwhO/FLjOrcMBd6w/xaYlOYz79CBx/kq23z7MzbelD33owz+PPsLfh/9KWOwOnvy1gHqNma/nZfLm7hJ+PFOH1e5gWIwf387PItJHRnW7iao2A60GC0OjfXhhcjLV7Ubi/VXMyAjlowNlPL+9kHBvGaFeckbH+9GoMRHqLeeJXy515DzNtl06Frur+t8d0X4KfOQScqvbmZoazNbLnLm1JhsNGhPZEd7kVncgENCruZrd4bhil7fNaHEj+zabHZ3FhkQkRNEZ26aWiXl2UjI/nqlzm2l/f0YGp2o7+OZopWsx/vFMPb8UNPDDTYO5f/NpqtqdbvXzs8J5d0a6R0O6y9GgNfHAj6dZ163AcKZOQ1mznsfGJ3D3ptOu7OTWK0T4gbMzvOpEFfk1HYR6ybhrRCyLB0dx18ZTl7onbQauzwghKVDV66gGON3ZL5/p7w6h0DmHnxHqxZalQ3jyl3Ocq9cSoJRy69BopqQGsae42U0C/dGBMkbG+rNiQRZzVzolku/vLeH24dE9NmrglIG/u7eEtGA1xx4cTUG9hnX5teS8v49jD4wmoXPTMyjSl/rOjsqStXk9XmdyipNY2R0Ohkb7YrDYOFWr6bUwo5SKiQ9wFscuNGrJr+mgWW9mdJw/b0zrR0aol8fnAVS0Gpm1/Jgr6mlz52z5zYMjuTE7gs1n6rgqKZAwb7lLMu/9F0kNapmIcB85UpGAD/eXEuuvJEgl45UdF12/iewIH1YsyCIj1JsQLylh3jK3DWcXInycYy21GhMbbx7Ms9sLOVunQSwUMD09lEfGxhPm3XsCwZUgEQmJ9lN4PJddkIuFKMQivOVi14Z967l6Xpmahq9CTJBa6jLWBPjshgE89vM5N5Lx5u5iNp2u5bMbBjCzU/7/6cFy3pjWz43w50T5khbixcoTVTx3dQorjlXy8JZzOBwwe0AYS3KiqG6/lDCRX9NBVec4Qn436XKTzumG3htqOowEKKXozDa0JhtfHnYS+GvTgmnUmd3Ifhfu23yGZ69K4s4RsazLr6VZ7z5i0T/MCx+FxJVScefGUzw/KRmlVITFZsdLJqGiVc+Nq0+iMVkJUkmp7TC5dQe7cPv6U7x6TSpPTkhkw6laFBIR87PDifNTEqiWUa8xcPfIWIwWO7P7h/H10Uo+OViGxmQlzl/JY+MTaNSaSApU8f6MdO7ceJrjlW1sWJzjcaSkD/9eKKXOFJ2yFr3Ti6Kqvcd9XCAQXHEtBCdJ7w0ioQAHzhcobtbz4I9neXZSEi9NSWXR6pM9lHpPT0zCSyZm8y05bDvfwN0bT/HNvCyUUhFak5UTVW0cLGtx88b5paCB/qFevDgllVm9jNEdr2ojJ+qS+abEOwCT1sKyIVEu1YrdAc9uO8+aRYN46Y9Cl0osI9SLl6akUNyk49v5WegtNn4tqMdksfHajousWpjN3349zzfzshh2to5vj1XSpHMaB98/Oo5PD5ZT1W5kfGIgD4+Jx7dzDKusRc+8Vcc5VnlJ43Xb0Cg+vL4/NR3GHmQfnJ5FK45VsvPO4Ww734BAICDCR868lSfczG4HRviw+saBzF5xqYBjtTsoa9ET5augtEXPgu9O8NutQwlU9117fejDv4o+wt+H/zqYrDY+PVhObnUH628ezB0b3LtDh8tbmfb1EbYsHcL8VU5juCkpwbw1vR+fHyzj2+OVaE02EgNVvHpNKmKhALPNQUaoFxqzhXBfOf/YcZH+YV7cOTyWSB85ExMD2FHkuatwbVoIn13WyRIJBbx1XT/UMhF3bzrDupsHsbek2c2JH2BfaTPrbxrM07+dRywU9BoD2KwzX7HLOzzWD4AOg4XqDiMHSlswWGxkRfjgq5AQ5avAVyEhOVDF3ntGct/m0/jKJTw4Jp56jQmlRMSXczNp1Jp48pcCdGYbFpuDV3dc5I7hMTy7rZD0UC9yonxdROKvSH9ps96N7HdhXnY4bUYLR7spImRi4RUjEEVCgcsArE5j4vnthSwaGMn9o+J5b59TtpgYqGJhdiRiIdw3yrPR3nX9QqjTGJnWL8SjeSE4TRN3FTWREqwmxlfO1mVD0JltnKhqZ21uNSPi/NzIfhcOlLUwOt6fcQkB7C5upsVgcdscycVCwrzltBostBksHKtsI8ZPwes7i1BKRa40iE8OlvHqNalIxSL8lFJ85BJkEhFblw3h6V/Pc6q2Az+FhLtGxNA/1BsEcOyB0RQ0aJGJhSQEqPD/CwOycG85T45PZElOFHaHM/6tK1vdZutJaitadXx3ospjrvPK41VMSQnmmd/Oc+9mC1/PzeSG/uF4ycUEqaRckxrMrx48CK5KDiSkc2PXYbIS568iI9SLm9bkuj0ut7qdCZ8e4tiDo4n2VbDupsFc9fkhNyWHXCxk9cKBBKkkSEVC6jVGVi/Mps1gQSAQ4K+UEKKWEaj6X99IRvooqG4zumZ5L8ctOVG0Gy18PnsALXoLT3Z2s0xWO6Fech4fl8hjW51y/5woX87WaTx2FIub9eRWt7tULE06M+mhXszNDHfG8g2KxGC2sWxdHmsXDWLxmlw3x//vc6vZXtjIqoXZXPv1ERwO57XRZrC4kX1wKi0GR/qyt8TzvS0nypfvTlbxyNgEQr1l7O58XISP3E3qKxIKiPKVY7Y6qOkw8tXRClKC1Xx3Yzbr82v4taABuUTILTnR9A/zZmk3JVNFq4Fl6/JRSkU8Pj6BnReb2FviHHUZEu3rjLzshcCZbXYe+fkc++4dyd0jYonwlePXWfgsadbx3LbzrD9Vi8XmINZfwdezM5mX5TRErdeY+OxguWt2e2ZGKE9PTOTvf1ykvFPe34f/+0gMcKp5JiYFUtXWc70736BlYKTnlAqAETF+vcbLAUxLC2HXxSauSgpkwcAIvGRiYn2VfHighC1Lh7D6ZBVHKtqI8JGzJCeKshY9Yz856Hp+tJ8CiUhAq96CVCxAIRF7XEtO12k4Ut7qWg8uR4haRlDn/ajNYKVBa+HHs3WMiQ9gVv8w13pwvLKdezef5tt5WfgrJRQ16TFarHjLJXxyoIxdxc14y8QsGxJFlK/CVcR4YHQcOrOVlGAVT09MQi0Tc66ug5e2X6Cscx9x14hYF9lv1JqYt+o4jTozL1ydTKSPgoo2A6Pi/Ji78jhvT0/3WGgF+PFsHYsGRXKxScf4xEBuXZffI9nmZHU76/NrmJMZxupuBrJ6i82VqHSiqp0GrbmP8PehD/8L6CP8ffivgslqo6LVwLfHKkkLUVPZZnAj+12w2JzuvTcPjuLD/aVMSArgnk2n2dNt4S1q0jFn5Qk+mdWfr49WUNSkY8PiwZQ0tjEsxo9YPyWv7LxIh9HKivlZHKpo69GBn5EeisZo5eu5mXx7tJLyVgODIn14ZGwCvgoxBouNA/eORGe2cvC+UXx2sIxfChrwkYt5eGwCVyUFEuIl49Fx8XjLxMzPCvfopv7jmTrenNbPZbDTHdekBhPpLadVb+bLw+U8/dt5t7zep8YnMj4pkCHRvujNdtbmVvPxTGfFftZlcskued66vGpm9g/H7nCQEKAkI9SLBq2Zt/cU8+jWcyQFqnhhcgoTEwN6PVc/5Ht2F5Z6iLn7+Ww9Nw2K5NtjlT0ePzklyK040IXVuVX8vHQI7+8vwUcuISlQhVdnR/nRcQnIxCLe21eC3mxDIhKwICuCJyYkMvDdvbw7PZ2JSYE9OpTxAUrGJgRwsVFHZZuRD/eVorfYWDQokmExfsT4KvjpCuMdK45X8uxVyewubua6fsG06M14y8X8fXIK4T4KSlt0hHjJEQsF/HGhgVa9hXX5Nay7eTBfHXFGG/5a0MDj4xMJ8XIqM4RCAXH+SuL8neehqEnnSjeQiYVsL2xk0fe5LhWKQiLiizkDmJgY6FFm3wWRSPhPS5c1JivfHO0ZvdiFn8/VMzEpkA2naln6Qz5Do/1Ik3vhp5Ty6ewB3PJDHjs7v+vFgyO5aVAUHSanOV2sv5KT1W0MCPPilZ1FHl+/SWdmf0kLNw6KZEiUL6cfHcf6/BqOVbaRE+XLnMxwYnwVSMRChO0GLHYHBQ1aQr1kRHjLiQ9QeozhBNCZrdRrTBQ16RALBcQHqAj1kiGXuM9yh3nLGRjpw6qF2dy6Lt+t+HZdvxDGJAS4zsPgKGc3a/Hak/irJAiFAhYNiiCvpp3VJ6sZlxDA1oLef0c/n6tnamoweTVOwzqdyUqgSkK70coXh8r5x9RU7h8Vx6GynvF+AM16M78XNnJ1slPGPirO36Px4zdHK/j0hgHsK23uMQIRrJYyMMKHwxWtZIZ5IRcLkYtFGCw2cmucHUCBwCmfH58YSEG9FrlESIyfkh/yqmk3WlmyNo+Z/UP5edkQ9pe00D/Mi6lfHfGosNF3uoh3mXlG+sj57IYBVLcbSQhQoOp0Gr8c3nIxNe1GqhwOMjojF+s6jNyw/LhbgaOsxcCpOg2fHy7nfENPH4bNZ+pYMiQKqUjIofJWhkT79Xp++vDvg1Qsol+IF3ePiGVnURNfHnG/79jsDv680Mhdw2N6jIwopSJeviaVb45W8MT4RF7f5X4/CfOWcdeIGNqNVtQyMY//XECz3mke+vj4RDafruHhsQm0GSz8WlDP334971Kh+SokTEoOZEJiIF8eLueD/WUcum8kW856LhwDbDpdwxMTkjhbr3FT9wgFMCEpEJFIiM5s5ZtjlRwsayVYLaWqzcCC7HCW5ESSV92BUipiYIQPMrGQTw+WkRHqRVyAiqlfHnZdR60GC2/tKWFHUTPvTk/n1vX5PPiT08PgyP2jePH3C9wxPIZr+zk9YvwUEsJ95CQHXhr7atCamJAYREqwmk8OlnKhUUdqsJqsCG8eHht/RXWTze7AYreTGKjkXL3GY4wtOI1JVyzIdiP86aFebvdSfS8eLX3oQx+ujD7C34f/GrQbLGw+U4u3XILBYnNGtpX2NF7rwr6SFmZlhCEXC0kMVLOn2N00SyISYLE5eGXHRZ6blMztG06x6Ptc/rxjGBKxkDkrL5HrF/+4wKbFOXyfW8We4mYClFIeGhNPeqgXr+y4iNlm547h0UT5KvGSidhZ1MTz2y/QpDOjlom4b2Qc946K483r+vH0VUmIhUK39IBIXwVPbi3gtmEx1HYY3dQEMX4K3pmejp9czG+3DeWJrQWuLu+DY+K5dWg0gWoZ+0ubefIyAyuHA17ZWcSYhAA0Riu/X2jk/X2lTEoOYu6qEz023kcr2vi9sJFxCYHcvCYXg8WGUOCcLV7cKRN2OOBCo46F353k5ampzIrxvDHubdpaLHTK7btLn789VsG387ORiISsOF7pzDcXCliQFc6sAeEs/K5nocPhcJrsRXjLWbtokBt5DfGSM6t/KAPCvREKQCgQUNqs5/3OueGHtpzlw+szmNU/jPX5NRitdqalBXN1SjCHy1vYU9LMj926Nn9ebCIlSM3vdwyjUde7BLpFb0ElE+OvlHDToCgatCZyov14YXuhK+8YnPPbm5fk8OTWc1jt7s74/kqJq+NxOaL9nMR1fX4NWeHeNOvNvNxpUNgFg8XGzWtyOf7gGBQSIT5X8HXoDqvNTqPWhNZsQxYSS43GRLvRyvkGp4/AO9PTeemPCx67/EaLzTU6As5opueudsb7Rfkq+GHRIBq0Jqx2B5tP1zL5y8OuAoVcLOSd6emkBqs56+G1u7Cv1En4JWIhiYEqnpqYhM1udxtfKGvRc9u6PLfrJ9xbzk9Lc8gO93HF8XWhVW/m66OVPP1rgUtdopCI+HpeJtPSQnq4+Uf7KVFJRWy7bRitBjMtegsCnFFiN6+5VHQ5XtnOxlM1fDYr05VqEeIl5/0ZGTw+PpFmnblXY0Fw3psGRfqwakE2f1xo5MsjFYxPCEAsEvLgT2fQmKzcNjSaOR4KgF3YUdTI9RmhbC9sxGKzezSja9CaWZdfw6oF2Ty3vdBlnvfYuAQWDYpkf2kzw2P80Fvs2HRmtt82lO2Fjaw8XskH1/dnbEIAJyrbmPb1Ubdj/3hmf1oMZqx2B78XNjI5JZiHtpzllpwoZvUP62ESCM7iwXX9QrHa7Dw4Og6JSMiMb4/xxPgENp6u4fmrk3ncQ0LD29elsza3irenZ7j+Vtio7aFmAIjwlXsk+13Ir+4gIVDpUp704f8dHA7IDPfxOMLz/r5Sjj4wmnGJgXx+qJwGrYkRsf7cNyqWW9flc6SijYfGxLNh8WB+PF1Hk97MqFh/MsK8KGzU8su5Bn6/cMnPIa+mg4WrT/L1vEyUEiEqqZwf8mqo6TAiFMBLk1OJD1Dy87l6tncW0lYsyKa4SefRnFIiEvDMVckMjPChut3AK1NT8VdKeXdvCQfKWvhqbiZRnQZ19RoTf/vtPAIB/HTLEGZ8e5S9d4+gXmsmJ9oXsVDA9sJGPj1URofRyuqF2by/t8Rj0Sy3uh2RSECIl8yp3JM6C3TvzEjn1h/y2d/NJNZHLmbbbcMYrJAiEgow2+woJEI39c3RijZmLT/ORzMziA/oPbrUSyYmxlfJgFAvj1F9XTBZ7W5inQXZEewraXbdeyUigSvWtQ996MO/hj7C34f/Gpyt17D0h3xevzaNAWHeaExWwq/QwQxQSdCarcT4KTlb59z8iYQC7h8Vx8SkQNoMFlRSMXUaI2Helxbfmg6jK2O7C0cr2pj+zVFmDwhj4+LB5Ne08+7eYu4cEctj4xKoajeiMVqwdc6av7LjUmdBa7Lx6s4iyloMfDQrg1APUvhQLzlvT0+npsPI365K5h9TRdRrTYR6yYj0Ubjca0N9FGSH+2Cw2hAJBIR5yRCJhOjNTrf63vDW7mK+mD2A13cWkxai5kydptc59uXHK/lqTqbLDd3ugE2n66jXmHl2UrIrFxng739cYOaDozy+zrKh0QSppdR0mFiTW+2awb3YqKW0Rc8jYxN4fnuh6z1uWZvLguwItt02FIfDOd8X7iNj4Dv7ep3Hj/FTsveekUR2Ji90oV5jZNH3uW6b+/lZ4Vg6NxYmq53bN5wiIUDJtWkhSEQC/rjYRKy/El+F1I3sd6GwUcs3Ryu4dWi0W4eiO8bGB2Cy2Nh3z0gSAlV4ycS8s+m0G9kHZ5zRrOXHeHt6Okcq2xB16z4/Ni7BLdrucogEAiYmBmKwOl3p00LUPQzhHA74+kgFy4ZGEaK2/6X7cZPWRHmrgT8uNFKrMbIkJ4o7N5x26woHqpwmcy9sL+wRpTc5JZhXd166ZqrbjejMVqw2Bz4KCQEqKQEqKdvON/QYhzBa7dyz+TSnHhlLlK+CSg8yXnB2gnp8F93IvsZo4YXfC3uM3tR0GLn2qyPsv2cUiUHuhlC51e083imz74LBYuPG1SfJfWgMA8J7SocDVDICVDJyq9sobdFz3+YzHo/3h7wa/nZVMhLRJaLto5BQqzGxq6iJuZlhHpMiAJYMjuJ8g5a//XapgLcmt5rMcG9WzM+mpFlHpI8cb1nvm2MfucSlSPr9QiNvXZfukglffpyj4/x5ZWoqYqGQGD8FxS06Br27123EZnxiAI+OTaCgXsM/pqYhEIBSImL5cXeLR4vNwR0bT/Hz0iGd0ZICAjp/z2vzati0ZDDHKtt6OPN/PLM/XjIR2y808tXRSlcqSrCXjOXHqrhnZCxrFg3k80PlXGxydh8fG5eAUACvX9sPpUSExmjBSy7hcC+u5iKBwGPMYRdUUhEOOwztpYjZh/97CPSSYrbb+XFJDo9uPce+zjGPYLWUv09JBRyMiPFjYIQ3BqsdvcnGvpJml3nuu3tL+OJwOVNTg5mVEUqtxsi8VSdYs2iQG9nvjpf/vMgvy5zrz7bbh/H6jiLSQp2FyGe6meb+eKaOAWHevDEtjQXZEW7xfwIBfDsvi+9zq13rGzjVB6sWZPPOdf3wkUswWh006vRoTVaW5ETxfW41Hx8o5au5WXxztBI/pYQ3dvU01EwJVrOjF4NbgH0lzWRH+HC8so3PZjsjhV/ZcdGN7INTSXP1F4c59ehYYvyUKCQiXutFYfXkrwXsvHMEw2L8PF5bD4+Nx1smQmOyMiLOv9dji/VX0G60kBqs5tah0SglIu7ZfNr1//eMiCO0b5SmD334X0If4e/DfwU6jBZe+sNJFD4/XM4/pqSybF0eaxYN6iH568KSwVGszatBY7ISoJQiFMDy+VlsOVvHdd8cdW36EgKUrFk0yJUt3m6weiQdZpud73OrCfOWcai8lZPVHdy+/hQ+cjGj45yO5VXtRt7dW+rxeNbkVfPc1ckeyVx5q57dxc3sK25mWKwfE5MCyQz37iErBucG+HIYLXaq2t2PWSiA24bFcG1aCFa7nWaDhQfGxPFrQb0r7s0T9GabM47wMhwoa+Gx8Qlus/ZGq51mvZUkt+dbudCo4+U/L5BfqyHOX8mHMzM4UNrCRwfKWJNbzTfzsthW2MB7M9J5Z28JFa0G/BRS0oLVJAWqMFhsfLS/jGg/BZnh3hyrbOtxPL4KCf1C1ET7KbHYbFS1GbA7wEsmQmOy9ejknaxu5+4RsW4RicXNej7Y7zxf1/ULwWix97oZBCeJXpAdQWKgymU61gWJSMDLU1OJ9JET0llA0pisbD7juePRoDUjwDn73WXouGhgJCNiPW+YjBYbh8pbWfpDnksCGeev5NVr0/jqcHkPN+aLTTpKmvUsXpPHL7cO7TV6ymy1caSilRtWnMBsszM3M5zPD1X0kIA36cwsXpPL1/OymL3iuOvv2RE+yCRCN1nmxKRAlv6QR53GxG1DoxmfGIRCIuTvf/T0PgAnAfv5bB3PXJXIAz+e7SEJlYmFXJMW7PG5XegqLHlCg9bMhSatG+FvM1j4+2WFve7H89GBMj6e1d9jpnSzzsyH+0s9Fu+6YLTa6c4rrTY7hY06Rny4H43JyvL5WYyM9e9B+kfE+DI2IYD0N3f3eM38mg72ljQzIz0EX7mYh8bE95pusTA7grf2FOOnkDAlJZjEACXzMsN7jNpkhnmTGKhiypdHEAhg223DWPjdyR7GaLuKmhke44+3XIzBbGVIlC+zfvVsSOZwwPbCRtYuGoSPXEygSopUJMRgsbFkbR7vTk+nRe9UOQSppCwaHIlMJKCq3egyJuuCUCBAKICPD5Shlop4cXIKJc16ztR1sPpEFQ+Miefjg2XsLGoizEvGI+MSmJEeSoBSyncnq938CQ6WtTAxsadzOTiLwSnBat6Zke5SZfTh/x28ZRJ0cisGs42Xp6Qi6ZS/y8ROdZxIKCDisnvauQZ3hZDObGPDqVo2na7l63lZPDcpmTMelB9dKGnWc7Zew+wVxxkZ68cH1zuVKk97iH48VdvBjotNTEkJIivCm7xq5+tOSgoit7qdXwvc7596s40F353kzzuG0tBs5u2Np9hV3IxYKGBGRig/LslhX0kz3lIRtwyJQiISMijSl1d3XKSkRU9GqBcvT03FTyFBLRW7DHYvR4haxlMTEhEANofT88aTogac61NedTsxfkpa9JYe912RUMBtQ6OZmuaM5fxqTiYv/XGBjadrsdkdeMnE3D0iFj+FhLQ3dzMhMZB3Z6QzONKH45cVuQHenNaPwZG+jE8I5OezdTy21Wk06i0X88jYBG4fFoNS2kdb+tCH/xX0XTl9+K+AzmzjQmf+dUmznp/O1rFqQTb5Ne38fUoKz24rdHv8VUmBJASqONzZTQzzljMnM5wj5a09YumKm/VM/+Yob13Xj0Xf5xLrr+y1owwQoJS6MtfBWSnfWlDPqHh/l1N6b6hoM5DSGX/ThYJ6DWM/OejqgH9zrBKxUMBPt+QwMTkQqeivc6G9OosOXZtlgQC+nJvJ3uJmZi4/5pIaZ4R68d6MdBo9OF53ISVITU03h+/uqGk34quQuDlmdy8O2O0OdhU1M/3bSwWVoiYdf1xo5PVr09i8eDAJgc4ZwvlZEZyu7eDjmf3xVzq7wDF+CmRip/uxSibmjd3FLJ+fxZK1ea6OHzgJ4KbFg1FLRFS1G/hofymfHixHa7YyNj6Aj2b2d41sdOFCo47Qznnuy7uLUpGQO0fEsulUDZYrnHuzzU5Zi56VC7L46kgFq086c+hHxfnz1IRE7A6H22/HYLVd0VFaY7Jy+7AYtp6r5/iDY4j2UxCoklLRamB/aTPbCxtJCFQyPzMCs83O5C8Ou3VdS1v03PT9SbYsHcLekha39x4Q5oWPXMKZOg1v7irizev6eZR1V7QZmPfdSddzZ/YPZekP+R6Pt91oRWe2khnmTYfJyoLsCAZF+rjFSSYGqrDaHa7rbF+JM7Zy7U2DPBbSZGIhz05KZmScP/UaE+sXD6ZZZ+aVHRe50KjDVyFh85Icov8iK9tgsV0xfaGsxf2cGy22Hn/rjguNOoydSReXQ2e2sfl0HZ/eMKDX58cHKFFLL33f5a0GXtlx0bVRv3vTaT68PoNFgyL48Uydy2F/ZJw/nx30HGcHTlO+O4bHEOQlJydKwKKBkXx30r3LPjczjAlJgaQEqzFZ7XxztIJnt53niQmJLM6J4uujFRgtNq5NC2F4rB/jOk3JBkf6cqKqrdff7CcHy/jj9mFUthnQmy293ifAacZ3VVIg1R0mGjQmdt45nNN1Hby+q4iFq0+SEKAkO8KHmwdHsS6vmtd3F7PvnpE9EjZ2FTVxbVoILXoLET4Kl4FamLeMz2dnMuaTgy4lw+laDb9faOLekbEopWKuSg7kwdFxzFl1ApvdwddHK9m6bAin6zRu9xOAj2f1p1+IGpFQQF51BzuKmvCRi5mQGEiEtxzvvzDC7MP/eYR5KwhUyahqM2C22fGRi1FKREjFQo/+JCNj/T0qOOwO+OZIOR9cn8HZ+t5HOoQCiPVT8MXsAXx2qJyvjpTRYep9PV+bV0Osv5J/TEklv6aDb45WcEtOFHdvOu3x8SKhAIlIxOwVR1zk2mp3sPFULYfKWlm1MJvrvz2Gv1LCzYMjGR0X4BznUzqNd/2VUkqbdSwaFMGnvdwjrs8I5fGtBbQZLTw+LhGzze5x7KALXQZ+4k6F3Kg4f+ZmhqOWiUgIULLyeBWzlh/HZncgFwt5aUoKz05KoqhJh9Fq5/uT1S6vhJ1FTby1u4gPZma4rY+x/greui6dCYkBrjShu0bGMnNAGAaLDaVERJi33OO9tg996MM/hz7C34f/CqilItJDvChrcS5OP+TVcKKqnXU3D0ImEjA4ypeDZS3ozDamp4dS12Hk5jV5rud/cqCU16f1Y/THBzy+fp3GhMXuYMngKC42arlxYCSfe8iQlogE9A/35txvPTcN+0tbGBvfu4kdOLvSLXozjVozBosNtUzMis7InO6w2h3MWXWC4w+Mpt1oxV8lIcxLhtZko05j6pyBl+CvEBPs5Vwobx0azeeHy9GbbUzvF8rpGg0rLpPbnqnTcMsP+fy8NIeMUC+P89hPTEjkjV2epX2BaqlbZyHaT4Fvt+i1mg4jt67P9yiZfX57IbvuHsH8705itjmYlxnOnSNiPBrHqWViHhgdR1qImjd3FfPxzP7UaY2cq9OSHKQiNVjNi79f4N5Rsbyy4yK51Ze6NruLm3l3bzHzMnsaID7w4xm+nZfFxlM1fNe5GRmXEMDLU1P527bzyIRC5mWH9+rgPycznENlraSFqDFa7Hw7LwuxSMCpmg6WrsvHYLFx5P7Rrsd7y8RuXgVdHZERcX6YrHaSA9VsPVdHWrAXacFqFFIRF5u0jPvkoNvcanGjHoEAjykGFpuDH/JqmJ4e4pqfVElFTE4JdqkQvj5ayWPjE4jy7TmHeaZW42ZGKRQIrli0atKa+X5RNla7s2t96/pTdBitSEVC5mWFsyA7gsVr3Z32T1S1U9HiNLSs6kYSJSIBu+8awUt/XOCZbvL1MG8Z628eTKveTFKQmnh/JeK/2AyqpO6ReJcjI9Tb7d9qmZiBET69Jl+MiPVD6UFhA06TKoFAQIfRSnaED7nVPbtZ71yX7hoV0hgtnK7t4M+Ll9QjerONZevyifNXMik5iPQQNZNTgqjpMHJ9/1DkEiHfHK3sEWunMTmLLs/+dp7R8f78fUoK942KZU1uNXZgQVYEYd4yVp+splFrdqVYAOwsaqZfiBerFmSxr7SF4bF+3LY+n3ajlcxwb169JpWfrmBC1mZwdgEPlbcSqArh0xuchoyeCMXEpEA+OlDKs9sKXQWEhAAly+dl89GBUoLVUhZkR/K3bQVsO+/8Xj47VMaDY+LcpMwrjley7qbBaExW7u0m/719WAyv7LjoMcr0owNlHL5/FF8eKedCg5aD941k8Zo8fORibA47y+dnUdysY1dRM7F+SpbkRBLjp6RZZ+bODaf47fyl8yQQwEcz+zM/K/yKozZ9+PdAIhISF/DPZbOHeMl4dWoaT/7q7vXgJRPz0awBpAWrUUnFSEVCfBViluREkRSookFrZuXxKhIDlSw/VslPZ+t55qokBOAxYaQLerPT46ZJZ+b2YdHcNCgCndnea8zs/Kxw3t9X4tHUrqbDyOHyVpICVZysbufvf1xkUlIrNw6MJD5A6UpR2XqunqmpIewvbeF0rfv6/eLkFL45Vulav3KifBkS5ddrsghAZrg3TVoTjVoTGxcPJre6nTd3F9NmsDAuwZ87R8RR1KxnT3EzRqudZ7cVkhykZuby4x5f7/vcGm4YEM7ACB8WZkfQYrCQHe5NtK+CBq2ZqrYOOoxWFFIRwSopkT5y6rVmjla0opCICfWSEuYt79VktQ996INn9BH+PvxXwEsu4dlJyfzSTSZX1KTj26OVjI7zZ/53JxiXEMizk5LZX9KMWiZmy9IcylsNhHvLEQicTrZXcppt1Jq4cVAEdruDa9NCOF3b4WasJRUJ+eGmQTRqTUT4yN1yrgFCvWRcaNJyS04k4xODUEpFOBxgsdn55GAZpS16/BQSTlS10260YLDY+f5EJVkRvrwxLa2HIZXebONQRSuPbjlHWoiaFyencOeGUxR3dqeD1VJeuSaN/qHeZIR5Ee2rYMvSITz+8znmZYVz+wbPXdrKNgM17Ubem5HON0cr2XCqFrPNTkKAkr9PSaVOY/RobBXrr6DdYHFt7tUyEasXDkSsbwVUWG126jSmHp2zLhitdoqbdBQ36zFZ7by84yLfHqtkx53D8ZKJaTda+PNiIxabg0nJQUT4yLlxYCQTEwOx2h2IhAISAtppN1g5Wd2OHQdas82N7Hdh9clqtt02jGOV7RQ2XvosjVoTlW16koJULJ+fhUgo4ERlO8cq23h/egZbC+qJ9VMyNNrXNQvahSC1lAdHx7OnpIn39pVyuLyV7z1IyH8vbCApUEV1h5F2g4XHxyfyzG/n8VVIWH3jQN7ZU+zqiEhFQpbkRBHuI6dOa8JPIeGeTad7mFTFByqvaIZ0qqaDSclBAPQLUfPy1DRKWnQurwGDxYbe7LnL06J335xqzVaX6ZMnDI7yJS3kEnnedttQVxHouxNVzFp+zOOG9u9/FvLmtHR+PlfvIoDf3ziQb471HB+o7TBx/bfHWDE/iwuNWpKD1D1e73LE+il4bFwCz24rRChw+gokB6mI8JHjLRUT7edeWFLLxDwzKZmfzta5jmdotC8JASpaDWZuGRKFqJcig0IiZMngKB7/5RyrbxzI2txq1uc7r6NpaSE8d3UyComQ8w0aZCIhDpzz7iqpiMsHRkpb9HxxuJybBkVittn59lglD46OZ0JiINf2C8FgtvHxwTLX2Mfk5CC+OFzhLEjucJLoP+4YzjszLpnW1XYYyY7w4ZqvjvQ49nP1Gl7ZWcT16SE889t57hwWi9c4McVNOp7dVshj4xL4cH+Zx889MMKHPcXNvLm7mDd3FzMpOZBv5mVx4+qTbo8LUEoZEu3LsA/2u/29uFnPnFXH2XDzYN7dW8L4Tw+6FbFWn6xm553DUUpFfLivjGa9GZFAwPl6DaMTAtyczvuHefOih3jMLuy42IRaKmb2AKccefWNAwnzkiISOs/HpKQg7hwW6zJytFpt/JBf40b2wdktvmfTaUbE+PUR/v9weMsl3DYsmjEJAbyzp5iaDiMTkwJZPDiKWD8lDVoTrQYLf9w+jIbOsZzPD5WTGqzmmUlJDAjzYtRHB9GYrNyx4RQbFw/mhgFhHj1dAKamBiMTCRkW7UdAZ8ReVZuB1GC1xzU0O8KHV3Z4HiMC2FvSzAczM6huN/Lb+QbW5lbzzCRnRF4XzDY7N6/J5d0Z6djtDvaUNOMjl7AwO4IVxyvdGhWbTteRE+XLI2MTXJGg3ZEZ5k2gUkqz3kKrwcK3xyrZ1c0D5edzDWwvbGLD4sGc60wa8FVIPMYldsFmd6rcvjxSwRvXprH6RBUjYvpzuKKNw+WtvLzjoqsomxSo4pt5mTy05SyxfkpmZ4ZT1W6gX4iNKB8Fsl4Krn3oQx96oo/w9+G/BmkhatYuGshdG0+7KujHKlrJCPXC7oB7RsZyx4Z8V7a1WCggzFvOP6am8Ny2Ql6emoqPXOyKfboc8f4q5q06waBIXwZG+vD0hCQkYiF51e2uGJt395agNVl5//oMvj9Z7WaCNTcznO9PVrFoUCR1GlPnDJ0DlUzEkxMSifFT8PbuYr48Uo7d4TRBe3RcAhqjFaPFztiEALfYQACdyYZS6pQ8X/f1UTci1aA1c9v6fDYtzkEpFZEe6kVyoIpHxsUTH6BEewUp4sVmHQdKW/BTSNh/70jKWvXUa0y8u7eEZycl9zDnifFTsOHmwRwqa+WmQZGkBKnJjPCmqt2Av9xAo87C8uOVpAb3NFbrDpFQ4Nb9r+kwkl/bTl51Rw/DoGVDo3l5aiqh3nIcDgdFzTouNOpYk1vj9CcYGk2Uj9xjXJfRaueGFcc5fP8oLjbp+PNCI8FeMq5NC+bdvSV8c/RS/N+SnCjCvGVkvbsHh8NZyPhqbhYlTTpWnazCYLExZ0A4d46IJc5fid5i44Efz/b6GavajRyvcjqXN+nMvHVdP565Kolwbzl/+7XAzfDObLPzxeFyJCIBAyN8OiOnes4X12tMxPgpenWxjw9Qcl2/EIZE+1LeauCXgnpGxwe45sOHRPtyvkHjik3rQlmLnqwI98738mOVPDQm3s2csQupwWoSA927bUFqGUFqGa16M7+db+g1kqnDaCOqsyh118bTGK02Yv2cklFPaNKZsTkcKKV/velr1DrNNsclBPDprP7EByj5paCB45XOXOcbB0awJq+ajBAvhsb4Edzpwp4cqGLrsqG8u7eYB0bHc6KqndzqdrIifDBbHTRqjQSpe0qHxUIBk1ODOFrZyg3LjzM3M5yVC7MJ6yyUzF55nIpWg6vw8Ni4BCRiIa9dk8b87072eD2A6ekhfHKglH9MTePBn8644kaVUhFPjk8kI9SLD/aXcvvwGOasvNRd05is/HmhkauSg5B3Sp2DVBIOXSEF4MczdczLCueXgga3IipAcpCKpEAVFy/zqAB4fEIiT3QjDn9caOKqpCBu6B/KxtNOUjQqzp8PZ2Zw+/pTvZwrM4UNWo5UtHpUrFxo1HJNSjATEwOx2Bx4y8WEe8vdxqj+GQgFkBXujdZkJdJHzc6LjSwcGEWAyjNpr2gz8vGBsl5fb+WJKt6O6D3/vQ//GfBTShkWI2XFgmzMVjtqqQiRSEhNu4HVJ6vZXdTEjYMiWfR9LpE+ct6Zno5SKqK63Ui1Usq6mwexeE0uDVozz20v5IebBjEgzJtTl83++yokPDougQ/3lzC6m7Iv0lfBy1NTuWFFzw64w+HAXynptdseqJTywb5SNp+p5Yb+YWxcksOB0ha315+UEsxjWwu4ZW0eET5ysiN8iPFT8OWRcrd1DZxNkUatmUCVlNeuTeOt3cU06cyIhAJmpIfwt4nJ6Mw2Chva8VFI3Mh+F8w2O2/vKWbZkGhe21lEi95M+BXiXOViIQIERPsqOFjeyt+npNJutFDaoueJy9aUi006rvnKmUqw4ngldR3GTrVmK34KLZE+cgLVUsK85H+p8OpDH/7/jj7C34f/GnjJJMzqH8awGH8adSaEAghSyWjUmRkW48ep2g4X2Qen/LmyzcBPZ+q5Li2E4mYdPy8dQp3WhMMBG07VsPFULXaH0/ysw2SlRe/sMj8+PsEp23U4OFuvYV9JC6Xd5n3nrDzOmkWDOFndRlmLgZempFDWoufWYdHUdph5bOs5V5dWIRHx+PgEwrxkfJ9b7eomNunMPPlLAe9MT2d7YT2LB0f1IPwJgSr6BXux42KTRyLlcMCnB8uYkxlGnL+CSF8FI2P96TBaUctELtKvkopYOiSa8YmBWO124v2VRPkouPH7XMYlBrKgGwlZuPoEz09K4akJiVS2GcgI9aaoSccNK47jq3DOEm44VcMz284T6iVj3505vLW7mHf2lvDlnAG9Oq2rpCJXJF8XfBUShAKBR3fgr49UcE1qMDP7h1HUpGPm8mOc6zZ/ebCslWExvnw8qz9L1ub1eL7ZZkcmFjIlNZjhMb7UdpjYVdzM7cNiGBHjz5ZzdYR7yVk6NJoh7+9zPU9rsjF/1QmGRPvy3vR00kO9CFJLXW7rPnIxMX4Kt2PpjnlZ4Yz79CBWm4M5mWHUaYwsGRRJq9HWw92+C98creTO4TFu8XzdsS6/hs9mD+hhBNWF+0fFUdGmp6LVQFqoFx1GC8s65+qFAnhifCL3bT7D8Bg/Pp09AJ3Zyvbzjbyy8yK3DolhSkoQ2wqdnc19JS1cnRzEi5NTeHdvCW0GCwIBTE0J5qNZ/V0y9cvhp5SybEh0D2VEF5YNjSJILeWatBB+XCLHYLXRpDNfcb60pFnPnMzwXv8fnJnrT/92nuXHKon1V/DZDQO4fvlx11jCgTKnw/0b09L45mglP52t4/Vr0whQyVDJxExOCSJILWXiZ4dcnacfz8Abu4pZf/MgQtQykoPUbkQxUC1DAMzLDOf+0fEcq2ilUWtCKREyt1tUnt0Bv51voKBBwz+mpBLmLef69BB+PFvf/SNwx/AYztRpeGRcInNXnXCTqevNNp7bXsh3C7P5ddlQHtt6znVdz8kMY0F2JO/vK+GhLWcJ9ZLx5IREZvYP40qKWFsvQ/rDY/yobDOwZWkOL/x+gY2narHaHaQGq3l6YhI/nanrMQLx6aEyVszPZn52JCKhgLN1HYiFAkRCAeMSAsiv6eghca5sMxDqJe+hZBkc5UN8gIoxnxx0u99F+yn4845hDIr0cSVenKrpYHiMH4d6ceSfmBTELT/kcrZOi1IqYsngSFoNll4Jv81Bj9Gq7riSX0Ef/vOgkIhQSERUtRnYWdTEyuNVKCRCnp+cwszlxwjzlvHl3Ezu3njabW1PCVKzYkE2i1bncrZOg0gAX84ZwC/nG1h+rBK92cbU1GAWDYpk4eoT9AvxIljt/psaFuPLN/Myeea3Qmo6jAgETkXJoChfbrE5PHbbAa7vH8bSH/Kw2Byszashr6aDr+Zmuj0mwlvO0iFRfHO00lmkaDciEwuR9kKI7/vxDK9dk8bExEAGRfogQICfUkJps57ZK4/z+x3DaDPK2H6F0YU9xc3cMzIWcI6QlbXoyYny4Vhlz1GmW4ZEsel0LTcNjuT29afYeq6ej2f15/19ns2MNSYrO4ubmJoWwpu7injwp0vF9ECVlK/nZdLkY6Z/qHcf6e9DH66APsLfh/9xcDgclLcaaNCaqG43oJSI6BfqTZSvArFISLSfwk2eKxULWTw4ki8Oe3br33qujtyHxzojer46gs5sQykVsXhwJCsWZPPx/lKen5zCsk6jMocD/JVS4v2VnK7r6NGB7Bei5r5RcaikItYuGoSvXIJKKqJWY8Rsc3DT9yfdNqsGi40Xf79AYqCKe0fG8monuRUKYEpqMCarnScmJPWYRV00MJI/LzQSF6Air7odiUjApOQgglRSLjbpXOMGZ+o0zM0MR2OyopSKifZTojVZuH9UHK/sKMJPIeG7Gwfy6cEyPl5xDLsD/BQSnrs6mT/vGIZc4j77PCkpiKQgFRqTlWhfBX4KMd/nVlPeaqC81UB+N9JapzFhsov48IBzMX9vXylvTEvj5jW5bgZqAgG8Ma0fnx4sc/0tM9ybd6an88kVumpv7CoiJ9KXtXnVHgn24fI2FmRZSA5SuRV7wEmiQryk1GuMPLb1HN+duCS/zwj14tlJSYyND+gRwdiFoxVtLF2Xz6bFg/nzYhNDov0I9ZIS7afkmauSWXiZjHlAmDfvzUgnt7qdaWkhLBwYyfr8Go5UtCEVCkkL6V39YLDYMFrt+Ckk3JgdwerLRgUkIiEOh4ND943kSEUbK49XcbK6HZlYyEczM4jxUzIwwod6nYkvDlfw6cEyrHYHI2L9eHRcIt8eraCq3cj6U7U8e3UyK49V8lZnjONLf1xgxYIs+oV68c3RStoMFr47Uc3nc/ozZ0AYZpuzyx6kkuLzF8ZlU1KDPXpDpAarmdYv1DWXmRCopLRFT7PejL9S0mOsoPvzHL1lqHViW6FzIw5w38g4Hvn5nEcPgr/9dp4Niwcz45tj3DsqziXBbexMH7h89t9md7B4TR677hrOJwfLeGhMPGrZpSU1J8qXkmY9D/90hihfBclBao9u3gBlLQZ0Zhtv7y7myQmJTM8IY8fFRuRiEXMywyhp1rPieCV2h8PjTDrAm7uLWZgd4Uqs6Bei5rp+odyw4phLNVPcrOe29ac4VtnOsiFRrmSTy3FVUiCFl0mOk4NUfDp7AO/tKWbdqVoWZEWwcfFgInzklLboeea3QrfxmC406ywUNelYts55/3xyQiJmm4Ox8f5oTDZuHxZDs97MYz+fc90XndeSnAtNWtbkVtOgNdM/zIsv5mRy5/pTPYqbFa0G/vZrAV/MyeTqzw/TrDfzxeFyvpiTyYLvTvRQ+Dw+PoFvj1Vwts55vHqzjU8OlnOiqp3vFw0kzr/nTLhCImRErB87PDj4A0xODfL49z7856KyzcCkzw+5rQ2Lc6Ko7TDx/ox0Hv35nBvZB2f86gvbC3lwTBzv7i1BJhaSEKBkWU4UMb4KzDY7+0tbuO7ro4yM8+Od6el4yd3vi2HeCuYMCGdkrD/tRitSkYBTtR18uL+U+0fFcV2/ELcoP3BG2x2taHXzyDnfoKX9smJZgErKK1PTmJYWwuu7imjSmYkPUDI+IdBjSonN7uBMnYbCBi0lLXocODhS0YbBYmPDzYOJ81MiFwvZW9yzu98FmViItdt6vjavms9nZ/L0rwWuQnHXeNrQaD+q243sKW6mzWDhRFU7ComIc/We1WkAAgdsOlXTIz3DmQyTx1dzM/FXSt3UaX3oQx/c0Uf4+/A/Co1aE/tLW3hjVxF1GhODo3xZOiSax38+ywuTU3s43AMEq2VMSQnmq17i+W4eHMW7e0r46uil/9ebbXx6sByN0cpTE5O46ftcV3fHVyEhQCnBRyHhz8si2q5ODuKWIVE8/et510Yhzl/JZ7MHkBas4vND5b1Kmt/eXcyr16Tx6s4i0kLUvDM9nV/O1fN9bhW/FNRz76g4Prw+g/f2lXDr0Gh8FRLu3nSaWf1DeW5SEn7KdA6XtbL1fD0TEgN5emISf/vtPCqpCKvdjqLbvJtaJuHeUXG0GixkhvvwxNZzbiSs1WDhoZ/O8ua0fhQ36/hoZn+Wrcvj3pFx+CslzF15wtWJV0lFvHVdP4LVUtZeFu8TpJbSZrS4yP3ZOg1fH6ngp1uGsPl0LWfrNSQFqrltWDQfHyhzRYiNSwjgrhGx/HmxkforRAQ26cwYrLYrzq9vPlPH1clBbpu67AhvHhwdh0Qk4o8LtW5kH5zmY4UNOobF+F+xq9ekM3O+UedSEDwwKo6nr0riqqQgnpqYyOs7i7A7INJHzivXpPLariKmpQUzNiGAGd2SCo5XtrN8flav7yMWCqhoNTD1yyPcNyqO728cyJK1eZhtduZlhTMnM5wP9pVwrLKdMG8Zj4xNYHmcP2qZmFAvmSu+0a4xMTUlyGkAKBFxpq6DezadcuukXmzUserEpSKW2WZn4eqTTE4J5sOZGQyM8MFqsxGgkhHiJUck/OfNkyJ9Ffx661B+OlvHV0cqcDicoxkzM0KJ7Oay7y2XMCDMmwsNWu4bFedxFjstRI1EKPAYTdmFBq2JN3dfMniL8Vf2OvZgsTmo6zARqJKy5UwdEd5yfORiGjSmXtUaGpOVOo2JLWdrWZgd4Ub4/ZRSlg2NYmpaME06MyqJiDs2eJaxgzMW0mSzU6sx8bffChga7UerwcKm07U0aM1E+So8zv12obBB6+ZMfs/IOF78vdCjQeYXh8t5ZEy8xxg+pVTE29PTadaZ+G5hNlXtRmL8FMjFQn4raGB5Z4Hz66MVnK3XMCMjBIVY5JHsA4xPDHCZFt49Iha1VMSgd/e6/v+Tg2WMivNnxYJs5q06Qbi3HIlIwNt7i4n3V/Ldwmx85BKOVrbx+aFyZmeG8dTEJJ7Zdt7tXK4/Vccdw2LZtGQwZ+s0HChroVZj4OB9o/j6aAX7SloI8ZJxz4gYLjbpPGaYH6loo7TZ4JHwR/oqeOHqFHYXN/dQQET5Khgdd2VD1j78Z8Fms/P1kfIeheAuI87YgN7vFUcq2nj6qiSWDYmmut1IbFwA/ipnQbO2w+gs7k1MJEgtI1DlOcJRJROT1Ok90qA1IRML8ZKJqe0w8s70dP52VRK/FtQjE4sYEO7NtvMNHkdKdhY5u9/dEewl4/r+YYxJCMBis+Mjl3Sa7AWw+zLiHqCU8tTEROo6jLz4+wWKW/RcleT0O0oJUiMUCvBXSrk+I8zVjLgccwaE80uBs0AxIMyblyanMnvlcW7oH8Yb0/qhNduQCAW0GSzoLDZ+OlPnZnxrszsYGevHDQPCGBjhi0AAOpOVF/+4yN6SZoZE+/H0b56LpW0GCy06M6XN+j7C34c+XAF9hL8P/yPQqDXRpDPx2cEKV7cYnFFWW87W8f2Ng3js57N8PS+LILUMu92BxW53xYzF+Cu5Y1gMt3vYcF+XHsKsXhxlV+dWMy87wo30/X1KCuGdG+vui7lMLOTBMfFM/+Zoj2i0aV8f4cSDYyhqukLMV5MOkVCAl0zMO9PTWfjdSTep6/7SFhYNjGD77cN49Odz/HimjuszQnlsXCJfHC7nTJ2GlCA1tw6N4esjFXywv5TVNw5Eb3bORntf1mUI9ZLz+rVpnKzu8OjGD/DG7iLemNaPVSeq+GXZUIxWG9O/cc/W1plt3L3pND/dMoQfz9S5FTSenpCE4jI+9ufFJnYXN3NtWghDovyYmxVGfk0HbQbndywQwGPjE5m1/BjDY/wYGevP/lL3LPIujIj1RygQXDHazgHcOzKOILWMRq2JBdkRBKmlHK9qx6dJx9t73Df+1/ULYXFOFB/sK+Fik445meFsOVfvsbM6Ks6f091mN9/fX8rYxACuzwjjyQmJ3DkshnajFYEATFY7j49LIEgtY8SH+92ImMFiQ2uyEuuvcCVNdMfsAWH8dr6Ba9KCyQz3RiQUsOuu4Vxs1CERC5iz8rjr9Uqa9dyz6TSLB0fy9nXpboQ4xEtGTYfR44hDF7zl4h5RUw4HbDvfwLbzDRy8dyTSljJCMjP/JbLfhUhfBXePiGVeZjgOnLJMT47LAoGAITF+NOrMPDkhkY8OlKI12RAI4KqkIN6Znk55i87lTu0JFpvdrZjxF2IAl/mjzmxj6Q95JAWqWDgw4orPadFbmJAYSEG9hoTL/AskIhExfkpi/JRUtxvwU0h6degO85JxqrbDdcxdRmD+SgkfzezPB/tLmZgY2OtxJAaq6C5oDVbLKG7Wkxqs5tGxCQSopFjsdiRCId/nVnGwvIX3rk9nRkYob+0upllvZnJKEA+PTSDeX8lXR1p44pcCAlVSGnUmXr0mjU8Plbm9Z2WbAX+FFF+FxONvVyIS8NSEJCZ/eRi5WMiMjFAmf3G4x7HvL21hdJw/iwdHMi8rgjs3nqKsxYBcLERrtjNz+SG3Lr2vQsKqhdnct/m023u2GC3MXXmC169No1+ImgR/FYPe28s1qcF8MWcA3xytwA48vMWzZBpgX2kzw2N90ZmcKSndr5/kICXbbhvKYz+fI6+mA5FQwPT0EF6Zmtbj3PfhPxsNOnOPmXZwks+scO9elTRdEOA02Xvql/P8tDQHP6UUqUiITCyksbNIrZKKsSkcf3mfDFbLCFbLSOnmcZOAiiHRfjRojPR7c3evKqfIK8SRdr83hkpEfHfjQH4raOCD/SXozDZm9Q/jzuExxPkrSQ5Ss2mJD3qLDbVMhJfs0n5BIRER56/k1WtSeeoylVJ8gJInJiRwpraD+0fFcbCslZvXnKRBa+bN3cVcnxFKk97MLWvzsDvw6LVhsdt5Z3oGhY1anvy1gNIWPf1CvHhpSgpFDc6Rm94aJeD0+rl8bKIPfeiDO/oIfx/+41HXYeTezadYOiTGjex3wWJz8OLvhSzJiaLNYKG63cjnh8qpbDcwLS2EqanBxPgrmZoWzMAIb05e7tru6H1m1eFwdvsFAqfL/j+mpDI9PdQ1K3ZVchBCgXMWd2ZGKN+frO41Gu29fSXckBnao6PWhZQgNSer2jozdMs8EoPvTlbzwOh43rquH94yMVNSgxnx4X4X4T1a0cbqk1V8OTeT2g4jz20rZO2igUhFQrQmq1sHEpyd/jO1nufGwWmgpZKK+PNiI7cOieLLXlQSDgdsyK/huvQQ1ufXIhIKuG9kLPOzwmlpbelhamS1O/jpbB1JgSoSApU8vOUs783I4LZhMRwpb6NJa2LlgmwEAqdTb6POxPJjlW7EXiERcePASDqMFm4dEs3LOy7SbrQwMyOMa/uFEKSSQqcJko9CzNMTk7DbHRwsbyHrnb3ozTben5FOQzcFQZi3jFtyojjfoOXeUXHsLmrmYFkra24cyImqdv7+5wUXaRQJBTwwOp5bLiPPr+y4yOg4f0xWh9O34EgFerONGD8Fr0xNxeHAYxrEC79f4PPZA7j/xzOuuDyAySlBzM2KoF5j5FRtB3NWHncpJlYtzOLZbZ67uCuOV/HY+ET8O2eSGzRGGnVOF+Wx8QHsKekp0QxSSwnxkl0xdk8mFmL/K+b8FxAIBASqPXe+uiPGzxlJ99OZOr6em4VA4NzE+srF/HS2lluHxFzx+V4yMcOifV2y0gatifgAJSXNPQtvQoHTfLJeY2JUvD8f7i/FanegkIgIUkvdHOC7PyfSV86RilYk4ivPj4aqZTw0Jp7nthf2+D+x0Bkd2qy39Ih8bNFbKGjQMDrOn+GxfsjFQo+b3xeuTmZUfADvzUinos1AsFpKTpQvT01M4v7Np11xhzKxkAdHx5MW4kWIl5w5A0IZFCJFqVQRoLqkBrk6JYjHtl6SNAepZT28N6rbjfgoJLzy50U+mTWAlccr2Xi6FovNwchYf16emkp1u4GbB0UyJzOc9b3c+8Bperdm0UDmrTrhKtI8Oi6RezadcrtefORiFg2MoEVnZvk8Z3ygSupM8eiiVf/48yKfzR5AcbOeYJWMLWfrifCRo5SIMFrsSEXuXiHdEeEt55GfznGgvIWh0X48NMZpcioTiwhSyxmXIGPTkhy0JitikQB/hYRgL8++FX34z4XDARYPa/WB0hbevK4fFpsDgcBzkVAkFBCkknHDigMkBKiw2BzUdhi5a8MptnST4icGqti8ZDDg3Ef4K53318vX4SvBTynl9mExHn1shAK4JjXEw7M8I9xbzrKh0UxPD8HmcBCglLi8ZwB8FJLex7IEDuZkhjMhMZDfzjeQEKgi2leBALh9fT6PjkvkmW2F/NFN9SgROb06/ihsZEJioEcl3qTkQJRiEZvP1LndGytaDWwvbOCHRYNoM5p7vQcDJAepifXv6+73oQ9XQp/DRR/+4/HT2TryajS9yuvAOac+ONKXX883MPDdvXx+uJxfCxq4e9Nphn6wj4uNWiJ8FGxaksOH12cwJj6AsQnOzXHwXxCPxAAlBY+P58j9o1mS4+7iHOUj56tOIpIYqOrh1NsdJ6raSQ/xdpPWd8fzVyezJq+GsQmBPZyxu2Pj6VriA1Q8d3Uy920+06O7bXfA4z8XcO+oOHKr2zlTp2HpujyOVrRxoVGL2eZO5qKu0CGQdZKYz28YgFQspKSld4VCvdbEa9ekkf/IWM4/Pp5/TE0lUCXB3NbI2psGEunjvikO9ZLxzbwsgtUy3p2ezrr8Gj4+UMptw6I5VtnGkrV5zF15ghEfHkAtE/Pz0iGIRc4t/ahYfzYtGYzGZKHDZEMohHenp3PsgTEkByq5e+MpZnx7lE8PldNhsvHloXLON2ip0Ri55qujru7NqVoNI2L9Xcd069BoTDY7RyramLvyBJ8cLOPtPcXM+PYYpS163rg2DYBBkT6sXTSIzw6V9chBr+0w0WG0ctOak7y/r9T1XuWtBpaty8fQS6eiss3A7evzWXPjQDYtyeHreZn8ecdwHhgdz1eHy6lqM/LpwXI37wOZWOSRvHbhSHkrVpud6jYDdRozxc16atqNvHldP+Iu2yB5y8X8smwoKomIMG/P10RSoKpXU7N/F5KC1NwyJIrMMG9ifBUYLVakYiF3DIsl2OvK1663XMLfp6bS1WD76EAp/5iS6rHj9sjYBNbn13BLThQVrQY235JDcpCavcWNvDmtn8fXv2dkHAazjT3FzcT4KWi5wviHSCRk2dBoruvnvkGXi4V8OTeTrWfruSUnihjfnuTxlR1F3DgwgiCVlM1LctzOj0ws5MXJKYyI9cdisxOslpFb3c65eg2vX5vGTd+fdJF9cCpNXt9VRGmLnkaNkdwaDWVaOFDWypm6DpeaKcZPyc67hrvuD8VNOjLD3BMbAJ76pYBXr03j+e2FyMRCVi0cyIabB/PouHgKGjS8taeEU7UavjpSTkMvG3ZwjhEVN+vdFBm+Conbv69JC2bVwoGUtOh55Odz3Lv5DP4KKd5yMbuLmrDZHTwxPhGNyYpEJODbY5U8MDoOgE8PliMQCAj3ljM/y7PRo0QkIMxHzmeHyzldq+GrIxVkvbOHY92MJkVCAbH+SjLCvEkN9uoj+/9DEaCSMNeD4efq3GraDRYCVVJm9w/z+NzFgyL59lglFpuDKSlBeMmEfLC/1I3sh3nL+HBmBkvW5tH/rT0M/WA/qW/s4olfzlHX8c8bPEpEQu4ZGcvoOD+3v4uEAn64aVCPdfWfQZBaRqiX3I3sXw6D2cbFJh1bztTxW0E913x1hKTXdpJf00G0n4I3dxUzd9UJ3ttbwtvT04nxVbCryH3G/uZBkRitdj4/XM6czHDmZYUjEgoQCsBLLuK6fiF8MmsAHSYrL3uII3Q44J7Np1GIxTw4Ot7jcaaHeiEVC3s1i+1DH/rgRF+Hvw//0ajTGHlrdzE2uwPJFRxYBQLwkot5eEvPOLQGrZmHfjrL94sGEuYto0FnIivcGwfOTaDBYmNghA8nq3s6yqaFqAn3URDSC7FQycTMygglJ2ocRU1aTtV29Er6Y/wUGCw2frhpIHdvvNRxU0pFvHB1MkOjfPnpliG0GsxcSQDYpX5uNVh6kM0uNOvNrllEm8PBrqJm9pceZvOSHIxWOwO6bdyTAlX4KiQepXbzs8IpbtLRZrByorqdfiFeHgnmpOQg/nZVEo/+fI59pc5Z2SfGJ3JVUgBWq5WMACW77hrBsco2Cho05ET5Eu2r5KP9JazJq8FXIeGmQZFM6xfMS79fYGW3GXKDxcYH+0pp0ZnZc9cIp0QeEAkEvPD7BbdCUIBSyrfzs4g+U0dBvZafz9Wzq7iJjYtzuOarw2xZOgST9VLBY21eNetvHszPZ+sx2+wMi/GjrMXAT2d75iqvOlHFlqU5XHxqAmXNepatz3dFo3XH8Bg/TFaHxwgjo9WOSECvHUar3cGZeg23r89nzoAw5mVFsGD1ST6Z1d/jb1t0Jat1wGi1caCshYNlrTy77byrODQ9PZTNS3LIr2mnoEFLdoQPQ6J8ifJVoLdYWbUgmxnfHuvRWV1940BkYiFBUbFXfN//0whQyVwmev8KjBYbfgoJR+4fTXmbgc8PlfPdySp+v30YXx4u52hlG1G+Cu4cHoPOZKN/mDcak5UQLxkzvz3m6qQXPD6ODYsH8+6eEk7XdRDtq+CuEbHIxUIadGYeHhvPI1vOEeOn4MXJKQT1UkQM85bz9bxMqtuMHKloQykVEe+vxGi1kZITSYhayt0j4pjZP5w/Lzby3YkqMkK9uW1YNB/sL+GZq1IobNDyyaz+CBAgkwiJ9JHTbrBwvkGLzmzl7T3FTqd6h4Dr0kM8qkkAXth+AcW1aSz8/iR6s42scG+emJBIbnU7s/qHE6CSkhPlx6H7RtGgNbkkzNd8dcTtdUpb9Dz+yzk2LR6MxmSjRW+mw2jl+9xq1udf6uglBCh5ckIi63rp8k9IDCS36tI9WCQUuF2ryUEq7hsVx3PbCjlV24HJaqdJZ+aezadZmB3B0Bg/5n93kmcnJbF4cCRmq52qNgMzMkJpNVh4a3cxb+0u5ttjFWxdOpS8mnZO1V66d4iFAj67YQAf7XdXkVlsDpauy2fv3SPcPBL68D8bMrGIB8fE80NetVshqrrdiNFq541dRSzJicJPKWHF8SpMVqcPzl3DY+gf7s2yH/JQy0TcPTKORp2Fjy9TH/5jSir3bDrttl7a7A4+PViOr0LC85OSkYr/uRz5ULWUz6cl0I6c3cXNBKuljEkIINxb3msD4X8HBouN3wob+Ntv53n2qiRuWpOLw+FMc9lT0szqk5c8bzadqWPLuXq2LB3Cc5MS8VfKUUicJrLpoV4Eq2UMCPPm5jUneWB0PEfuH4XRaqdZZyZIJaVVb6ZWY+o1jaVRa8ZoteFwOFVM7+0rdSXDXJMawrOTkojyVfR6z+1DH/rgRB/h78N/NKx2B816C20Gp9N6l3z+cszPDOdQWWuvM7q/FTZ0utWquKF/GNnv7nU99p29JayYn829m90X5yhfBZuX5PRK9jUmC/UaM0aLDbPNTl51Ow+OjmfLZZFaXbhrRCw2ux2N0cKXczKx2h0YrXZCvWQkBioJ8XJu3DefrmF6vxA2nelJOgFmZTi7Dn+lqnZ0foYuF1+LzcF7e0u4Ni2ESB85/kopdRojT/5SwPL5WSz9Ic9tTnB8YgCzB4TTYbLw2s7TOICVC7L5paDe7b1j/BTcNTyGCZ8eco0zNOnM3Lwml5sGRfLkMGdHMyFQha9CzJBoXzqMVoZ+sM+1yOvMNl7bWcTEpEC+O+k5d/373GoW50Q5O4FNOg6Wt/RQfTTrzdy2Pp83p/Xj5jW5gDNGb9XxKsbGB7LyeBUzM0I5Wd1Bm8FCq8HCG7uK+OGmQbyy4yJeUjGre3l/gI/3l7Hu5kEIEfRwRwYnaXh2UjJHKjx7DgBsOFXL69PSeOgndwIvEMDHs/q7urhWm53VJ6vQd6ZGeJrhPFbZxtiEgB5xjeDsVkb6Krj6i8P8eMsQuv9ctpyto7xVz90jYvjzQiM39A8jprPjr5ZJGBTpw9EHRjsj4+o1ZEf6MCk5yNn1adSxv6wFlbSDiYmBRPjI/9Kd//8FatqNvL7rIl8ersBoteOvlPD0xCSmp4egkoj48PoM2oxW5GIhEhGszavltW1FPDcpmce3XnKMHxTpw/kGLf1DnTOlLXoz7QYrcomQEC8ZSomIPSXN/NYZWzWtXwjXpPUusw1UOY28Mjsz2y1WO2a7Ha3Jyp8XmnhrTzHNOjMTkgJZs2gQR8pbya1q57lJKUT7KQnzllHbYcJmt/P6rmI3M1JfhYTPZw/gowOleMlFnKhq6/U4LjZpMVhtLgVKXk0HC1efZM2iQdRpjC4lR7iPnPDOLmKswcLqGwfy0E9nXCQpJ8qX5fOzSAx0GpCVtugZ/O5e10hShI+c6zNCUUlFXJUcRGKgym1kBZwFsKcnJnL7+kseKza7A5VUjFgo4KZBkdwx3PlbnZQcxNMTk8iraefvf1zA7nDeG35eNoR39pTw2s4i9t49ErvDwc67RpAYqOJvE5O4dWg09RoTComIELWMLUuHUNioY3dRE+E+ckbF+fPUr+fZXuhuxArOvPImvbmP8P+XIc5fyeH7R/PF4XLW5dcgFwu5Y3gMYqGAMfEBtOotpAap2bpsCHKxCF+FhE8PlnLrujwmJQfx1nXpxPk7E0W6ojBlYiGLBkaQEerFw2Pi+flcPb9faHRbMz/YV8ptQ2P+JRm6rqmGwVlZDI3x++sHX4ZmnZmqdgO/FzYiEwuZlBxEuHfv9+2adiPzVjm9MF7ZcRGHw7m2jYjzY8Y3PUcLrHYHT/5SwMoFWTz163nKW/U8NTEJkVDIptN1LMiOID00FT+FhMVr89zW7SfHJzAq/q8NL5/Zdp7JKUF8PKs/YqEAiUjIgDAvInzkLq+mPvShD72jj/D34T8aPjIx4xIC+PFMHd+dqOLFySk8u819BjZAJeHvU1MoatKz7uZB2OwOtp1v4Ie8Gtem3eHANXccH6Bi1YJsbl2Xj9Fqp1Fr5o4N+axckI3N7qCkRU9yoJqEACURvcjdazuMPP1rAd+drOLnpUOZt+oEGpOVP+MDeP3aNJ7dVujq4EpFQv4+JYVIHwVtBgs7ippp0Jq5PiOUMfEBRPrIXXOzFrudH/JreP7qFPaWtvRwiL8xO4LQzgJEsFqKj1xM+2VxYeDsxlrtDl6cnMIH+0pcf99V3MzSIdG0G634K50zcVvO1VPaquejmf2x2B0068zE+SupajeQEKCkVmNyvcf3J6v5ak4mT/92nnpN15xtAn//86JH74JVJ6q4f0Rkt3MlQyQUcseGUx4r+i16S68GfHaHc2MR668gI9SL53/vOQsNUK8xIRYKUEpFLjLz58VGnr86GZFAwLR+IRyvbCPYS4ZcLOTlPy9y7+bTPDI2nlAvmUelQxdajRbXMey/dxR3bMh3xR/2C1Hz+exM4v2VlDTren2NqanBnKvXsPrGgXx9pILSFj0ZoV7cOiyaMC85m07VkBXhw7BoP/qH+3C0sg2jxe5RhfHl4QpWLcymoF7j1qUSCOC9GRl81jkCsKe4yc38sMurYEC4D4+NT0QodBYwujaAPgopPgopSYEq9BYbZ+s6KKzXsiavpke009+npHD3iFj8rmCe938bzTozd2085RZt1aK38GhnJN9j4xKQikUEdOsKJQaqqNOYCPGSuQp/dw2P4arkIO7YcIoGrZnxCQE8MDqOEXF+2OwOBA54a28xy49dKhK9ubuYkbH+/3QRRCIW0q618MCPZ9263yuPV7Eur4b9945kQNiljGmZWES0r4KPD5b2SB5pM1hYvCaXnXeN4KvDZcR6cJvvQnKQmqo2d2mxwwGv7bjIS1NSSQ/tKd/3UUiYlxnOmDh/jFY7AoEzwrP7uY/1U7Dv3pHct+kU16WH4SMXsya3mg6TFT+FhF+WDWHliSre2l2MyWpnTHwAT0xIoLzFwMoF2eTVtPP9yWp2FDWx8VQNy+dnUVCvZdgH+92OZVb/MD6ZNYA7NzqLBKdqOogPUHKhUUe70cLYhAAXEVDJxMTLxMQHuH8f0Z0eEQC/FtSz7QpZ44Ir6q768D8Vsf5KXpycwv2j4xAiQCoW8MqOIt7aXUywWsrEpCBOVncwINyLGwdG8Oi4RB4dl4hft3l3ZafSxksu5t3pGaw+WcXUr44gEwuZlxnBPSPjuGtjPgFKGRa7nfMNWvRX8En5P4l6jZHHtxa4Ja+IRQK+nZPJdRmhPcx8AfaUOJMoov0UroSSpCAVp2p6H1k8VdtBWauB38438P4MZ8LQTXm5bo95fHwC16QGuxH+t/eWsGBgJF4ysStyMNRLxsNj40kOUmN3OPCWSVg0MJLvTla5CnIRPnL23TOCVoMFPwX/W6S/tsNIq96CA4fzfqaQopD2FRH68N+FPsLfh/9oeMklvDg5hV8K6lmbV8PdI2LZuHgwG07VUtNhZO6AMK5NC6ZOa+btPSX8ebERsVDArP5hbL4lh9vW5VPVbiQ7wgefzoVNgNNA58gDo8mrbsdssxPqLeerIxVsOVvPo2PjuaF/WK8ERm+28sL2QlYcr2JBVjg7Lja6FqoZ3x5j85LB7LtnBBcadTiAxEAlAUoJ3+fWuMWLbT1XT4yfgl13jXBV+v3kEq5JDeH+zWdYsSCbXUVN7Cpqwk8hYUF2BLH+CkK95ZitNrxkYj69YUCPvHdwZtqHqKV8dqicvG6LtI9c3CmPc1DUpHMd9+laDQtXn8RHLsZbLqFOY8Ric7D/npHE+StdhYV1+TWUtuh57do0vGRiBDhdeu/bfKbXc7ivtI2syEtz8h1Ga69Z1nLJlW1FzDY7Iz88wK+3Dr2iwqFFb8ZLJnYR/qBOA7O7N53maLd53ACllG/mZ/K3X88TpJZR2qLjmtSQXmPYrk93bpAEAgHpoV5suWUIzXozdgf4KsQEq2UcLm8FBKikoh5y6qRAFa0GCy/8foFgtZSF2ZFMTgmipEXPTd/nMjjShw9n9idAJXV5S+y9eyTlrXruGRHbY86xWW/mhd8L2XXXCH4pqOdYZRvh3nKuSg5ixbFKV9e5rMXgUqpE+sj5cm4mj/58jgc7VQYCASzMiuCN6/q5zUKKRUKa2w2UtRhoNVg85jg/u62Qq5KCGBrT83pxOBzUdBhp1JqxORwEqaSEe8td5PXfhZoOY48c6y68trOI+dkRJFxG/gZF+nB9Rqir4PSPKSlMSg7i7T3FTEoOwoGDhdmRvLe3hF3FzXjLxNw+LIYF2ZFsPFXnupaadOZeDeF6Q2mL3qPU3Wi18+jP53hvRrpTAWS0oDc7XbRf3eE5IstotbOnuJmsCF/GJQaw6mQlFxsvKZdCvGTcOTyGKSnBNGhNfDKrPx8fLHNtwvNqOlBLRejNVpRS5xahzWChUWtCb7HhIxdTrzXz0f5SajtMXJMWzLR+IYSqpXgrnIkL/UK8WLFwIM/8dp6Vxy8RjaMVbby3r5Tdd43gtqHRtBmt5Fa1YXfAB/tLOVzRSoBSyh3DYnhkbAK/nKsnPkDJou/diQPAptO1jIrzJz3Ui7N1GuTiS2MycrEImVhEXYeRggYt352sIiVQxaz+YQSqpAiFQlRSkZuXQ1qwF0mBSpYNjSEhQIUDB39eaOK7k1VEeMvxU/Rtl/5bIREJCe3mxfD0hERuyYlid3EzQmBcYiAhXjJ8eynihfsoeH1aGgFKGQtXn6BFb+G+UbHcPjQGO05zvV+WDcVss1PRakQhFblG7v7d2FPc7Eb2v52XRVaEN8cq29h4qpah0X4EqtyNJxs0l3wzJCIBFpsDi83xl+MDkT5ykgJViISCHhG9AG/sKuaHmwa5NSosNgcb8mv4YvYAbvz+JJG+Cj6fPYAnfykgv3PvIhUJuW1YNB/NzODezr3G4+MTeGF7IftKW5mSGsSDY+KJ91f9S8kxFqudC01a3t5dzJ8Xm/CWi1k0MJKxCQEkB6n/r/vV9KEP/070rWB9+I9HcpCKA/eO4v4fT/PJwTK+O1nFi1enMDM9BIsD6rRmxn96yOUsbrE5+CGvhgOlLbx/fQbzVp3gg+sz8JE7f+51GhMXmrSsy6/hSEUbos582C48//sFZg7onfDXaUyUtuj5aWkOcpGQf3QjYTqzjau/OEJmuHdn0UBCuJecDpPVY5Z4eauBf/x5gQ+vz0AhFSMSCVk0KJKPDpQy7esjTEgM5KqkIHRmKx/tL2XD4kGcq9fw+aFyjlW2cdOgCPbfO5K3dhdTUK8lLUTNY+MSuNCoY/aKE64Z/65F+6aBkUhFAkxWO1a7k4BF+yqo6HTfbjdaXQuxWCgg1FtGpI+cR8Yl8FynsuJYZZvLmT7MW8a224b16mYMoOhG4us0RrQmKwqJyKMTfGHnPHmuBz+FzHBvLnZmJneYrG4dgcsR5adwU0e8MCmFN3cXu5F9cBLmpWvz2XbbUCrbDLQbbSwaFEFpi45NZ+rcPlOQWsr87Ai3DYW/SupywQeobjcwZ+UJYvwUfD03k1t+yHf7nFNTg9hd7Cx2NGjNvNdNfQFO4zQvmdjNSDLSV0Gkr4LEQDUtBjOfHyp3kdLEQBUvXJ3CjouNLvn26VoNHx0oc0ue6B/mxabTzhGRF6ekcFdn7FkXHA6nWZWfSsIT4xOJ8LmkbGnWWWjSm902jZfjvX0lLI/IcuuymK02Dle0sfC7k9R0mlT5yMV8OLM/09NDPHaW/k9Aa7Je0eBTZ7bRqrfAZSrSEC85n94wgAatiaU5UYxPDKRea0IsFKIz25gzIIw2g4XjVe3Y7A5aDRZe31XEjouNfDZ7ADd2Ft4mJwfh+y+Sw1+v0FneXdyMUCjgpu9P8ufFJpRSEX/cPoy6bpvyy1HSrKOs1cDbe4r5edkQpn99lLJWA2khat6+Lp1//HHBdT+KD1DywtUp/HS2jo2nalFIRHjLxdRpTMQHiClv1XPnhlNsL2zkjuExeMvEvLn7UpTlzqIm3thVxPqbB5MYoCKsU/5f22FyI/tdqNeYePH3Qh4aE4/D4UAmFjH9m6Oua61JZ+blHReZkBjA8vlZPLet532zCxtO1fDy1BQqWo0Mj/Hjk4NlqKQiYvwV1HYYWfT9SZp0Zl65Jg2z1U5Rs57nt1+gqsPAhMRAluZEIRY5UyfUMiGf3pDJIz+fJb+mA7FQwIyMUP64fRhqmZgmvQWd2Ya3TExIn7T/vxq+Sim+SilpIV5//eBOTEoK5tlt52nRW9h2m5Pcz1l1gvMNWkRCAdPSQrhzRAx5Ne34KSQUN+u4aWDkv3Ucqkln4o1dl67VrcuGcLCshaXr8lzXm1AAL01OZUlOJOE+Cqx2O9MzQthwqpZt5xuYmRHGuvwaipp0jIz173WscnyicwTirhExLD9eyfAYP5YOicJbLsFqd7A+v4YtZ+tYn1/Ddf1C3Ub3/v7nRQoeH8eJh8bQoneqlLobjZptdj4+UMazk5K4OjmQ5CA1OGDlCWcB+tOD5aw6UcWh+0aTHvrPn7MLTTpGfnSAji6VZDs8/dt5xiUE8Ma0tD7C34f/KvQR/j78x0MmFjE4ypeflw6l3WhBKBAgFQkobdGzp7iJ03Vaj+Sxqt1IeaueXXeN4O3dRcQFqHhgdBztRgtDo/15e0+JG6HLifIlO8IHjcnKrotNZHiQtILT5frGQZHMXXmC2QPCXBL77jhd20G4t5zr+oVQ1W7gt/M950K78N2Jap6/OoWozm5arL+SA/eN4rUdRazNq+ZIRSsLsiL4dn4WeTUaFnx30tXJOlbZ5jJTM1hslLXo2XGxEYHAKU384PoMYvwVdBithHnJifVXsDa3hoe3HKRZb2F0nD/fzs/inT3FPZIBHh4bT7Bahlgk5LahMdRrTHx2qNxFJFOD1ay7aRARPnKmpAS7usndIRDAyBhfwCmbO1unQSkVsjA7nK89ZCC/tbuYnXeNYMY3Rynu5qcQH6Dk9Wv7sXits9O36nglD46J4+9/9HT2nZgUyKmaDtdxjokPIMZfwUYPkUDgJP21GhOfHS7n98JG/BQS7hoRw593DGfGt0cxWuzMywzn+ckpfzlz2aA1U9NhpKbDiFAg4IebBtKkM1PTbiQpSE12hDcf7S/r9fmBKinCXoz4QrxkvHZNGg+NSaBeY8Jss1NQr+GujadwAK9MTfXYCfVVSMgM9+HZbYV4ycTIxaIeeeld+OpwBdf1C8VsdRAX4PysUpEQoUDQayQS4Dqe7oS/rNXA1Z8fdut2txut3Lwml/33jGREnL+nl/pL1GuMVLQZOVvXQaSPgpRgNZE+cgSd31u9xoTwL7o8YqGAvOp2EgJVeHWLyHLOhgp4aGw8Hx0o4/ND5a7/+/FMHemhXiyfn8XM5cdc947jVe2opSJCvGTozFbuHBF7RfdrT+jtnIPTvK60We8i+2sWDaS81UBKkJrCRs9KlP5h3uwoaqK81cCKY5X8eutQ6rUm/JVSxn1y0C3ys6RZz+K1uWxeksPuombmZIZR22GkuFmPUuok46drNU7S0i+E674+2uP9GrRm3tpdzIyMEOZkhuMlk7AmtxqhwDnCcn1GKBKRkINlraw+WcXmM3VMTw8lO8KbV3ac8lgs3FnUjMZkcxWLLsf09BDuGBbDZ4fLOV7ZRoSPnEfHJTAo0pcwbxnLj1ZxsVHHp7MHsOlUDXH+Klfsl0ws5I5hMXx7vJKVx6to1VuYmBTI0iHRrt+D1e5g46laTlS18ca0fsxdeYLsCB+enphIv2AvUkPUrt9cH/pgttn5+Vw9tw6NxoFT7df1u7Z1xtDm1bTz2rVpVLQaWHu8ilGx/mR1enn8O2CxOWjsLHxnhHo514nLlEF2h3M+fmpaMHUaE/nVHUT6KXhvRjoqmQityUZeTTsXGnXoLVZempzKM9vOu71GgFLKo+MS2XS6lknJQSzMjsBmh+e3X6Cmw4haJmLx4CjXGFtWhMIVgWq02hELBYiFQjLDvfi9sMGN7HfHxwfK2H/vSN7eXcIDl3ngaE02Ht96jjWLBv5TxWStycrz289fIvvdsLu4mZIWA9F+CoLVfcW9Pvx3oI/w9+F/DAJUUgJUUgxmGy/+XsjIOH98FFKPhmVd+P1CExcbdfzYaaT387l6fl46xO0xsf4K3r8+g/zqDvaWNBOgkpIe6kWLzowdB826rtkuqUsWfdu6fKx2B1vO1vPt/Cw3N+qUIDXvXZ/OHxca+eRgWecsae8SZpvDgUQIlW1O4x+BQICvQsyH12fw/NXJ2Dtd9g9XtPH6zqIecuF2o5XZK46zZtEgHttaAMDj4xPZftsw5n93wk2ePq1fMIsHR9NqsGCzO9hd3My+0sNsu3UorQYzB8ucG+eHx8YzPyvclRcc4iXj1WtSeXB0PE06M0qpM5u8Swb57ox0TlS19Yjd+vD6DKRWPcUtMt7bW8L6/FpkEgGbFuewt6SFi5eZdz0wOh6FRMgLk1MI9ZJxtk5DsFqG3mxj2bo8l2/ALwUNXJsWwtvT+/HKn0U0683IxEJuHhTJfaPjWH6sktuHRTMlJRgHTjmiJ4+BLhTUa1xGYq0GC6/sKGJ/aQsnHxyDTCIiQClxyZuvBEu3c3OgrIXp37QQH6BkdKwfE5MC6TBaWTAwgg8ucwLvwkNj4j0WkLrgJZfgJZeQGKiiRW8mQCnFYLHjADLDfVgxP4uHt5xzKTv6h3mxfH42q447Z70DVVKq2jyTfXDKwduNFo5VthGkkqCWS/BXijFZ7YyI9ae8taekH5ykTiW59P3YbHa+PVrZq7T9ue3n2bA4p1eJbG+obDVww4pjHO/m5h6glPLHHcPIDPdGIBBwpKIVi93hMre7HFclBSITC7n6i8O8fm0aNwwIQyYWUdysY8naXIoa9axZNNCN7HfhbJ2GPcXNTEoK4vduedO/nW/g1qFRzM+K7BF3+M9gQmIgz2/37ElxfXqIq5h2/6g4Pt5fRmW7gUfGxnP7hlM9Hh/iJSPaT8G4hABm9Q+jUWti58UmBkR4s+18gxvZ74LDAR/tL2X1jdnE+CnZXthAZrg35S0GTnc62Q8I8+ZoRWuvn+GXgnpeuSaN6nYjIoEJqVDAj7cM4ffCBp769Tx6i42rk4PYsHgwz3UShmadhZRgNU9OSEQqFnK+XsuXRyqo7PyNnqhq47r0ELfvGpzpKfOyIpj+7TFXYa+2w8TxytM8PCaeMK94Pthfwr2j4njmt/O8PDWV6d9cKlS8dk0aXx+tcEvS2HCqlp/P1bNh8WDOr81zKYTKWgzUa0wkBCjJrW5n7qoTrLtpEF4KMZE+vUea9uH/XxAKnYk7d42I5Z5Npz0WscpbDbToLfzUGcH5+aFyPprV/1+Sof8r8JWLmZgUyPJjlTwxPpH395Z4fNydw2PYdr6e7AhffjpXx9Zz9dgdTlPD96/P4NMbBlDZZsBsc9ButLB5SQ6bz9TSoDUzJMqXnGhfHv7pbGcqiBWT1c5Tv14qCmhNNj7uVJ19MDOD0hYDkT5O5Vp1u4EGjcm17l0p2rhFb6FBY6bVYOGrOQNQSET8fK6edfk12B2wrdB5f/tnCH+rwcLP5+oJVDm9kGo6TG6No+3nGxif8Ndmgn3ow/8U9BH+PvyPQ53WRFmrgeqOGjJCvfBTSnqVt/orJDR3czcvatJxvLINncXKhMRADpe38tkNA1iyNs/tNX7Iq+FvVyWhkop4unPhSgtR88XsTOq1Rhd51Jis7C5q4sXJKbz4eyFyiYj3r8/gxtUnXaSrss3A53MyPR5fSpCaVQuzKG428PjWcxwqb3X9/fPZA8iJ9qVOY+LOjadYfeNASls8Z653EbWuufHEACUzlx9z65IDbD3XgK9cyqKBzhxhcHYfnvqtgDem9aNJZ6ZZZ2bruXrmZUW4PVctk6CWSQj1kqEz21B1M7VJDlJz5H6nq/vWgnqifBTcOSKGGF8FDVoT4z456Pb9Tvv6KJ/PHoDZZmfT6VqCVFJuHRpDrJ+CDpOVp38t4Ms5mdgcDm7fkO9yQO6OvOp2lg2J4p0Z6cg7Cyo/nalj1EcHGBrtR/8wNSqpkNQQL0xWB/5KiUene3AmCFxODveWtHC+UcuQKF+PZN9stdGgNdOkM+NwOPCSiQlQSJCLhS6zSHCOgMzOiuDhLc7ze9OgSN6c1o/Hfznntim8JjWYBdkRf9md7oK/Uoq/UsqA8EtKlNRgNeMSA2nWmZGKhQR2egHE+ady54g4WvVmjNbeCx9KqQiHA9bkVjMizg+1XEKol5yxCQFkhHqx+XSt22dzHoeEOZnhbsdd3WH0GHPZhYIGLXqz9V8i/BqThUe3nnUj++BUaEz+8jDHHxxDlK8Cq93Bqzsu8sWcTG7pRty6vp93ZqRzsLSFO4ZFk1vdTlaED20GCx1GK9P7hZIe6sWK4z3VJ11Ym1fNs1clu5HQAJWUx8cnuqkFAKw2O5XtRg6WtlDUrGNYjB8ZoV5uIxMAgWoJD4+N5509lzbkIqGAhAAlT0xIYsJnBwEYEevPazudHbrCRi2vX5vGazuLXCQ+J8qXj2f1p7xVT5POzJk6DUOjfRka60egUsKbpb2nR5yoakdjtDLovb1EeMt5ckIi6aFernEdkRDMV/jt2B1wvkHL4rW53DsyhkWDonoUHH88U8cfFxr57bZhbD5dTVZ4LP4KCXdsOIXObCMnypd3pqez+mQVP56pw2S1M61fCH//4wINWjMCAdyYHcl9o2OpbjeycfFgDpe38snBMlen7t19JSwZEoXBYiM5SE2rwcLFRp1LhuwjFxPmI/cYm2my2nlnTzHLhkTz+q5LndBDZa30D/OmuFmPwwGv7iji0xv69xH+PrgQopZx14gYpCJn0bE3HK1oxV8pIVAtpardgNVuRyT898zzK6RinhifyNrcanwUYo9qGZFQwLX9QmgzWLhv82m3PUNpi57p3xxl221Dua5fMD5yKefqtSxcfZKpqcFEeMv5/UIjL/1xAaEAxiX0Q2u2uu5R3ZEUqOLafiGM//SQq3APkBPlw4oFAylp0RGglJDcmfbhCT5yMUFqKXcMczYtipv13DAgjCcnJHLnxtMcr2z7p801RQJYc+NA2o1WGrQmkoLUVLYaeGbbeXRmG3KJEPG/qRDThz78v0Af4e/DfxTsDlD4h9KoMxOslnskPwaLDaPVhlIqYV1+LTcPinSrJnfHzP6hLP0h3+1va/Kq+fSG/sT5KSlq1vHVkQqPBYOX/7zIlqVDEAsFWO0OCuq1TPjsIDvvHOHmAP/RgTIWZEewZekQ5BIhXx6ucJF9cHbga9qNTEwKdDOrk4mFfDAzg2a9hQXfnXTzEShs1DLx80McfWA0EqFz5v6vYvjsDqeEXiER4a2Q9CD7Xfghv5q1iwa5CD/A8cp2GrVm5q06AcCQaF/klxmraUxWLjRoeXVnEWfrNKSHevH0xESSgtR4ycTE+Cu5c0QstwyJQiwUIhIKMJotrDhe1eP7bdKZuWHFcb6aM4B+wWomJAW5pI0qmZjFg6No0plJC/ZCJRX3IPwqqYglQ6I5VtVGcbOedy/rXPxxoZE9Jc3My4zgWEU7hytaeHhMQg8pIjhJUlWbweNYyN6SFnzk7oZG4Mx3L27W8c3RSgrqNdwyJBo/hQSj1cbRB0bz+4VGvjpSwfkGLbcPjeGzg2WuYs6qE1XMyQzj56VDOFPbgcXuID3Ei7QQtZth3v8KREIBUb4Koi5Ll/BVSFzkurbdSFKgqoe6AuCWnCjW59dgstkxdxJ7sUhIaqCaAoeGTUtyeOmPCxwub0UgcM6rvzsj3W3Uoa0zh71fiJo/LngeZUkMVP3L+dENGnOvYxmNWjMlzTqifBUMjfbjQqOOx7ee48OZGegtNqranJ9Z2EleH/+1gF13DuflHRfp/9Zu17WVHeHDxsWDr+igrTfbkF52bdzQP8wj2T9S0cbkLw+77hXgVBT9ecdwN8f4ULWcq5ICGRbjx++FDUxMDCLUW0aL3pkK8dLkVP7x5wWM3XLp395TwvjEAL6ck0mQWkqL3oLFZmfz6Vpe7bbhPlrRxrfHKjn2wGjiA3pXH4T7yLnYpENvtnGxSceydfncNjSah8Y4CxFnajU8PymF13d5fv7IWH9O1bajN9vYcKqOrHBfj+aXOrONzw6WsWxIFDd+f5Lc6ksdvWOVbcxbdZwfbhrMyao2xiYEEqKSsWlJDq/uuMj1GaGcrG5n9EcHXeqRiZ3xhYtWn6TVYMHhcBL05yYlYbM7EAkEWOyXilRZET7sK+ldFbarqJk7h8e6/S1ILXXrPJ6sbsds+4sbch/+fwWBQMDczHDaDVaCVNIearcuBKtl6C126jUmpvUL+bdHyiUEKNl/70jO1HUwJLrnNZkV7s3ZOg0Byt73DI9tPccfdwxHKBSwICucA6UtbDp96V4sFgpYuSAbf4UEkVDgMTnomUnJ3LYu343sAxyrbOfJX84R46egut3EK9ekEqz2/P09MCoOvdnKPZvPuEV7hno5YzZXHa8kQPnXRWSb3UFlu5Fb159y23cNi/bljzuGs3hNLguyIv6jkmf60If/Xfx7rZL70Id/ARWtBt7aU8IN6y4w/tPDvLOn2KP8WC0VkVvdzpTUEHKr2wnzlruilbrjifEJzq7VZcZuvgoJwWop0X4KMsN92NxL3j3AwbIWBkZemrGz2Bx8crCUuZnhbo9bk1vNtK+PEqKWsfl0HSKhAN/OxQ/gyV8KWJITxRvT0kgKVBGokvLqNakcq2jhaEWbxyg4m93BS78X4iMXdxoLmnsQuS5IRUICVRK0Jht+Cgl1vcy9dn0G22XVA6lI6JbT/reJSW5mdBabnW3nG8h5fx+bTtdS2Khl0+lact7fx/bzDVi7Sbdl4kvu17UaZ+xfb/j6aCVh3gq85ZfIkkQk5O4RseRWtyMTC1m1IJuZGaGIhAIEApiUFMiuu0bw6JYz3Lv5DOkhXqQE9ewKvD8jnbf3lDB75XHe2l2CSAgvTk7Br5P4ioUC5mWF89yk5B5Rj13wkYtZcaySDqP7+alqN3LrunwKG7XMz47g9vX5vLazCJFQyLr8Gs7WaXhwdDw/LslhZkZoD1O29fm1TPv6KCtPVDEi1p8la/NYti6fFl3vc/KXo67DSFWbgSadmVa9mcIGDblVbZyt01BQr6G4SUtlqwGT1Z28hvnI+fXWoQyOuvS7FgkFLB4cyaBIX3YWNTFnQBgOHJg7n6uSixkc5cfgSB9WLcji9CNjOP/4eNYsGkRK8CWTpHaDhe9OVjPk/X1cnRLca4fkxatT/uXNlNZs7TWyEXB1r0K8ZDw2LoGCei0LvjvJk78UsCa3mvt+PI2/UsrNa3KZ3T+MTw+Vsz6/1q2QllvdztK1edwwILyXd3GOL+wvu9Qpf2lKCv5KCQUNGs43aGjQmlzHM+3rI25kH5wS8bs2nna75r3lYtRSMeHecu4ZGcdru4oY/+khblhxnBEf7mfViSq+WzgQr8uUJruKmpm98jjnG7R8sK8EpVTEa7t6dte0Jhu3rstn9oBwehs7v21otJuRFsCXRyqYlByEUOBUEdV0GJmbGdbjuXKxkCcmJPLlYefoyJAoXzb0UpwBp/xfLRO7kf0uhHnLOVev4ddbhxLuLaPDZOWhn84wIz2Ui006Pj1Y7jYqsuNiE0/9UsBLU1Jcf5OKhExIDMJgsWKy2ujXzXzNbLVfsdgk7TTx646rkoPYV3LpnCulIpR9sV19uAwRPgqCVBLuGBbj8f8FAhibEMCYOH82n65lSkrwv/2YxCIhAyN9GR7tz4Oj43sUKyUiIT5yMSeqeldkna7VYOi8j4V6y/ls9gDyHh7LZzf0Z+2iQZx/YjzT00NQSoUeR9JUUhFioaBXJebWc/VMSAxi0+laNpyqYdddI9i0ZDAbFg9m9Y0DGRbty9IhUdyQGc4DP551I/vgVNHNXXWc+0fHo5L9dR+zqt3AlC8O99h3Ha5o45MDpXw+ewCRvn2z+33470Jfh78P/xGobDMw8bODbhXmx38p4OujlfxxxzAiuxHdrk1xSZOOeZnh3L7+FK9ck8qtQ6PZW9KMQiJiQXYE352o5N29PWelHxodR0G9jlEfH+DnpUPc3Mwvh6nTUKY7jlS08cjYeJYf6yn7FQsFvHptKomBKho0JgJVMqraDf8fe+cZGFWdt+1res+k995JISQhoXcEFEHpgoAoNsSua1vLuva6uvauCAgoiHQU6b0GSEJI772XyfR5P0wyZEjC7j7v+z7Puk+ub5mZnDlzZs45/1+7b176LZcla8/x6g2xvHbDIDxUEoxmu8hPbl3/nu3HS5vRm63MT/Ljg8PFvHpDLMvWZfTa51duiCXOR8M3C4bQqjczJKBvwUGwL86vbnubO9iPHZdqEAjgT+MjGBHi5vR8Vauee346T4yXGolIwOW6dkwWGzYb3PXjedKD3Qh2652MEAi4pv2QUirCV2O3auuJr4ucZyZF0aQzYbJZeXpSJE9OiEQiFlLXbmDud6co7fIQf+dgAXcOC+ZP27Id/+8iFxPpqWLFxouOx57ekcN10V78fVYCXiopEpGQgoYOfrxQ2afav1BgrwZuzqzGfFU1L7eunVNlzWxdPoybvj7J0CD7gmTWN6ccwcg3p8rwVEnZffdwfNSyXosdgQACtQokIgFbl9vt/doMZqdES09sNnuiprnTzKYLVby2N6/LctKFl6bFopGJeWVPHrsv12K1wbBgV569LpqiLJ1dXLLHMY7wVPHDralcrrP7QcvEQnJr23FTSPjbzHhkYiEVzXr0JquTH7unWoabQsz58+eJTUpCdJU4XU5tOw9uttsmfXi4iK8WDOHRX7IcHS8KiYiXpsVc8/fZF8WNOuraDbgpxDR12r8rlVTEouQAJkV7IQCS/OxBnatCwjOTIhkb7s7rewuoatOT5O/CbUODeH1vPucrW3n/5gSmfHacJH8XZiX4IhUJOVrSxI5LNewvbOCdm+L7dItwkYt5cmIkHx4p4oHRYcxP8sNHLWPm16ccFeBEPw3v35RAp9naZ6UL7B0ode0GR9dFZaueRWvOcv+oUDZlVjvsqLo5V9HCy3tyeXpiFFOivXrNtD+0OZNf7kijsKvlvC+OFDdhtdl4/6YEHt+a7RQ0L0sLQgB9VuRr2wwMDXTlZFkzf/n1Mj8vS2NUqDvfnCqjvsPI6DB3lqUF89JvuY7fuN5sdUriXY1GJu41XiMRCXh3ZjwKsYhNmVUcLGzgtqFBjAl3Z0q0N6HuSh7ektXn9i5UteKrkSMXC7HYbCQHuHC+soX0IFdeuX4QO3NqeWhMGO8fKuJ0eTPPTI7i7R5OAz2Zl+THji4BU4EA3roxjvXnKjFbbYS4Kbh3RAjDgt1QXWVdOMAAAF4aOcvSgjhZ1uzwjAd7UvX9m+Jp6TShVdgtdUP+C3of/1UivVRUter57Z7hrNx0kcxuJxObjREhbjRcI9nsqpA4JcE8VVI8Vc7jZAAx3hpq2gxMjvJkT49uRq1cQn17/64iVhuYrFbuGxmKVCQk7f1DjkSpu1LCt7cMIcBFTkWLnqMlfY9LdFvH/jNkV7f1e23ecL6KmxL8+OhIMR/NTsT7Gpo6AwzwR2LgTjXA/zg2m10Nua92sst17ey4VMvdI65kzMUiIbenBfHp0WJuTvRhydBAPjtWgg0bt6cFk+TnQm27gRNXWbBpZGJeuyGWYDclc787jc5oobpVz7gIj36F/0aHufPZcWfxLn8XOaPDPJiT6MvmrBosVhth7kr+MiUakVDI+nOVnCy78t7xvhq+W5jM0h/OEeWpZnNmFTKxiOEhrpgs1j4D5Z7vZbHZePPGOO7ccJ71GZX8cnsaq06Xc6GqlXB3JcvSggj3UBLuoaJJZ2LOqtM8MT6CBF/NlZt6D25LC3Jqx4v0VPHnyVHoTRZeuC4ad6W0l1VQq97M6kUpXKhsxWCxkhKo5URJM6/vzXPMwPX1ObxVUm4bGsSpHsejJ/cMD2F4iBte6t43VTel1FEFfvSXTDZerKa23YDhqhnySzXtRHtdaY/WyMR8vWBIn+3fv+XW8VtuHUqpiE/nDObBnzPZtCyN4yVNTokXgQA+n5uEVi7myQkRvWbN9+TWMTHS097dYLXxyNhw7vrxfC+RuvoOI/f8dJ4HRofx551XxgnCPZR8MCuRPbl1rNh4EZXUnqRSSEQYzFYiPVWOcZamTiO1bUbKmnUIBQLcFBLifNX2BIDVxumyFowWK7O/PeXUBnmitJk5355m8+1pvLInl1dvGISmh5hRhKcKq83GJ0eL6TRZGBrkxqI1Zx2jDQKBvYXykXHhBLleWZhWtBqweoaxt6ARjUyEq1yCp1qGUiLk7f1Xqss7c2qp7zDy3s3xKCQiJEL7vrvIxbgq/rnqfrvBTEWLnpNlTQgFAvatGEmH0cKWrGpmJfjRrDfRbjAT4qrEaLHx6+VaduTUIhcJmZvkx0ezE9h1uY5LNW3M+e40nSYLqYFaZCIBX85PorJVzw/nKtAZLUyJ8WLb8mE8uDmTEyWN/HVqDIeLGvkho4IOg4WpMV6sGBmK2WrlqYlRaGRiOo1mBr21H73pyvde1Wogr74dpaT/26uPRoYAaNIZcZFLaDOYKW/RE+frwlP9jCcdLW4i0FXOuzPjeWxrllMwMTLUHYlISHs/NpXd1HUY2X25lh9vS6WiWY/OZGFChCffnynvN5g2W218Pm8wufUdNOlMyMUitl+q5eYEX24Y5MNHR4q4+ZuTTtoOv+fV8/WCIX3a8gEsHxZMvc45AHj7xjh2XKp1cvsQCwX4uchQSO1V96u7JXpS1tyJp0rKc9dF89Jvudw5LIS7fzrPR7MHE9ylCL7xNg/eOVDAseJGnpkU2UuxPNRdwZMTItlwvpIPZiUwLNiNt/fn24OAeF9uTQ3g1T15PL0jB4lIwMIhAfzln3DvGOB/F2EeKj6enUhNu4EjRU24KsQMC3FDIRYiFQlxUUjQ/n+yJe0PgUCAv1aBv1bB9jvTae40I8AezMvEQqbH+fCXX3P7FLe9PS2oXwHWnsjEIqw2G09NiqKoUedY09V1GK55jmhkYkQCAWPC3Vm4+qzTc406E7O+Pc3ph8dgsV57H1r0/1zAX9aPCwDY3RaCXOUk+GkoauwYCPgH+I9hIOAf4H+cBp2RVdcQyfrmVCnzkvycWoC91DKenBhJTm07G85XkuzvQp3OyMt78jhX0cJncwfz3k3x1HeY2HihkhnxvngopWy6WMXre/N5cEw4U2O8+eRoCa/fOIjrPjvea4b7xjgfcmrbey0yb08PYt6q02xalsYdw4LpMFpo6DBitdm4b+MFp2Af7MreT22/xMezE7lc28bKUWFM/uwYDTojYe4K5g7258sTpX1+9juHBSMRCgjQKvhiXhLFTTqKGzt5eEw4nWYLv+XWcaG6lfFdarJ+LjKEArsdzveLknltb56jFVUsFLB0aCD3jQxl9ZkylqUFMizYDY1MzIRPjmKxwsZlQ526KcAelPyWW8fj25xF5m4Z4s8HsxJZueliv23CMrGQ66I8eGJCBAIENOtNbLxQRX2HkRvjvEkNdO01H98X4Z4qh3L31fi7yHFXStm0LA2TxYpAAJlVrVxrwtZqtRHjpcJgsbL0h3O8OzMesI9wuMjFjA334Psz5dy36SKv3hBLi97k9PvzVEvxc5FT3KRDLRNhtFj7tPcBuz7CezclOP6WioR8NDuRZesynOYZT5Y2MynKkzmD/TDbbMR4qWkzmDlT1kJJYyduKgkdRguXattJ9HPht3tGMOKDw0R4qMioaO1z5tFosfLliVI8lBJq2o1OAT9AlJeaRckBSMRCUv920Kll3maD9w4VMTzEjaAh9sVaYUM77x0q4nBhIxldXuUvT4thaow3ZpuNO9KDGRvuwfuHiyhs0HGqrJklXVaBCb4a/jw5ihhvz2t8M1do0hn54kQpz+y45NgvkVDA0xMjuT0tiM2Z1bx9oJAfbk1BIRXy552X+SXrynjOm/sLuHdECI+Ni2C7WIifi5z0YFfaDRaUUjFfnChxatPOq+9gfUYlqxelIBcLmPPdaRL9XHh0bDgysZCiRh3tRjNTvzjN6YfHopWL+cvuy07Bvrdaysbb0njkl0yen3Klxbwnr1wfS5Crgod/yaJeZ+TGQXYru1gvtdOMfl8UNugIdpUzP8mfx8dHYLbaHShOlzVz2w9n2Xhber//mxKg5XJtO9sv1bL9Ui2+GhlSsRC9ycLJ0qY+OwNkYiEeKim59R0sWXsOlVSETCxkw9KhvLonFzeFhFNlzb2EHNsMZqpa9dw/OrSXDWVakJYlqYG06s0OQUA/FxkaucQp2B8d5s6ilECu/+KE3SLvtqEOPZW+iPBQsn5JKlq5mPs2XcTXRY5SKmHwOwdYMNif2YP9iPVW8dncweTWdSAADt8/iq9OlNKoMzEuwoNAVznLN2TwxdwkXtqTy/6CBm5PC2JooCtDArRM++K447dosthYdaacoyVN7LlnOMFuA0H/AFcI81AR5qFieMh/zX70/ydBrkqCXJ0fa9AZ+WzeYFb8dNEpuJ8YadcWObbeTfoAAQAASURBVFLU5DS+1R9VrQZuXXOWN6YPwkMp5UxFM54qKX4uMkaFunOkuLdw6H0jQ6nXGVl3rm8XGIvVxlcnSnlwdBgysbBX0r8bL5WU0iYd/i5yxKL+J5aH+PffYeatlnKptp3fcuuY0seo6AAD/FEZCPgH+B9HiADJNS7Oki4f8J7UtBk4U97Mh0fs1clpMV5MCvByVHUf/iWLrD+NZ2iQG8kBWl7bm4fNZl/AHi1u5G8HC5kz2I95SX60GcxsW57OlydKOVjYQIKPhgfHhBHoKmfkB0cc7ykQwP2jwqhs0ZNb18HBggZUUhG3rcvAWy1lx53D2ZPnLBDYzfnKVvxd5JgtNswWK0GuCrZm17DljnRs2HjrxkE8vSPHaTF7R3oQConIUQkIdFWgkorwUEq5UNGCn1bBbUMD0crFeHZVyP21CnbdOZwZX59k0ZqzPDA6lKcnRqGUiPBQ2dvyJEIBtyQH8uKvl3ljX76TJ/vUz4+T+fh4IjztFXOD2UJufQePbc3matZlVDIixI3hwW5491GhBzCYrFhsgA325Nfhq5Hxedd8nIdS6vB676bDaKZJZ6S+w4RYKMBTJcFLLef6WO9+b/T3jgjhT9uyOd6j1c9NIWH9ktQ+rdUAbk7w5XJdOzPifNiSVcMd6zPYffdwSpo6adGbeHt/gWNh//jWbBL9XJx0Im6K9+PeSxcYG+7OkaImOvpwEeiJ0WzlyP2jeHZnDj4aGevOVfQSLwJ7ZXTpULtd02PjwjFbbBQ36tAqJCxfn+HUhjhvsB/HHhhNcVMnIgHcMyKkTyu8o8WN/HlyFI06I6Diapr1Jnbm1GG12TULEnxd0JstnKtowWqz+zaPi/CgudPMuowKexfJYD9enBbDieIm3JRSpn15wvF5Yr3VvDsznlf25Dl1dqQHuzIxwqPPbo6+uNiVKOuJxWrj5T15jAl35839BXw6dzC/5dXh7yJ3Cva7+fRYCfOS/HlwTLj9s3aNTWTXtjsF+93Udxj54Vw5z06OYv99Izld1kJefQfxvhqiPFUsWn2WaTFe+KiltOrNvRav3y9M5q4fz5NT287psmZmxHmzNftKEPvEhAgKGjqcuj1Oljbz3qFCNi1L61M4shuBwH4tfHbXZV6+Ppabvj7FB7MS+PJECTcM8mH9kjR0RjMXHx/HkaJGPjpa7LDUk4mFPHtdNA91jVsAjvb7/PoOPp6TyOTPjjs5GggF8P5NCXx8pJh7R4ZiMFsxmK3EeKlp7DDy6NgIpGIR3y/yYM53p5yuI1GeKqK9VIS6KViUHMDqMxW0GcwsGOJPtJeKnTm1tBnMfDgrgft/zuS6aC+2XPX9PTQmnNvXn3NcE7dfqmF+kj9r+wgKgt0UiIQCJn16jJnxPrw4JYa9+fVEe6mw2WDd+UrWna9kZKgbEyM9yKpuJ95XQ6ibkvtHhWKy2rhc247eZOXhsRF8etz+mb84Xsr9my7yt5vieXlPbp8aEvn1HZwubxkI+Af4QyMVCVl/roIfb0uluEFHU6eJwf5a8uraWfrDOX5cmvpPbaeuw0hNm4H3Dhby0OgwtmTWUNdhpFFnZM2tKQSek7PxQhVmqw0XuZiVI0PxVsvoMFjIu8Z4Y1ZNG/sK6nl0bDhtBjMeKinZNW1szqzGZLExZ7Afa89V8NmxEn6+PY2RoW5IRX2PE4a4KRgaqO3l+ALw6LgIvj5ZytHiJpaty2DffSN7jRwOMMAfkYGAf4D/cdxVUu4dGcKp9c19Pr9yZKhTi3ltu4EHf77Ijz1atg8UNBDpqeLrBUOY+fVJOk0WSpp0hLorqWrVE+etYcP5SjqMZq6L9uLJiZGs3HiR+Un+bLxQyc0JfsxK8OWhMWEUNOj46UIVvi4yDq4cRZPOyIWqVmK8NWzJqnYIvLnIxQRo5fy4NBWLDcqa+1a47abDaCEpwIVDBQ28f3M8j2/N5o71GXy/MJmRoe5svj2NgvoODBYrg3w0HClqZFiwqyOYB3ubu9FipUFv4qmdOdS2GxkR6sYb0wcR561BIRUR7a3mwH0jqWoz0NhhxF8rRyER8uS2bDZlVvP2jfF8eKTIaYRiaWogy4cFo5SInCrV9e1GPj1a3OuzCAX2zH9jp4lvbxnS5w1RZzCTXdfBpE+POc3Ib79Uy7OTo3hsXITT6xt1BoobO8msbqW0SU9layeRnmqmxngR5qZk113Dufmbk46gVyCAxSmBeKtlTsE+2INYT7WUm+J9ewWCniopy9KCWbL2LO/fnMCWrBqmxnjx04VKpwpjT17cfZnUQC3uXVX+YDc5C5P9CfNQ8cGRIgJd5Y5q5dV4qqSUt+i5+8fzbF2ejqdKyoRPjvX5PmD3/1VIhFS26LHabARo5cz57nSvKuqPF6oI91BxuryZ/QUNzB3sxw+LU1i05qxTYsRLLaWl04y6n1njwX5aPjtWwvs3xePjIudYcSNqqZgXp8awPqOSrdk1NHeamPTpMSpb7XPnHUYLlS165g/x7/VZcmrbuXXNWX5cOpQbvjwB2OezHxsXgdc/0c0B0G4w8cbevH6f/+BwMc9OjuJceQsSobCX2FxP3jtYQGqAluKmTl7fm4eXSkrdNeZVf8mq4YUp0XipZLToTewvqOfjrrGHO4cF8/SkKNyUUtoNJgK1CkdQ7aeRIZOIyKltZ0SIG8OCXZka40Wst4bPj5egN1sZF+HB9C9P9nrPRp2J9w4WcHtaEDPj7Umoq5mV4Me+/Hp+za1j5ahQ3rs5HqPZwotTY1my9ix3DgvBSy3l3YOF6IwW7hsZSqBWwa7LtSxPD+aTY0W9umRkYiHL0oPRyEWsuTWFi1WtHC9pIsJDxdwkP5o7TUhEAmK8VDwyNpyqVj0Pjglj8dpzlDZ18vr0QST4afh0zmA6zVZq2wxEeqpwV0iQS0W8/FsuW7JqGBPujotczJnyZgJd5Wy6UMW+ggbmJ/mz9Y50jGYrX5280uXkIhfTbjQ7uXOsPlPBD4tTqO8wOmkYRHSNx6zYeAG92cqG81XMHxJATZuB4ibna/KJ0uau4P0wP2dWs25JKmM/tiv+e6tltOrNjmvV6rMVHHtgNO4KCR0mC4euYWm4PbuGWQm+CPprdRpggH9zvFT2Ub6bvj5FsJu9uPD63nz0ZisqqYgE339OdyXM3d4huHxYMC/uyXVKBC74/gyLUwLZsDSVIK2C6jYD9R1GPNVS3OQS4nzUlPfTbh/jpUYmEjEy1J0PjxSxv6CBkaHuHLl/NJlVrSikIpastScIp31+gqw/XSlcXI2PRs7GZWk8tT2bH8/bkw+eKimPjg2n02RxJIPz6jsobOgYCPgH+I9gIOAf4N+CKdHeDA9x6xW4jQlzZ0xXu3o3l2ranIL9bvLrO/j1ch3TYr3ZcckuXFbe3MkLu3OcqmwnSpsJ1Mr5fF4S7xwo4JGx4RwrbmJKjBdLfzjnNMv92u/5vDF9EOUteh7beqWl3bNLWK3TZCXUTUna+4f45Y40REJBvyKAGrmY0R8c4cExYYyL8OTzuUnYbDbUMjFuSgn+WjlqmZiWThNigb1yfXXVqL7DyAM/ZzopYO/Nq2fY+4fYe+9IxnYdK18XuUOkrapVz+TPjnGpS5DLRyOjqNG+EFZIROy9dwQFDR08uDmT3LoOYr3VvDAlmuHBbjTrTb386UeHufPMpCh2X67laHETzZ0mlqcHE3GV1VpVm4FHt2T1KYj38p48FqUEOCVy6tqNlDXr2ZlTR1WrgaFBWuJ8NLx7oICnJ0UxKtSN84+Np6RJR6vBTLi7kg3nK1ix6UKv7U8f5IObXMwTEyKYHO3J2rP2CuOkKE+mxnjzwM8XqeswIhbZF+iDfNRcqOytd9BNYaOOsuZOpCIhapkYjUzCktRAqtoMbF6WxpGiRpamBvJdHzPLz06OcgR8S9ae4+dlaVzL3lcoECCXiKjXGfFSy7hY3dYr2O/myxOlvDUjjt/z6lmfUUmr3sxj4yJ49fcrwfKyoUGcKG3iruHBfW7DRS7iTxMi+dO27F5V71euj2WQt5qt2TU8PTGKNoOZUHcluy7Xkhbsxku/5fa5zQ6jhf0F9YwN96CqVc9XC5KIuIYl3NV0mqz9LvwAKlv0pAa6MvPrkzwxIZKWzv5n1xt1ZvIbOkh//xBWG8xO9EMh6b+jSCwUcLK0mZRAV1aMDOWmBF86DJYugUkZ8q7fuFom4cmJkY4k0eKhAeTX2bsBHh8fwdxVZzCYLUyL9ebvsxIJ1Mo4UtS/P/eWrBrevDGO16cPQi0Vs/58pd1WTmi3+5qV6Muta85is9nFROevOsPWO9KZ9sVxHh8XwcmyJn48f+W6sCevnkhPFd8sSOKdA/k8PzkGqVDEt6fL0JksTI7y4qExYbywK4cQNyWv3hBLc6eRM+UCTpc38/aBArRyMWsWpeCvlfHOzHhOlDRR22GgsCtZ+MS2bHbeOYxPjpWglAjJqe3gcl07z0yK4ve8OvZ2ed13i+ABNHSYeG26fYxqw/lKfrxQycx4HxanBrK963UysbDXKJXRYuXWNWd5cmIkD4wJw2yxYrXZrxv3/HTBKZmxL7+exSkBjP34qNM2ArVyfNQyR2eBUGD/rQJUXPV7azdYOFzUyMx4H4QCAR5KqVMHRE+81TLMFhsS8UDAP8AfE41cwps3xpFZ3eZYK4Bd5Hfb8mEEavsOejuMZkqbOllztpz8+g4eHBPO+AgPfDQyp2Af7Netr06W8tXJUh4bF87SoUF8eqyY7Zdq8VRJ+WTOYH7Nre/1HhKRgFtTAtmaXcWb+65Y8GZWt7HqdBm/3jOcH85WOLqBjBYr2y/VODq7+iLIVcHnc5N4ZlIUl7pGN785VdZLzymnpp3RYR79bGWAAf44DAT8A/xb0F0pP1bcxOfHSxAIBHY15BA3p+yq1Wrj8+N9z7sDbDhfybOTo/g9r55wdyX5DR1OwX435S16Nl2sIsnfhSNFjYyL8GDV6fI+FfOf3H6JrcvT+ehIETbs1acv5iWx9mw5M+J9OVxkv0Hsyqnl1uQAVp3pHfRdF+1FaZOOQ/ePIqe2ndEfHXEsHmO91PywJIVdObWsPVeBWCjk7uHBJPj1zqhXtOj7tLuy2mDlzxfZc89wfK6qoubXdzjdwEuadMT7arhY1cb6xcnsulzLi79eCdzOVbRw8zeneO+meMaFu9u9wbsqarHeah4eG87sb085gtDfcuv48Egxm24byvWx3o7ZuUadkcPXqIrty28gtmsmsKpVz5asGp7s0cJ9sLCBL46XsnZxCpdr24n0VBPspnASB7xlSCCrTlc4EhhgV6f/cFYCwW5KChs7+fuhImYl+qKQiDhR2szfD5/AZrMnO/w1dos6tUyEVCTspX7eTbyPhguVrbQbLIwKs89kauQSNHIJ0V5q4nw0tOjNpAa68tb+AspbOkn0deHRceGcLmt2HIfqNgNmq43ZiX796jZcP8ib8mYdl2vbGOSt7le7AOxzl2rZlSTLzpxaVo4Kdfw9K8EXH42MV24Y1Gcrvc5opq7dXjHtq8X9zztzOP7gaGZ/d4rNy9J5c18+z3S1ow8PduNCVf9JkotVbXyzYAgKidDJIeCfwUUuZlSou6N6fjWpgVps2GjRmzlT3sL4CA/y6vtuB705wZfs6laC3RQUN3ZyuqyJL+cP4YdzFVwf682sBD/kEiHHS5pYdaacBUPsbeNPbr/E4ftHEXKNVu1EXw2vT4/lmR05qKVivDUyHh0XzgM/Zzra83dcqmXHpVpGhLg5fjt9YQPEQiGRnkqenxLNvCR/TFYrEqGQXZdruXXNWUwWG1GeKpL8XTj/2Diya9qw2iDMQ+n4XnqS36VLEOWppqylExe5mE/nDkYqEnKytIkNGRX8aUIkv16u46Ffskj213JLcgBPbruExWqjUWdi5jcnOfXwWFxkZl7fm8fi1CDH9ocGubK/oIHNPaxNhQJIDtA6jS305PPjJdwY58OS1EA+PlqMzQa/ZNbw6NgIR5ttfYeREDdFr64ZvdnKi7/m4quR8c7MOJb+0NuxBOzntrdaxhB/LafKmhELBcxP8uOl6wcR7KZkRpwPw0Pc6DRZ++3MAbuLRpPOhLtKwvL0YN7ow/IQ4KYEXyTiAZfjAf7YhLgp+e3uEeTVt3O8pIlgNyXDQ9wI7GcmvtNkYXt2DQu7EpFg7+D7celQTBYr/i5yh13q1UyI9OTF3ZcdSb76DiO7cmr5+80JPLcrx9HJ5+ci4+0Z8XbHjP2FvbajN1t58OdMvlqQxKbMasdoWVaXYHFzp13YVSQU4KuROXXhyLrO2dt+yOh3nCr0X0hUDzDAvzMDAf8A/zYEaBXMSpCSqDYSEBCAug8VWxs2TNdQizV3VcT+NjMeX42MF37t218dYNPFKtYvSeWNvfmkB7tesy04q6qNv9+ciEgInioZb+/P5/kp0YiFQu7bdAGhwN7C/uLUWIQCezuo2WpDKICbE/xYnBrIotVncFNK+HJeklOl6I0Zg5j73WmnFvsVGy/y5YlSNt+eRoD2SoB7qLBvNwGw3+Ba9WZ8rtLVOXuVtdhXJ8t4elIkj2/JJsBVybzvnVVxu/nzzhxOPTSGoUGueKrs1a2Hx4Tz+NasXhVni9XG0h/OcfrhsejNFmw2rqnLADjZ/DR3mnh6x6Ver2kzmHn5t1zuHx2GyWzttaiO8VZzaOUoyls6qWjRE+6hxM9F7tAUiPJUoTNZeHNfbwuu24YG8uOFShYmB/Dx0SLuHxXOuwcK+6ymrxgZilgk4LGtWWxfPgyPq6zzfF3kCAQG0oK0bFo2lIIGHYX1Hbz0W24v94mqVj2zE/3YfbmuVzB/Y5wPZouV62N9OFLUiNFsZWiga7/HMNJTRdVVlUmBAN6YHsuoMA9cZGI8lFL8+qjOVLfqeeX3PBL9XPjoSHG/77E+o5JRIe5UtHQ6JZtq2g2EuCn6rXrG+agJcVM43Ab+FWRiEQ+NCeebU2W9dBvkYiHLhwWTXduGt1rKlqxqti0fxobzlb2slnw1MpL8XXipy9LOYLZS1KCjudPE3ntHsvFiFU9sz6bdYGFytCc/LR1qV2h++wCWrrnunuff1bgppdw3MozZif5UtnTSojfjo5b1ucjNqGzlTxMigb7t4K6P8cZdab/meSilrDlb3iu5JxDAh7MSiPRUA7Auo4KJkZ5s7yOp2c2G85VsWpaGVi7mgyNFjjb5KdFezBnsx8yvTzpm0zdeqMJDKWXVomTuWG8XlTRZbHx7sgyw8eoNg8iqbiNQK6e8RY9aKu5lhaWVS6i7hgWX3mylRW8i+Sprxl9z61i7OIUtWTV8fbKUU2VN3JkezBd9JMZevj6WzKq2frupbhliH7fZfucwWvUmREIBnkopKpmYokYd1312jNKmTt6YPojpsd5su9T7+Pm7yHGRiRELhTy+JZs/T47maEmjU2Ks27bPR/3PuU4MMMC/O/5aOf5aOeMi/rG4alWrniU/nHNKmHUYLcz+9hTfLEjimUmR3P9zZq//U8tE+LnI2XzVuN1XJ0uZEOnBZ/OSCHCRYzBbMFttvH+okCkx3v0m5jIqW6lpM3JHWhCv7bUn5caEe5BV3cojW7I4UtSEt1rK4+MjmJNot6jtNFooa+7kUm07t6cF8XEfo4u+Ghkhrv1f/wcY4I/EQEp6gH872psb+m25bTdYmBnv2+//zhnsx/gITxYmByAVC/u9QYC9Ku6hlPJ7fj0mq61f5VeAVoOJMHcF5ypaKG/W8c0tQ/BzkeMiF3PiwTEUPjOJv89KJMRdyUvXx3Jo5Sg2LE1l421p+LnIWLj6DHqzlapWA/sLGpgUZb+Zjovw4FhxU5+WhGfKW3pVXa/lbS0RCZxa6rsJvcouL7++g6zqNj6ek0hNW2+bu246jBaaOk18eLiIVQuTmRLjhZda2qtNr5sWvZncuna2X6qhuKmTy12zzP0xLvxKm1xGZUufglhgH8Hw08gQ9nO18tfKifVWM8TfBZvNbuWmM9oDv0BXBbvuGu5k26dViPn7zfEsSgmgslWPj1rG8vQQTpc18/2iFELdrxwvD6WUj2Ynsv1SDQazlZOlzU6q7D0xmK3M/OYUJU2d3LE+g2d25vT6XuViIf5aOZ0mC7/cnsbrNwxieIgbk6I8WbUwmRenRBPrrWbUh0dYsekiYz8+aq+w9AjYPZRSZsT5MH2QN09PjOTzqwIiP42ce0eEMjLUnQQ/lz6DfYPZwt8OFvLRkWLUUlGXoF/f1LQZGBvhwTennJ00vj9Tzr097DJ7IhIKuCM9+L8U7HcT5qFg34qRxPteyWAl+mlYuzgVmUhARbOeB0aHYbba+NO2LNYtSWVmvA8ioQCJSMCS1ABWL0rh7p/Oc6iwkXt+usCBwgZuSQ5AZ7Lw4OaLfHC4iEadCaPFyo5Ltcz8+iTtBgt+XVZM1+pg6EYtExPpqWJshCfRXmqU0r6FojpNFjIqWliaGtjrOY1MzJsz4nDpSnJ6qKT8fVYC798cz9hwDz6dm8iOO4dx8L5RRHiqMHap+Q/x1yISck3LLKPFhlgosFvVpV8Z61gxMpQHN2f2Ou8adEZe+i3X6bvNb+igQWfi+zNlDPbTsGphMiFuCi5WtzL8qnO8w2jplRDriUAASqnYaT4fYFKkJ09vv8S4cHceGhOOUiJmWqw3b0wfRJi7ErFQQGqgltWLkrlY1cr8If549RFo354WhGfX454qKeEeKkLclKi6xqUe2HSRwgYdZquN53Zf5p6RoSQHaJ224auR8cPiFBp0Rp7ZcYklQ4P4+kQJr14/iJ+WDuXx8RH8dWoMu+8aztQYrwHBvgH+V3K2ogWTpfeNW2+2snDNOabFevP4+AhEPe4Dfi4yvl+YQllzZ5/3/H35Ddzy/RnKWzqZ//0ZNDIxeXUdiP/BvaTTZCGu617hqZKSGqglp7aDZUODSA92paSpkwd+zuT+nzOpadOz83ItcW/tY+Hqs4wJd+fmBOd1ZZi7km9uGYKyjzXVAAP8ERmo8A/wh6LNYEYqEjAmzL2XiJK3WsqS1ECivVSOtq1laUF830eLPcCCJH++PVWGzWa3uxoW7MqJ0uY+XzsuwpOs6jbuSAtGLRdz27oMjhXb53G91FLemRHPjYO8AXs76UO/ZHKyn23tumz3sP49r55JkZ78kNG3FQ3Y21+nx3mjkdkDgVGh7n3qBNw3MpS5SX5suliFzQaToj3x18hxV0kZ4q9FIxM7zdK/e6CQ+0eFMivRr9/3BnuV/v2b4ilo1PG3mfE0XEPsDKCp08Tzu3IRCQWsX5LKx7MTGfXRkV7zuA+PCSegRyDaX6WuG61CgqhHxN/caaK23UBxo44QNyXP7LjE5qzqrs4CAXcNC+HZyVH4usiJ99Xw87I08hs60MjECAUCPjxcxHenyxkW7Eab0Uysl4o2g5nHt2bz5IRIvNUyrDZ7YPzpsRJq2w2MC3fnp9uGcrKsicxTbST4akgJ1BLsqkAgEJBZ3Updu5FvT5Xx9MRIh7hjT56dHMWB/Hq+PFnGyFA3Hh8XwdgIdwJc5FiBypZORn901JGoatCZmLfqNFuWp/PElixujPfFUyXlt9w6JCK71dytyQE8t/syFquNRD8NnmppL/u9q6lqNfBhV1U/o7KVMWEe7M3vPTsJMCrMHb3J0itAK2zQUdlq4PHxEbx3sNAxP6mWiVizKIXQ/8sgSCoSMTzEjT33DKeu3YjFZkMqEqKRifFSSQl2U9qDdbOVtw8UMn/VGRanBrDl9jTC3JV8e7qMGV0Cnt1svFDFk+MjMVttfQbzerOVV37P49XrB7F03TlivPoWfeqPUHcFZqu1X0eJdw8WsH/FSEaGurP6bDmNOiOTIr1YOTqUSA/n9/LVyFkxIpRhwW4sXH3WMbaikop4bfogFg0JID3Ilb/svszj4yPYcL6yz32anejLl8dL2JvfwJpbU3jvUBFeaim17f0n+46XNPHEhEjH33E+arxUMmK81Xx2vJS6DgNvz4hDJRWjM5rtIwaVrYA9+VDbbiTUXdFncnBajDcms5X1PfZ3+iBvFBIh3hoZr+0tYNPFK50NKQFaHh4Thr9WTpi7kt25dUyJ8cZgtvDb3SNYn1HBb3l1uCuk3D86FD+NjPt+vMAXC4bgoZRQ3dWloJLa7TN3Xr5SzdcZLSxec5aXpsXanSw6jKhkYoSAALsdaLininf2F7Anr56jJc08MDqM62Pt1casmlZivFROAc0AA/xvoa0fK9pujBYrz18XzZ3pwZS1dCISCChq0vHMzku8dsOga2oe+ahlNHWaeOX3PN64MQ4vlbTf8ZvUQC3lLZ0IBQJSArS8ceMgZn17ity6DtyVEp6dHE2Cr4aPjhSz6WIVf50Wwy3fn7EnHGz27sRHxoazbXk6OqMFrUJCUYOOQ4UNDsvjAQb4ozMQ8A/wh0IqEuChknL/6DBuGOTND+cq0ZksXB/rzV3DgjlW3MjI0CtzsnE+GqbFerErx3k220cjY/ZgX278yq6YLRcLee+mBEZ/dKTXDWhMmDs2m41Ht2Tx021DWfntRSdLtbp2I0t/OMf25elcP8gHsVBwzaywSirGaLa/hw16WQ72RCgQ0PNZX42Mr+cncdu6DMdjz0yKQmc0M/EqtfQVI0L4y9QYAl0V/HrPcK7/4gTJAS72mWWxkGa9CX8XGb4amcOiqyfBbgo8VRJ2XKrlqR2XWL8klZZOMx5KKQ19VIRlYiEaudhebbTAsnXnWLUwmU23pfHj+UqOl9rb6panBzMixM3J1z4tqP9OgHhfDZ49XlvTpufp7Tl8e7qMl6fF8urv+RwuaiDJzwWJSEhmdRsfHy3GarPx9ow4lFIxUZ4qZGIh27JrePiXLMe2zpS38OWJUrbckUaCrwZPlZQVGy/22ocNS1JxVUhYvPask9+9h1LK3hUjSPRzIbvGHkBuy64h3kfDVwuS+OBQETm17UR5qXhucjTpwa5IREKWpgXhppAgF4uwYaOsWc+T27O5Kd6Xh8eEk1Pbzu7LduHJzOo2Jn96jKMPjObhzZnsunzlt/zliVLmDvbjrRvj+OxYCe/dlIC8a+zBZLFS02bAYrMHO56qKzP87UazIxD+5mQZ39wyhIOFDb08ziM9Vfi7yEn0VSMTC3slBV7YfZklqYEcuG8kbQYzMrGQUHclfi6yfi2R/lV8NPJeuhQAMokIN6WUZyZFsTA5gKyadjxVEnzUMvLrO4jp6vo4dpUQ6IXqVvbn9z8asyunlr9MicZbLSXGW/0v7atMLCLcXcULU6J5ZkfvGfYXrotBIICmTiNPTYgkwlOFj1qKq7Lvinhho47Jnx1zSrZ0GC08+HMmoW4Kpg/yYe3iFC5WtTEixK3XZ3VXSpifFMDMr08S6q7ARSZ26B1cnYS7mu7roEIiYk6iHz9nVjPz6ysOA6vPVJDgq2H9klQ23jaU3ZdrUcvEyMUiNFIxm29PY8ZXp5zGVlIDtTw5IRKTxcrl2naiPFU8NCaMydGerNyUyX0jQ5n//Rmn/Thb0eIYS9q/YiQeCgm1rXoyq4zsyKnlletjCdTKyapp5/Gt2UyN9uLP10XTrDPytwMFfHq8hHaDhQgPJa9PH8T9o8L44HCRY/stejMPbs5ELhby95sTOFrUwNKhQfhopDTozAwPceOdA/YxjGMlTb2OsZ+LnKCBCv8A/wtJD3bt97lITxVauYRWvZkOo4WbvznFmltTeH7XZSpa9Oy+XMvcwX6sz+idqBwe4opGJsZms2ugVLToWb0omZemxfLsVdogComI566Lpq7dwIgQNzpNFlafLuelabGA3W7wXEULo8M82JZdg1wsYn9BvdO9zmSx8ea+At7cV4CLXMQX84bwl18vc3DlSGTigQr/AP8ZDAT8A/yhsAEPbc4ku6ad5AAtsxN9kYqEHCluZNoXx/n93hFOr/fRyPh6/hAOFDbw3sFCOowWpsR4MSnKi3t/uojJYmNhsj/zk/xxkYvZv2Ikz+3K4VBRI+5KCUtTAxke4s6Z8hZWjgqlormzT/90gCe2XyI1yBVvtYyVo0LZX9B3ULFwiD8fH7X7w+++XMucRD+HwMzVrBgZglp2pVqrkom5OcGPi4+7svpMGfUdRsaGuzPtixO9/veTYyVMi/VmfKQHSX4unHlkDGvOVvDmvnzajRZWLxyCwWzl6wVDnET4AJRSEWtvTaGkUcfnx0u5e3gIJouNUDcF790cz5K153q931MTI/m+h0p9o85Eq97MPT+dZ0qMN3MH222+/rQtm+9uSUZnslDa1IlKJibARc7j4yN4e7/zfLNEJODj2fZRCQCLxcr+/AYqW/Vo5CIG+7tQ2NjBkxMiOF3egs5o4amJkVyqaeeV33N5fHwE4R5ixCIhAuCJbb11AowWKw/8nMnHcxL5ZsEQPjtewqfHimk3WEjw1fDkxEikYiEPbs50CvbB3v4869tTHFo5isQeIotv7MsnwkPJ7WnBBLrKadAZGRnqhn8f8+A2G2TXtLFsaBDfni6jokVPcoCW7XcO4y+7L3OitJlgVwWHixqdgv1ufrpQxa0pgaxfksLqs+UM8lZzsaqVwgYdEpGAnNp2dubU8MKUGJIDtKikYlQSu0ih0WKlQWfk46PFbFg6lDf25nGitBmpSMj8IX78eVI0te16nt5xiWXpwYR7KB0K7d3suFTL89dFMyK0f0G6/1uaOk1UtHTyS2Y1erOVmXE+hLor8VLbrfD8XOQ0dZp450Ahv2RVY7Ha8NXIeHJCJKPD3Hmrx+/KYLbgquj/1qeRi2nQmdi0LI1nd+XwyvX2lvKr6TSaKW/Rc6GqlQuVrcT7akgNdCXcQ8ldw0KI9lLz3K4c8ursyYeXpsUwJswdD5WM5ABXp20ZzBZq2wyIhUJc5GJUMjG17Xp+yazu1VnRzZ935pAe7EaSvxYftYz0YFd2X67js2PFdBgtTI3xZnaiHw9tzsRosXL/6DDWn69gRpwPwW5K/F16izh2E+ymoFFnr9K/OzOe5k4zr+/tLViXWd3GZ8dLeGqCvWvi0V+yadAZ8VZLefPGOPbeO4Lylk4KG3SEuCnQyiXk1rfjppBw4qHRiIQCXvz1Mluyakjw1WC22vqs+M0d7MfSoUGUtXQil4hIDXTly+PF/Gl8BBM/OeY00pBb18G+ggZeuT6Wtw9cEfkqaNAxb9UZPpqdSFqQK6fKmp3eQ2+2MjTIlTmD/RzJSKtNR5Gtf1E/gNZrOEQMMMB/Mn4ucpamBvYSKhYI4KPZiYgEcKS4kZ8uVtkTlZszWbc4lU+PFbPqdDnf3jIEi9XGxq7ORICJkR48f10MdR0GPp2TyMHCRipa9dz0zSk2L0sjNVDLh4eLupx8XJmd6MfvebWMCHFnc2YNQgEEuSlYviGDdoMFuVjI3CQ/psZ68dCYcNacLaexw9THp7HTqrePdB2+fxThHv9ah9cAA/w7MxDwD/CHoq7DSHaX4vy5ihbOdVV+ZGIhEyM9+6yW+7rIWTAkgCnRXhgtVqw2G5drO3h7Rhyx3mp8NDLclVLKmzu556cLzIjz4Z4RIXQYLKzLqODdg4VIhEIOrBzBF9dwCMiqbnPMdw8LcePGQb3FoCZHeTIqzJ3nd9vbvY8W21tnE3w1ZF4V9I8Jc2dEiDvlzZ00d5qQS0R4q6W4yCXE+2p4bXocOqO5z+C7mzf25VPSpCPGS83zu3I4UWY/Xs9fF81vefW8f6iI0WHubFyWxuHCBvLqOxgapGVGnC8amZDcOh2LUwOoaNFjtlpZuOYsdw0P5vd7R/Dq73lkVbcR7qHknhGhZFe39RIZazOYEQuFbLxQxcYez52vaCbEzQ+NXGJX6M+s4pbkAEaHufPG3nyq2vSMDHHj6UnRRHrag63adgO5te3sy68n1F3JvSNDcFdIiPBQMf0rZ2/zmXE+fDgrkeYegmKX6zr6nXXOq++gTW/mcm07j48P576RoRjMFhp09tGBQK2cnNr2Pv+3sEFHbbuBeB+NkypxQYOOZ3fZqxFvzYjDpw+VfLAnRrKq25wcCo4WN/HNqTLW3prCg5szmT7Ih0+PFff5/wCfHivmr1NjWJIaxOK1Zx12aGCvqr58fSyzvj3Fj0uGMj7SE18XGcvSAh2OF7tyarlY1cpdXT7z/i5yPjhcRE27HoVYxA1xvjR3mtiwJJU15yr4/nQ5JouVGXG+PDUpkvD/j0rGDR1G3j5QwBs9As5X9uQxK8GXj+Yk4quRozNZWLHxglObfnWbgUe2ZPHBrASGBmk53fXbTw7QkhygdYw0XM2tyYFcrm3ncFEj685VklXdxq93O7tf6Iz238qMr085CfS5KyX8evdwUgLtC9HRoe4YLFZkInu7+tXoTRby6jv428FCMipaCHVXcs+IEKI9VbTozY42+b7IqW13tOT7usjxBVQSMdGeSjKr2zlW0sSNX53AbLVxXbQXrnIJEyI8OVjYQIKfCyGuClaMCOGTYyW9tv3ujHhcFWKemhDFpgvVeKj6HxH55mQZM+N88FbLeHpSJE/vuERtu5Fl6zJ4ZlIkz0yKYlyEJ1arjfoOI0GuCjxVUoRCAd+eKmPV6QqEAnhkXDjtBjMucjGtPVqFV4wMIVCrYPa3pxxVOaHAnmCsbNH3eU5nVrc5ztur7R1f/T2Pv0yJ7hXwz4jzIdBV4dR55KuRoVWI+0x0dZMe4trvsRlggP9k3JVS3rhxEKPC3HljXz5VrQbSg7Q8NyUGT6WY8hY9VuBAgX38srSpk8qWTpQSEV/OT8KGXXdpWVoQHUYLcokQL6WUDw4V8eDYcM6Ut6AzWRgV6saNg2IRCQW4yMS8cn0ste0G2gxmtHIx7kop6zIqifVSoZSJeXlPHjKxkDemDyLSU0VmdRsZFa1MifFib14dEyI9YXffgs6DfNREeqr+ZWeZAQb4d2cg4B/gD4Wxa4ErFMCCIQHMSvQlxE2BUiJi04Uqnt91mVmJvowMdSfwKnXVngs5P5feldb6DiPZNW2O1myn97VYaegwEXQNxVY/FxndIvKBWgUfzxnM/TVtrDpdjtVmY16SP7HeanZfruW7W4bgrpKiN1mxWm18OCuBrJp2fjhXgUgo4L6RoQwLdmVvfh2Pb82mtt2IQGD3l393ZjyRnvbMs8li67Mdv+dnsljtNoTdwb6bQkKcr5pbutT5Dxc1Mv3LE4wMdSNQqyDEVcmC789gttp4YkIkDR1GpsZ4M/Prk5itNob4a1my9hwLhvjz8rRYduXU8syOS718rMFut9isd86m3zU8mMEBrixcfZazFS14quxt/nn1Oi5Vt/Dj0qEIBKCVi1FK7Zeo6jY9Kzdd5OeLV1R9fzhXwW/3DO/T/mtLdg3jIz1xVVwJVKzXKtMBFhvozBYaOkwM6rI6sFptnCht6leosJtOkxV3hYQddw1j6dpzXKiyB2pSkd1iUSMTU9CoI9qrd4t4c6epT0s1ndHCC7svc9/IUMwWG236/luw2w0WPJQSPjhS7BTsg31s4bldOTwxPpIHN2ey554ReGtkPH9dDLXtBjZn1gB2y8cfzlUyLMSNOd+dRiwU8Oi4cD4+Usy6rrbLBUP8uGtYCGPC3JGJhIS7K7HacLI6+n9Nbl27U7Dfzc+Z1cxKtDtgFDZ09Cuw9+a+Ap6dHMXpsgvcNjSQC5Ut2BDwxISIXu4NQ/xdGB/pQave7LBovFjVRkWL3ingr2o1sHzD+V5q/I06E7O/O83hlSMJdFX2GeT35EhxI9d/ccIRyGZUtrI5s5q/35xAYWMHEZ79J1IiPVVIezhhFDfquPmbU4wMdWN6nA/1HUYeGB3GTfG+XKhqYfmGDAK1CvbfN4IgVyVNOiOPjotgSICWdw8UUtHaSXKAlifGRxLjpeL53ZfZeLGKSVFeyK7hL99hNFOvM7Fw9Vmmxnjx6ZzBLN9wHoC39xeyPD2EMA8xQqHA6Xg06ox81pXEstrgtd/z+Gp+Eo+MDXfYhGpkYiZHeTHnu9NO72m1wau/57NqYXK/I0kHChpJDXSlvMVZCbyiRU+Crwth7kqKGnW4yMXcPyqUlaPC8LxKbFAuETHEX8ub0+OY9/3pXpX+W4b449fHuMkAA/xvwUcj567hIUyK8iSzuo3jJU0s++EsP92WxtTPj/PYuAg8VdIr10qBgC9OlPbpvgHw8rQYHhkXzrhPjjnGzjZnQpCrgi1Z1ezsGs8M91AiFwtRSUW8esMgkvxdUEpE3LL6LEIBrFqYzKfHitm3/cr9UCYWsvbWFMLcFX3qQAG8f1PCQLA/wH8kAwH/AH8oPJRSXORiPpqdSHZ1G94qGbm1HRwraSLETcGtqYG89nsef96Zw667hhPh+c+3ZP0jRfFWvZn0IDdHK/TVrBhhD8wAmnRGVFIRU2K8GRXiRklzJxUtBj45WoxEJCTcQ8WWrBqadEaWDg3ER2NXmp832A+pWIiLXMKGjAqW/pDh2L7NZp8Pv1zbzu67hxPqrkQtE3P9IO9ec6XdjAhxw2ix8Htes+Ox6YN82JBR1eu1R4ubgCZyatuZl+TPC7svc8f6DDbdNpR15+w2gykBWk6XNVPZqudvBwu5UNXK5CjPPoP9JakB/J5X77RIjvfVMCnSi6mfH3c8Vt9h5I19+UyJ9mJchAe17QaGXKWafbiw0SnYB3jl+hi+ON67OtnN58dLmBnn4/g71luNWCjoNacO9sVDXbsBf63cEbxarDby6zuY+fUpvpyf1O/3LhIK8FJLKWvppLK5kyWpgUR5qTCYrUhF9u6Ge3+6wNzBfny9YAhqmfNlN6e2HU+VtM9RkfOVrbx8fSz+LjJaDWbe7McHfHK0J8dKmihr7tvz+HRZC89fF0N2TRsdRjNGs5hOs4VXrh/EncNCaOo0oZGJKWvuZPl6eyC7bXk607444bRfX54oY1t2LT/dNpSmThOrzpRjs8HMBB/C3FX4/IMA91/FaLbywZGifp9/50AB0wd5c7K0mXERHixOCcBFLiG3rp0vTpRS2tRJWXMnQa4KflyaiqdSSqfZypasamK8Vfx2z3C2ZdfQqDMxb7AfrkoJXxwvZUyYu5PdYFmznpQe4vo17QYy+qm+lzZ1UtVqINDVOVjvNJqpbjdiMFtQS8VIRULuWH++z9/jk9svsebWFKQiAXKxsE+ryBeui3Yc74YOu47IhapWLlS18uWJUlICtUhFQo6XNDF3sB8mi42iRh1VrQZkYhEv7L7MZ8dKGOznwp3DgvFUS/F3kbEtuwYfTSCucjHfL0pBLhZitdr46mRZr30AmBjpyalS+/Vn9+U6pkR7EeejJrumHaPFSr3OQFhfHSA2sPS4OKQHu/Hq3nxWjgzDbLHxwZEibk7w5Ydz/YuafnOqlIXJAfztYG9/bhe5mJo+7AG7z9dD94+i02RBKhLiq5H1ayPqoZIyKcqD/StG8syOS5wsa8ZXI+dPEyKYN9jvmo4EAwzwvwGT2cK5ihbOlLewK6eWMeGefH6shBa9mXUZFdw5LIRHt9i1c9oN5n6TdEqpiDmD/bDYbBy+fxQmi4XNmTVsuliFSCBwBPuAU8fNydJmjhY38uLUGKrbDNwwyJujxY3suyr5bTBbWfD9GS49MYEfFqfy4ZEiPjpSTJvBLjz6t5viSb1q3GqAAf5TGAj4B/hD4eciY93iFH7JrGFWoi+L1px1qrIpJCJWLUzm1d/zeOm3XN68cRDefVRg9CYLVa16Wg1mNDIxfho5Xkppv8rSapkItVREYaOOLXekMW/VGSfV+0XJAfi5yHh4SyYPjgmjqKETb7WME6VNTIv15s19+WzJqnG8/ufMKt6cHoe7UsrxkmaWpQXipb6yn+XNnTzVw5d+dJg7o0LdMVrswUpObTuh7kpEQgG3Jgfw7oFCp/Z1sN88FyYH8vHRIocvPYBKJurTJ7ybZr0JVQ9rsczqNs53Vay9NTJKe4hw/Z5XT2qglk/mJPLOgULy6zvwVkt5ZGwEsxN9nUS+wC4k+MzO3nP0YPfhXjEylF05tQRo5dS2G5CIhKilYt7tY0E/OcqT3X3MtHdT32FE0qMy6auR8daMOB7pIdoHIBYKeOX6WHbm1JLk5+KwGSuo7yC/oYMnJ0agkYnZfmc6b+4rYE9enVMS44FRofiqZWzPqeFYcRPvH+o7QP05s5q3Z5iQCAVUtukxm60YrTY6TGaemxxFqLuSH89X8t1p53nIIK2cwf5aXOVSvjpR2kswMVArJyVQy/xVZ1i3ONVJ4bwbqUiIj1rKljvSuVDVSklTJxUteo6XNKKWSfjbwUKnZMbESE+OFDX2mYSobjPwW24dBwsbHAuq1/flc12UF98utNtV/r/CZLVS196/M0RzpwmTxcqkKE8adSae3XWZmjYDqYFa3pg+iJ05tWzIqCTYVU5dh4GqVgO3rTvnsJLSysXMH+LPPSNCaOyw29EtTA7AZLEhFOCwjQq8ytrwHwnetV/1fEVLJy/+eplVpyswWqx4q6X8ZUoMd6QHOarZYB8JuD0tiGEhbgS7yvk9t57Vt6Zw/6aLjgWyVCTk4bFhNOlM7M2rIzXQlboOA4d7VKvMVpuTS8hTk64o7rfqzezJreOzrlb+C1Wt/GlbtuP57Xem8+nRYiI81dzSJaD3+dzBpAZqOVPe4vS5pCIhD40N57YfrowVrT5bwdzB/vz1N/vnUvQjeuWuknJ7WjCny+wimWPDPciv72DpD2cJcVPyyZzBhLopeHxrdp//bz+ueiZHefX53NQYL77so4o4K8EXb7XUSRvlH6FVSBkT7sEvt6ejM1kQCgX4aWT/XztbBhjg35n6dgNVbQYEwL6CeladLkcoELBgiD83DPJh/ip7V052TTtKiYjZiXYXoa9OlvLouPBeejoBWjm77hrGpovVbDhfidVm46Z4X66L9mJWgi+v9dHl1c3qs+UsTgmkus2ARiZmwZAAHvi5t/gu2K+Nv+bWsmJkGC9OjeH+UaEYu1w8vPoZuxtggP8EBgL+Af5QSMUihwr4X37N7RW4dpos3PPTeT6Ylcgd6zN4YkJEr4C/qlXPa7/n8cWJUgxmu4XW8vQgnpwYyZqFKUz87JiTXZVAAJ/MGYzFZiOrphVsNr6cn4TebKXdYCbETcHe/Hru+ekCAH+eFM2PFwrZlVNLgq8GV4XEKdj/86Qowj2VvLW/gMIGHfG+akaEuiETixw+3G0GM8WNnQRo5Xw8J5GTJc3szq1FKRHzyNhwFJIr1ahQdyVH7h/FI1uy+C3XHoyODnPnyYmRvLA7h8zqNr5bmOxY/J4pb2ZmnG+/NmzjIzyQiQVsWpaGyWLFR21X8n9kSxb59R1Mi3FeYL+5r4AEXw0PjAol3EOFq0LCsztzePdgAR/MSqRZZ2LbpRq0MjEjQtz6nYUFe/DhpZJy14bzbMm2H7NP5iTSqu9DZEcgYFSoO9uv0knoZmy4O24KKSazlco2PVUteq6L8mTvvSN4c38BpU06hga6smJkKEeLGliYHICXUoq3WobOYKasWYfVauO70+U8se0S7koJD4y2LxLeP1TIwcIGHh4TzqLkAFQyMdWthmuKeyX7u6AzmvnzzkK0cjEauZgnt19yBJ9CATw2LoI/T4rild/zALo0JuRd37OCfStG8NrefH7JqkYkEDB3sB/zh/hz14bzGMxW9GZLL6sjkVDAqkXJvPJ7PluyrnRJ+GpkfD4vibp2PX+ZEs37h4uoaTOglYt5aEwYL/Qz4wiwNauGqTFeThWU3/LqWHO2nElRnrgppPhqZMj/Lz2MlRKRw8KyJ8vSgpid6IcAG6XNemraDfx0ocqRoDhT3sLC1Wf5an4SYW72+Wt/rZxbttiDfYlIwF+mxBDno+FCVStny1uYEOlBmLuSO9afZ8EQf56cEMlre/OJ81E7WUh2H7v+Ku9CAfj3SHrUthlYtPqsU/tobbuR+zZd5NXrYxkf4cH+ggaGBmn5y5QY3jtYyLsHCxEJBNyU4MuIMDfWL0ml02ShqdOEUirih7MVjnGEdYtT/qG4lM5o/12EuimQigTXXDzvyqnl7RnxgH3854nt2Ty6NYtVC1M4VtzIt6fLaOk0MzHKk/tHhfLmvgIadVfOzxa9fR/BbudnttkcXRZVrXpa9XZrVS+1jJlxPnxw2O5koTdbCHZTkF3TTnZNOztzapk+yJvkAG2/HUzDgl3Rm3onX16/YRABWjlXx+MxXmremhH3LwX7PXFXSfn/J005wAB/DKpb9Tyz4xKPjo+wV8xrrujbnCprZn1GJa9PH8Ssb+1B/8qfL/Lc5CiWpAZyorSJwX72avqLv+bS3GlCIIDNt6excPVZJy2jDqOFcA8VcT5qHh4TzpzBfnx2rMQpuQn2TjC1TMxnx0q4c1gwGpnISQfkaoobO6lt03Ohqo1Ok4VBPhqE2BOzViu4KcX/5WvEAAP8uzIQ8A/wh6Ol00ySv5a/9KiM9aR78SkSCmi6SkG5vsPAMzsuOVVRDWYrHx8toanTxN9mxnP+sXF8fbKME6VNRLgruWt4CEdLGlmyJZvhIW6oJCIe2JyJWiZCIRFR32F0BHoCgd0ObVeOPQidl+TP9z0UbOcn+WMDlq8/73jsYGEjYz86yppbU5g32A+xSIhYJECrEPPFvCTu+emCk7XVwcIGboj1to8zNHQQ4CLHTyNj3eJUmnRGOk1Wfsmq5s4N568EQGXN3DMihM+OlXC6rIVnJ0c7Ccx1o5KKeHBMOF+fKOWxLZcwWqwIBHDDIB/WLUnl1jVnCXRV4K2WOinWZ1a38dAvWXy1IInHtmaRW9cBwC3fn2HuYF8+n5toF0Zs0TtVTq9GKxeT5O/CI1uuVOG3ZdcwP8mfHTm1FDboqO8w4qWWYrLYiPPR4Ocio6rVuRItEQl4elIULZ1GatoMTP/6JDVt9v2dnejDR7MSuFjdxp68OhavPcusBF9ujFcS5m5v7c+rb6e0Re/0PTXqTLz4ay6nSptZPiyYP42PwGyxcteP5/lgdiKxXmqCXBX8/XDvCr+PRsbrN8aR9v4hBAJYtTCF2d+ecnqN1QZv7S/g21uG4Ocio77DyOfzBjvatgUCAZ1mC1KRgE/mDMZms9GgM9KqN/HuTfGUNHbip5H30iqYleDLgYJ6p2Af7JX6ZevO8cmcwXxzqpxXr48lwVeDwWLFYLL2Gj3oiUYuptPUO9j98EgxcrGIJ7Zl887MeKZEe6GSiv7LM5ECgYAb43x49fc8x3f8t5nx5NV3OIm4BWrlfDg7kRd/zXUIeQK8vCePbcvTya/vQG+2Os6Hb29J5vsz5U76D1KRkI9mJ1DdZmB9RiW/3JFGepAraxen9Np/zy5r0KtdJQDuSA/Gr4cCfnmLvs9ZUYB3DhTy7k3xHCtp4uVpg5j93SlH94DZZmPjhSqOFjWydfkwxn18tE8f6od/yWLvipGORI+vRsZj4yKI8lJhtNgTmr5qGWKhgFdvGESrwUxVj/NeJBSgkAhpN1hICXBhYXIAW7NrOFPeQpK/C4dWjqK6zYDeZGV2oi/TYr2RioT8dKGSxWvP9eosmhjpyamyZnw0Mt6eEc+Mr04yL8mPseEePLYlm6JGHSKhgLmJfrw+fRD7VoxgXUYlWrmY1qt0KnZdrmPb8nS+OVXmmOftRiwU8MSESNRSMaPDPdh8sQp3lZQFQ/wJ0ipQSIVk/Wk8R4oaKWnqZGSoG7HeGnzUUsqadbTqLTR3mtAqxHirZU5dUAMMMEDfWK021mVUsjg1kB2XapyC/W4yKlvpNFn4dE4i7iopAgQcLGzgnh/PE+yuYEa8D0Lg0MqRdJosuCuk7Mmrcwr2hwZpee66aP60NduxnvBUSfnLlGhivdVO3TuzEv2I9FCijPNBLRfjoZQ6xor6IsnfhQ+PFvPyb3lMifZixchQzFYrFitoZCJy6zq4fpA3UZ6qgS6eAf5jGAj4B/jDoZaJMLX0rbbeTZvezIQID3Qm54C/us3gFID3ZF1GJS9MiUYjlbAoOYAFQ/xRS0WAzdF2m1HRwpMTInnnQCHtBksvy6yp0V5O1Ui1VERTjwXxsrQgbv7GOdDr5oGfLzI6zJ0gVwU+ahnvzIjjl6xqp2C/mx05tdwzIoS39uZjA56cGEm8j4YITxW1bXp8NTJqe8yvbs2u4bnJUdwzPJivTpSyI7uGnXcN490DBfxwrhKz1crUGG+emhjJrpwaPj5a7Phfmw22Z9fQ0G7ghSnRPLktm+8WJvP96TI8VDKsNhuXatqZlejLhcpWx825G0+lFFe5GBsgFwuZEefDLz06HrqRiASkBrqy63Kto8NieIgbdw+3z5iPC/fgvpGhAPyeV0d2TRu/59Xx9YIhfHK0mO2XarFYbQwLduXNG+NYf66Crdm1DA3SsvWOYRwoqOeFX3NZkhrM5M+OU9R4pdPg7QOFrD9fxb4VI3hzXwFpQVqnVutex35kCBM+OcYPi1PIre9g0qfH2HPPCLZkVTM/yZ8N5529hR8YFcYLu3LoMFq4NSWA9Rn9zyV/e6qM164fRGqQq8OhoBsvlYx9BQ38nFnN6kUp7C9o4M87ctCbrST4akj00/DOjDge35rdJaYHdw4LZvZVomfdNOpMtBvM5Nd38Oa+AjbeNpRdF6vIrmnjtqFBvSop3dwyxL+X4J19e0ZUMhF6s5WVmy6ybkkq7x0s5M+TohgV5oar4l+fdw5xU3Jw5She2JVDcaMOvdni9PsEe1C9ZO05vl+U7HR+FTXqyKvvQCsXY+oaWZgY6cnFqlZHUq4bo8XKvRsvsuWOdLZm11DcoGP7XcPw6BL7NJgttOrNKCRCfF3krBwZio9aylv7C6htN+KmkPDw2HCWpwc5OnUAMqv7V9pv0BlRSoTMSfRj9ZnyPkcFrEBW1zb66iCpbjMgEsCyoYH8mlvP5/MG8+S2Sw7hSLFQwL0jQjj50Bge+SWLl6bFMDzYjZy6dp6eGImbUkqL3kSirwarDaZ+fpyWHtUxF7mY1YtS+NM2e7D+1o1xjIvw4KcLVb2Cfa1czJ3DgrlQ1cq8JH8e+PkiSomI5ABXTpQ0sXpRMp1mKyqJCIlIwMmyJnzUcqbFeCEXi6ho6XRSxLdYbfz111x+WJzCc7tyuNglzBjtpeLLeUlEeqqQiUWEuCu5Lrp3a3+4h8qp+6G8uZMzFS289FuuU2dQSoCW9UtS/yXNlwEG+N9ITbuB7ZdqiPfVsL4PLSCAabHeqGVi3tpfyLmKFoQC+2PfLUpmX349NqvdxeaZnYfpMFp4cmIkB6+yMX5xaiwLvj/ttMaq7zBy/8+ZrFuSyu7LtcR4qQn3UDIjzofxnxxlZIg7K0aGYDRb+PPkaG5dc7bXvkV6qlBKRVit9vvYmHAPFq0560goioQCHh0bzk8XqrhliP+ANd8A/zEMBPwD/OHwUssobNDhqpD0WnB2E+Qq5+4RIYS6X7lY17Tpaegw9ltdHhHiRl27ifmbzjoWy3E+at6YHsf25cOY+fVJmjpNnKto4ZYh/g7l8m40MjF/mRrDoh43mdPlLYwL9+D7M+VIRUKEAvq1hmvUmRy2VS5yCWPCPHh6R2/19m5+OFfBgmR/HtqcxeGiRk6WNPHExEi8NXLGhbtzaOUovjhWwpwkfwrqO/juTDnuSgn3jQjFTyvHaLLwxIQInpoYhUgooNNkprSxk5d+y+vz/Y6XNvP+zQkk+mjwUsuYFOXFqjPliAQClg8LItZbw4hQN24Y5M3+/Aa+OllKU6eJe4cHUdpi4P1DhRwtbuK9m+LJqLTPkXcjEgr4fmEK7QYzL++xv39qoJbHxkWwcM1Zp0Ao0lPFNwuG8EtWFbenBXPXj+cZF+HBD4tTcFNIMJqtLFx9Rdvhcl076zIqWb8klcP3jWTn5TqnYL+bsuZONpyv5HJdO5OjPXvZefUku7oNb7WUJ7dfYuXIUB7bmk1WdSs3J/gS5CpncpQna85V0KQzMS3Wi5sTfB0WfZ4qaS9LsKv3Y1K0JwFaewt0h1GPRCTARy0j1F3J9wuTyavv4LldOU62bZnVbUz74gQ77hzG7ruH06gzIZcIkYmF15w5r9cZ+WRuIhHuKm746gSlXd/L0qGBzIz3cRpHAXvHgFYu7vMYjg33IKPiyj59faKUtCBXZnx9ktWLkrllSMA/FMfsiwgPFW/OiKeuzcCNV+lCdNNmMJNX10Gst9phoSgQQJi7koYOI3UdRlzkYhYlBzjpY4D9N3XnsGDCPZTIRAKWpQailtkrRUaLhcKGzq7fbyOBWgVPTrRbad4/KpSbEnwxmG3IxUJC3RSIrhJ/87qGqFucj5pEPxdC3BTUdRhJCdTyweEip2OrN1n6FZTrxgr8dVost6a0s/SHc06/XbPVxodHinGRi1maGki0p4o3Z8RR0tTJio0XHN/3p3MG88a+fKdgH+wz/w9uvsh7NyWwfP15Ht2SRWqglp9uG8rnx0pY2yXoeeMgH16YGs1b+/I5UNBIbbuBmfG+PDg6DG+1lHPlzUz45Jjj+jc6zJ1nJkUx7/vTWK2welEyQgF8PDuRG7866ejeOFbSxEObM/lkzmCkIgGuCgn+LvJ/uWukoqWTr0+VcqmmvdcY0NmKFm7+9hQbbxtKiJsCWT+6AwMM8L8ds9VGiJsCUx/jTGBP+q0cFcqsb650YKllYlzlEvbm13NnehCv7S3g21NXRECNZquTpfLIUDcOFzb0Kqh088GhIn5elsaasxWUN3dyubadMw+P5Z0DBVS06hns50JFq54v5g3mld/zKG7sRCQUcOMgu+XykaIGWvUmFqUEctM3J50SqRarjbf2F/D1giGsz6jg8fERSEQD14MB/vgMBPwD/OHwVssY7O/C0xMjnbzLu1mYHICXWkpRow4f9ZXFdrvRgqKfmWKxUMBz10Vz3WfHnOZys2vamfPdaXbeNYxXb4hlxcaLvLwnl3dnxjMh0pPvz5TToDNyfYw3t6YGsiO7mgRfjaNCtfFCFVvuSGfTxSpSArVc2xjOvh/dCP9BK5nNhqMSvup0GS9Ni6W+w4iLXIJAIOD2dedYtSiFW74/4xRcrz5TwaPjwpGKhLzeNcubFuTKqoVD8HGRO+kXjA33YHaiL3KxiGMljVS06JGKhSxdd85RbQPYm1/PmHB3bk8LxmK1YgO+nG9vTRcKbaT87aAj6GzSGdlyexqXatvZl99AkJuC62O90cpE/HVPnuPm+8SESO7ckNErWM2v7+DV33N5cWoMN31zii/mDkYjk2DFhrdaxqdHi2k3OgctFquNx7dm8eW8pF6t7T1Zn1HJzHgfRAJBn+3T3bgppHQYLRQ06Ahxt1fhDxQ2clOCH+4KKfU6A2PC3ZGIBAS7Kinucfzz6jtIDtB2uSL0ZliwKwqJkO2Xanj0lyzy6juQi4XckR7MkxMj2JNXx6hQ93492p/cns1ncwfz/Zly1mdU8tncwXiqpE6q8z3xd5FzoaKFPbn1juDPVyOjw2BhbLgHC4YEsPtyLQJgaow3te0GPFW9258lIgErR4WxaPUZx2OFjTrGR3gA8NjWbMaGe/Syy7wak8VCZauBhg4jMrEIL7VdVyGrug0XmbhPR4hu8hs6eGRsOH4ucjpNFjyUUtoNZsDGp8eKeWlqDGq52OlYPDg6rMuaroDM6jYCtXIeHBPGuK79PlfeyriPjzoC1YtVbezMqeWN6YO4d2QokZ69rRa7MZotaGTiPpOTU2PsraQ3fnWS/Hp7V0ycj5q/35zAa3vzHL8PF7mEOB81kyI92VdQ3ythOTzEFU+lFA+VlIqWTp6cGIlIIGBvfj2bM6sdi+6PjhRz9pGxeKhltBst3LE+w0mU0Vsj6zOJA/aZVy+VlDdvHISvi5ytWdWcK28h2E3B1wuGIBTYR41q2gz8cK6SMHclW5ens+lCFV+fLMFbI+O9q8QsDxc18uiWLHbcOYzCBh178+tYmhrE8ZJGTj00hjf353OytJkgVwXL04Mpa+4kLciVWG/1f0kb4kx5C0l+2n4TmlnVbVyqaadZZyK9S7hzgAEGcEYtFRGolaMzmpmf5Oc0QgWwdGgQHx8pdlx3npgQQWqgKxsvVHGmrAVPpZRbkwM4VNhAQdc6afflWu4cFsKRYntHWbi7iqwue+S0IFeWpwfjrpLQbrCw+kw5ZytaOFve4nDn+PFCFb4aGVvuSOdceTMamZjkAFde+z2PNYtSALABnSYz+/IbmDPYD2z2EbT+7vFfHC9h9mBfmnRmvDUDAf8Af3wGAv4B/pCEuCnts5qucp7bdZmCBh2eKimPjgtnWow3EpGAKdHeTq21YqGANoO5T7Xp6YN82Hyxuk8RLqPFyrenyrhrWLBDqOvhX7IIdVfw/ORopsR44amyz7Rvz6nl+eti2JVTh9FixWix8uedl9iwdChFDR1YrDa0cnGvKhrYreE0PeamA7Vy5g/256Or2pe7WZwayIObL6KSipgZ70O8rwYBYLFY+e50GWlBbnx8pNgp2O/m3QOFbL49DZlYiMFs5UJVK6vPVHBLsj9Cgd3t4JtbhnCu66babrBwXbQnkZ4qTpQ2OQX73RwrbuKJ8RFk1bQxO9GXG786yU+3DeWtQ0WOoP3piZE0dpqgsZO//JpLqLuSjEq7T7xYKGDL7elk17RRUK9DZ7L0eZwAjpY0oZSKePPGOJQyMZ8cK2bTxWosNhvXx3qzfkkqT2zLdtrP4sZO3JWSa1bv5GIhRrONQ4WNTI3x7tX2DfZj493DVqh7wRDmbg9kXZUSXJXOgj9uCgnDQ1w5XtLMrpxatt85jK9P9j2X/NSkKE6WNDPjqyuVbL3ZysdHi7l7RAhambiX3VBPun3jTRYbv9yezrenSnhwdBjP9yHCF+Wpwmi2Euim5N2DV3QTbhsaxAdHijhU2Ii7UsLoMLtU2cpNF2nqNPH69Fj+OjWGl/fkYbRYGRPmzmPjI3hnf4HTdxbvo3EEkTVtBpr1JgLpP+Bv6DCy5mw5z+7KcVR34n01/LA4BQ+lmNw6HSFuij5/0wDDg904UtzAlyeuVI+mxnjx3k0JnCxtJtxdxZ0hbo5rwNhwD0LdldyxPsPx+vIWPU9su0RRg45nJkeyfENGn105T++4xOxEP6dz9mrqOow8uyuHrxcMYdm6cw4hKYVExOPjI7j+ixNOtnzZNe3MW3WabcvTWfzDOd6+MQ6d0cInR4sZG+HBo+PCWXW6nHqdkdmJvvhp5IwIccVDJaWsqZMfz1ex5mwFZquVGXG+bF2ezspNFyls0NGiNzv0HfLrO3o5MJj66TzqRmeyOIJ9hUREWrArEz85RpvBjEws5M5hwYS6KZGIBHw0O5Fl6+wJhbW3pnD3T+f73GZObTuFDTqWb8hgZIg7bYlmWg1mXBUSvpiXREunCbPNLoSoktoTJ/8VrFYba8+WMzfJ30nQ8mpq2gz87WABPy4dOqDYPcC/LU06A406M0KBPTmrkP73LeXdlFJmxvnQpDczzlVBvK+GrB6z94m+GsfY5IqRIVisNhZ8fyUJvDe/Hm+1lO8WJjO/y+0ou6YdL7WU9GBXTpY2U92mJ85Hw1+nxqCSinh5Ty7lLXo8VVLuHh7CPSNCyK11ns+vbjPw/K4c3pkZT6fJjEgg4I70YBavPUdRo45bUwK4NSWQBp2JZ3bkMCrMnduGBpJR2doraQFQ2tyJj0qORDQwwz/AfwYDAf8Af1iC3ZQEuykZH+FJp9mKVCTAVyNH1E/LsLdKxnenyvhq/hAWfH+Gy3VXbhgjQ916zV335GxFC51mK15qmWOmvk1vYXS4B/5aewAT6Kpgw5KhnC5rZvPtaby8J5ejxU2cr2xl/bkKnp4UyadHi3n/5gTu3ODsv62Uinj/pgRcFVdOSZlExENjw9mcVd2rqnldtBcysZAkfy13pAfz3eky7lifQbi7iqcmRaKUiJge58PyHoHM1ezLr2d4iBsnSppYc2sK358p59NjJdwU78sNg+xWgqfLrtwI12VUsu1SDb/cno5SKnKqvI8MdeO566L5JbOaU2XNHCtp4vN5SRwtbiI9xI0NF+yzfvOS/Dld1syjWzIpbux0tF4DmCw2Fq89x4YlqSxbn0FjPxXppyZGkhKo5bXf87lzWDCL1px1Eu3bll3DwcIGNiwZyo1fOQdUOpOV5elBHCzsO2C+d0QIb+0voLxFz7rFqeTUtjnZNEpEAj6dO5j3D9krC3E+asqaO5GIBH3OEHfjoZLy8ezBjP7oCDqjhb/+msvaW+1zyd1CRZGeKr6YNxgPpZTZ3/aeufdzkSERCoj31XCqrPcCpRuFRITJYuOHcxXsy6/ni/lJZFe38dx1UY7kDcCESA+emBDJbT+c440b45w80SM9lXx23G7b1qgz9WrrP1rcxLQYb75flEyMlwqzxcqqsxXcPcK+GLtQ2cpXp0q5Y1gQi9dcsWyT/YPW9L359Tx8lW1iVnUbEz4+xoalqby1v4CHx4Q7iTp246aQEOym4Pb1zn7xuy/X8dDmTB4dF85Lv+VxpryZv06LYebXp7hreDAPb+69LYBPj5dw36hQLtX2LfxktUFGZcs1576NFivnKlp56bdcvpyfRLPORHWbgXERHnx+vMTpt9mN3mxla3YNPy9LY8nac47qP4Cvi4xddw5n08Uq/nawCAGwYIg/t6YE8uvlWt7qISL41clStmZX8+0tyby6J49nJkexNbuW+o4yArVy7hsZyvhIexfDpZp21FIRUpGwz+SGVCSkw2hh1renuGtYCMGuCvLqOrj0xHia9WaUEhG+Ghlmq433bkpgZ06tI6EgFgn6bc0Fu86Ct1rGr7l1HCluZN+KkbQbzYRIlSj/HwUynSYzGrkYiVCIWCjo87iDXVzzaHETzZ2mgYB/gH87Ok0Wyut1bMmu4dtTZZgsVuYk+nHHsGCCtQrk0v+eSnSsj4a8+g6MZit/nRpDbl07mzOrEQoERHio8FJJaTOYmT7Ihxt7JK7FQgF+LnI6jGY+PlLM0qGBfHSkGIAVGy/w0ezBrBxp49tTZSwdGsgvWdU8tvVKorq+w8irv+dxe1oQwW69E8e7c+tY2aDDTSFBIRUx85uTTIvx5v2b4qnrMDL9qxOOBP3uy3VoZGLWLk5hxU8Xeo3wDfZzIdJTiZvyX9edGWCAf0cGAv4B/vD0N8tp7qqwKyQiBAIBCqmI29ODeXt/PuuWpFDRoqewQUewq4IYbxXHS5p6Vf67CXCR46mSkuinxlMl5aZ4X5YODSTU3VlULdBVQaCrgkadkQ1LUuk0W6luNbDqdBkzvj7F0xMj+fF8Jb/ckc7OSzUUNuqI99EwIdITbLZeomaRnir23zeSdecq2HihCqVUxN3DQwjUyvnzzhxWjAzl5m9OOtp8c+s62HW5ltdvGISvRtavXgDYAwupSMgDo8P4+mQp2y/VIhcL+eWONGrbjE7BfjftBnu18dbkAL7oUskNdVfwp/GRzPrmlKND4kx5C79k1vD8ddFMi7UHwiKhgFa9GU+1zCmI7kmDzohSKuLXu4f3qc/w4OgwOk0W5q86w4gQN/bm1/dS6Af73PFPFyqZGe/r8KWP8lRxrqKFlAAtU6M92Z3rbPU2PsKD8RGe7MqpI7umneUbMnhnRjwWq40TpU14qWWkBmp5/1ARBwoakImF/HVaLO/sL+DAfSNRiEXUthnw1vQdKCT4ajj3yFg+OlLMvoJ6Nl6oZNXCIaikIqw2AWKhABeZCIPFQkHDlSAvJUDL3cNDiPNRYwOOFDcxIsStX7eDxakB/Jxp/8wmiw1Rl2CSELgp3peKFj1WG5wobWLh6rM0d5rYl1/PzDhf1p6ziwlWtxkIcVP0q5ER4qbk58xqfsutw00h4egDo6htM7Bk7VlMFhujw9z5cclQfs2tpc1gr2pPiPDA8xrz7N1WT33RoDNyobKVdoMZncnCUxMjef9QkaNDIsZLzXcLhzhV6nvya24dz06O4qXf8siobOXH81V8c4v92Dfo+k4s2Wz28Qs3hcTJdg5AJhYyyFuN9h9YN0mEQqYP8mZdRiXzV53BRyPDXSlBIhL0eX51c7ykicH+Lk7BPsBncwYz+7tTTtaWL+/JY31GJV8vSOKxceG8c6DQ8Vxtu5GMimaemBjJnO9O02mykOCr4ftFyezMqeOW789gtdnHSCZHefLw2LA+xRjvHx3K+oxKbDb4/HgJ786MZ8P5CiZGehLno3F67fWxXo5WW7Brm3R3EvVFgFZOQ1dyr8No4eMjRbw4LeYaR7V/WvQmatsMlDR14iIX4+8iJ0Arp7ipk6kx3mzLrmFRSgCreri0xHqruXdECBEeKjxVUhanBiIaUOYe4N8MiURCWYuBW9ecJaPHONeb+wtYc66C7cvTCfdQXdNd5f8VSqmYJH8tVS2dSMVCtmVXMzbcAxuwJauKB8eE8c3JMo51jSWJhQKemhhJerAb+V0iqq4KCRqZyBHwtxssvLE3j513DUMuEaKQiHi3x7WsJ9+eLmPb8mG9HrfZ7Bo5ZquVH89XsvG2NLZkVSMUClix8WKv9v02g5nnd11m5ahQJ70kgQCemRQ1INg3wH8UAwH/AP9xNHcaKWjQ8dHhYspbOpk+yIebEnwJdVcS5KrgqYlRlDV14qkUE+7ugUIswlsj57FxEfyc2fd89+3pQfhqpKy9NRWTxYarXNxLnKsn7l1Z4epWPVabjeo2Pfn1HbTqzcjEImZ+fZJJkZ74ucg4WdbMxcpWPpk7uM9tRXioeGpiFPeMCMFgsvLNyVLu/ekCH81O5JkdOX0Gfc/vvszBlSO5Pta7X5/6ceEebMio5IHRYY7KoN5s5bfLdVS39x0EgV2l/uPZiY6Af+XIMJ7fndPnOMQrv+fZ5+W6kIgFmK3Xbh02W63EeKtp6DAyfdCV/ZeIBEyO9mJml2jb0CBX9hf039q+L7+eO4cFs+liFTKxkFduiOXZnTloZGLWL0klv76Dz4+XYLXBXcNDGOLvgp+LnPduTmBukh/vHijkr7/lsjglgKcnRlLZZuDF3ZepbTdwz/AQbk8Pwmi28O7MeP76Wy7HS5rwc5Hx1MQoxoS709xpot1gQdtlE+SnlRPlpeaNGwfRqjcjF4uo1xl5dU8uq8/ahc+uj/HimcnRHFwxkpU/ZzIlxotQNwWv7s2jtKkThUTEkpQAFBIRn81N4t6NF5xalJMDtNw2NIjxHx8l0lPF329O4PW9+Y6OhnAPJc9fF83OnFrWZ1QiFQlZlBzAuHAPhgXbkwg/ZFSy6nQ5j44LZ8XGi72Oq0goYGqMl0Mpv6nTxPnKVrZdqsFkse/L4aJGJn16jJ9vT0MjE+MiF/PZvMHXrJYYLFbHTGdfZNe0Eequ5M87c5id6MfqRclYbDYkQiHRXioqW/X92jABWGw2jj4wigd/zmT35Vo0MhF3Dgvp9/UAWrmECA8ljboWx2d/bnIUSf5aTpc1k1ffQbC7Aj8XGZo+gn+BAJanB7P7ch1NnSZq2gzUtBmobjMQoJU7dRn1JNRdyeGrulBGhbqTUdnqFOx3k1ffwf6CBm6M8+WjI8VO52KUl5o7N2Q4kiMvTYvlhi9POCXKTpTaBfWOPziaUHclr+/Np7Spk2A3BQ+ODsNitTktvj85Wsz9o8P6TCiqpGLkYiGDfNS8PSOe+nYjS1IC+fJkaa/XBmjlWKw2pzGQ3/Mb+Cv/esBd02bg+d05fHmi1LGw99XI2LRsKDKR3Zow0lNBqLsKi9XeAbM4NZCJkZ68+nseuXUdSEQC5g32w4INm802YMk1wL8NKndv9hY1OgX73VS06Pn6ZBkPjw37bwn4u/HTKvDTKnhhSgw5te20GszUtBnwUsmYEOnhuD58tWAImy5UOQR5we62tH5xKhMiPdiX30CIm4J3ZsZzw5cn2XZHGvkNOjr6EZu12ezn+9WdhrHeak6UNlHfYWR8hAcrNl60j3EGaPstfpyraOGlHgnGAK2cl6bFsvtyDWHuYf8vDtMAA/xbMBDwD/AfRZvBxHenyp1afvfk1fPynjwO3T+SWG8NepMFk9VGWbMePxcbHiopKqOZQb5q3p4Rx5PbL3XNxtlbz+4eHkJKgBY/l2uLjV2Nzmjm1d/z+Ox4CU9PjOK562I4XtzIo+PCWTkqlHXnKjBZbdw9PIQQN7lD/K0vREKBQyjt8QmRLE0Lorbd6FCivxqjxUpzp4mHxoSzr6Chl/Dd+AgPatsNNHWa0JuvPBeolTN/iD+fHeu9OO9GKRE5jU2Euiv7nOkHu1hednUbY8PcOVjUiEQoRCYS4iIXO+aZeyIVCfFzkWOyWJGJBXw2N4n3DxXyybFiEn1dnGzidEYLrvL+K6yuCgnXRXuhM5oZEerBG/vyya2zV2xlYiFTYryZEOmJzQZS8ZXkjY9GxpzB/kyM9MRksSETC8iubedceQsjw9wxmK34a2QEuMi5XNfB+E8OO5IuTZ0mlv5wjtuGBpISoOXTYyXMT/JnRpwPJquVYDdllxCdiNImHeM+OuLUSrjtUi37CxvYdFsan8xN5FRpM/f/nOl4vtNk4fMTpeTUdbBiZAi/3J7GuYoWGnUmUgO1eKllvL2vALPVxls3xnHbunPU9UjeFDbouH19BltuT6euw8AT46NYc7acR7dkIRYKWZIawJH7R/H41iwE2Ksyb+0vcCQVNDIx790cz+fHS5wSDQ06EwqJyKl122ix8vmxEn69exj+WgVB/0CsTyIUEKCV9yvKF+6h5FiJvWK06WKVo3MDIOOxsfj201nRTbvRwsu/5bHm1hTMVhsfHy3mt9w6hgZp+6y2a+ViIjyUfDgrkXEfH0VvtvLpnES2X6rlLz0sGwUCeO+mBJamBqK9asbcVy1jS1Y1PyxOZdPFKn7NrUUtFTPYz4Xror3Ym19/9dsC8MDoMK7/4oTTY+MjPNjcT0IS7KMskZ4qRoe5s6fLGlQosJ9TtV2/geQALdk1bX12xRgtVl7ek8djY8NYtzgFncnK5dp2vj5Z2qvzqbS5kzB3Bao+Woi91DIeHhOOv1bO4rVnadWbWX1rCjXtBrZmXxkNCe86tis3OSeV3BQScmrbKW3SEeiqwGK1oTNZUUpF+GlkfQr2Waw2vj9TxhfHna9b1W0Gpn5+glULk/nbwQLenhGPWioiwEXGY+MiqGjRM6OH64PJYmPtuUrOVbay9Y70gQrfAP82CKUKNl4o7vf5rdk13DDI28mZ6L+LYDclte1Gbu7q8hMJBfx1agzjwj04W9FCdnUbv1wllttusDDr29MceWAUeXUdGCxW7v7xAmXNnbyxr4CFyQHXfE+NTIyxR2LTXSnhs7mDOVrcSLSXiovVbRQ16vBzkWH4B/okLnIxv949HIVEhFwi5GBBPR8fLQEEPH9dNOJ/MIo2wAB/BP6jA/7PPvuMX3/9lcLCQuRyOcnJyTz++OOEh4c7XmMwGHj99dfZsWMHRqOR0aNH88ILL+Dp6fk/uOcD/FepbjXw6NbeM7kNOiN//S2X5ydHM/u7006z4xMiPXh5WizRXmruHh7CTfG+1LYbuFTbToBWTri7kja9iS+OlzDIR024uwp/7T+2hKpuM/D5iRIECChp0mG2WJkU5UmL3oxaKuKB0WF0mCy06U1EXaX0bbZYQQBiofONxmC20NRpQioSopL+A6suG3x8pIiNtw3lu1Nl7CtoQCsXs2JEKPG+GsdCV95DxO6hMeE88HMmj4+P5Ks+KnIAC5P9CXdX8tzkKH66WIVcfO39aNGbee66aKzY2HGpmlkJfrxwXTSPbc3u9drHx0dwpqyZjIoW9uTWcUtyIHMH+zFnsB8KiYjf8+ocr92SXc07M+KdgoieLE4JZOWmi7w2fRB3rMtwKOUPDXJF3TUbfC27MzellLJmHd+ermTNWXsL8OxEPwb7uXDXj+dRysS8/FueU4dFuIeSe0eEEOquJNZLzdAgVzZkVPLNqTLmDfFHJBAQ0BX47syp7dP6r91gYc3Zcm5PC3a4KFzNwcIGHh4bztzvThPlpUItFbPmbDnf3pLM1ks1DPZz4XJdu1Ow343NBm/vL+DTeYMZ8+ERJ8X69w4VsTmrmu3Lh6E3WUjw03DLkAAKGzroNFuRiAR8cNgu5teTYDeFoy27J/sL6vlgVsI/VOYH8HOR89zkKO7t6ipICdDy0Nhw1FIRVhsM8lZzpLjJoXnQzZgwd/w0csRCAVNivPj1cl2vbY8Nd0dvslCvM5Jb30GQVs4Nsd54q2TcMMibiZ8eczpWUpGQn5el4e8ix08jJ+OxcfySWU2r3twr6LbZ4KHNmYwJc2dIgNbpOZFIyM0Jfty14TwysZD7RoaiN1kpqO/AQynplVCRiAS8fsMgPFVSQtwUTp/VYrNdU0BKIhJiNFudklciocDh9jEpypM/jY/ABny1IInvT5f36pA5VNTAxEgP1p6rYFFygFOyqSeJfhpC3Pqfb70u2pO7fjzvGIVYsvYsj42L4J4RITTqTER4KLlQ1cq9PWwBu3lgdCiuCgmVrXrKW/SEuCmpatMjFQk5V9HMmDCPXvP1Va163tjbexQB7G27xY06Klr03PClPfiXS4SopCKe7meE5FJNOzm17QMB/wD/NgiwIb3G+S8VCR3jU/8TBGrl7LxrGB8eKeZAQQPfnipjeLAbj40LZ8najD7/x2ixsi+/HoVYyANdWireaikSoQAfjbRPgWWwd+4EauUEuSqoaTfwyvUxDPbT8t6hQipa9Dw4OoztXeuC6jYDYe7Kfl13Qt0VqKVivj9dzNpzFXSaLEyM9GTVwmQ+OFRIdZvhn7p/DTDAvzv/0QH/yZMnufXWW0lMTMRisfDuu++yfPlytm/fjlJpr6a++uqrHDhwgPfeew+NRsNLL73E/fffz7p16/6H936A/woHCxv7tVkZF+7BTd+cIu+qudh9+Q28vb+Al6fFolVIWLnpIr/mXgka3BQSvlowhM+OlXC2ooUoTxU77xrW72KwzWCits1IUaOOrXek46WS8fHRYmZ/dxqVVMTC5AAG+7vw7oECXpgSw8u/5fLp3CQsVhs24EJVK1nVbQzyVhOgleOrkeGtkVNQ38Hh4kY2ZFQiFMDt6cGsWjiEu3+80KudXikVIREJCPNQcu+PF3hrRhyPjotAZ7SgM1kobtKx8bahVLca8FJJuXt4EGlBbiT6ufCnbdlkVLSwPD24V9A/yFvN1Bhvxnx0hLHhHqxemIxULCTOR91nO7VQAIGucq77/DjPTorkzmHBiIQCbkrwJd5Xw19+zeVSTRsRHiruGxlKcZOOBavP8uvdw5kQ5cX87087qpOBWjlfzEtiSrQXv+bWUdduRGe0cPfwYD6/qrJ3wyBv1DIRJ0qbeXhzFitHhfGnbdkIBPDy9bHYgNy6dvLqOtDIxfiopWjlYnw0ckcbb1lzJ1M+O+HUdn2xqo1EXw0/Lh2KWCigsfNKkHhzgi+3JAfwyp5cLla1IRYKmBnvw/PXRVPRYh/psNns37GbUsJPF6roj30FDSxPD3Y4AfTF5do2Al0VXKxqw0Mp5ZM5ifz9cBEWq41BPmpOlzX3+7+nypspb+7s06qvuLGTLVnVjA5z5429+QS4Kqhs0TMuwoPH+0jSLBjiz+HCxj5HS9yV0n5FNK9GIBBwc6Ifl+s6yKxqZVl6MA//kukIxJVSES9NiyHOR81b+wuYHOXJQ2PCGeStpt1gQSwU8NX8JO768Ty7cq6cv6PD3HlyQiRNnSaenhTFU9svkVPbTrSXiheui0YiEvDZnMEUNerIrG4jzkfNzHhfXORiSpo7sVptuMjE3JoSwHWfH+93/z8/XsKHsxIRXvV5/VzkfHPLEMqaOzlU1IiPWsaoMHcUEhESsZDxER4UNOiQiAQM8dditdq48asT/HVqLLeuPeu4nm2/VMNdw0I4Wdrc5/vPHeyHh1KKxWpznI+pga4EaOV8NncwpU2d3LrmHA06I15qKfePCmNWgi8P9RBJ9OwS2zpa3MTnc5NwU0ho6kPH4cUpMX2KZnVjstr4Le9K94LJYnMkrxQSEVvuSONiVVuvYH96nA8ysZDNmdXozRbHGMGi5ADGR3hwoaoVN4WUceFSp+NstFj71WIAuzCgr0ZOQUMjZ8qb8VRJ8VHLeiWPenKgoIEbBvn0+/wAA/x3YmlvYll6MNv6GdFblhZItJfq/3oUpUln7xzcfbkOq83G1BhvAlzkuF9DfwXsWko2GyxPD2JmnA/eainrMipYMTL0mudmYYOOeUn+ALwwJZoIDxWrz5Rz38aL/P3mBOauOu3UkaSRiflx6VAOFTbw87I0atr1nCprYdKnxxyv2Zff4Og+stns3Q8rRoQ6xtC6EQrgo1mJfHGixDGiCPau0ENFjWxaloatvwXlAAP8wfiPDvi/+uorp79ff/11RowYQVZWFmlpabS1tbFx40befvttRowYAdgTADfccAMZGRkMGTLkf2CvB/i/oWd7OtjFvO4fHYq/Vo6nUtor2O/ml6xqXpgSzZv78p2CfbC3ad/2wzm+uWUIc787TV59B7etO8fmZel4XHUTrG038ObefN4/XIREKGDz7elM+OSo04zqy3vySAty5Z7hITy57RLL0oK456fz/G1mPO8dLGRpWhAXqlr562+52GwwL8mPpyZGsXjtWafF/vZLtUyK8uTjOYncsd7Z9uq162NZe7aclABXPp03mGd35jgy5SqpiIfGhFPXbuSNffk8NDqM4SHuPLvzMu/fnADAq3vzeG5yNOuXpLI1q4Y2g5nroj0ZFuzG/O9PY7VBu8HMybJmtmbV8Mb0OOZ8d7rXnNyfxkeyPbuGdYtTaDWYueuni8hEAu4ZEUqwq4KpUZ4sTw+istXAK7/nUdSo45GxYSgkIqZ+cdwpeVPeomfmNyf57e7h7Cuox2Sx0dRpJMZLzeGVo1iXYZ+DnxjlSXGjzjF/fqGqlQhPFSFuCj6ZMxh/FxmP/JLJdz2Eu7zUUr6cl4RC0k56sCsamZgtWdW9ZqxvGxrI3CR/9ufX06I38daNcRjNVt7Yl8/SoUHM/e6UI/A1W21suljNuYpWXr0hljs32L+j+Ul+/P3mRNyvYTGmlYsRCQWIhIJ+bcRivdV8NX8wdR0mDGYLOpOZZWlBBGvlDPZ3obS5b2FEAD+NjOJ+PNcBdubUkeDrglYhobrV3ood76vho9mJbM2qQSERYrBYGezrwp3Dgxnz0ZE+t/PI2PB/2GrfE2+1jKcnRlLVZmDoewcdmgABWjl3pAfhrZYxKdKTlSPD2JNXh0AAt68/z8FCu4jiktRAPrg5EZ3RTHZtOyqpmPOVLazLqGBylBdrz5VR227AYrVxqaadW1af5d2ZcdR1GClt7GRZehBCgYC6DiNGs5XqNj0tegsioYBEXw21bf0vXMtb9LToTX1Wvb3UMrzUMlICXZ0e99XIqGzVE+2lRiYWUNVqIP2DwwBsvFjFj0uH8vb+Ao6XNFHRoiclUMvIEFeOljQ7bWdSpCejw9zpMFpICdAyOdqLCREeVLfqya5pI6OihU+OlTheX9du5IXdl3lgdBiLUwJZ3dXBcntaEGvOVuChlCIU2Ph+UTJ/3pnD+a65YS+1lDenDyLaS4X2GuM0Fqut38Rrp8nC0eImZsb7sDg1gB2XatEZLYyL8HDM7IqEMCzYDa3cLvgX56Mh1keNj0aGq1xMbYcBX82VLiu5WEigVt5nxwxAnI/GMQJysrSZMeEe5NS2o5aJ+nUQCHT9x11cAwzw30VzUyMpYbHcMMibHVcF/Yl+GqK91Ly1r4BnJ0cT7a3uZyu9sVhtlDbruFjVRklTJ+EeSiqa9byyJ4+mThNPbLvEihEh/GVqzD90rvDTyvF1kVHbbgAbfHmijKyaNmK91U5dlT0Z4u9Co87IipEhNOlM3L4ngzmJ9q6+Zr2J7cuHUdig41hJI9FeaoaFuPHirsv8nFXN1FhvBECb3syWO9LpNFlQSEScLG1ibLi7Q//ns2MlvHp9LJ/OGcwXJ0oob9GTEqDlnhEhrM+oZEFyAL9k1jiNSBrMVj45UsTn85L+6WM5wAD/zvxHB/xX09Zmz+Zrtfa2y8zMTEwmEyNHjnS8JiIiAn9//3854LdY+rcdGuCfp/s4/leP55guv3Cw+2/fnh7McztzaNSZ/g97bxkY1bmuf//GPe7unhCCuxQoUKBYgSIt1KnL3nXZdXc3KLRYhbaUChQo7hIICYGEuLtMxuX9MGHIMBPas8//7LPPfnN9nFnjs5713Pd9Cc9PSbnsY0VCgUuXtyc6jRZ0JiubbxyM1mTllzP1NGmN+Mgv0uHtdjvf59XyRrdD9eKccFYeqfCYJX+kso17R8cyJNqH5EAVB8pbsdjsLBoQwbL1uS6TXaVUxC9n6j1O9rYXOYzpHhufwPbzzcT4KljQP5yNebWOSV+IhsVrXWPrukxWXthexBsz0vl4TgZak93ZMDBarPgpHa7kz/x+Di+5mIlJgWhkYt7dW0rMDCV1nSaWD4tm2eAoGrUmhsX4UtSk5cBdI/nwQBkHylsJ85Jz3cAICuo6mZwSxBO/FXKqh85/85kGpqUF8+gViYx876IGfmSsHxOTAnl1Z7HHgsFstfP1yVrWLcrhqa3nCFBJeX57EQHd0zqRUMDaE9Vu/gCBKimvTktjeLQP7+8vdyn2wVEALVp7nC+vzeFoZRuZoRpWHnaNd1s6KJIEfxXTe8QMgUMXvWZRDg/9XOBxyl3aoqO5y0Scv5KSZh1fn6wlM9SLO0fG8l1eLdG+SsxWm0uxsjgngjMNnczODOGbk+5MALXMEaFmt8OnB8rZ0t2k8paLGRrty5KBEcT5q3h153mP3+M9o+LYXuRZPw6OppDO5MhHnpsVyo/5dXyfV8c7szKYlhbEvrIWMkO9mJwSyKGKVr5YkM2Vn7hqzq9MCmROZgi2PzFpvBR6s5XPD1U4i/3rBkYwNTWYt3aX8Mof5wn3lnPH8BiuSApkyNt7nO7vRouNzw5V8EexQ0awcI1jOv7AmDhuHRbD2uPVBKtlvDY9HZ3JwraiRpYNiuJUTQdysYilgyMdDacf80kJUvPi1FRWHa1yxjfdOCSKDUtymLHyiJsnBsCwaF++OlbFtf3D8VX89UtriFra/blt3Lb1lPP2707VcqCslZuGRHHv6DgkQgHnGrQ8MDaBu602Vh6pRCAQMCczhJGx/tz0dS77ul2xwbGerZjfj36h3ly/Ptfja398oJwNSwbw1fEqZqQH46eQcrKmgzdmpBOslrGtqJmF/cN5alIyZqsNi9VOgEpCkEp62TVaKREyNNqXg+WtHu8fEuWDADCabeRWd6A1Wfj0UIWTknzHiBhaukzcNCSKCUmBPPFbIY//5nDRVstEPDUpmesGhDubZsFqKc9NSWGph88Z6iXDVylxnl9h3nJ2nm9if5mjQfTh/nK3x4iEjpjN/6vX9f/udbQP/1648DuGqSW8PyuDo4PaWXHYEcs3LS2YQLWMG78+SZvezJUpQXjJRQT+yUQeHL4m+XVapn5+yOWamRmq4atFOVyz+ig6k5UPD5QzNS2YyUl/TeoaoHScl/eOjmP5d6d4bnIKc1e7R81G+ihIDtLw9p7z3DQkmpkrj7D62v7sLmlm6XqH0ahGJubh8fHcOjSajw6Usbe0BZlEyM1DIwlRS7HZ7Zys7eDlPxwMIoHAkUZzdUYIC7LDWJ/riFt+9NdC4v2V/H1cPFmh3qw9XsXS9bm06c2crO3g7lGxPPyzq8Rne3Ezeov1f+Q86jtH//Pwv/Wb/tXX+/9NwW+z2XjhhRfIyckhKSkJgKamJiQSCV5eXi7H+vv709jorgO9HPLy3N2s+/DPIz8/H4WXLzaZGrvdjshiwNjRgsVyeY2aJiKBa/uH88PpOu4eFcfVKw5jsdkRCQWEeHnuTvcL8+Llq1Jp6jI5naw9oabDQKiXzBEL1y8MqVhIfn4+ZrOD8qoMDOfZ3y+60I6O8/eYF34BP+XXMyzaF7FIyEtTU7Ha7OwuaXajcU9JDuKJ38728iyOTftjExLRW23UdxpZuOY4JouN3bePoLJd79GgC+D1Xef5fukgZn9xxHnbJwcreGJCkvN9dxgsfNdNPb9vdBxxfgqO3TcKgd3OseoOlq7PZUSsH9cPjKSkRce1/cO5f3Qcnx+q4P5N+aQGaVBKRS7F/gVsLqhnyYAIbh0Ww4fdVLtbhkZzpl57Wbf1E9XtzM4M4bNr+hGklrK9qAl/pYTdJc0eC24fhQSd2cJLO4rJCFLw+i7PWl+t0UpZi44dxU28NiWBnvYJYqGAuVmhLpnCPd/PtydrLxvRdrC8jYwQDSXNOvyUEqw2O2FeMnbdPoKD5a3IxEJi/ZWsPFxJh8FMmJeclAAZo2KSya/rdPk+FBIRn8/L5pnfz3HfmDiWDY5ky7lG5GIhszNDmZQciI9CQpBaypqFOSxdn+vCvFgyIIJxCf6IRQLnZuhSzOsXikIq4kR1O09NSiIjRM3L09JZ+NVxF3rmC9uLWDE/m3CNnNN/G8OZBi2najqYmOhPgNhC7fkz1PwXKJEKhYIy/DjXzcQZEOHNyBg/Fnx5zHlMSbOOB34q4PqBEdw+PMYlAg7gfLOO88064v1VzMkMRWuyMPK9iwyElUcq+dvYeGZmhHL1yiMuDIohUT6sXzwAsUjA7FVHnNPfpi4Tj/9a6DDEu2UoT2w5y47iJhc3+H5hXkz7/DCDIzRIWiv/y1RQpW8gTV2u9PmaDgPP/O4wCEwOVLN4QDg3fH2S9BAN6xfn0Kg1oZKK+PxQuUuxD47J3Q0bctlyy7BeWSImqw2lRMjGpYPIr+vg3k35PDEhkWkp/tSUn2d8sBy70pfiZj1eEiEJIWoMFitnGzocbvx2Ex2NtW7rsrevH89NTmba54fd5EaLcsJp6jIxONKHe37M59dCd4ry+/vK2HrLULLCvNwovVqjlb//VIC/XMQQLz1GoxGBQMCggABenprMs9uLnb9bTrg3z01J4faNFxspV6UGM3fVUax2O18vGcCJ6g6XxoRYKGD94hxobyD3MrIYAKFQiMLLD4tUhdFqQymyg7YFna539sy/En37kv8s5OXlofAL5uODlcT4KhEJBXx+qIK8HtKUDbk1DAjTUF10UX6lUqnQaDSYzWaam5vx9g9ErAlAa7IwfcVhtwZ5Xm0nnxwoZ+nASCcN/tU/zhMvM9LV+tf3xn5+QcxIDaTLZOHTa7J4/Lez1Hfvb8Yl+PPEhCSCVBJkIiF5tR3cMyqWjXm1zj0HOIYtj/16lkatiRnpIby5uwSFRMj01BC0RgsPbMpnR/FFLxK7HafPyo2Do7hxSBRrjldhttqZmRGC2Wpj/If7XdalkzUd/GOSexSot1yMwWTl5MmT/2PU/r5z9D8P/66/6f9vCv6nn36aoqIi1q5d+z/y/JmZmYhE7u7BffhrsNvBbLMhws7Zs2dRhMTy6K+FfH/6NFabnVGxfrw9M4OMQBXiyxjXfHOqjuExvtwyNIoP95dh6d7oWm12ihq7GBzl4zIp91dKeWFqKvO+PMabM9IJ9ZL1WiDH+Sm5ZvUx2vRmonwVPD8lhREx8UR2G/hVthtdKGEOh/feTeEUEhHDY/y4euURxsT7My0tmN/PuU9dbXZ6jZQBx2Sz02hx6l3j/ZV8NDeLZp2jGJiSEsSWsw1uxXB1uwGBAJfJ8u6SZrJCNay+tj9v7S7hVG0HMX5Klg+LZmJSIGFeclRSERVtBm78+iQvX5VKl8nKwz8X0KA14aOQsHxYNJNTg3hzTwnT04L4+GDvjv9rjlfx8PgEZ8GvkIgoa9UT56d0yyC/gORANa06Exq5iCgfOY9PTOLDfaXcNCSaTw66T+uenZzMpwcrWNA/DInEPVO9J8padbToTahVCm4dGs3RSkehMCzGt1dHdYBPDpXz0dwsNvViIBiollLZrnf4EMzrR6PWxEs7zrt4JIiFAt6ZmUF2mBf+KinRPo788PtHxyOTCDld20mol4xoXyWv/FHMoYo2Cuu1DIn2dT7vysOVXLfuBGarnSsSA3h3ZgYFD47lUEUbdR0GRsf7s7O4mX6v72Llgv6MjvN3RvZdwOzMENoNFlr1FkbHOXT7G5YM4NZvT7ppMS02O8u/O8XuO0Yw54sjTEgK5G9j44n1kTs01hFBvX5nveHkyVpSAtX8VtjA8mExPLXVc7Nr1dEqNt84mLf3lJAcpGZ+vzA0MjEnqjvYX9rCsGgfBkb6cM0lkyWBAMYlBDD980Nu58ShijZa9Sa+y6v1SPXeW9pCSYuOcfH+3D48hmUbTjAy1p+nJyVzzw8Og7sNp+p5ddp/nQZqs8PkFIMzieBSjI7z40S1g1qfX9fJ89uKCFJLuW14TK/nmNXm+F9dDkFqGSarFatNzRcLsll/opoRHxxkzcIcRkT7IBUJSQnxobbTxB/FTfgqpRgsVpQShx9IalAs4RqZG6vB3qLjh2WDWH20igPlrQSqpSwdGInZaiPGT4nNDlvOetYjAxwob2FcfIDbehyskXHL0CgifFXg7Q8WKxVtBhKVKpYO8uea7HCausx0mRxeBMs25FLfaUQsFPDqtDS+zq1xrqdL1p3gpamp3Dc6jqKmLsK8ZIyI8SPcS3bZtfsCKtuN3PdjPj8V1GGzOxo/r05PY0pKHN7y/73tldVqJS8vr29f8h+Cnr9ns95Ki+48ExMDSQvRMCbOHy+5mCOVbby68zxaowUbAidDtbzNwLlGLX+caCbES8bk5CQEIgE/n6nDS+7ZowPgp4I6vrluoLPgb9aZ8A0MIjH68u75l+L+oCDqtSZadEZ+v3UoDZ0mREIHiyxEI8MOvDQtld8KG8kI9XJj0F3A+/vLGJcQ4DTp/fpkLTuXD3cp9nvix/w6bhsWjdli48FxCfxR3MT3eXUkB6nZcN0AHthU4LLHMNtsjE8IIEQjo6RFx8HyVm4eEoXWZCUyIY1AVe8N/X8Gfefofx7+t37TC6/7Z/j/RcH/zDPPsHPnTr766itCQkKctwcEBGA2m+no6HCZ8jc3NxMYGPhfeg2RSNR30v4T0JscBnIrDldQUK9lRIwvszOjOVLZxvzsMCYlBbL6WBV7SlsY9u5ejt83mtRgTa/PZ7BYuev70xT8faxzc3wBz247x9pFObyzp9Sp0795aCRv7DxPh8HC54cruH90PH/f7G5MlhqsRmey0tZ9caxo1XPduhPsXD6cAJUUtcwR9Rbrp6S0Wxv9U0Ed8/uF8d6+Mo/vdXJKEMs2nOCjuVnMWHGYB8bEoZa5/4e+P13LnKzQXg2mFuaEMybOj9N/H4sQEIsEfHGkkq9P1mKx2ZiRFsKdI4dw6zcnXYp7P6UEASATC520aID39pURc6aeGwdH8f6cTHKrO1h1tILUYA0BaileCinHq9u5Oj2E6g6DSz53m97MizuKqdcauWOEQ4t/uWaFyWpH0CNzWywUsO5ENe/PznTzUgBHsXbT0CgUEhEpgWpEIhGJ/iqWDoqiqKmLhAAl7+8ro7xVT1qwmuempJASpGb98Wqu6ReGRCgg0kdBZS/69mHRfhyvbAM7TE8LduqllRKR87f3hE6jhVhfz7GKAoHDIf2dvaV8eW1/XtxezILsMDdDRIvNzu0b8zh+32gSAx0aTKlYxJ3f56GQiIjzV9KsM1HWcvG9h3vLsdngnVmZzkijC9he1MSAt/Zw7L7RjInzo7BBy9UrjjibUrd+c5LXZ6Rzw+BItpxtQCoSMicrjFCNjGHv7UUsELB6YX8OlrdS22HwGF0HDolIdbuBFr2Zzw5VsO5ENYfvGXXZ8/RySA5S46OU8sH+MrwU4l5j+gDON3WxYn42rTozq45W0qI3MzLGjztGxnKmvoOfCtxj7PqHeXOovNUjGwQcbve/nul9ivX7uUaadWZ+Kqhnx20jWHW0kmadiQMVjkK9TW/5p64FIhwypHf2lLo1VjQyMYtyIqhq13P/mDi6jBYOlbcyNiGAsw3ay7pzGy1Wp5zkUqQFq5GJhZS06DhTr+XDA2XOAvuqzw9x6oGxJAepadYaKW7qYtXRKpfG19TUIB67IpG8ug6mpAS7xBLa7dBhMBOolrJ8eDRtegvrcqud1NxHxif2+huAw8TxaFWby21Donx4bEISL+0ocrKpxicE8MDYeOatPkZOuBcvXpXGwEgVrToT/iopPgoxdjsMj/Hj6a3nXOLBdCYrd/9wGo1MzPdLB6I1Wpzn3p+hpl3P5E8Pcq7xYtFQ12lkydoTfHvdAGZnhf2l5/mfRN++5D8LIpEIf5WID2dnccf3eRz9+eKaPD4hgHWLczhbr8VLLkEkElHc1MX8L49xovricQ8Kz7Dq2mxyazpIvozW32bHOTABmJQUiK9C8l/+P/mpRPipZED39SDE83Hj4u1u53tPmK12l1QdkVDgFkss7jYEzgn3Rmu04KuQcKSyjamXNBEC1VJWLejPojXHadWb8VVISApQkxXqRVmrjgmJATw/JQWrzc7Qd/cyINyb764fRORljEr/WfSdo/95+Hf9Tf+jwyXtdjvPPPMMv//+O6tWrSIyMtLl/oyMDCQSCQcOXHT3LCkpoaamps+w718As8XG9uImMl/byeu7Svi1sIHHfzvLoLf3EqiWsb+slR/z67gyOZAV87Ox2Ow8v+0cOlPvm9shUb4A2HEUQz3RYbCw4KtjZIV5sWP5MA7cNZKFORFs797A7i9rRWuy8MKUFPy6NWgCAVyVGsTHc7LcDNzsdnhxe5FTox/qJefZyRdpYb8WNjApOYhkDxvIRTnhFDZoOV2nZX9ZC2Pi/Vl9rJKbBke5HbvicCUzM0KI9nCxSQpUMTUlGF+ljLRgDWqZmJkrj/DC9mKKm7ooa9Hzzt5Sbv3mJB/NzaKnee8tQ6PZeraR+dnuG9OyFj0v7iimrsPI8u9OkRqkwWSxca6hizadmUatiQX9w/mgl2bGyiOVzs94TVaox2PA8d1qZCKO3DOKLbcMJS1ETaSPgt0lzbx0VapL5J9aJmLNwhySAlT0D/dG0e3CKxELyYnwZki0D5OTg/jt5iGceXAcr05L4/u8Wl7aUcwbV2cgEQkI81b06uUQ7i0nwkfOe3OyWHOimpVHKnnj6gx+v3UoGqmI8Qm96xfHxPkT7i1ncopro1AogDemp7P2eDWhGhmdRgvjEvz5rBevCICPDpRh7W6ShGhkLBscSavezLGqdpdi31chIcZPSUOXgeJGrccmht5s5fU/zjvd1ntukAwWG3dszOOhn8+gkYlZ0D+c69ed4OU/ilm3aABZYV7M//IYJU1dBKkvrwdt1Zmcv1WXycqjvxS60UT/KiJ9FOwraWb1wv4ukZGe0D/cmx9O13HfpnxyazqoaNWz9kQ1Ez8+SEqQF55m294KMY1dvacfGCw25JLeL41yiQiTxcahijZO13UgEQrYXFDvpPdfm/PXJmAGs5Wipi7e2HWe2787xdazDVS06flyYX9mpAcjEgoQCBxNgD13DEcqFrDicAWj3t/HvC+PoTVZkYmFFDV1kXNJHGBPdOgtfDA7k4BLNL3BGhlvz8xg4icHmbPqKD8V1PPx3H70C3M0v81WOysPV2C12WnSmfjH1nNuLJdfzjTw4o5iYnxVblKkZp2ZqnYDV6UGkRqkJifCm8U5Eby0o5jBkb78VtjAmHj/Xt/3kChfxIKLv4NEJOAfVyYz/8tj7O8hX9hR3MTCr47xyrQ0vjxezYrDFRQ2dCIUCMgI8eK2YTHMyQzFSyGmok3vMdpQLhFS02Hkuzz3BlFvKGzQuhT7PfH3zWeo7ei9UdWHPvyzaDNYuP27PLcG7I7iJj45UM6UlCB8FBKatCZe2VHMiep2vORinr4ymU03DGbd4hx85BKWD49xiwPuCX+l1DkIUMtELB8eg/RP1uP/DvyUEsK8Lm+U6dOjoWi12VHLLs4ss8O82HzjEHwVElYddcQQl7ToEAgEbkkxjVoTb+4uYdlgR03wwtQUHth0mrf2lPDD6Tqe21bEzJVHsNntxPgqOVrVzt83F6A19t7070Mf/t3xHz3hf/rpp9m8eTMffPABKpXKqcvXaDTI5XI0Gg1z5szhpZdewtvbG7VazXPPPUf//v37Cv5/AWo6DSxcc8xtytNlsnLn93k8PyUFX6WEqanBtOtN/LRsEF+dqKZdb0Yp9fzXDdHIuHVYNDuLG7l3dJxbzrTWaOW1neeZlhqM2WLj7CXTw6e3nmN8QgBvz8xAJhYSppGzt7SF2V8c4fWrM9xe73h1uwv198rkIF66KpVnfz9Hl8nKsvW5/HTjIE5Ud/DLmXpUUjFXZ4RQ2qzjiS0OE6qfz9QzKyOU49Xt3DUijqvTQ1ymUAAfdGtaVx2pZF13LN/1AyNZmBNOrP/FyfL24iaP+veqdgN/FDcxITGQbUWNXJsdTmKAiuXf5fH1dQMobNC6SB1UUhEr5mfzyh/FxPgpuLZ/OIEqKVM/P8Tqa7MZEu1LfafRTZ97AfZuF/+7R8VistpZe6LajZqbHeZFUqAKgQAsNpsj/vBgOZ/MzeLKTw8yPMaPtYsHYDA7XNLj/ZUEqqQEeHAKFggERHjLKW3RU9igZeGa4y7Gal8eq2Ll/GxmZYQwJSWIN2ak84+tZ51F6dBoX16fkcbBslb+trnAxehudmYItw2LcTi1h2rIu8SPQCwU8Nr0dCJ8FHw0J4uzjV0cr2rDSyZmRKw/G05Ws/ZENaPjHLFiyYFqt8lET5S26Lv1wELkEhGPXpFIcVOXi9wjUC1l9YL+JAeqSA5Qc+t3p9yeZ1CkDw+MjcfeHZEW7q3gnlGxvLO31OXz1Xca+eRgBVckBtKqN/PtqVoOlLdyy9BoPpqbhUYqRiBwFIj1HmICBQKHC31jj4i/nwrqaDeY8fonaM2Bahl3joxlb2kzASoJw6J9PdLc/ZWOaLYLes2e0Jut/GNLIU9NSnYzaCyo17JkQCQf4i7/ADhV087inHA+8GDmBo5J1+K1JwDYW9rM1JRgZq9yyAaGRPmQEfLnzAaTxcqO4iZmrjzinKJ9dKCcX24awtL1uczJCmH94hwSA1QcrWylw2hh/IcHnMcGa2S06s38XFDP2AR/4v1VzF191M2gMTVYjdZs5YktZ/lgTiYtXWaKm7sYGuWLzW7ntm9PORkURyrbWLTmOOuXDOCqzxwGjLk1Hd0JEDY36ccF/HymnqevTGZ3STPJQWpMVislzXpWHa3kYHkbkT5y7hwZi1IiYHtRI3WdRsK85dz27SlWLsjmSGWbmwnikgERjgact9zppD8rI5QNuTUefVbaDRa2FzVyRUIA7+4tJUQjw2S1s2RABFKRAL3FRl5NJzcPiSLcR86Jqnae21aExWYnzl/JinnZnKxpZ4IHU7Lqdj0nazr4Kb+eEC8Zc7JCifZVujQdLkVpi86jsWMf+vDfRX2nkWPVntlWvxQ28Or0NNQyMdUdWtacqMZbLmbNohxe2lHMU1suyqOmpgTx3NQUxsT5saukxe25HhgTx8ojFUxICuDNGenE+nlmsP2/go9CgloqJiFA5VHONyTKh06Do+BOCFDRP9yLdr2ZIVE+nG3s4oWpqVyz+mgPtlMXB8tbmZ0ZylMTk3hyi6s0bFtRI/eMimVEjB+HK1rZfok0oNNo4d4f87l3dCz3/JDPd3m1PD81BfVlvHr60Id/Z/xHF/zr1q0DYMmSJS63v/jii8yePRuARx99FKFQyN13343JZGLkyJE89dRT//L3+v9HVLTqe41EOtfYhUgo5MnfzvLqH+dZtziHvJoO7hwRS12nCZlY5DEX1lcp5elJyeRWtxPpq+DxCYm8sL3I2VQQCwW8PTMDjUyEQiriTKOWsfH+Lo2BHcVNzknWphsG88SWQvyUUvQeNnCRPgp6sMzwV0lZ0C1FsNntmK12tEZzt4ZVhtFi486NeS66OalIiMVmZ1JSIEvWHefDOf24Y0QMa09UYbM7mgh1HQaWrc/l2+sHcseIWBA4tLc9O9edBjNfHHF1lu+JzQUNrL42m2cmJ7PueDU3f3MSmx0WrTnOC1NS+NvYeOo6jIRoZASopPyYX8fszFD6h3sRqJax9WwDtR1Gnv29iDULc7D+ifu6XCIi2lvO2YZOtt82jI/2l7GpoB6ZSMS87FBGxfoTopGyuaCBVUcr6TBYuCIxAJvdzrF7R5NX18GxyjasNjtj4gOQioWEdk8ATBYbEpHAmTdc025gW1EjPnIJj/x6xm2zbbfDrd+eYli0L4mBaiYk+hPm3Q+hwPH9n67roFVn4QEPOfMb8+oYHuOHxWrj83nZfHaogjXHq+gyWRkZ68cj4xPwVTqW0uPV7aw+WskNg6PoMloZ/9F+lg+L4Ydlg5CJhZQ268ir62BgpA+be9H7T0wKQCG5OEkJ91awZmEOVe0G8us78VdKiPJVEqSSEKCWY7HZ3Cbwo+P8WT48mlu/OelkoAgEsKh/BB/PyeKWb10bBIFqKdoetPDqdgNPbTlLXaeBx65I4khlK09NSuL279x1YksHRvJrYYNLsSkRCT1O1wHqOg0YzDbUUpHH5g04Mp3n9gunQWvg47lZjP/oAE09GgoioYANS3LYerZ36v324mZeniYiKVDlMomt7zQiEsK4eH9SgzUoJEKOVLY7C9rJyUEIBQJ+P9fkFuN5y1CH3OhC0amRSVh5tNKRHDAihiUDIpz/0UthMFup7TTSojMhFgrIr+vETymhQXvxcz37+zk+vSaLpetz+XB/OcNjfPl8Xj9u+y4Pi82Ot1zMe7MzMZqt5Nd3Uqc10W6wkBPuxbZbh3H3D6fJr+tEKhKyKCecOVmhLFl7gla9mXmrjxHhLWf5sGh+KaxnxWH3taLTaGFncZNzTRwQ4Y1YKKDBQ6PnAux2BzVe2H0uHq9qZ+wHB5xSnlO1Hfx8poGnJiUR5aNg/ZIBlDbraOoy8czWc2y8fhDrc6vZW9pCgErKdQMiGBTlw9Nbz7Lm2hy23zaM6Z8fJivUi9XHel/f9pe1MizGl21FTXjJJSxcc5wpyUHk13cyd/VRF9nSjPRgNi4d6PBHsdh4autZ2vVmpqcHU9Gqw0smRmuyYrTYeHrrWb46Xu187NNbz/HB7EympQa5FREXoJaJPDIJ+tCH/y56roOXwm53DExsNjtmqw292cqTE1N4bluRizGlSChAZ7ZyuLyFj6/px4vbi1ifW4PRYiNYI+PRKxIZHOXD6Dh/UoLUHvda/68hFgkRCeH92ZksW5/r0hRPCFDx3uxMXt5exLpus9K9pS0cr25nxfxsfj1Tz9t7SjxKmzbm1bIoJxylVOSyL7DbHfu3TqOFl//wbORb2KBlcKSv8xrS18Trw/9l/EcX/GfP9u5sfgEymYynnnqqr8j/X4Cxl+nwBVxwlu40WnhwcwHPT0mhTW9GJhbSVmsmzk9JtIeuc5BGxqSUIPJqO4j3V5L7wBhO13YiFglI8Fex5lgVW842sDgnnOExfkT6KDhW1e52sbhxcBS7uvPerxsQwTen3B3N7x8TR1D3xVBvsnK4so3bN57iTL0WgQAmJgby6vQ05vcLZfqKI26PB5jXL4yD5S2kBYdxsLyNDbnV5NV28ugVCXx+uIK7vs9zGs1tOdvI9YMiPT6PUChAKvJMRU4P0fDw+AREQgEykZCpqUF8l1dLdbuBLpOVe37MZ2iUD89PTeGrY1XcPyae5cOjsdrstOotvLe3hP7hPoiFAhbmRHCuSUuIRk7/cG8XfeAFRPkqEAkEDuO21mpEwTEsHx7DopwIjBYbAoGjKCxp1hHjp2TpoEg+PViBSiqmpsPIB/vLqG43MDEpkKmpQdhsdlKDNFR3pw7k13VypqGDCYlBxPkrqes04iUTIxYJONOLw7/RYqOoqYvEQDXFTToX5/fZmaG90nPBwRB4b1Ymw97dy4y0YD6am4VUJORUTQc3fH2SWRkhPD4hkRe3F3NlsmNSfriizREHuf1icsOmGwbzjy1n+XxBNr8WNri5p/soJMzJCnM2Mi4gQC0jQC0j2wN1WywUcvvwGJdJ9t/HxTN3lWuRY7fDV8erSApUuU3Nlw+LYfUx10k4gEggoKJVx6wvjnLXiBh23T6cnwvqWZdbjVQk5O9jE7Dj8B7oiSUDIvC/JI++pl3P0cp2nt12jnONXSQHqXh6UjJDo309ZtcDBKnlBKnlHLp7JNuKmvijuIkoXwXT0oIdetLLGNKJhAIqWvW8MSOdX87U8+WxavRmK1NSAhkU4YOPQsJ7e8voMJgZlxDA4xMS6TJZOF3XychYX4eDe0073+fV4SUXMyM9hLzaDp7bdvH3vG5ABP4qB9Mg+JIGXE80ah3/6Zd3FDtZMQMivFl1bX9u/fYUFa0OOcaB8lb+sfUc224bxpn6TjqNFqw2nM2ItYtyMFntGMxWbHa6GTIC3ttbxkPjE9h26zC0RgtikQCdyULOm3tc/gNV7QYUUrFHc9ALOFbVTmqwmv1lrVw/KJLaDiO2P3GoVklFjIz1o77TyLL1Jz36djy3rYgflg1izhdH+HHZIMDBKpi+4hCzMkK5YVAknUYLb+8p4YWpqahlYkQiAQPCfTh672jaDWZ+LWzo9TwNVEtp11tIDVZT2abHZrfTajAz64sjLlpkgE359QyJ8sVotvJMj98z0kfByZoO3tpdwp7SFgLVUpYNimLtIte0izu+z+PYvaOZkRbEpgJ348Hbh8cS2ksqTB/68N9BcC9NUnBIyLzlEkpbdGw/10RGiIaMUC8e+aXQecw1/UJZOjCSXSXN7ClpRS4Rc/vwGOZmhaG3WOk0Wlh5uJJ7fjhNpI+Cg3eP/Fd8LACi/ZRsK6rgxatSAahq0xPjp0QpEWK2WnnqyhSuXnnYxY9k5ZFKdt0+nL9fEqnXE3tKWsgJ92Zv6UUmQ3aYFyqJiPy6TsRCATMzQpidGYpYJKCm3cAnB8spqNdittpYtSAbo8WO3W6nSWvstVHdhz78O+M/uuDvw7834vyViIUCt80YQJBaiq4HdXNh/whyazp4aUexcwMb7avg2+sH0j/M21FYXoJIbzlf5+pYtuEkoV4yrDY7DVoTASopO24bRpiXHG+FBJlIwJabh/DtqVq2FTURoJKyeEAE9Z0GHvmlkCFRPiwaEMG7+0qdzy0UOIr9IVG+lLbq0dZ2IhIJuOKj/U42gd0OW881cvKTg+y5YwQTEwP5vch1Ijkkyoch0b6kBKtZui4XcEyqskI13Lcpn6tSg11c5T/YX8b09GD8PBRIKqmYO0bE8PslZnezMkKYnRXKU1vOOi+UAyO9+WHpIN7YdZ7zLbpuqnswYz7YR7vBwsoj7sXf90tDeH16Gr8WNnDb6Tq+WTKAD2ZnMnf1URdjNT+lhNULsvHv9kEwGo1EqCTsKmllzqojaORi3p+VSWWbgTd3n6dBayI9RMOzk5MRC4XM6hETuK2oiZf/KGbrLUM526Clql3P9etzMVpsrLo2mx/z61h7ohqt0cLr09Mva0IEYO7esPeUQYAjfudSDXJPxPop+LmgHqvNzven6/j+Ehr5V8eruGtkLA1aI5Vteub1CyMpQM2YeH8kQiHbihr57FAFL+8o5t3ZmXx5tJKvFvbnH1vOOb0hhkX78uGcTBQiAQ1aI0FqGc1dJtoNZhq0RnQmK3H+KsK8ZG5ayvgAFU9OTOSZ34voH+7N8ar2XhtqHx0o56lJSRwob0UogBsGRRHuLWfXeXfK9tJBkTy99SzPXJlMcpCalYcrMFntvDPToQnfVtRAUaPOZbof6aPgkSsSnR4LAC1dJtYcr+bzwxWMjvMnM9SLLWcbuOrzw7w7K4Obh0T1qg81WawcrGjj3b2lJAepOVTRxms7zyMTC9l9xwgXmmpPTE8LpllnIsJbwW3Dorl3dBwWmx292cpLfxSzukeD5FBFGyuPVLJmUQ5P/FbI2sUDmLnyCJOSAnhvViZtBgsF9R3s7kF9fWJiIlF+CnwVl59+2Wx21ufW8PTWcy63H6tq5+avT/LSValOiQA4Yh6Lm7q49dtTKCQitt4yFLVUzMhYP/xVUuZ9eczZIABQSkWsvrY/BfWdDIr0IVjj2IyWt+qQii4acl4wtMoO8yLMS9arcWWYlxyrzc7axTkEKKWUteo4Ud3B8BhfjzT2qSlBWKw2QvyUVHcY3LxOLsBqs1PRqkcuEdGsMzsNTs1WO1+frOHrk46G6rX9w/nlTAO3DIlGIHD4GET4KIhAwUPj4pmx0p1+DLAgO5w7v8/j1WlpvPLHeQZG+LDlbIPH6wvAW3tKeKGHn0eMn4LFAyKY9cUR5xpe22Hkhe1FXNFt4nXB0NVud/gXvDYjnXaDxYUSfWVSIHePjEXyb2ja1If/+wjSSBkd5+eyFl3Aguww/JUSnt9WxKaCep6dnExrj/3D9LRgxsUHMG3FYeeaveZENeHecn65aQgLvzpOfv1FyZrNbud/JozOM/yUUm4aEkV5q56NeTWIhALkYiGlLXp+PF2H2Wp3Mx9t05spbNAiFAiw9tKYlImFLs11hwwvjVXHKpiYGMR31w/k5zP13PTNSXQmK4kBKh6+IoG8mk68FRImfHyAxm4mVk64o1GbFqx2a8z3oQ//zugr+Pvwv4ZgtYynJiV5zJh/+spkZ1RbVqgXXnIxd3fHXl1Aeaue8R8e4OQDY4jpMem32uy0682IRQLuHR3H5JQg3t5TQoPWxN/HBjMnK9Tl+IRANYFqE8uHRzMi1pcIbyW/FNZT3W5g9bX90ZmsrD1WzYn7RlPcpENntpAe7IVGJqLNYKFVZ0YpFfHtyWqPrtP1nUZ2nW/mq0X9OVrZzgf7S7HZHVPQGD8FL20v5qczF02/AtVS2g0WDle08cCYeJfnMlttLnmwXUYzTV2OzyoVCRkc6cOUlCBntrWPQsLSwZHMWnnE5b0drWznio8PcOjuUU5H/zh/lZP+7QlCAajlYn7sLnbX5VZz18hYXr4qFaPFxrnGLmL8FPirpNy+0bHxjvVzGA1qZGLUMhE2u2OavCm/3rnBB0fM2IKvjvPurAy36XOLzszDP5/h4fEJPPpLIfWdRlYuyOaxXwpdkgte+qOYTcsGEeWrcCmILkAkFJAe4jAkC/OSu2ya8uo6uDo9xGMmuEwsZEpKUK9xjeCgUVpsdj6em4VcLOKjA2V8dqgSk9WGUAAzM0JZv3gAC9cc57Wd53nr6nTaDGY+vSYLpVSETCyi02jm9u/yOFjRSkqQmqcmJRPhLUdntlLZpidEI2f2F0d4fGISk5MDXXws/JRS7h0dxzX9wsir62BXseeiCBzZ7iNj/dixfBgR3grsdjsD3trtdtyIGF/8lRKmpASzt7TFhb689kQ1I2J8eW5KCjMzJNjsdlp0Zq7pF8bEpACiLkksaOoyEumj4I7hMfx6thGpSMBzU1LoMlp54rdCpqQEEeev8vh+y1v13PLNSbpMVpffW2+28ePpOh4al8DLfxS7PMZBS00gOUCN2Wbnu7wa7t9UQKyfgndmZboU+xdQ32nk80MVzO0XhslqY9mgSK5IDGD+V8c5Ud1OsEbG8uHRPDkpCY1URKiX7E+L/Qvf93Pbznm8r6rdgNHqkGRcoPZH+ijoMJjpMlnpMlnpNJpZnBPOjPRgHtx8xu2/rTNZufnrk6xbnMP+8haSAzVE+CgI85Lz7qwMlq7PJdJHwcdzs/g+r5a//VTA8uExHOrh2dETtw2LpqRFx/enakgKcDAIXtlZzNpFObz8RzF7ehQaExIDeG1GOkEqKd4KCdV/YlR3YXt874/5/HrzEGZ/ccRlYn9lciBzskLZfb6Z+ADX/4PNZifSV8H1AyPcfBnuGRVLSUsXT05M4mRNB2cbtUxOCaLSwzpwAY1aE17yi3rc24bFuMi/emJ7URPLh8egkooQCwU8NC6BEbF+nKzp4I2r0zFabBwsbyPeX0lSoIriZi2dBjMikQCxUIifUuLyWn3owz+LAJWML6/N4ZZvT7KlW9IkFDiYgq9MS8dss/Pb2QaKm7r4Kb+eu0fFOh9727Borl55xM3ro7rdwMM/n2HF/H4MeWev8/YF2WEEKP61/1tfpZQ9pc3sKmlBIhTy1u5S2g0W1i3O4fruocil+KO4iZnpwb2abs7OCuFAWQtBaikjY/y4d0wcb+0u4VhVO4v6R/LIL2fY16OZWdTUxY0bTrJuUQ5rj1c5i31wyPbGfLCPY/eO9sgw7UMf/l3RV/D34X8NKpmY24bFkB3mzdO/n6WsRU9mqIbbh8eyuaDOqTm7YXAkb+8p8fgcnUYL2841ctPQaADKWnSsPV7Fxm4a7n2jHVP4L6/tj8lqQyUVe2QDeCuk7C9vZc6qY0hEAoZG+6IQi3jgp3znYj8/O5RBET4Eeckoa9Hx3LYiVh+rwmixEaCScu+oOF6YksKjvxa6Pf8vZ+pZOiiCKalBjE/w50R1O4vWnnBG+PXENf3CuPWbk2hkYrcp7fUDI/FTSukwOBywq9r06M1WqtoNpAarUUtEfDQ3i/y6Tj7YV8rE5EA+3l/ucRPbYbDw/elaTlS3caK6HZlYiFQk9EjHFQsdpng9c+59FBLe3lPKD6frCNbIiPCWU9dpdE77X915nqHRPs7jA1RSVFIRI2L9eGlH8aUvAThov18syGbKp4dcbt9W1MQbM9I5Xt1OuLccq9XuFlNY32nkeHU7b0xPY96X7maQT01MIqR7+hmolvHVwhwe3FzAN6dqOVrZzlMTk12M6cRCAU9OTCIrzIvipi6C1DI23ziYVUcr+eZkrctzj08IwGK1sflMPV1GKyt7eCnY7A4dYbvBzIdzMhELBUT7KojG0QxRSUW8vaeUf/SYABfUa5n/5TH+MSmJ41XtpAZrqO0w8uJVqSz48hh77xxJ+iXmcD4KKT4KKekhXgjsAj4+6Nl0LjVYjb9S6ozNs1htHLlnNM9vO8evhY1o5CLuGhHL/OxwfBRigjUy1p6odnuefWWtjvjMfmF8saA/FputVzNNiw1e2lHMqdqLUZmb8uuZmhrEM1emUN9p9Fjwdxod05uuXrSTz20rIvf+0fSP8ObbkzW06MyMivNjXHyAw6lab6ayTc9rO0voMlkJ9VKwIdddmnMBG/NqWTk/22G4GOPrMnmv7zTyjy3nmJ0Zwq1Do1my7gQ/3zSE+F4aFRdgsFhdNoyXorrdwDtXp/P96Xp+zK/jiQmJfNhtGCgXCxEKhNwyLBqjpXfjvFa9mU6jBaPFRm1HMxOTAgjWyLk6PYRdtw/HZrezZO0JZyxns87EbcOi+ejAxf+ISCjgucnJrD5WxScHy/l4biZCgQCxwJFgsXDNcVbM68cb09Np1ZvRyMRIRAJUEqFT4+uvlJISpKawwX3KLxYKiPRVUN9pRCwU4CUTs3P5cKrbDdR2GtHIRNR2GAn3kvH4xCS3VIGaDgNTPj3EkgERbLphMEcrW1HLxIyLD8BgsaKQiLj3x3wnbXdYlA9pIRo+POD5PMjuPq8vIM5fycmaDo/HAhypaGNgpA8Pjkvg2d/PuazzI2J8eWpSMtd+dZwrEv2J9FEQ66dkbII/Ne1GzjVqCVTLiPFV9Cpf6UMf/ioifRWsXZRDg9ZEp9GCt1xMsEaOl1xMm97sZACuPVHNsBhfhsf4UtthpLRF1yvj5bezDTw2IdHZcI/wljMpOYj6LhORPv/v4+h6g9Fi5dODFS6NRXCsT71F/B6raueDOZnsLm1xW2tvHBzFieoO3pqZzqnaTnJr2nntj/PcPDSK5yancLZR61Ls98Sjvxbyt7Hxbre36MzsKG5imYdUpT704d8VfQV/H/5XYLHaaNKZECJgamoQQ6N90BqtnKhu59bvTrks2qFecs57yJC+gKOVbUxMCsRss7HycCWv7DzvpG/tPN/Mguww3pqZQdCf6K7a9Y7pttlqd7vYgCOuq1FnRCiEW745ybaiizrYpi4Tj/9WyFOTkpicEsRvl0yKY/2ViIQOfb1MIiLOX8X4BH8+P+z6uR4YE8eJqnbaDRZuHx7DNz2m4HH+SmZnhmI0WznfrOOlHUVsyq9HJBQwJzOUxAAVdQYTnUYrgyK9WTooEoVExAvVnotrgN0lLfxtbDxbzzXx7clabh0Wzbt7S92Ou2NEDMEamYvMwlchIb+76K7vNLo5uNd2GDFabKiDo9hT1sK2c028clUq5z048F5AfacRuVjE0kGRbgaEZqsdf6WUnHBvdpdeLHzUMhEPjk2gf4Q37XozoV5y8v42lue3F7GnpIVoHwWPTkhkUKQPapmY5i5HuoBYKOClqSk8NSkJvcmGWi5i263DeOTnAn4pbOCTa/rxw+lal8m2UAAvX5WGUiJyThmlIiGPjE+gRW/iioRArll91ONn217UxFOTkrjvx3zWn6jmgbHxZIZ60XyJzr8nXt15ni8W9Oea1Uf5fF4/vj1Zw8KccD49WM7rM9J71YwPi/F1mRr3xMtXpRKkuXguiEVCkoPUfDQ3i1a9GaHAoUc3Wi20682s81DsX8DnhypRS8VMSwsmopdNoc1mZ3NBnUuxfwG/nGlgblYYSoln+nNtuxHtZWI4AYwWO0EqKf3CvLDZ7UxLdUx63t/nmAylh2h4bEIie0tbqGjVu023XN6r3U6ASopYKHDRdvfExrw67h0dT2mLjmtWHeW3W4Zedm2RiUV4y8W9smcivOWcb9Zz58hYHh4fz76yNo53+2Jc2z+c9/aVsjgnnJA/iazSm218tL+MmZkh1HcaadKaCNLIGBHjx+u7zjuLfYCHfz7D7cNj2HzjYKraDAiFjnV21ZFKvj1VS064N+MTAnno5zMcr27j3VmZFNR1squkhff2HXN+h0IBvDY9jWlpwWhkEoI1MlbM78e4Dw+4NSsfm5DImm6fiPnZYfgpJSilYufnstpsCBB4bMgC6C1WvOUSXt15nrf2lJAerMFqt/PIL4VYbXZ+vnEw5S06BkX68MgVCYyI8cNgsRHpo/AoX3jxqlSWX5Ju0ZvEDBzrzPx+Yby43dUADRzNr+e3F3HHiBhe33We7bcN4/dzjaw4XIlCLKKgvgONTMLdo2KRi0Uucpc+9OGfga9S6tY8stnstOpN3Dwkytn4euzXQvbcMYLXdp7vNVUHHDKVtm7jylFxfoyO8+fGDblsvmnIv7TgFyBA4sGL6FRNByNi/NhX5r43SwhQseJQBSvnZ7OvtIVdJc34KaXM6xdGeauOBzcX8Pr0NG7+5uL57q+SEuEtv6xkobRF59Z4vIA/+gr+PvwfQ+9hw33ow/8Qylp0PP37OUa/v5/xH+3nvX1lGCw2vORiUoPVvH11hpPGPzLWj3h/BYMivelNLhXrr2TRmuNsL2oiSC3j83n9XI5dn1tD6WUaBhdw6cS0JzQyMXKJiMpWPbWdRpdivyfe2l3CkgERbrcvygmnvMc0P0gj4+VpaeQ+MIYXu4vOzTcOpstk5eU/ihka5cuyQZEUN3WRFKji+Skp7LhtOJG+CsrbDEz8+ADfnKzFaLGhM1n58lgVN2w4iUwixGJ3xODNXX2MI5Vtl822jfFVcL5Zxw/LBlHS0kVqkJoXpqQ4Xd8D1VJenZbKA2PiCfNWcN2ASKezfX69lsFRvr0+9+g4P+wIuPH7Qn4508j2oibON+vIDvPi/jFx3D48mhExvsT7K11+rza9mTlZoYh7bPz7h3tzpqGTxQPC0ZmteHXn76qkItYtHsC2oiamf36YxWtPMOK9fdywIZf7R8exc/kwfrxhEJNTggDYXFDP1M8OM+TtPWw920B1h9Hh3VDcSJfJypn6Dp6clMyRe0ehM1nYlO/qpG+zw983FzAvOwyVVMTklCC23DIEBGCy2jFZbb0WDADnm3UU1GvZfKaBcR8e4IN9ZWiNFsxWz4/pMlm5oKL86EA5Yd5yxsYHcLZRi8nau2NwlK+SnbcPZ1Ckj/M2P6WEFfP7MSLWc/a5Uiom3FuBn0JCUVMXD28u5O09pc7oQs/vz4LBYmPrud7d8hu7jHzuwRH+An44XUuA2vOmSmuy4COXIBd7vlSFeslo6jIyMNKbO0fEcv3ASB79pZAXthc5C+z8uk6Wrs9lcKQPXWYL4xPdo9cuYGZGCEqJCLlY6FEWcgGnazuI8lGQW9NBg7Z3qQeAj1zMXSNjPd7nr5Silol57LdCpn1+iOoOIyqpkPEJjvc4OzOU3wobMFjsFDd14XsZem1KkBqDxUpGiBcHylt5c08Jq45WUtzcRW6Nu7HmB/vLmLHiMD/m1zIm1p/ntp2jvFXPi1NT+HxeP17bWczGvFrKWvS8vaeE5CA1714S6Wizw/2bCqjpMNKoNVDW3EVOhDcH7hrJzUOi6BfmxVWpQaxfMoAOg4X1uTVE+ij4x6RkNzaISCj0WOyXt+g4VtlGZaueFfP7sev24WSEeJFb00FebaezueujkHDwnlH8ctMQZmaEEqiWEemjYMfyYUxJCXKuMVG+Cn5YOojMEA0jYy6eC7+fbeTqjBCP361A4FiDon0VLsZfPbHrfDMDI324JiuURq2JCB8FebWdbD5TT4iXnGtzwvn8UDm1nZeXPfShD/8sSlt0DHhzDy06MwuywwCI91MiwM6zVyYxKyOEDUsGOBIzfF2L+ORANV1GC4MifTha2c60zw9T1W5A1osR8J/BbLVS066nut2A6U8MmntCKhayfHiM2+2fHarg7+PiPaZfRPsqEApg2ueH2VfWyuBIX0I0Mh74KZ8nfjtLgErqvI6Fe8u5Z1QsNw2Jor7T4GYu2xOOJCDP92V0ywP70If/K+ib8PfhX4qyFh0j39vnErlyzw+nWX20krdnZjDyvX2kB6t5ZVoqCQFqTFaHNvyeUXH4KCT8WtjA+/vKnI/VyMSkhzhcaA9UtLL91mGUt+iYmR7iNFYbEOFNUaOW7HAvZL0YgwEEqqTMzQrl21O1bvc9PiERg9mCv0rqka56Ae0Gi0uhKhIKeOWqVN7eXcqoOH9GxfqR2O2s7aeU4qeUkhigpEFrYnN+PQEqKbvvGE5CgIoglYzddwxDIBDiLRMjEgkxW218dqjcxcjvAmo6DOwva2FuZhjXrXNQkb86Xs39o+PcXNQv4Jp+YUz97BChXjJ+v2UYCOxgh4wQDUarjQ6jhS+PVrGntMUZ1bPx+kFoTRa8FRL8FBJWHqlwi1eUi4XcNyaOIxWt7C9vw1suYVFOODF+Kg6Ut+KnlDI82pfMUC/sdscm/Pu8Os41aTlS2YbBYmV4jB+7S5qRiAQ8PiGRTw+Wc/uIGD7cX85dI2N5b18Zd42M5d09pW5U50MVbdy5MY8flg3CV+mInHt/30Xa/Ofz+/FtXp1LNJ5AcIbXp6fR1GViZKw/b+z2LCMB2HauiRP3j6Gpy8iaY9V8cqicj+Zk/SmLxFchwWC5+F09tfUsV2eEIBDQ6+RZ0s0MKW3REapxNG9GxPohv8x/GSAlSMPPNw2mqcuE0WLDTyklzEt+WWd7m81OUVOXMwYvPUTDskGRvRb0k5IDOVjeSnW7gTmZoXh7KEg7DJZeqZjgSE/w7UXfLBeLyK/r4IWpqdy/Kd/lPqEAnp+SyvPbili/ZAARPgpKW3TsLWtBKMBN0vH89iIeHp9AeYuOaWnBbrGIfkoJj16RyNxVR1m3eMBlf5MgtZTpaUGsPFLlEmfoCUer2onzV7Gwfzjrcqudzxnlq+CD2Zk82G0E126w8NKOYq5IDGD58Bj6hXkRqJYSopFT2NDJH8XNPDw+gYc8uFFf0y+U/WUtPHVlMvO/POaSOPLs70V8vWQAx6ra3RzubXboMFg5Xt3GT8sGU9mm5+ZvTjEpKdDFuDM7zJs3dvV+Pry3txSNTERioJoF/cII1ki5ZWg0d4yMQSQQ8NnBCspa9U42QHyAitp2A1qTGZPVjgDwUUoI83ItQs42aLnnh9P8XtSI3e6QBT04Lp4PZmeybEOucy1Wy0SEeck9RiLG+6tYuyiHxi4TZqsNb7mEMG/Hca9NT2Nedihv7CrhdF0nb8/M4FhVG2Utrs2eT+ZmoZCI/tTAzGCxcvfoOD4+UM7HPaQEJ2s6+PJYFd9dPwiT1cbxqjYCVFL8lVJUsr5tWB/++zCYrby+6zxtejMP/JTPu7MyePSKBGQiIUKRkNJWPS9sKyKvrpMYPyWvTUvjVHfqiEAAj09MxFsh5cXtRezozqQfFuPb64T7cihv1fHBvjJWHa0kM9SLW4ZEMTDShyhfJRWten4+U8++shayw7yYkxVGlK8caQ+Ty6xQDdPTgvmpxxpd12lkY14tB+4axdNbz7K9uAk/hYTHJiRyRWIARouNzFBvVhyp4K1LJKB3j4zFbrfz3fUDUUtFvLWnhNu+O8WoWH/GJwYgEws9mtzO6xfGr2fcfX0kIgGzMj03B/vQh39X9F1p+vAvg9lq4+MD5S7F/gWcrOlAb7Ky9Zah6MxWNHIJLXozS9ed4Gz3JlUgcOix3r46nXt+zCfKV8E7MzP4Rzfl2m53TK0mJwfx5KQkBkR6MyDCh6OVbXxxtIptRU38bWw8AoEjsspHKSVYLXWaKYV4yXltehpJgWonHTjMS86TExMZGu3L7Rvz+GbJABda+6UQCCAxQMXrM9LADslBalYcrmRjXi0bTtbw47JBiIQCF0MqhURMtK+YO7qngFarjbJWPWe6OjGYbXyXV0NNu5FbhkYT7iNnc48YKIVExKyMECJ85FS2GdhT0sLsjFCnJKK4qQutycJtw6L5+GC5s9iQioR8OCeTL45UYrTYKGvRU9GmRywUsOZ4FQ1aE1vONjrzxkfH+dOgNTHt88POHGCxUMCLU1PYdusw7vsx32m0lxPuzQdzMon0VvDApgKuTg/m72Pj8VNJmfDRQW4cEonWaOWKjw84349AAH8bE8+bM9K58pNDXJ0RTJSPglkZIdw0NJo3dp0n1k9JrJ+St2amc7iilUevSGRItE+vfgAHK9qo7jAgFYto7jLxbDdFe2CkN3UdRreCz949rTx090jyajvcJAo9UdGm54nfCl304L5KKfvKWpiYFOiWlACQFqx2o5Tb7XCkopVhUb7sv4QmDBDvr3SeLxkhGgQCOFzRym3DY/6SQ3CASkaA6q9HCNV1Gnhzd4nzN86v6yTSR0FigMotk95HIWFev3CmrzjEiBg/Zw57T5Q0d/HJwXKuSg3mg24TzkuxbFAkyl6KHl+lhBAvOVYbbFgygJVHKilt1pEeomHpoEhWH62kok2PQADN3Y2Nd2dl4quQUN2u5/ntRU6zxfJWPX5KKS9sL+KdmRlcnR7MisOVtBvMXJ0ewk1DoglQidl6y1BO13UwIdHz7ygTOyQQ607U8Mk1/Qi8zPfb3GXisV/OcLiyjbtGxvLbzUMxWqxYbNDcZeTeH/NddOR7S1u4d3QcPnIJ6SEajlS2ER+gZGi0L616MyqZiA9mZ/LKzmLKWvT4KCTcMjSKzFAvdCYr9/xw2i1etNNoYfnGU7x6VRov7CimoL7TZXO7oH8Y7+wtY0SsHxKxkBM17VhtdlRSESa94zh/pcTjun0BNR0Grkp1nLNnm7po0prwUog5Wd3BG7vPc8fwGF6YmoKfUoKfQsqJ6naadSY+OVDOD6frsNjsJAeqeWtmOsOj/dDIxZS2dDF9xWGX76epy8SDm8/w7qwMXroqlZkrHYkeH87OumwMnrdC4rEZFaSRMS0thNFx/pitdnzkYnbdPoLDFa38VFBPhLeCWZkh1LTr2VbUyPAYv15fw/E9SbHbcSn2L0BrtPLCtiJmpAfz+q4SRsb6cd+YOBL8lPj3xXz14b+JFp2JH/PryAjR8Or0NPyVUt7bV8bdI2M5VNbMjV+fdB5b12lk3pfHePrKJJ6YkEh2uDfFTV30D/fGaLEjEgoIUEn59Jp++P8XC/7KVj3jPtxPu97Cx9dkca6hiw8PlHNVm57Rcf4IhQK85GIKG7R8n1dHXm0nD41PIFAlJUgtc0ScauR8PDeLW6vbeXdvKQaLjaUDHSaqET4KPrmmHwfLWwhUSTle3cHo9/dT12l0Tu/nZoXy4GZHY3R6WjATEgOpaNOxPrcGmUjIjUOiOVHVzgs7iqho1fH1kgFcs/qYS2M6szvK+JMD5S7NX41MzLfXD3BjSPShD//u6Cv4+/AvQ1OXifW57npgkVDAqmv78/HBcpfpemKAirdnZnDHxjxKWxzRX58dquCza/qx/bZhFDd18eDmAufUKtxbzuSUIBK6i5Or00NZcbicN3eXsmRABA+MjefuH06zszt+TCBwuNC+Nj3dORmK8lVyz8gY5vULw95Npt6cX8eNX59k7aIcQr0VWOwOqrsnI64pKUHozVZ+PdNASYvOJULGaLFR2qLDRyEhHs9GX3WdBj47WMGbu0to1ZuJ9FFw/+g45GIRI9/fx1cL++Mld5y2c7NCuX5QJGuPV7O9qInkQDWPT0hELhHiJRc7KWwPbr6g1x1CUaOWEC8ZwWoZUpHQpVhWSkQcr26npsNIgErKVwv780dxE+/tK+PBcfHMuSTX3WKz8/fNZ/hmSQ43DI7kgW5zm6JGLfvKWojwljMq1pcrU4LJrW5n96EKrHY7iQFqJwPhAux2h159YLd048qkIDqNZg5WtDFv9VEsNjuvTEvjro15XJ0RytSUYNQyEZ3G3psvAGcbuthX2kKcv8pJ/V2QHe5iVnYpVh2tJDPEi2HRvr1KN4ZG+fLF0Ys09aRAFXUdBt7bV8r6xQNo05s5Utnmcv8bMzJYuv6E23MJBALenZ3ByPf2Oxss4NhYvHF1Ovf/6Jhs3zkilgC1hCFRvsT4/s+4A7cbLPxwSeTgnd/nsXJ+Nr+caWBDbg0mq42rUoNYOiiK+zedxmy1c9fIWDRy18uJxWrjfLOON3eXsPnGIXyXV+vWRMkK1TAitvciKkgto1+YF41aE/O+PMaC7HBGxPhiMFtp05u5tn84i3Mi0BqtfHOyhgd+KnBuzFKC1Kycn82rO89T02GgrtNAQoCKf1yZzA+n60gN1jhSFSQiQtRS1N2NP73ZRrvBwv1j4jhT3+mifRcJBXwwOxOD2cp3ebV8l1fLK9NSuXVYNBqZe0GpN1s5Xt2BzQ5v7ynl18IGbhgcxSO/nOmVPWC3gx07T285yyNXJHDbsBje3F1Ci86MRChkWlow3y8dREmzjk6jhXUnqnl153m+u36Q22QaHNGK1/QL41yjlikpQd1O9u08u62I8QkByMVCDGYrVjuIBAKO3jsKq9XOVwv7IxEJeeWPYs40aBkY4e1SfPfEkChfxsT7M+uLIy7r4sSkQD69Jpu9pc1UtOn54kglV2eEOGRdW8+5NJHONmqZ8ukhdtw2jLEJAZxr6Or19V7deZ7vrx/EnMxQHhyfQEqgqtdYx7+Cng76kT4KIn0UzMkKc94W5aMgxk+FwWx1SUHpiampQUR6y/npTL3bfRewq6SZO0fGUtNh4OuTNWzKr+OP5cP7Cv4+/LchFAqI9VXy6IREWnRm7t+UT5hGTrvBwsO/eM6of25bEYfvGUWnwUKUj4IP9pUyJt6PN65Ow2K189DmAub2C2NSUqBH9sylsNvtbCqoo6xFz7fXD+TJ3wppN1j4bF4/3tpdwoM/O9a95CAVK+ZlIxYKOFbVTm51B75KCY1aIxOSAon0URDiJWeql5wx8f7YbHY0Pc5RiUjAiep2WnRm3uvB+KxuN/Dg5jM8dkUCqxZkE+evQiIU8OzWs2zosbf89FAFNw6O4smJSTy99RwpwRr+WD6MPaUtNGiNDI70YUCkDwFKCU9PTubOkbGcbexCLRUR668kTCNH0ovMrA99+HdFX8Hfh38ZBODRjGVuVii7zje7UemLmrq4+ZuTvDA1let7FIiv7CzmlqHR/O2nAudtSYEq3ro6g4d+LiCv1mEkp5KKeOyKRHYuH47ObOGmr0+6FGF2O6w7UYNUJOIfk5I419SFUiLs3vDJaeoy0dRlYlZmKLcNj3VS2yK85fx601AmfnyAVv1Fan16iIbXpqfx1G9ney0UtUZHoWK0WN3kBW16Mw9uLuCrYxebIpVteu7blM/TVyYzOSWI57YV8cj4BD4+WM7k5CCuXnHYSV0+VtXO+txqdt0+nHtGxfLs7xdNxz7YX8aHB8pIC1bzwtRUxn14gEC1lA/nZDF31VHCvOSUNHdxRw/q/xdHKnl8QiLPT0nhUHlrr7nuj/92jpuHRnHX96dJDlJjMNs426jFSyZhUnIQI97dy8fX9OPbU7UsGxTJV8fcI9EuYNXRKu4YHoNIKOCmboOd9BANz1yZzJO/FfL38Ync/PVJ57Tx5P1jLku91sjF3PLtSb65bqDzNm+5mMbL6K5rOoxYbO3cNSqWP843u+T3giPSL85f6TQsjPdX8vbMDG7ccBKt0cqiNcd5dVoa78/O5HhVOwkBShq0RpZtOEGdB9bAiFg/4vyU5P1tDD+faeB4VRspQWrSQ7x4astZ2g0WVs7vR2aoBh+FhMAexYHJbKVea8Jqs2HHMbFU9eKU/1cgFOCmkWzUmrh65RGmpgSx6tpsAL45WcPMlYcxWGxckRjA0Gh3L4c2g4WD5S3Y7HD7xlOsnJ/N5oJ6Np+pRyYSMq9fGNcNjOB0XSeNXSZCNTKCNa6bSpFQQGKAGrXUwLJBkby+q4SccG+emJjE6zuLmZkZSqSPgl3nm9GZrLw/K5PbN+YhFDj07za7I+oNO0xPD2bRmuMcr75oHvjwz2d4cFw8VyYFMTDKG41MQkWbnrRgDYvXnuD1Gek0ao0cq2on1EvO8BhfKtr0Lg2jh34+w9UZoR4LfrFQQISP3Nn4O9+sIyNE0+v/NTvMi7IWHVelBrF4QASHK9u5fePFONKD5a2sOFLB+sUDUEpEPP5bIWfqHbR2q839/LxrZCw+CjFXfeaaenFNVigH7hrJwfJWPtxfxjuzMlj01XEnyyQjRMNTk5JZsa+UGwZHsa+0hauyg/kur9bNb0IlFXHdwAiu+OiAm9To93ONJPgrGRrtw5RPDzE02tdJZb+UMXIB92/K55ebhnC4x1p9KSpaHayOLxZk/49T4rtMFtbnVnPPD/mEe8tYv3ggUpGATQWOKFWBAGakhXD9oEju+TGfiUmBf/m5DRYbD/5cwPpFAwj1/vOCqg998ASL1UaAQsKzU1J45Y9irskK40y9lkfGJ9DUZeo1JcRstdOgNfHaziJ+P3dRFvfC9mJemJKCv0rKsvW5XJkcyBcL+hOs+RPjY4OZr0/W8NSkJCK85bw3O5NAlZROo4WccG+OVbXTqjfz3ORUnvjtLDuKL+6TvORiPp+Xzf0/nuaNqzOcRoGerme+CgnT00IY9u5et/sAXttVwqZlg/jxdK2jEe1Bxvb54QrWLxmAt1zM67vOMzjKhzXHq5iZHsKgSB9ie6Sv+CikJAaqL/vZ+9CHf3f0Ffx9+JchSC3jpiFRPHyJBnV2ZihL1+d6fEx1u8Gh71RIaOsurita9QReQjN7YWoq16074aQig8Pw7NFfC/nsmixSgjUuxX5PfHW8ilkZIcz8wkEP9VFIWL0gmza9mYGRPrTpzewuqSbMS0G/MC8ivOVkh3lx4v4x5Nd1UNKiIzPEizBvGTKRgEOX2aimBKtRycROXXZP1HcaXYr9CxAKHFPz5yanUNLSRYK/itenpzP1s0NuOmWbHWZ9cZT9d42gvEXP6h7FdbiXnJeuSuOhbs1wo9ZEdZuezBAN78zKcCn2L+C5bUUcvXfUZfW7le06hsf4snbxAI5XtaGWickI0fBTfh0CgR2DxYYAsNrs+CollzWtquswcm1OODuKm/j2ekeRXt6i428/FVDaoqOu08gdI2J47NdC5vcLQyIWuPg19MT4hACOVrahNVrxkYtRSkXoTFbyajsZHuPncUoHjgLx/X1l1HQYWbsoh+e2nSOvthOhACanBPHqtDRs3XrAMC85IRoZ7UYz09KCaNSamJQciJ9Sysmadh799QxeMjFvz8qgrTsFoqe+/NErEghWyxCLhMT5q5zmbk1aI7WdRj69JgsfhYRwbxky8cXl2mS1cr5Jx0cHyjle1ca87DBGxfpT2qInUC0l1Ev+T2kv1VIx8/qFuUxNwPHb/VRQz10jY9GaLNR2GBmXEMDtw2PIifD2OP0RCuxOT4OyFj3TPj/EVanB3DMyFovNzi9n6pmQFOCMYMyJ8Oa76wa6ZRvLJSJi/VU8NC6Bef3CMHXHH14/KJI3dpdwpl5LmJec5cOjSQvWMDLGj5uGRLGtqJGp3ekHU1KCqGo3uBT7F/DKH+cZHuNHZauBtBAJO88346+U8NbV6SxccxwfhYTkQDUF9Z2crG7nqSuTuOv7i0W43Q4Hy1pIDHBn7YR4yXloXAK3fnvK+T1uL2ri5qFRfHqwwuVYqUjIExOT0BqtyMRCBkf5Mqt7TeqJRq2JD/eX8cyVyWxaNphOowWz1YZcInLRoqqkIsYlBDDbw3N8c6qWYTF+rDxSwZszMrjq88Mu5oyn6zpZuOYYPywbzPzVR9l5+3Ce/O0s3143kEd/LXQ2uwZGevOPScmcb+ry6CsC8MXRKsYmBPDQuHhmZYYiFQs5UdWOUioiK9QLX4WEwgatM6I0t6aDRq3xsiwWjcxxPv/VYr++00CXyYpULCRIJf3LbACdyUJ1u4EHNjnWzOp2IxM/PsDtI2L4YdkgbDaHceSG3BoWfnUMs83OM1cm9/p8o+P8OV7V5nLbnpIWOk0WQv/SO+pDHxyw2GzUdxg5VdfJZ4fKEQoEPDEhEaFA4HSyF3vYZ1wKkQB2l7jLyR79tZCfbhzMmuPVbDnbyNlG7Z8W/GKhkCcmJLE+t5pR7+/DbLWjkIhYNiiSK5MDGRnnz5bCerYVNboU++Dwelm6/gRfLsxhU34dt19GtiYQCNBbrL0a5BotNtoMFvaVtXLL0GhOeFj3AX48XceVyUF8c6qGtCANaxflIBEIXYr9PvThPwV9BX8f/mUQCgUs7B/Ol8cqya+7aHwnEOBCZb4UVW16AlRSZ8GfHe5NUqAjS7xZZyLOX0lth8Gl2O+Jt/eW8tzklF6f32qzY+qejl3TL5RFORHozFbiuqUBz/x+jmNVDpdrlVTELzcNYVi0L1G+Co86rvdmZTBjhfsme352GPWdRlICVVjtNoS4bjrPN7tPvCQiAV8s6M/e0mZGf7APncmKv1LKI1ck8NiERBeWwwU0dZkoqNPyxMRE/jYuntzqDkK9ZHjLxBQ0aFH2iIQ619TFjzcM4r4f8ymo92xGeKiilSHRPh6z2AG+WpjDi9uLXQx2hAJ4dVqaM6N8R3ETV2eEUFCvZVCkj5OFcSlGx/lR12Hg9u/ykIgEzkbPhanisap2/jEpmfdnZTIzM4Svjlby1KQkxEIB3+XVOgvpqSlB3D4ihvlfHgMc0Y1fXuuIt1t9rIovF/bn93ONbhuGMC85/cO98ZZL2FxQT0F9J7cNiybWT4VAAAqJEIkQntxSRHFTFwFKCQ+OT6RfmBcfzsnCZrfTrrfQrDNxtlFLi85Mi87MGzvPs+eO4ejMVho6TXjLxfirpET6yD1qiwPUMgJ6TPIbtEZadQaEAvBTSilt6WLU+/sxWmx8NCeLU7Ud/P2nM04N4tBoX75c2P9PM+LdXlclZfGACH4tbHCLwpyTFUqXycKVSQGkKoxERISj8jDVvgA/pYyBET4oJCL0Zis2O/xUUO/8nyzKCeenHikIx6vauW79CTZeP8ijbvTCd7KlsAF/pdQlYqmmw8ATv51l6cAI3p+dwfHqDr46fvH/OiczlAd/dj9XLmDr2Ubqw4ykhWgIVstYuiGXN6anse3WYVS06WnRmUkP1tCoNTLq/f1urI/LJTNcnR7Csao2Puku8N/cXcIbM9L5eskA3thdQl2ngSGRvt2yADHxAUpEAgF7S5t7fc7vT9fx2vQ0onoUxTXteh4cG+/0qpicEsRGDwakF7DicAWfXJPFlrONHpMYzFY7Kw9XMC87jNVHq/hobiYSkZAtNw+hqctESYue/LoO3ujWow+M9OaR8YkopSKsNju7zjfz2aEKdGYrWaEO5sKStSdoN5h5YEwc++4cwbcna6juMDItLRh/lZT7f8yny2TBYrcT5StHJRXRZXK/Ntw0JIqQPyk+mrQG2gxW9pQ088buEmraDQyK9Oah8YnE+iqI9lMiEAho6jLRoDVS2X2dCfOSE6iSUtzcxXt7yugf4eXy+xosNt7YVeJsgn57/UA+OVjOnSNjGRnrh9FqY88dI1h5pIIvjlQ61yS1TMSD4+JZtiHX5X2KhAIXo9c+9OFyaOoyUtthxGKz8/TWsy5JMotzItCaLPgpHdPo3wobuKZfGAkBKo/yGLVMhEws6pW9t6ekmcGRPhwob2XNsSpGx3lOeLkAi9XGRwfK2Jh3sQGvN1v5YH8ZerMVtUzEDYOjGPHePo+P7zJZqWpz+GVcmx2O32Wa1uo/YbJJRULCvOUkBarY3gvjstNowV8pYWJiIOeatOwpaWFcgj9xgcq/1CzpQx/+L6Gv4O/DvxQRPgp+vWkoO88388WRSuQSIYn+KtQykZvT+wXE+CldtL/3jo7Dbrdz4O4RNHeZMVltbMzrfWObX9dJYC+xX+AoTtVSMY9PSMRuh3k9zFsCVFLemZnB54cr2F7URJfJypTPDnH6b2OJ8fM8gRoTF8Cu24fzyC9nOFbVTpiXnFuGOiKqOo1WhryzlxsHR3H3qFjCvS82DHw8FH5/GxPPhtxql4t6s87E334q4MFx8czK8Dzdttrt1HYY8VdJ8JFLeHbrOQ51R/TdPCSKW4dGc+u3p8gM0dDcZeLHfM+6U5VURIhGTkKAim+vH4hYKGDL2QY+PViBxWZnWLQvxU1dLsU+OCbYD/xUwP67RiIWClh/opoflg1m6foTrFyQzdrj1W6ZwEqpiEU5EbTrTbw/O5MQjYzaDgOhXnJqOwz8Y+s5mrpMaGRiGruM+MjFTE0L4eHN+bw9M4MHxyWgNVkQCATUtBswWmw8NC6Bf2w9S3qIF4OjfDh+3xg+OlDG/tIWfr5pCI/8fIbj1e0IBXBVajD3jo5j+XeneHJiMvGnlaw7Uc2Dm8/gp5Tw5MQkRsf5k/LKThdmxW/nmnh9ehq3DotGKRXjp5Lip5IiFgmRiYXY7XDXqDj+sfWci1FgdpgX6xYPwP8ypm8Gk4XiZh27S5r56ng1B8tbGRrlw1NXJpMapCbCR8H55i43Q7yD5a1M+fQQO5cPI8z7r5sLySQiApRSXp2exrnGLracbUAlFTMnK5R2vZmUIA1SkRBtWzPymEi3x9vtdira9JitNtRSMWHeclZfm82StSecv7evQsKD4+KZkR5CbYcRmVjI+/vL6DBY2FPSQmOX0aXgt9vt1HU6NrgamQilVMSL2z0bNa46VsVD4xN5+xKXZrlE6GZm1xMdBgttejN2u50RsX6IhQLu21SAVCRkRKwvtw+P4Z4f8zhY3ubx8ZczcwvSyHjpqlTuHhnHqdp21FIxSUFqQjVSxicG0GWyIhE6YhEvaMmNZotH+VPP7+TSFkOYt4I7RsSQFKjmqa1n8ZaLqW7vnU3T2GXCSyZm1/neGwtHus0GHccI+PlMA+tOVDMkyofxiYF8fKCcTqOFl69KITNUw/2b8invjjOcmBTAhiUDqO80cOf3ec5N9+SUIPy63cDnZIXRL9zBkth5vokV87PZWdxEp8HCwz+f4bvrBzL/y2POiEVwNPPuHhXrorvv+b3UtBscjTWtic8OlbPq6EWW09ZzTWwrauKrhTmIRAKEAgE3bMjl93MXC4KEABUbrx/oMDe8TPTlBYiFAjYsGcB7+8p4fdd57HZHo/aGQZH8dMNgnvitkLHxAUxKDuLRX8640atnpgc7Y1D70IfeIFepOdPQxct/FHOsqp0oHwXXD4okOVDNqzvPA9CiN1HWrOehcQm8vquE9bk13DcmjlenpbFwzXGXwYpQAKsW9OepLYW9vmab3oKqe0AgEf95U6pea3Ip9nviy2NVfHv9QDoMFnQemngXUNNhwE8p7TUOD6CuU49CIiTKV+ExPjUpUEVFq44bB0dR3Wbode2fkBjAV8eqeGZyChtyHXuSaF8lfe23Pvwnoq/g78O/HBE+ChYPiGBmRggioWPDdP+YeJ7pjkzriYQAFTqTlU6jhRCNjH9MSqagtgOxQEBWmBdBahlrjldfNms+SC3DZod+YV6crHGnds3ODKW6XU+Mr5Kbvjnpcl9Tl4ml63P5YdkgdhQ3YbeDzmTlRHV7rwW/Ri5mVJw/Xy8ZgNZoxWyz06g1supoJWuOV2Ox2Xl153l2lTTzw9JBhHS/90gfBQEqqZOpIBA49N0v9uJC//6+Mr5Y0N+t4PdRSIj3V/H1yWoyQrxYtPa4UzNc2qLj0V8LmdcvjMcmJBLpo2DzmQaGRfs6XfYvQC0TsXbRAD7cX+akv4uEAq7JCuXLhf25Y2MeL09LZdEadyO6C/g6t5ox8f5sL2ri7h/y+HJhfwrqOrsNfc5yvNrBnBgY6c3jE5J4c3cJT0xM4p5NBU7aMDg0xV8u7M8Dm/IpbdXx4YFybhoSTZy/kjtHxlGnNfHyjmK3xsP87DBWzs8mKVCNUiomK8yLR8YnsKmgDplIwDX9Qnl+agrBahn1nQYOlLXwyBWJVLTpHYX1pCQMZhtqmRiZCAa+tddNRgHw8C9nuDojhDj/i0tqqEbGJ3Oz6DRZ+OGSCEBwUJdnrzrCpmWDXVIbLqC8VccXRypZf6IGsUjA3KxQHhgTz01f5zJv9TE2LBlAq97M8u9OuT0WHAkNRU1d/6WCHyDaT4nW5DDvSwlSY7TYWHu8muenpBDnp4Rewskq2/RszKvlvb2ltOjMjI7z4/EJSQyO9OHg3aPYV9aC3W5nWIwfT/xayKO/FiIApqUFs/3WYdz09UlO1nbQ2aO4q+sw8F1eLZ8eLCcnwoecMC+yI3xcvDN6wm536EgbLimqjla2Mz4hgC1nPccLjo33x0chQSAQEO4tZ+P1g5j1xRFMVht/FDdT0qzj3VkZzF11zC1i8O9j4/902uyjkOKjkJIWonG7z9MyUq81McyDL8IFTE0NxlfhXiQGaeRMSArAYLEyLiGAH/Prev3Mw6N9OV7VTsRl/h8hGhktOjP9w73Ir+vkpm6n7+1FTfyYX89n8/oR7SunpEXPNauPuTz293NNFNRr+fWmIWwvynXefsfwGFr1JgJUMpZtyEVnsqKQiLh+YAR2u51ZWaGcqGrjUEUbj/1ayK7bh1PXaaSpy0RasIYIb7kL+wXAZLFS2abnSGU7T245y1tXpyMAl2L/Amx2eOK3Qr5amMN7+0pdin1wnDdXrzzCU5OSsNjsDI7yJSlAxTkPE9KkQBU+cgkP/3KGgz3WT7PVzscHKxAJBXw8N4uzjVp2FDc617ue3+8LU1NRX4Yp04c+ANQLvJn85m4n26SwQcvWc408PiGRhf3DWXuimg/3l/HkpEQ25Nbw8lWpPPTzGZauz2XVtf3ZcssQfjhdx+naThIDVNw8NIqqVr1b470nhsf48sNpxzDl+gHuDV6393gZbxyLzY7RYqNBayTCW+5ihtoTacEassO88VV6boLVtOspqNciFMCHszNZuOa4S0PQTynhjRnpVLbrSQhQojPZPA6UEgNUZId7kxyk5u8/FTA1NYjDFW2IhQJEfdP9PvwHoq/g78P/GtQ99JfLh0XTobfw/v5SJ317aJQP78/OpLbTyIbuOLxfz9Rz2/AYonwUVLcb8FVKmNcvjNpOA8/8fs4j/fOhcQl8vL+MF6em8uSWQo5WXtx0TUkJ4uHxCZysbue9XmLDTFYb24saGRPn73T4r2o3YDBbqe000KIzo5SICFRLXSLQwrwVNGmNTPnskFMS0BOHK9ooaupyFvwhaik/3TCYiZ8cQGu04iUTU3uZKKwuk5ULc74LunCBwCEpeG7bWcYnBPLYr4UeDcK+PlnD4XtGce+Ppylt0fHR3CyuuaSYeWR8Iq/sKGZvtx4QHPKH9bk1yMRCfr9lKHKJiIbLXOTrOo1O5sK5xi6e3nqWRf0jKGrs4pnJydjtju+3oL6TOzbmceeIGJasO+5S7INDU/zUlrN8NDeLv/1UgI9cgkgoQCERMTEpkPW51W7FPsCG3BquHxjpzN3WGswcqmilX6g3comQyjY94d4KZq484kJrHBbtywezM4n1u1iI59V29LpJMVsd+fVxPSj0comI0XH+1GuN3PNDvsfHnanXUtjg2Lz01A2Wt+oY/f5+KtsuTi/y6zrpF+bF+7MzWbz2BNuKGpmQGOiRjn0BhyvaHDrpXjZPniASCsgK8+b16em06E3Y7eCnkDiLLKuHqWddh4FbvznJbz2Kyx/z6/m1sJGttwxlUKQ3KUFqylp0DH5nj/M924FN+fXsLW1h+23DGPjWbud7bdGZePK3QuL8VfxtbALfnarl+/w6RsRdPhpNKICRsX58ffJiZOIXRytZsyiHneebMVpsCAQOPXWMrwKpSIBKKmJgpA8AMrGIKxIDKHxoHDvPN1PdbmB0nB/JgWpyHxjNazvPc7CslRFxfiwdGElioMqjLOO/A6vdzqnaDmZnhrqxl7zkYh69ItGZ1nEpGrtMFDZoifJVkBCgIlgjc0tHkIqE3D82nm9OVHPz0Ci+Ou7ZSPOGwVG8t6+Uj+ZksfpYJTPSg+k0OpgY+XWdTPnsEAV/H8tT3dGol6K63cDx6nYnpTjaV4FI6GgGfHmsCh+FhJtHRTEsxg+73U5xcxcTfBW82+0hcayqnbJWPQMivDBZ7LTozDR0GTFabU52VEuXiYo2HduLmvj75jNkhGgobdZdtpA536xDIID1PWI1e6K0RYdCImJDbg2/nW3kpxsGM+SdPS5rqVQk5MWpqejMVpdivyc+O1TJFYmBLF6by9/GxvPNdQPZmFdLc5eJq9KCmJEeQvT/UOJGH/5zUK81cevGfI/SoRd3FPPDskGsPVHN0cp20oJbmNPdNPvlpiEcqmjlm9xq5mSFceeIGOx2x1DAVynFVyHhuckpTPzkoJtMKTvMC0u3qd+NgyOJ9f/z/6mPB9ZNT8glQg6UtfLYhESWf+fuGZQcqEYlFTE4yqfX5yhp1rHmeBVJgWrW51azckF/GrRGihu1pId4kR6iQSx0rAuNWhN3fn+a/XeO5PltRfyYX4dcImJxTjjLBkXy2eEKPjlYjkgg5OVpAZR3R532oQ//iegr+Pvwb4FgjZznpiRzx4gY6tu78FUrCFTLsFhtmKx22g064vyUPH1lMh0GC1M/PcS5pi4GRnrzydx+pAWr2XbbMGatPOJ0QhcK4PbhMcxID8aOncVrj/PguASenJhMl8lCkFpGsFpKu8HCgEgfzjcXIBcLWdA/nOHRvpisNn7MdxjMFDfpXFgEVyQG8ML2Il7ded5ZKE5ICuDTuf0IUktRdOvLtCarx2L/AracbSQ9RENxUxfv7yvDRy5m5/LhnGnQUtzY5XHyewFKqYjMEA07bhtGs86En1KKj1xMTYeBb0/VcU2/cKcRlifsLmmmrtOhB3xzVwk/LBvExwfK2VvaQoBKwth4fx771TPd76vj1dw5MpbVRysZFu3rbIRcimlpwST7K9AaLeTVdhLurUAhFbHcg0EgQFaoF4/84nhNL7mYlCA1WqOFgnothyvaUEnEFDV28eLUVKeBUJvBzNt7Snv9nO/uLWVUnB8qqZiqDiOL1p7g2ckp/H62kdempzHknb1uU9sD5a2sPFrJy8FqZ5qCp5z5nvCkw63XGilv1bttpnqisk3P6doObhoahb9KhtVqY/XRKpdi/wJO13Wikoh4b1YGQqEAb7nYqZH3hGCNjHqt8b9U8F+Av0r6lzOYS1p0LsX+BZisNh7/rZBV1/YnwlvGhwfKPDYoWnRmvjlZy4ezMx3Gl+WtyMRCwrwVFDZqebTH/3B/WSs54d4cr24nPUTDnMxQFBIhRyrb2VPSTJvOwoPj4vnhdJ3zd23Tm3lpRxE/LBvE1rMNTEoOYkdREwX1nWSEeJEeqsGnRwEtl4iI81e5NHDAYcL30tRUmnVmGruMmKw2mrpMiAUCfP7Cd9xhsNCgNaIzOxp6YV4yjwZyXjIJmwvquG5gFFckBvDlsSpadWbGJvgzKyMU+WXotWKhkLEJAWiNVh7cXMDGpQN5YVsRvxY2YLPDkCgfnp2cwldHq2jsMqEQC3ljRhp/+6nAhb1y05AohAIBL12VRrBGytTkYI5UtaE1Wrh/TDzfnKzhZE0HbXrzZde43SXNJAc6Cn6lVISvQsqa41UMiPDm2ckpvLO3lHf2liIWCpiTGerSxJKLhST4qzhY7vBAqOkwMCDCm8U5EehMDnPDHcVNhHsrnN4FXnIxDV1Ggv8k6k4kEFz2vKzvNOKtkFDfaeS7U7XsuG0Yb+4uoaJVz4AIH64bGIHFZqO5yzPbBBz//wtF2ms7z6ORiZmaGsS0tCCu7R9+WTlPH/pwAa16s5unygVYbXanz1FTl4nVR6sYE+fPXSPj0JmtDI70wU8lpcNgRiDAJU0k0leJTCxk261DeXLLWfaUtKCRiblxcBTT04P59EA5224dSmaol8swozcEa6SkBqudySE9MTLWj+NV7VyRGIC3XMK7szJ45vdzNGpNTkndc1NSCFRJnUOQS1HboafdYMFmd8jW8mo7mf3FERICVER4yzla1U5piyOu9N1ZGQ6D0Op2ZGIhn83vx4vaVFr1JjoNVg5VtJEapGH7rcNRSUW8+kcRT09O/Uvxg33ow/9F9BX8ffi3gVIqJsZXQFt5IUkx2YhEjo2wXCLCbLXy1JZC8uu1JAep+ceVyewtbeGD/WUs33iKb68byOBIH/beMYJmnQm92YavUsIfxU1kv7mL328ZxvLhMTz521lMVhtLcsKZmhbMnFVHadObeWJiItNSg7huYBRfHKngwZ/PoJAIubZ/OHeMiCG3ut1J/bx1aBRbCht4rnuDqZaJeH16OgqJiFd3FhPurWB6ejDRPkrs2C9bkI2K9ePNXSU8v/1ihN67+8oYGevH+iU5nO9uNNRcMulXSET8dMNg7v7htAsldUiUD69OT8dXIflTIyiFRITB7CiIdp5v5mhVG4tzInhteir9w7052+g5Ngscm4yKVj3fnqrls3n92P3RATeqe4S3nJGxfrSUn2Pd4hx0ZhtKsZA2gwWNTOxRVycSClBKRbw0NZUgjYxjlW34KiRkhXnxycFyqjv0PD8lhenpwc7HmK32y0652w1mLN2skQNlLZitdj4/VMHzU5LZXdrsVuxfwGeHKrhrRKyz6eKvlPRqfiQXC90M8owWK+/uKWVOvzAkIoFbnNkFhHrJeXN3CdPTQ/BXyWjSmTxGFyYHqnlrZjo/F9Sz9VwjGpmYpyclc8vQKI8NjzAvOSKhgOZezCz/X+K3XhIPAPaWttBltNCoFfD7Oc/0coBtRY2sWZjDoLf3IBAIeHpSEllhXjzzu6vU5/ltRaxakE291kSj1shXx6vpMJgZnxDA1luH8uL2IqJ8Fey+Y7jTdyOvtgOjxVFkT00NZsaKI85z8uczDby+6zzrFw9gaLTPZSUQzVojeXWd3P3DaScLJcxLzivTUhkXH3DZaLXKNj33/nCaH/PrsNkdDbu/jY3n9uExzjSDC/BXSXnr6kxGvr+PGF8Fc7PCUElFHK9u55U/ilizaECvr+OvlHC2wc7Jmg6C1DK+PVnDxKRAbhkaTZi3nC1nG7hhQ66TrbIxr5YT94/m91uHUdaiw2qzkxPhjdXuSItIDFBR3KRla1EjPnIJE5ICWXO8mv7hXkT5KOgyWbv9NjwzfeL9Vc4CoKRZh8FiRSwU8vyUVOasOuJkZZmtDvbQntIWVs7PZspnh/hyYX8OV7Zyw4aLUqv8uk425NZw9N5RzP7iCPn1Wr6+boBzDTjb0MVtw2LwUUh6Pe9GxPgiEwuRi4W9MgEifBS06Bznzk8FdfgoJER6K3hhagq1HUbqOo3sKGpkckqwx8eDo+ks7eHF0Gm0sCG3hm9P1TI5Jbiv4O/DX8KfacqFAoGTfRLrp2RCUoDDS6bHMZ48L8AhAxKLhHwyN8tpjBzhrUAqFvL5gn4oJH+9TAjWyPl+6SCmfnbIGUUKjmjdxyYkcryqjQNlrTy3rYih0b68Oi0NpVSEVCgkI1Tj1mC9FEaLDbPVRofB7LJmFjd1uVyXU4LUpAZpKGzQMjzGF3+VFJVUTCNG9pW2cv+mi2wJgcDhlfT05BT8lX3T/T7856Kv4O/Dvy1adCYaOh3xZDqTlZuGRCOXiLDY7LTpzVyVGsjcrFD2lbXw5dFKRsT6s3R9rnOqrZaJeHR8IrcMiWboO3t5cGw8R+4dRZvOhFwiYui7e50XyXUnatiwZADjPtzv3Di26eGNXSX8fq6Rrxbm8P3pOm4cHMkDY+MZ9o7DZVYogC+vdUS39ZxyPfZrIR/OyeSKBH8WZIex8kil2+eTiYUEamQuxf4FdJmsbDpdz7Gqdr67fiDTPj9Ms+5i4fbYFQm8tbvETX96qKKNBzbl8/D4BI5UtjE23t/j9F0qEhLh49pI0BqtfHSgHLXMMTVWXybyStC9kX17ZgYbT9WydvEAnvv9HKfrHPF1V6eH8Mr0NMK9ZDRarWikIny6NccauYRttw5l+orDLlrr+dlh+CulrL62P6/vPO/iKSASCnhnZga+Cgkxfkqq2wxYbXbCvOT4KcXMSA/m1Z2eUwauyQrDSy7GZrM7v8Oipi4atCY3qnNP6ExWl2ZAiJec1df2Z9yH+91cjT+d148QjYwGrZHyFh3fnKxhYKQPZa16fsqvY1FOBF94+A/0D/OiotUxkbBjp9NgBgSIRa5bPIVExFsz01m05rhL/NmMlYc59cBYKtsMLtTveH8l787K5M7v8/jphsG9fsb/V1BJe485k3Sbo4mEAvwuMwX3U0rpMllo0DpSDGL9VXzvwYyzrtNIeZueTfn1Lr4I55sr+OZULesW53Ciqp0WnYk93SyWcQkBzOsXhsFs4eZvTro14Cw2O7d8e5KV87MRCgWEaDwX7jWdRq5eedhFD1rTYWDJuhP8sXx4rwV/Q6eReauPcqiizXmbzmTlma3nEAkEPDw+HonI9TvsF+bFwbtH8tDmAl7bdR4/pYR7RsaybHDUZeOxAtUyonwV3PbdKT6f148nfivkxsEqylp0PPTzGQob3M+TKz46wKG7R3Gsqo09JS2cqdcSH6BkdJwfb+8u4f0ecieBAF65Ko0T1e0sGRiBn1LCzUOi3Roz4Dhvr04PoaHTwIHyVowWG2KhkLlZoXx1rIouk5WccG8W5oTjq5Bwuq6TVUcrOVPfyc7lwxAIYP77x9yed2y8PysOV5Lf3UjoGXParDNhstj4rbCe16alce+mfBcqvp9SwrOTUwhQSblrZKzT8KwnBkR4U96iczYLVFIxMrGQJQMjeHrLOadvyoz0EGL8FCQHqjnb6P69zkgPcYsfAwcbqM+Yvw9/Fb5KCSlBao/nrkQkINJHgVwi5LEJidw8JIpIn/+aTMRPKb3s2vxfQVKgmt23D6esRU9Ji45wbzlKiQhfhYSyZp2T3be7pJndJY69yYPj4hkZe3mpFjgMX6vaDSgkIqanB/P54QqPx909MpamLiMfHSjjk7n98FNKMVttlLboufuH0y7H2u3w6s7zpASradIauSIhkDBvea8sgz704f8q+gr+PvzLYLc79GBWux0/hQS5xHORIBKJqGw3cOOGk/zRXayKhQKuGxjB6Dh/btiQy7TUYO4YGcvUzw5hsNjYfONgpn52yEXDrzVaefTXQlbMzybOX8mx6nbmZYchFAh4a0+pyyZweIwvb+4673FSnFfbSUF9J3eNjCHeX4XebHMWjlNTg9le1OiR0rr8uzz23DGC2ZmhHKls43QPXbpAAOsW9ecnDw77ANcPjGB3STOTkoO4/buTfLd0IHKxEJPVhs1ux08p5YledLNHKtt4YmISy9bn8tWi/pxp0LoUtkIBfDavH/keDAyzQjWMiPHj21M1zMkKJSvUi1O17sfNSAum3WBmY14dG/Nq+aWwgduGxRDtp0CAgP1lLfRm7iYSChgQ4cORe0dT3qLjfLOOtGA1B8tbKWrScqSy3c1A0Gqzc9f3ju+zsEHLvNXHuKZfKE9MSOLngnquzgjhs0MVbmZuoV4yZmaGIBAIEAhgWPTFTcVTW87x4dxMj+8RHKY+MrGrec+AcG9OPTCGzw5VsL+slcRAFXePjCUhQEWr3kxRUxfnGrSkhWhIC9YwIsaX13eXsPra/hgtNjbkVjuZEKPi/PhoThaj3t/HzIwQnvu9CLFIwBsz0rllSDT3bbqo+1+QHcbKw5VuWec2O6w6WsHklEBuGBxJq96MWurwfrjtu1PE+6ncpsd/hpp2A3qzI7M8RCO7rFv8BVyVGuyUYlyKWRmheCvEBKpkLB8ew97SFo/H3TQ4CiFw5N5RyMVCFBIRGg9NJx+FBI1M7GaCCA7qfmmzjnqtkamfHXbenlvTwaeHytm5fHivDtEtOjNWu53SZp3Hgl9nNPN1bo3HNBG7HZ7//RwpC/sT5OGx1R0Gl2K/J17dWcx1AyKI7nbvM1tt1HcasdrsRPso+O76gXQYrYgEAoI1MkSXVIp6s4UWnRmRUECwWuY0Hgz3kvPIL2d46ao0lBIhOrPVY8Fw4bOfrO3gnlFxXJsdTqfJwsGyVr49VetS7F/4rH/fXMDmGwdzoqqdhTnhDIr0YWZGCD/0WM9kYiFfLeyPUAB3j45jekYoKw9XUNmuZ0JSAM9sLeLTa7Jo6jLx0YFy6juNDInyYeWCbA6Wt7K5oJ4QjdyjSebV6SEuDYazjVqyw7zI7V7THvgpn68W5VDSrOOnGwazuaCemg4DY+L8mZQciJ9CQoiXnPvHxGG12XlvXxkmq8PbYVJSIHePimPhVxcbDcsGRTI2wZ9R7+13abxuzKulsEHLxqUDmbv6qAuVeXxCAMsGRzJ/tXvDYn6/sD+VHPShDxcQpJLyyex0Jn52xK3Z/Oq0NBIDVBy8ayTBGhniv7Be/08jzFtBmLeC4ZcU8WKRgMcnJPLB/jJadGaCNTLuGxXHvOywy0bwXYC3QsroOD+SAlVsPdvIC1NSePy3Qpc1Yn52GKPi/DjX0MUXC/oT3R2d3KI3saKXBgHAikOVjIj1paLdwAvbi3hvdmZf0d+H/yj0Ffx9+B+H3mShttPI5oJ6PthfRpfJyvS0YO4fE0+cnxLhJRtYuV8ws7446uKob7HZWXG4EolIyM1Do1k+LIaxH+7HYLExOMqHQxWtHg37wKHhXrdoAD8V1JFf10msv9LNFG54tB+P/nqm18/wdW4NcomIm74+xS83DcFLLqbDYGFuVqhbx7gnfi10TOnvGxOHUCDgYHkr/kopw2N8qW7Xo7uM9np+djgP/JTPe7MyWXWkkm9P1WKx2ZmeFsxdI2M9mvFdgN1up9No4Y6NeXw4J4viJi1HK9tJDFAyMzMUqVBAQoCK/YkBfHmkippOI1cmBzIk2pfx3d/rssGRvDLN4fTb87cYG+/PazPSOVPXwY/5jg3++WYdf9/smnM+JMqHsEuKH7vdjs5sRSoSEumjINJHQYyfghadBYVEhM5sY2JSIC06k5vDts3uoI5nh3kzLNqX6WkhDHhrN2arnZQgNWsX57DicAU/nq5HJBSwKCech8cnuJhihWhkTEsLZnNBPc06E50GC+khGrf/A8Azk5OJ8nGld0vEQhID1Tw/JYUusxWFWIRULKRNb2LdiWoe/vmMkyooEwvYe+dI3t9fxvXrTnDL0Gi+XzYIg9mGQiIk3EtBUVMXAgTM6xfO9BWHMFvtiIUC/nFlMiuOVJBX63hf4xMDuPnrk27vEeDdvWX8fuswXv2jmC3nGjFZbdjtDp+JR8YnUt3uMCK6tFC8FC06E78VNvDor4VUtOrxkou5c0QMd4yIddE1Gi1WVOHxnG/W4SV3FE5Rvgqen5Li5vkQ6aPgyUlJhGrkCIUCBkR4c23/MNadcDVLu3FwJNnhXmw8Vcvru0uo7zSSE+7NC1NTaNAaXf4LQ6J8es1VFgkFRPkquN2DR4TWaOWBTfncNCSaFzywasBh2He4opVhHmL29Gabm8t6T+TWdvS6BhV1T39DvWTcPCSajFANVpud3wob2JBb45S31LQbeH9fqTOmsH+4N2/OSCcnwtuNcWO12Tnf3MWL24v4pbABL5mYu0fFMSczlDBvOV9fN4DpKw5z1WeHmJwcyPNTU3t97+CgDUtEQpRSEQvXHOemodG8ubt3b4w9JS0kBaqI8lUiEQmRimK4ZWg0p2o7CFBJGRjhw7oT1Vyz+hjvz87kuoERDI3ywW6HynY9946O5dfCRhdmyraiJnYUN7Hx+kGcrGnvdQouEQlcqPhv7ynhs3nZLF1/gkatiXaDhTlfHGVh/3DGxvnx0PgEpCIBvgoJ8h4U5WCNnGcnJ3P7iBhadGY6jRZ+K2xg/pdHnY2diYmBzM4M4cMD5S7F/gUU1Hfy3akaXpqaikIqwmi2Eeolw2a388XhSjfJQLi3nIevSEB1GQZVH/pwKXzNLZx8YIzTZyfOX8m9o+KI91e6pVb8uyLOX8VdI2NY0D8cg9mKSioiSCXF978gbUkMUGG02JmYHEiX0cqO24ZzsrYdmw3GxPsT7i3DRyElPcTL5XFWq53Ktt5NkKs79ASogvnlTD1Gq43DlW3MSA/5pz9rH/rw74a+K04f/p/Dbnfouw+Ut3Ksqo05WaE8tPkMe3pM9j46UM66E9XsvXMkBouF8006bHbICvPCJpZ7jM8DWHWkkgN3j6SwQevUm0X7KnqdXAGcqe+kpsPA4ChfnvytkH5hXqSFqF0m1yarDaVERAueDZiUUtH/x955xzlVp+37Su/J9N57gaH3jnQpUmyAICqKvevay9pW196wYgMURERQVAREepuhzgwwTO99MplJT35/hAkTkkF313ff3feX6/PhD1LPnJycnOf73M99uy/c3tlTys3DEvjb9iIUEtFF58ebznVkr//qKOEaGb0iNBwxt/HCtjPcPDyBq/tFe0lKg5VSmjstKCVi/j4jm2Xrjnlkza45Ws2igTFuZ35fhKik7L9jJKuPVLPtTAPTssIZmxxMvcHCnBWHqGhzvd6w+EBeu6wXR6paeWNXKQlBSnfEzRM/nuKl6VncPzYZjVxMm9FGjE5ObKCC2AC5uwvZEyXNnR4d6dLmTjbl1/HdyVrCNTJuH5lIjE7OxwcqeWrLKfcChlDgSla4f2yy175pN9sI18r465R05nx6yC25Law3MPfTQ1zVN4o1iwaQGaYmSiNDdcHcYqxOzt8uzWRAjI4P9pXz4PcFrF00gA/3l7PmaDVWu5OEIAWPT0xjeEIQYpEQu8PhFdMjFgnRdeuknKht576NngseZpuTW9Yd56cbh3L7+hO8s6eUd/aUkhGm5qnJ6WzKryU2QMHu20bQ2Gnmy4UDOFzZxicHK3h8Yhrf3zCE38428dGBcgLkEpfM38ehZrI5WHOkir/PzGJpfQedVlfM2f6yFi77xNXlzrtnDBqZmFq9mSq9kSitnAiN3C0Nt9sdrDtWw01fn4/405tsPLe1iIJ6A+/P60OwSkpxUwd/21bE54crMdkc9I3S8srMbAbFBnDT0HgmpIXw4b5y6g0WpmSEMj4lhPgghXtRTysT88DYFG4YHMcPhfUIBQKmZIQRrZXxwKYCj+Ivt6qNKR/s57Or+3GkWu8+JzicIOmhEswMU3OootXnfQA7ipu5c3SSz/tkYiHRWrlHLGB3tHIxyRdxqo4PVKCSnVctVbeZ0JutSERCssLVzMwKZ8ngOD7cX0ZBfTsCBOjkItYvGYRGJqau3czVXxz2OE/mVbUx9t09bLlpKJekhnq83+kGA4Nf3+leZGgwWLjz2xOsO1bNlwsHkBSsYutNw6hqM1HZZkItFZEcrPRp/iUWCsgIU7Mpv46UECU7S5q5fVRij/nV4FogGhofA7h8KOQiAT+dbiA1RMWJGj0PbipwF8h3fHuCSemhbp+LcI2MgbEB3LXBO73C4YSHNxewbFgCScFKn+e5XSXNTM0IdS8c1ejN3PntCZbPzaGy1cjphg6yIzRMTAslPlBx0a6nQiomKVhMUrBr9EIsFFBnMGNzOLluUCxZERpEQiEbelBjAXxzvBaTzckL284QoJDw4RV92XiylhuGxDE6OZgvj1TTarQyMzucsckhBPmdwP38g5g6O8gIUvDCpRkYzHbkEhGKHlSS/8mEquWEqv/5zrlCKmZQXAAVLZ2Y7Q4kIiG9IzQE/o5CIEQlZURCoHuM4EL6Rwdwqr6DVpMVlVTMGztLGJcS7GFy6MfPfzP+gt/Pn86xGj3j3t1Lq9El2eodqfW4iO2izWTj2a2n0cnEvLfPJbUSCODm4fG8OjPbQ9LchcnmwGC2u4t94FxsVnCP25MSosJks7PldANHqvWcaexg/bWD+OpItbvI/PZErc/iu4sZ2RHcuNbVYf2+oI6F/aNZNCCGY9V6RiQEsbvUt0x5emY4N61zPa+u3eyW1gsFcOPQeMI1MqZlhPFDYT3XDY5lTu9IKltNxAbKsTmcHKvWexT7Xfx8qoE5vSP5+pj3jPPIxCDEQgHXrzmKTCxEKhayvaiRRyakMX9lrsdj95a1MP2j/Xx6VT+uGxxLv3OSdaPVTrBKSqRGRnqYmlaTDSGu+VfNuSI6Uit3OwP7IjVUjclmRygUUtJsZOTbu7E7YHJ6KBKRkHu+O8kD41J48mfP0QSH0xU1tHphf4KUEo9Fg95RWm5ce4xnp6Z7LbR0Wux8fKCCjw9UsOn6wXywr5xlw+NJDFIiOOewL5WIUIiFDIoNYEaWy2xLLBDwyCWp3DEyEavDSaBCQphKQn2Hlb98n8+Zhg4mpoUyJSOM+ECF+7W6MJhtvLjd93FzsKKVTw5W8MglqSBwyaGr24ws31PKh1f0wWhzsHxvKR8dqKDdbGNkYhBvz+lNp9VOdrCK+f1jmJEdjsPpZGG/GJbvK/P5PlMywnh6y2m+OFzl8/7PDlXQaLDw7t7zz+8TpWX9tYNcngjtZh76wbfCZf3xWp6enIHebOOyFQc9RlOOVOu55L29bFs2jDHJLqOogTEBWO1OpGLvIitCK8d+Ln5tXEowTieUNhnQycVe8XNdPPZjIasW9OfmdcfRm61kh6uZmxPl8bd058IxjAuJ7GE+/4FxyRjMVgbHuea3zXYHMpGQCK0MmViERCzihiHxvLOn1OdC28PjUwlTy9GbrGwvauSOb09S0WpEIHCdB56dmkFeVRvz+kTxU2E9UVo5l/eJRCgUYHU46ei0eERgdueOb0+wbdkwws9te7vZymM/FvpUFPxW3ExhvYEIrdz9rytC+8Mr+jDxvX1e8V5PT0lnc0E9vSI16E02xEIBJ2raGRof2GPk3NiUEIxWG21GKzqF6/syf2UeAHGBCu4fl0xysAqBwLXoWljf7i74AxVS8i6ilsivM5AQpODLvGoemZDKX7d4KjK+O1nHjluH80NBvXuBsqixg7mfHmJWVjhvze3tVpX8I4RpZIRpZO554q7vut5kvWhcl04hocPicg9v7rTy7C+nmdM7km9P1NJpsXH36ERONXQQopQQopL6HPvw4+ePIBGJCFT+9xX6fzax/2CcpVQsYtHAGN7YVeJ13hQLBVw3OJYrPz/MC5dm8vrOEkJVUhw9J3v68fNfx//+sI+f/1PU6E3M+eSQuyAfFh/IL6d9y2/BdeE2PPF8se50wju7yxAIXM6uFyIWCpCIBAzqltO6p7SFkYlBPV7o3zMmCbVU7O4GdVjsfHSgnC/m9yfw3EXctqJGRiUG0S9K6/X8JYNiKaxrP58d7oQlXx3l3rFJLBwQw3PTMnzKpXtHasiJ1PLGrN7u9wFXB/+7JYNJCFTgcDh5e05vDt81igCFhJkfH2DZumPM/PggiYFKfulBurx8bxnXDorl8pwoutefE1JDeGFaJnKJkNwq1yz8jrNNXN4nild+812UNhgsVLYZWTIw1qVCiNQyKC6QpGAVCqmYQKWUxCAl8UFKd7Hf0mlBJRHx9OR0n685LD6Q5g4LCokIhS6IB78v4K5RSbx+WTYCAWSEqnjzsl68s7tnyfDK3Crm9o50/z8jTI1IIKBab+pxkaGLTqudv+84y6DXdnLmAlf9cK0cm93JpPf38vAPhdy3KZ8hb+zi9Z3FpISoSAxS8mtxM73//isvbj/L+hO13PLNcQa+9hsFPpQkRqudspae4w8PV7YRqZXxVV417+wpQacQ88bsXpxq6GDhylxe21ni7qTuKmlm3meHaO82J66RSZAIhSweFEtMN1O4wXEBPDc1gzXXDCBcLaO6zcTQ+ECfhm6/FTd7FT9Hq/Vc/cVhGg1m2oxWL3+A7hTUt3O2scOj2O/C6YT7NuZT2+6SSwoEAp/FfhfROgWze0XSLzqAvtE65vePZXep76ISoKzFiEgo4LvrBrH71pFcNzgWoQB23z6CH5cO4fP5/Rhy7nygN9mYmhHW42uNTAyiorWTn24cwsjEIIKUEgbFBvDxlX0JkEsIVkk5Uq3nxV+LeHdPKcdr9Ww900hjh2uhLjlYweqFA1B2MykUCuDRCanuIjGvspV7N+Zjstnd+2djfh0zVxwgWCVlyZdH0MjE9I7Scv2aowx5fRdDXt/JqtxKVi3o7+Hq7t7/dQaPY6LNaGOjDw+DLnrKlx8SF8iRe8aweGAsGWFqJqeH8t11gwhTSxkcF0C72U55q5E5OZF8sL+M56dl+pTVZ0do6BWhYX95K0eqXYW7ACdzcyJ5fGIab8/uzZd5VVz+2SHmfXqIDSdrCVRIsXUzwVRLL24KGq6W8UVuJVFaOdtvHsZlvSIYGKvjrlGJ7Ll9JOnBKg7eNZqlQ+IIU0tJCFLw4qWZvDW3N9E6xT9c7HfRYbFS226mscPiVjBp5RLuHZPc43MW9It2G/mB6zufFqrmowPlXN0/hqQgJdMywrisdxQxAT2nQPjx4+d/jpQQNdtvHk6/aJ37trRQFZ/P78fbu0vdTYyixg6uGRCDzq/E8fN/CH+H38+fSr3B7JH9brU7kF4kM1omEnpcBHbx3r4yFg+M5S/fe3YdF/SP5nBFK2caO1nYP4Yvcl2zvS9uP8tnV/fj9vXH3c7vUpGQxyamopNJMNrsHs7cpc2dxAUo+HbJINrNNmRiIXEBcj6b359j1W2sP1GLRiZidu8ocitbeeoCB+rBsTp2ljSz5kgNr83K5tebh/HgpgL2lLWglIq4YXAs945NITZAQaRWxtD4sbSaXAWVVirC4nDy5M+nWX+iBrVUzE3D4ukfrUMmdkX42R1OTta2o+1hztNid/Dkz6dYf+0gnpqcRqvJ6jY5C1VJvUYc0kLVHPnF99wyuOZxbxgS3+P9XbQaLeRW6nl6yylONXTw9OR03p3bmyd/Pk1duxmpSMiVfaOYmxOJWCggXC2lpV3FgJgAjtXoOVKtZ+GAGFblVqKRi6nqIcoLXItH2eEapCKXq/eCATEsWpVHq9FKpFbe40hDiErqNjZqMVp54sdTfHBFH/cMtEIiYkhcAJuuG8Kao9XYHfD4xDTiAhWEqWWUNHeycFWex2unhqgYkRjEV0equHNkkofBkELiUgx0zdtfSJ8oLe/vLWNyeihmm4MBMQHM+eQQj0xIdZuMdcfucPLgpnzWLxlEkFJKdZvRbcr2y7JhlDR1IhbCwco2PjtUSVqIivvHpbBwQAwna9tZOjQOqUjIA5vy3VFp0Vq5z3i+/eWt1BssyH+nKx6slLL5ItF7hyvbaDfZ8LFG5xOhUOD2BXA6nWhkPXesuhIhgpQSavUmTDYnN319zL34EK6R8ffpWTx0iYiUYDVOp5N7Rifxym/FHq+jkop44dJMWo1WjBYHf5+ehUwiZH95C0/9fIofbhjCnd+e5Odu0YGv7yxh2bB4NDIxo5JkqGQSZmWHc+zeMRQ1dmC2OcgIUyMTC9lX3oJSIkIuFnHfmGSkYiEBCgl///UshytbGRQbQKhKxvabh1HRamLR6jz3+7QYrTy3tYiJaaE8MSnNywtBIhJ4xWzKxSKsdt+Se3UPqQlyiYisCA3vzOlNu9lGh8XG8Dd38cuyYdy2/gQ7zjahlIpYt3ggRQ0G2owW1iwayBs7iwlWSglSSkgMUjIiMYix7+5h603DuHfjST4LUVFvsKCRirgkNYRJ7+/zMBc7VNHG5Pf3sff2ka6FQ5mYgbE6REKBz7GgiamhCAXw3ZJBDE0IJEQlY1BsAEarA61c5E40SAlR8fplvXh8UhpCgcu08J8t9GvaTNQZzOwsbuKL3CpMNjtX9oliwYAY4gOVDIoNYNGAGD67IDJzXk4kRqvdS4klELi6/SEqKdH/oGu6Hz9+/nxEQgEDYwP4bskgGjpdKT1nGjp4YVsR/aJ13DYykWu/zCM5WMm0zJ4Xjv34+W/EX/D7+VO50EF2R3ETH1/Zl48PeEeSAVzRN4rvTnp3qsxWByMTgnhpehYlzZ2syqtiREIg1w2OY8J7e7E5nLw3N4fsCDWv7yzht+ImAhVivr9+CCabA6PVjs3hJFIrpanTxuGKVnpHajhe005KiIoHx6cy+YN9Ho7dQgFsun4wl/eJYk7vSOoMZqZ+sN+rqysUwH1jU7hh7VGXudirvzEtM5TV1/TH4XRl4oappcjErotSvcnGkeo2Ht1cSFmrkW8WD2Tup4c8Oqq3rz/ByMQgXpmZxc3rXIZj92w8yfK5OT128pYOieenU/UkBKrOOUwLCFYKUUnFhKqlPDgumewILW0mKw6nk2idnDIf4wHg6p7/HvXtJr45XuthiHbT18cYkRDEN9cOpM1oxWCxuxz6nU5GJLiUGwIgOUTJT6frWdg/hlkrDuB0uor1gTE6n4Z54DJSXDQwmgExOjYV1DHnk/MOxRvz67hhSDzv+5C4PzYhlfe6yb3XHa/hxRlZ7oK/3mDmLz8UeBjBvbm7hKv6RvHaZdkU1LW73ydQIeHN2b1o7rTy06l6Osyuz1IrlyAUuDLYi5o6uLxPFJ8frvTK/O5aAJn58QF+PtPAp1f15ZXfiokPVLDnIl3tnSXNtJttNHaYKW02suFkLStzqzCYbUxMC+W+sclsLqxHJRVxzcBYr2M5IUjBd9cN5li1nv3lrczICufKL7zdwsFVbKaFqpiYFsqWbsVuF4EKCcnBSrTynn8u1DIRQsE/V2gJBAL6RumQiYVe5w+ACSkhqKQiOqx2TDYnE97b6zHOUddu5prVeWxeOoQJ7+1lbHIwj01MY1hCEO/tLaXeYGFcSjDXD47jr1tOs7bbGEy/KC0vXJrJS9Oz2HG2yaPY72L53jLGp4ZQ02YkUqdAKhaRFKwiKViF0+nKux/+5i7enZfD6ztLPAwF1TIRH1/RlzC1lM8OVzL23T18eHkOZ5s6eHxiGrlVbfxQUOdeXNpyuoFbhid47Yv5/aIJU59fZApVS1kyKJY3dvlWyCwYEHPRfa6QilBIReRWGpmZHcFnhyrZcS4RpdNiZ+mao3x4RR/ONHZQ227miUnprMqtpN7IMnkiAAEAAElEQVRgoVeE1p0G0dRh4YbBcbywrYi3d5dyZd8oPjpQ7vNz7LDY+fhAOQsHRNM/JhCxUMDbs3uzbN0xj8dFaGQuVZZMTJgGvjhcSYxOQf8YHVFauVd8oVwiIlr3r3XNq/Um9pY18/rOEo8UieM1p1i+t4zfbh1BQpCSv8/I4vaRiaw5Wo3D6WRofBAFde1e42ejk4I5XNFKWqgKXQ/55378+PnfITpAQXSAgkaDmfhABb0iNHx5pIpb1x3j6r7RTE4PpdVoJS7wf3tL/fj58/BL+v38qYSqpEi6ZYgbzHZO1rZzjY8L0ORgJTOywtlU4FnQ3jEykZdmZPHkz6d4e08J5a1GvlsyiOemZnDpRy4nc6cTbvz6GINjA/j+hsF8vXggo5OCuWZ1HqPe3s3StUcRCV1y9S2nGjBYbDw0PhWBAO4clciDm/K94rkcTrjy81yq9CZkEhFKiYjVCwcwIyvcLWvNCFOzeuEAPjlU4RF190NBAxtP1hEfqCQ2QOEu9s1WO1/kVjL9owMcqdYzPTOcD/aV+5RP7yppRi4REaGRMT4lhGemZhChkbF4oPe+m5AaQt8oLSdqDEz5YB/TPtzPsDd2Mej1newqbcZqd5Bb2cbStUd5a3cJOJ3cM8a3WZlIKGBuTqTP+7qo1Zs4WWfgvguc+AF2lzYz9YP9JAeryInUcv/YFGb2inTL4TQS+D6/jluGJ/DApnwP34Sr+kX7HMVQSl05u7+dbeaOb0/w2aFKjyLivb1lZIapeWdOb1JCVEhFQgbE6Ph8fj8KGwweF+0X1qGHK9u8EgDAJYPOrWxzz/cJBLDiqr48v62IO749wfcF9aw9VsOE9/bx1q4S2kxWZnx0gA6LnXd2l7DxusGkhKjcr5caouKLBf14cXsRVrsTAQJUUjEbT9bRabUToOi5gFZJRdjsrmLy3o35vLunDL3JNSP806kGpn90gAfHpfDQ+FSWrj3qdSyXNhv5y/cFlDYbaepw5doPjAnw+V46uZgTte28OjObxCDPTqRKKmLTDYOJ1imYmRXhtS+7WDIolmjtP+8UHaKS8u7c3l6jMdE6OS/PyiZMLcNsdbD+RE2PJpkvbD3DM1PSGZscTK+//8rt64+TEaZmZnY445JdcZ5rL/C8yKvW88wvZxgaH+AVP9edtUercfiImazWm5j+0QFGJgbza1GTV3qAwWxn0eo8zHYnKw5W8MyUdGQSEb+ebWL9iRriAhR8f8MQenWTRuTXtXukQ3SZPCq7SeBlYhH3jEnyON66uHdMkle6RE/o5BKmZYbz3gULZ5VtJmZ8fIBBMS5X/UuW7+WjAxVszK/j7u9Ocvv6E3x8ZR+MNjuhahlv7y4FICtcw8GLmCbuKWvBaHW4zR/3lzfz041DuHVEAnN6R/LG7F4sn5eDSCDg7u9OsrukmYQgFY0dFo5W6ymoN2DqIdnkX+FwRSutRqvPyMjKNhPL95ZitTsIUcsYEBvA36Zncd+YZE7WtvH4T6c81EA6uZgHxiXz4YFyXpye5XPExo8fP//76M02+r/6G6/vLKF3pJa7RydxurGD6R8fYPGXR2gw9KxA9OPnvw1/h9/Pn0q4Rsb9Y5N5bmuR+7ant5zmr5Mz2LBkEF8crkRvtnFFnygGxwUy95ODHpLOmdnhRGhkzP30kPu20mYj3xfUsXJ+f3pHaD0y2pUyMZd+eIDads8Tc1mLkSd+Os2tI1xu+n8Zn0KUVs76xYMQiwRec91dtJttVLQaiQ90Rd3oFGLenN2Lv12a6TLRq9Hz2I+FnG7wfv6H+8uZkhFGUvD5i/CadrNHPvnY5GCfZoRdbD3dwCdX9eXXs008uKmA5k4Lr1/Wi2sHxbH2aBVmu5O5vSMJUUk4UdvOazs9Zct17S5VwrZlw3h6SjoysRCH01V49IuRct3gWA+1hUIiYu2iARctEOwOJ58friQxWNljhrneZKPVaGWQjyVxscOG2eZy023rVqxZ7A6e/eUMqxb05+ktp90u7P2jdTw7NQOxUEBpSyeLBsb4NMW7+7uTHL1nDGmhKoKUUjbm1/HIuUi57lzdN5pgpWvxod1s5dUevAwAnt9axPJ5OQBMSA1ld0mzTwXCZ4cruWZgDJPTw3h9ZwlZ4Wqe3Xqa1Qv7U9rsMmqr0Zt4dPP5Y2VO7wgq20wuB/3yVh6+JLVHs7+bhsZjczhoM9p8vr/Z5mDFgQrm94/2MLDsztYzjdw2IpG//nKajfl1rF08gFMNBo+FqplZ4XyZV8Vz24qI0Mh4eUYWKpmYY9V6UkJUDI0PJEYnRyQUEKaWsHxuDjevO+ZR4AyI0XHX6CTkF5nJ/j1iAhSMSwlh+7JhbC6sp6bdzNC4AEYmBROrk6ORS2g5N07SE3nVepbPCyLn5R04nVDbbuatc4XohusGcajSt0nczpJmOq2OHvcjQEunFQHeqx1VbSaq9SYu7xPp1anuwmRzcLxGz2uzssmrci3gdHG8pp2VuZWsXjiA+StzaT2ntrh/XDKn6w1MSAulV4SGKB8d7LhAJduWDWNnSROr86oJUki4eXgCKSFKgv9ApjW4uunVbSafiygOJzjAZ4RhVZuJD/aXc+eIRD7qlm3d3GkhUiP3yKO/8P0+OViJ1eFgWHwgMQEK9pe1EK2TMzIhiKwIDftKmylpMXL7yCSe+KmQQxXnP7e0UBXrrx1EZvgfnB35A+hNVo5W6y8aufjF4SruGJlEVDcPjWCVlAlpYfSO1LHmSDXV7SaGxAUyPiWEF7ae5u/TsxiV5B3v6MePn/8Mjte0Y7I62HCy1h0x3MXRaj1NnVZC/0siD/34+T38Bb+fPxWlVMydo5JICFTy1JbTVLWZiDpnhBIbqODuMUm0m2y8utMla/7gij7cu/Gk+6LuxqHxzOtW7HfhdLqcql+ble0u+CUiAY0GCwIB/HVKOtkRWmwOB+0mG+/uLWVfWQtPnTOVe2FbEW/uKmF+v2gWDYy96N9g6dZJlohExJ1zg20zWrnlm+M+i31wXSBvLqznij5R7h+JeoPZwzvA7nAiEfYsrJmWGca7e8o8fnxuX38CjUzMxusHseVUA2/tKubJyek828NMvtFqZ0dxEwV17bSZbFzdL5rTDQZMVgfLhsVz9+gk8usMaGRiMsLUROlkSEU9z1DXtpv4+46zLJ+b0+NjAC/3+nqDmeKmDracauWy3pHuzn53dpU0U9Fq5ObhCbx/eR8qW40U1htYuvYoNe1mvl40EIEAhsU3eyz0ADwxKY1ApZgorYz8egOn6g1exX64RsZjE9Pc3VGrzUmbseeosRajFYlQwK0jEkgPVfO37UU9PvbjAxU8PTmd5/92hmXD4nllRzEHyltZf7zGbbYYoJBw49B40kJVjEoM5qmfC7lhSCxP/HSaNUerfWbX943ScteYJKpajezoIUII4HBlKzOyw3u8H8B6zmbYYnfw8q9nWTokjmd+OYNIKOCKPpHMzYliwbnkhtp2MwtW5RGhkbLztpFuR/UuIrQKZmSFMSRuDD8U1tHUYWFCWihpISoSg7w7zf8o8YFKQlVSks91reViIYHK7oWrgPjAnhem4gMVtJttXmMVAgE9LlQFKSUMiw9EIhQwKS2UFQd9jx5Nzwonwoezetu5RQKpWOjObfdFvcHMZb0iufNb78W+NpONN3aVsHhgDO/tLWNATAAJQX9s5jsmQMHV/WKY2zsKsVCA0+nEbHfgdDq9vo++UMnExAXK3eNO3ekbpeX7ixgDfnOshhcvzaSj2/ltzdFqnp+WybYi32ajV/eL5pZ1xwlWSblhSDzTPtznsd9kYiGbbxiC1eHg1R1nPYp9gNMNHcz77BBbbxpGhPbPcbp3OsHudPhYzjmPUOCtFBKLhOREajklamd4QiCJwUrCz533P7m6H3EByn/aT8CPHz//89h+x4bf4euixY+f/1L8Bb+fP51QtYzrh8QxLTMMs92JTOQy6GrusLBs3THWHXcVs1tON7JoQAyvz+qFSirCCbQare68+wtp7LAQ4mGWJsJktfPhFX154qdCHvvxFAIBzMyK4KXpWeiNNgK7yaY7LHY+2F/OyKRgQtVSGgzeJmYSkaDHi22dQsL1Q+J8yj4BLusVwarcKsYmB7sLfqlYSEqIipZOK02dFr4vqOfyPpEs9xEpJhYKSAlRe600g0t5sGBlHk9PTmdIfBClLUaKm3t2hs+va6e508qm/Dq+PVHLg+NSaOgwc/v6E9w/NpmJaSEEKP5YF9DucNJgsNBhsfcYwxeplXl8NrXtJm5Zd4xvT7gKho+u7EOAXIxGJvbK9i5rMfLS9rPEBijcxWcXL+84yyWpISwcEMOTk9PZcKKWQIWEuTmRtBitfHmkmmHxgaSEqHhuWgYLB0Tzxs4SWk025vSK4PI+UcR3+zx1CgmzsiN6lB2PTwnhvo35vDQji+ZOi89Z5C5MVjsWmx2NTIzlnPHkPd+d5K3ZvZjdOxK9yUpWuIaP9pezp7SZQxWtPDg+lXCNjHXHavnsUCWLB8aw8frB7DjbRLvJxqR0V0dXIRISo1NcdG7eaHOQFtqz90KwUuqx/b8VN/ParF7kRGmJ1MjZX97C/C9y3dveRW27hZd/Pcvrl/VCcoFjfIRWQahKis6uIDw80d3Vtzuc1LabsDmcyMWif1rGrJSKPaTr3VFIhMzMDuftPaU+jd4eviTVZ2fZ6cTt39CFVCTkxemZROvkNHdaOVjeyoPjk/n6WLWHGz5AjE7O9Kxwn8Vb12JgfbuZxCClh2Fpd8anhPBDQc/F80+n6rlu0ACmpIcRpZPRarTQ1GGlWm9CLBQQqJQQovL8jnXHandwqqGT9/eVcaahgzHJwVzZN4r4QKXPBJEL/76XLs1kyocHPG6XiISYfRiqdmFzODHbHFzZN4qvzqUC1Ohdpq13jEzkzd0l7kU+gQD+Mi6F3Mo2WoxWPr2qL9d+mee1SGK2Objqi8P8uHQot633rYQqqDNQ227+0wp+nUJCeqiG+ECVh9N+dxYPiiXUx75Xy8QMiA0kNVRDh8WGUiLyO3v78fNfQp8oXY/mv6khKnQ9mCb78fPfiH+G38//CAKBgCidgsQgJVE6V3Z5sFrGm7N789L0LCI0MpxOJ4UNrgv05BAVfaJ0PiOpuhOiknJlH1cUnd5kIy1MzTWrcjlU0cbUjDA2XT+E9DAV7+8rp7rdhAAB228e5hFntnxPKX+dnOHz9Z+clE6oqudiZUJqCH0ivaP70kJV9I3WsbeshXaTDb3JSlFjB51mOzcMjuPFGZl8dc0Aylo6mZEdQVKw96LCTcPiOXSR+deqNhMJQUpO1uopbe68qNFeZpjaIyruxV+LmNM7kgMVrXRYHTR1WM+9ppHtRY28tauE/WXNnGk0kFvZyrEaPTV6V8yaQiKid6SG13cW8+qsbC+3cKlIyCdX9vPovm470+gu9gHu+vYkcomIV2ZmeW2rQAAvXJrBiRo9b83uxeuzspmUFopA4FIAZIVreGRzIb0j1DwzJZ1rBkQz+5ODXLJ8Lw9sKmDU23uY8dF+BAIBUzLCWbNoIN9fP5h7xiSjlYk529jB2UYDFS1GnE5XdFh3A7QugpQSpmaGsamgjrs3nCRKK2dWdkSP+3hKRhh6sx2pUOA2rDPbHCxde4zcqlaClFJmrTjId/l1nKht58sj1Yxfvpfipg6enJTGu3N702q08WVeFZPTQ7mqbxRauZhVuVXcszGfx38sZNGAntUoV/eNJr+unUt7cBN+YFwyH+0/L7cWC12jLFd8dph9ZS28uavEq9jvIr/u4rPSjfV1bq+OWr2Jl3ecpd8rv5H47FYuWb6HzQV1F5XI/zOEa1xKoffn5aC6IBbvrtFJ9I/WXaAIOM/ukmZmZJ1XQ7w7rzcSkRCbw8kPBfW8urOYd/eUsef2Udw+IsGdDLB4YAy/LBvmMabjuU0yFvSP5v195TwwzndsW2qIa+TkQuVBdwS4YjzHpgSjN9nZlF/HzpJmblhzlBFv7abvy79x38aTlDR5q4tMVjvf5dfR95UdvL27lJ9PN/DI5kL6vrKD4zU9j0AANHaYKajvQC4Rc/CuUSwd4jreXIuPSub06vn4H5EQxBe5lbQabR4xV0/9fBqz3cH31w/h/Xk5vDQji43XDaam3cxLv57l2kGxaBUSipt8L47UGyy0m209+kWAyzvBbPvzZvlHJgUhEQqYkBridV9SsJKlQ+IQX+S3SSsXE6mV+4t9P37+iwhXS3lsYprHbVFaOW/N6cWKq/qyr7yFgxUtlDb7VnX68fPfhH/5ys+/lQitnLtHJ3F1v2jsTidKichj3jRKK0crF/ucKY0NUBCukbF8Xg5PTUnHZHWws7iJ5k4ro5KCuKJvFLM+PoDt3HLt6rwqQlRSVi3oz5pFAxj99h5sDicmm4PhCYHsvm0ET/x0imM1ehKClNw3JpmUEBU/n66nX7SOxCCllyw2Wqdg7eKBrDlSzbrjNTicTmZlR9A3WseNa48CLhn3qXoDt64/7iFJDVRIWHFVX17aXsTaRQPZerqBH081oJKKmJsTSYfZ7lVMd0cgAI1MjAD4aH8F941NYula77lhnVxMVoSnRNfphOM1elKCVWwvamRYfABnGg1Mem8fZS1Gbhwaj9PpigpsOVeoJQcrWbWgP/2idXxyVT8K6w3oZGK23DSUtUdrKGrsICNMzfVD4ojUyNz7qqnDzCs7PL0F2s02Llm+l6cmp7PjluG89lsxhQ0G5vaO5Mq+UTicrs/37d0l5FXpWTQwhicmpZFf105SkJJ9t49kV0kLnx6qQCYW8fSUDBoMZh78vgC7w0lulZ4nfzrFW7N7oZaJsTucnGowsOJAOQcr24jRybmybxQF9ULSQlR8vXgg7+4p5etzJm4zsyNYOiSeuzaccBnjnW7AZHNw+8hE1p+o8TJZ7BetQyERoZSKWDI4jjCVlOwIDcVNnQyND+Ce0ckMePU3r8/G7nCydO0x/jolnZd+Pcuw+EAsdpd8+S+XpNJksNJqshKmljIqKZjSlk6enJzGkz95xkIOitFx7eBYnttymttGJNIrQsPyvWW0mWwkBCm4b0wylW0mfj17fiTgsl4R/HzK5UJf2tJJVrimx9SGQbE6lJKexzy6aOqwcPeGk3x19Hzue36dgUs/OsDqhf25ok/UH5KW/1EywtQoJCJ3AWmxOegTpUUpFVLRZmJPabNHx7mL13YWc/DOUahlIk7WGghRStld2syt35z3UNhf3spHB8rZumwYUzPDaDfb+b6gjoYOc49KigCFhJemZ/HOnlJKW4y8Piub57cVUdtuRiiAaZnhPDU5nU6rlfGpIT2OiFyaGYZaKkImFpFXqcfuhOu+OuK+32J38NmhSo5UtfHNtYNwOjkXeymjos3IdV8d8RqZMZjtLPnqCD/fONTnHOrpegMLV+e6z1FqmYiHL0ll7+0jqWgzsuVUAyKhgFnZ4Wy4IElFKhLywPhkblp7jE6rnU+u6sf+shZW5VXRYbHRabETrpGRV9nKhwcqKG3pxOl0Kajm9I70qa7qjt3hRCryndrQRY3e/IdHH36PGJ2CMcnBJAUruaJPFKvyqjDZHFzdL5rLeoUT64/V8+Pn/xwauYTbRiQyLD6QZ7eewW538sL0TJauOcaphvNqscnpobwzpzeJPSz8+vHz34C/4Pfzb0coFHiYH3UnQi3lo3m9uHLlEQ+ZlVQk5POr+7njl3QKCU6nk2d+cRVCd45KYvHqPHex30Vjh4VHfyzk4fEpFD00HrPNQYBCgkIi4mStnulZ4czNiaLTYkNvsrGzuIl6g4V9ZS1cNzjOpzlUmFqKyWrj0swwBAJXlNbTW1zbMbt3BE6c/N3H/GmL0cqSL4/w/Q2DAViVV8XQ+EDMNgcPfl9AXbuZb64dhEIi8pj77+KSlBA25dcyNSOcv/xQSHFTJ6/OzOaxnwrd0ti0UBUvz8zmkR8KvZ5vd7gc+ZXnEgi+OV7LG7N7YbM7SQhS8uqOYlpN5wvbs02djFu+l4N3juLRzYVsOd2AVi5m0YAY5veP5nBFKzN7hROqlKHsJn2z2p0er9OdJ346xbSMMK7sG0W0Tk5+nYEJ7+2jrt1MhEbGrSMSmJAayp0bTrLuWC0rrupDTbuJ69e4Fma6+OZ4DXN6R/LCtEzuP5ccsDK3iscmppEQJOZIVRtj393jdtzvuv/F6ZkoxEL2lLUwKS2UGVmuDua2okbmfHrQPeutlopQSUXsKW1i89IhLN9Txo+n6lFIRFzVN5r+MTrq201UtRq5Z0wS4Ro5W28ahtXuwGp3cLCyrcfRlKo2E8nBKoqbOt1dzoN3juKZX854jHO8vKOYZcPimZweyuG7R7PmSDWtRitTMkJp7LAw55MDPHpJGkEq15jC1f1iEAldxo33byogr5sJWbROzvVD4txmmCtzq1hxZV9+PFXvVShKRUJuGBKP6HfUNjaHk6o2k0ex3517vjvJyMQgr8g0q91OdZuZVpMVpUREiEraY2f+QqRiEamhaqJ1ctpNNqQiIYEqKU6nk06Lgxe3F/HOnBz6R+v4cH85Ne0mBsYEcMeoJFqNVm4bnohMIqTFaOWlX70NEw1mO3dvOMldoxK58nPXeMldo5KoN5gJVkp9yuMjtHIem5jmUsQ4nUzLDMdscyASClBLRQQqJdgdDk7WGlg8MMYrISJQIeHRCWlE6RQYzFbKWjr52zbfCwPHatoprDew7OtjhKllvDcvh1MNhh4L46PVeqr1JgxmG1E6uTs9pKLVyPjle6k+p+Lp+tsf/qGQl2dk8eWRaoKUEuRiES9cmsnEtFDe2FVCU4eVcSnBXDc4jr9tL3Kbpc755CDjUoK5f2wyw+IDeWt3CQV17QxNCOLFX8+6j7GxySH8dKqeMcnBqGUin74HEpGA6AA5iwbE8EE3hUoXE1JDOFDeikQk/NMKfnD5IUTr5KSFqrg0Kxy5WEiAQvKnLlj58ePnP4tglZRJ6WEMjguk3mBm2of7vdRHP51q4ImfTvHm7N5+FY+f/1r8Bb+f/yjEIgEZSjNH7hnDO3tKya8zMDBGx9Kh8SQGeRYOAoGArHANOnkD7WabR3HXnQPlrQiFAkRCAannOnXf59cx4+MDXo9dMigWjUzM+NQQ7t+Uzxfz+xNwwQleK5dw84hEnvypEAECFg2MYWpGGAazlVtGJFJQb2D9cd+zoC1GK+1mV5TVkWo9R6o9Jbdv7Cxm9cL+XP7ZIQ8JcGyAgnvHJnP1F7lMSAslXCNjZW4VG68bxPjUkZS1dKKVS6ho6eSO9Sd8zhL3idbyxM8dvDcvhw6LnXXHa9zZ264iL47lc3O46evzqoFOi90ViWd3YHM4ae608trOEn4rbuKbawe5Z5i7E6iUcGlmOG/2kBE+KC6A4uZOcqvaeH3n+cfUtpt57MdT3DYigUUDY/jsUCXHa9pRSYUexX4X3xyvYXbvCLcfg8XuwGJ30GAwc8Paoz6Ph0c2F7Lp+sFc1iuSM40GZn580Oc2LhuWgFYuYWh8MNVtJu4dk8SSwbGcqG3nYFkLROuYmhFGhPZ8ERWmkdFmtHLdmiPMy4nyeD2JSMAlqaEEyMWcrGtHIxOzbdkwntpyGqcTTta1+/RuWL63jFFJweB08vylmewva2FfWQt3f3eSDy/vw47iJm5Ye9S9OJYQpOCrhQN4anIa647V0NRpZVpGGGEaGUvXnI/vazVa+fpYNV/M78ed3550+zLEBij4Yn4/EoMvHuumjUzgzV0lF5U51+jNtBqtHgV/o8HCxwfLeeaX0+5ib0JaCO/N6+MVCXgxLpz1FwgERGpl5ERqWbbuGP2iddw0LJ5ApYTCOgNv7Cxm6ZA4TtYZiNXJMVjsPk0kAfaUtvD8tEwAMsPVHK/Rc83qPK7qG8VVfaOJD1QgFgkpbe4kr6qNdcdqCFFJWTwoloRAhcfihdlmp7ipk+9O1jI9M5zxKSGMSQ5hdV4VzZ0WRiUGMyM7nCitSyFjtjnRyMUU1vt2uQfYcbaJz+b3Y8LyvTR2WDySLy5EKHB91l8criQzXM2ktDBiAhQcrW7zKPYFAtcYkEQk5J3dpaxfMhCBQEBRYydWh4PadjM3Do0nJ1KLWiZi0vv7vIr17UVNbC9q4qtrBvDpoUoOVrRyz5gkdtwygvf3lfJ9QT29IjTU6E18fKCCh8en8vBm74XJRyakIREI+cv4FCQiIR/uL8didy2gXNYrggX9Y5j/xWHWxA7s8e/+ZxEIBASfG+mqbDVypFrPqQYDGWFqUkNUXotXfvz4+b9BgELC/vKWHkeNvjxSzcOXpPoLfj//tfgLfj9/Cg6Hk/JWI9uKGjlY3sqAWB2XpIYSF6D4XdOoCzG1t9E3OZHXL8vGaHWglIh6LCyu7hfNh/vL6TD3fNELeBTPVW1GbvnmuM/HrThYwabrB/N9fh0Op5PmTotXwQ+glYm5b2wK3+XXseJgBVKRkJuHxeNwOjFZ7V5Kg+5UthoZHKtjXHIw2896urDvLGnmkUtSWX/tIA5VtFKtN9MvWkuAQsINa47SarSiN9lYcWVfbA4Hj/54ip0lzSwdEsf41BDiApXu2fvu3DQsni2nGrhjZCIxOjkzPj5AfjeDM4vdwTt7SrlnTBKX9Yrg227mVfl17Tw+IY27RyVxsq6dF7YVkVulp7De4LPgl4lF3DEykU8PVXiNZkRp5fSP0eF0wuWfeacxALy3r4yvFw/ks0OVfHWkmkcnpva4LzecqGVSWigrc6tICFKgloppOpfZ7Qur3UlxUycZoWqywjU8OiGVZy5IO8iJ0rBsWDx/217E33896+6eDozV8fEVfZmSHkqERo7ch+S93mDm2xO1LOwf41ZqLBoYw7ycKH4oqKPeYGHRgFhUUhG9I7V8s3ggLUYrV35+uMe/ce3Rap6enE5JUwcFde30idKyZFAMRU0dXt3i0mYj0z48wPuX56A32QhSSsgIU/PwDwVUtnkeF4X1Bp6bmkHu3aNp7LAgFAgIUUkJUUuoaDGx4WQtR6v1DI0PZGxyMDq5mHC1jPoOK9d9U0BhfQd/uzSzx+0GV0e+C7vDyVdHq/jL9wUej/nldCNTP9jHtmXDe1T+/BHCNXLWLBrA1A/2k1fV5lY4JAUr+fbaQeTXtbMqr5Kp6eGkhV5cmtlhsTEgRsd783I4WdvOgn7RrMqrcpvUtZlsGMw2TtUb+OlUA02dFt7YVcJTk9O4bUSiu+jfW9bC9V8d4dVZvRjz7h5emp6FUCBgSkYoEpGQOJ2CxCAF0eck49pzxpZKqeiiyQJ7S1uYmhFGu8VGfKDCp/HU4LgAnp2awQ8F9ewvb6Wi1US4Wo5QAAe7qY+uGRDDlX2jyK81EKgUMyoxmPUnqnlh21naTDZkYiHz+0WTE6Vl9icH+e66wT0mEgjPeR+Aa7QjRqcgQCHm5ZnZPDEpHYPZRoPBQmmrkU6zjY+u7MMbO0sorDeQHKzkrtFJxOoUJD2/lQCFmFdnZrNk8AhKmzsRC4X8dKqeq784jNXuuKiHyb/KqXoDE9/bS2WbiT5RWlJCVDid8Ny0jIsaZfrx4+e/l6o272unLmwOJ51WO2XNBuKD/OcAP/99+At+P38KR2v0jH1nz3kH9n2umdDtNw9nQEzAP/WaEpEIyUXi4gDiAhW8O7f3RTuNERoZWrnY7XDdarRS0ep7dhngbKPLoEUpEdN1Dd1oMKM32xAKBGhkIirbTFz+2WGKGs+buewqaWZsUjCvzMomWCmlqdP3nGpOlBadQsryeTmMfXcPNfrzuegCIFQtZdTbe0gJURGslPDjqXp33Fy0Tk5KsAq704lA4JrFbj0nT37p17OMSAhi/ZJBrM6rYn9ZK+EaGTcNjUMmERGllbml5Pk95GS/v6+MDy7v41HwJwYpeeaX0/xyppEhcQFsvmEIl360n2+O1zIp3bdhXGKQkv13jOKRzQVsOFmHSCBgbk4kiwfGctPXR3llZnaPJmZWuxOT1VVkKyRCFOKeP1uTzeF2YP/7jGyidHIae9jvXdgdTiQiIbGBcu4alcTs3pGszq2isdPC5X2iGBCtY2VepVfs4aGKNqZ/fIBdt45wF/sGs402kxWRQEC4Rkan1YHTCR/sL+e5qRnsKm0mJ1LLzG5qkm+O1/DyjrP8fONQMsLUGCw2L4+A7jR3WpGJBWw8WcvlfaJo6LCwbHgCU97f7/PxTZ0WGgwWDlS0UtVmYt2xGnbeOoJdJc2sP1GD0wmze0WQGaEhWCVFKRUTE6Bw75tdJc1Mfn+f29Dv88OVBCgk/Lh0CE0dFgQCAY0drtSJAKUElVREh8XO2ORgpmeFIxEK2FnSjN3hRCEW8tvZJvaWtRAbICcpSMnIxCCvpIvTDR2cbeq4aMFvtbs6zU6nE51c4rPTkhKiZsctIyhp7qSgrh2dQkK7ycZt64/z7twcDGY7Hx4oY98do3p8n4GxOuIClLw4PYv7NuZzpFpPQqCCFVf25bWdxfR5eYe7uB4UG8AXC/qxeHUe9QYLT/x0mlnZkQQqpVS3mbj2yyMsGxrPUz+fprnTyvVrjpIcrGRqRhgioYAP95ex9ppB7veWiITEBypY2D+G9/f5TvLoFallwcpc3pzdG5lYyIYTtdw2IpE3uilqYgMUPDIhlctWHPRQuqw5Ws2bs3sxJimIvwI3D48nWqugsN5AfJCC/eUtVLSaGBgbwNX9olm+twyzzcGKgxXUtJu5d0wy5S1GUkNUnGn0NrKamR3B1jMun4jIc+ebuEAljQYzXx+r4amfT1FvsCAXC1nQP4a5OS4Pjxidgtp2E8nBSi7/zLX41Wq0seSro8zICqdvtJa/bjn/fXxkQirhPow3/wzq2s3M++wQWrmY7+YO5niNnmM1euIDFVS2GpGJhB7JH378+Pm/wcUWEeViIVa7E6PVSVVbJ9E6/znAz38X/oLfz79MdZuJuZ8e9IpbM5jtzPnkEHtvH/kvde4uhkIiYnJ6KNV6EzcOjeP9fd4zn09MSiMjVO2WXl9scQBAKRUxKDaAH07VoZG6Zv0r20y0m23IRELSQ9V8c6zGo9jv4tfiJgxmK49PSvWZuT0sLpCYc7LQ1FA1e28fxf7yFradaSQ1VMWM7AiC5BI+uqIPV35x2EN2LBEJeHN2L/Lr9JjtTnIiteREaj3M+XaXNjPr44PM6R3BM1PSGZMSTIBCgkggcM+i/lhY3+PfbjDb3Y7z4CowJmeE8dZuVzGxv7yVe747yYYlg9l8kZgxoVBAepiaj6/oQ63eiMUhIL9WT3lrJ+/NyyHyd2LburqE8/pEcRGzeKZmhPH10Wq+XjSAATE62s1WFGIhycFKzvqQ5gkEMCQ+0B0bF6SSEqSSeriMV7Qaee4X3zPU5S1GCusNyMSuOfBT9Qbe2VNCU6eVxyem0TtCy4YlgzDbHGRHaBifGkK/V3Z4vU5tu5n7N+WzfF4O4WoZE9NCfB67XX/jz6cayAjX8PSWM0zNDEMjE7vNFX1R027is6v70dTpcjxv7DDz1u4SJqWFArD2WDUrsvp5ReBVtRmZ++lBL/f+VqOrWL1uUCwf7C/n4QmpbD3TwKs7ivn4yj5IRSL2lbXw/t4yFg+K5Y6RibQYrRyv0VNnsPDxgXLONHagkIj4+Mo+OJxO9pS2eLzH0Wq9a3zBByXNHby7p4wP95fTbrYxITWE56dlkhWu9lARAETp5LSaLDy37QyNHRZ3N7qp08KlmeF8eqiCjSdruXt0Eq/+5mkuKRcLeX1WL041GJj32SH39693Vjjv7i1lZW6Vx+MPVri+D09OSnerhlblVpITlUVjp4XyFiNpYWoPP4WzTZ28tbvU/f8DFS2kdlMcxOgU3D82mSNVbRzoltohEQlYPi+Ht3aVoDfZkIuFbD3dSGOHhQExAbw/L4cP9pe7jt+pGTz+4ymfYy13bzjJ8fvGEq6WMSktDL3ZxueHKvjlTKPH4+4fm+yxj34srOeZKemsOVLFhusGse5YDRlhGpy4VDNHqtq4un80V54r2O8bk0xSsJIOs5XPD1dy78Z892ubbA4+OlBOWUsnY5NDeH1nMQ9fksrffy32WvzamF/HnaOT+GB/OVEaOY9PSmN4QiAa+f+MtLbe4BpFeW9eDtesyvP4nr2yo5h1iwdiczhJDvEbePnx83+JaJ2cvlFar1FLgCWDY3ljVwnrj9ew6frBhKvlv3st6cfPfxL+gt/Pv0xDh5nSZt8d84pWI/UG8/9YwQ8u2XBCkIqnp2QwICaAF7YVUdFqpG+0lscnptErXEN0wPnZy2CllEGxAT6z2OViIVE6OW1GGw+PT6PNZOPdPWV8dKDcLe2+JCWYhy5J5Z09ZV5dfIEALHZX+sCzUzN4ZUcxTZ0WxEIBV/SN4tkpGR4Z5XGBCuICFVzeJ4rGDjPbzzSy5XQjvSI15N09mtIWIza7E6PVTk6khmM1ekJUMl7Yfoq7RiVyzYAYvjpS7TFCYLE7WHe8hgfHpxDiI2Iw3ocMvwuZWOgu+AMUEl6/rBdv7SrxkAvvLWvB4XSyZHDPkXFdqKQirJ3t7Ktz5dV/e6KWNqONS7PC+OnGIdy49piXU3xKiIpqvYmZ2eEEKyXIJUJCVFL3nHkXfaO0TEgNoX+0jpd+LeLmb44zIiGQl6Zn8+L0LK74/LBXXvtD41NRSoT8cqYRpUREhEZGUrBnGoPRau9RnQGQV9XGioPlfHmkmkiNnLtGJzIzO4JDFS1sP9tIsEqK3mzj9Z3FpIaofGb8Avx8uoHGDgvxgUruGpXEytwqrwItXCNjXEowK3OriA9SIpcImP3JQX69ebjbu8AXiUFKFqzMpbbdTJRWzpuze7F0SDzf5dcyLyeKe8cm+zwOqtpM7oJLIxMzp3cE4RoZRY2dbMyvJTFYRWG9gcWr8/j06n7sKzuNSirm4R8KOFlnYOWC/qw8XMkj3Wazo3Vyls/L4YFN+RTUGbhhzVE+u7ofe0o9RzqSfURVAtS0GXlp+1k+3F/uPs5/OtXA9qIm9t0xkr7dFmu6+Gh/hdc5qdNi5+7RSXxzvIYnfz7NC5dmsnphf97bW0Ztu5lRiUEsG55AmErClZ97LrbN6hXB/C9yfW5fQZ2BULUMmdjlKt/UVSD2ZBJwAc4LHmew2FBKRay4qi/5de0crmwjRCUlLVTNW7tK+Pl0A32jtBQ3dfDevjK+v34wb+8u5WiNngX9owlVyUgIUvY41mJzOMmva+e324azOrcKsVDoVewDvPTrWdYtHsj7+8rcx+XRaj3DEgIx2RzsK2vl8Z9O4XS6vouvzMpGLRUxJD6QaK2caZnhtJmsnGrocJuaXsgvZxr565QMJqSFcMXnh91Kpgtp6bRw+K5RSEQiNDIRpc1G3t1Txsla1yLRtIwwEnykqvwzdFrs3D4ykUc3F3otqtkcThauyuPz+f2QS0RE/w/+rvnx4+ffS3ygkq8XD2TpmqPucUuJSMA1A2IYFBvI9WtcaSiXfXKQ3LtHkxLil/b7+e/BX/D7+Ze5WHQS0GPW959NmFrG0qHxzMgKx2SzIxIKidLIvNzGQ1RSPr6yL2Pe2e3RTRIKYPm8HKK1MlKCVYQoJTy/vYh39pR6PH9rURN1Bgt/nZLu5QUwMTWUn0838OL2s4xLccn7FRJXEb25oB5DD14DtXoT3+fXkxis4IpzDvY/n27g9Z3FNHVYGZscTKg6AalIyEM/FHCkWs9HBypYPDCWz67ux8ObC9wFTmKQkldmZvXYRU8KVhKjk3vNdAMsHhhLsErC1mXDqGs388auEvaVtXg9rt5g/sMXuzKZjN2llR7z5rtLm4nUyvj0qn7M/PiA29E+SCnh/Xk5tBitzMuJwu6AxatdF9jfHKvh+4J65BIhNw2NZ16fSF7adpbl3aTP356oo8NiZ8mgODbfMIT395VxsKKVaJ3cbQI26PVd7vnoSK2MVQv6Mzw+iHaLjeZOCza7s8doyK5t3F7UhNPpknRnhWtYebiKar2RftE6tHInvcI1vPpbMVHanveR04l7OyQiAT/fOJSnt5zm59MNCAUCZmeH88jENI5W6zlZ2+6S2qeH8sMNQ/hwfxl/GZfi0TXtIlIrQyoSuh3Uq/Um5n56iD23j+DGoXGoZeIeC6Ou7blhSBzTMsNZlVvJ9qImciK1bFgyGIno/PP+tu0M941Jpripk2M17czLieTXokY25nsqP6raTFy7+ghvzenF1V/k0mGx02m185fxyXywr4KmTgtBSgnZEecTMZo7LNS2m/n6WDUHK1qJD1Ty7ZJBfLCv3G1uaLE7eHhzIasX9PeQ99sdDkp9mFY2dFjYeLKWX24ayku/nuWvW06TFKzk4fGpJAWr+OpoFcFKCS0mm9d3w+5wXvQ8Vt1mJEgpobbdzGVZ4YDL/TlKK+dMg4F+0TqPLn8XAgEMiQsEXOMhBfUGnvzpFEer9SQGKbh9ZCLRWjlv7CrxkNDfPy6FRzcXEqKSIhYJeP2yXnRa7TQYLNgcjovGe4KrcI1Uy0gNVXlFPnZnw0mXR8b6cyM+4RoZCYFKJr6/12MU6Ui1nknv7WPnbSO4Z3QiaqmYIKWEk7UGqvWmixoLHihvIS1U3WOxD65zdqRWgc3u4JczjcxaccA9ErTmaA2PysVsv3m4z8Wff5Tgc4srvrp84IoY1ZtslLd0+gt+P37+j5EUrOLOUUm8OD2L4uZOpCIh352s5YZzxX56qJqkYCUN7RYUEiPhapm/0+/nvwJ/we/nXyZUJUMuFvqMIZOKhD4zoP8nibhIkdVFVriaQ3eN5sfCeracbiAtVM38/tEEKSUEK6XIJSJONxh4d4/3HC3Aidp2QtRSrwi9K/tG8cAmlylZl2u157bJeDJMjd3ppKnTikgoIEwto85gpsloQWkQoTdZ+fuvZ/n5dIP7eRvz69hcWM/WZcNoONfp3nqmkREJQSQEKnh8YhpauQQhrq56nygtYRo51W1Gmo2uGfNglZQwtYyYAAU/3TiUGR8f8HCkvTQzjAlpIUz/8ADfLhnEglW5PTYp5RLRRY0Ju9NgcnqZy4HLxX1lbiXrFg9ka1EjA6J19IrUUqc3ER+oQCER8cauYtJC1bQZrTw5KY0nJqUjFLgWd47W6D2K/S62nG5k0YBYdpxtIlgl4Y5RiQyLC6RKb/Jy5a/Rm5nywX7y7nYdC6FqKfGBSm4eluAzMz1EJUUjdxV2k9NDuTQzjJkfH+jWxa8gLlDBmmsGUNduvmgBkh2hIUwtpaSpg9p2V8rAoxPSuGVEAiarAwHw0vazrMo7LyPPq2rj/X1lrFzQH4VYxN2jk3hnT6l70S0nUssLl2ZyyzfHvN7v0c2FfL14kLvYbzdbqW+3kF/XjlQsJC1UTXyQkhlZ4WSEqZnzyfl9dbCilc8PV7J56RA+uDyHZ345Q36dgeQQFS/vcMXbzc2J5Po1R33+rU2dFjotdsLUUuoNFipbTTR2WHl7bm9O1OiZ0zuS2HMqnOZOC0dr9MxaccDDHO69fWXuxaDfipvOfdYNtJmsHgW/SChkena4u0jtoqXTyjcnaonWKbiiTxQzsyMwWe18nltJU4eFF6dnEaGRY7R6LxaIhAKkImGPRX+UTs7NwxIYGh9Ip9XOgfIW4gPlfLmwPyabnQmpofxypgGJSMjeshY2nKjF5nDy1KR0wjUyHA4nW8+4oiG7vnPVehO7S1t4cnIag+N0nGnsID1UzfOXZlCjN/HQ+BSGxgcSppYSpnGd81KCnRTUG7A7HKSFqjjd4D12JBRAv2gdarmEuADF7/pHBCokBCokJAQpiQtQ8PPpeo9ivwubw8kzW05z49B45BIRdoeT57ae4cah8QgEPQseglRS9pa1MC4l2Ot8Ca4FtqQgl3y+tMXIVV8c9vL/aDPZWLQ6jy03DSVc868V4eFqKaXSi3vHGK12yluMDEv4l97Kjx8//4HoFGKKmzs9zHQzwtQ8Ny2TdpOV5BAVP51qYG9ZC0lBSpYNjydSI8OJS0HqXwDw85+Iv+D38y8ToZXx+KQ0HvaR/f7IhFQi/s0F/x9BIBCQEKRk2fAEbhwaj9BHR6zTYu8x6g+gstVEqFrq0ZmK0MpoMfYsB6/Rm6hpN/Pqb8V8c7wGpVTEX8anoJWKyQxXs3BlLiuu6udR7Hdhczh5cFM+Nw6N54mfTgHw9JbTDIsP5PrBcTicTjLDNSQFK3E44JfTDSxde9Qtmc+O0PDJVX3pE6klM1zDzltGUNNuprnTgk4uZsPJOhauzMNid/BbcROzsj3d+ruYlBZKXmUbOZFaj9udTie17WbsDleHXHtuxnbd8Z5n/b88Us3M7Aj2l7Wy7lgNZpsDrVzMI5ekMjwhkLdn52B3ukz2umO1O9zmYL64ZnUeRQ+NB6Cpw4JSKuZvG074fKzZ5mDtsRompoVQ3NTJnd+e4I7RSVzdL5ovj1S5C5WEIAVvz8nhng0ub4ZbRiRw+aeHvST75S1Gnv75NPP7RZNX1eaVegCuouv1Wb34+lgNT2857S5gBsToeGZqBvdsOMlLM7I9iv0umjutLN9TxoL+0UhFQlYvHIBGJkItFVHSbOT6NUd8FmR5VXoMZhsBCglNHRbe3l3C01tOu7dfLhby/Q1D+Mv4FMYv3+v1fIvdwdK1R3lqcjqvzMzmvb1lBCgkyM99NiKhoEdneYDyViOhahn1BgupoSqe3nKaD/eX8+qsbFJDVO6FiBq9iVu/Oe7lBG93OLlzwwlWXNnPXfBrZb5/wi5JCSFSK/PYD9uLGpmRFcHDmwu5NDOMRQNjkYmFLB0Sz/EaPUarA6lYSLBSQv9oHbndOvIbT9Yyv380nxys8Hqv9FA12eEafixs4PFz30uAccnBPH9pBlV6K3lVej4/XEmHxc7ktFC23TwcqVBASqgKrVxCZauRZeuO+SyKn/3lDMfuHcvjE9MJUIhxOF3eGoEKqdd5SygUkB2hQW9yzaBPfG+f18LcYxPTUElFFDd1EK2TMzopyGtxpIuJqSFkR2gZlxKMUiJCKhLw61nvoryL3aUtzMqOYNaKg9w2IoFZ2eHsLGlicnqYT++QEJUUoUDAoYpW3pzdm40nazlQ3srG/DpsDidqmYhN1w92j4SVNnf2qLw5UdtOXbv5Xy74NXIJCUGKHkdmBALXmIqv9BY/fvz895Meqqals4VwjYy6dpea8eWZ2fxlUwHPTstg6gf7PTyr3ttXxjtzepMTqWGnvpmBsQEk+I09/fyH4S/4/fzLKCQilg6JJyFQyWM/FnK2qZOkYCVPT05nUnooit/plvwZtBmtVLYZ2VbUhNXuYHxKCNFaGaF/4OLPV7EProisi3X1ciI1LB0Sx7pjNUjFQm4cGk9GmJqRicHuguRCpmeG8+RPp/git8r9usdr2glTS/n1bBOZ4RqfEvou9pW3cs/YZI/b9pa1sLesBZFQQOED45CJRRytbmPKB/s8itGTte2MeWcPh+8aTXqYmkidnMhzF9JtRitTMhwcKG/hTGMHx2v0vDQjGwEuWa/D6brQvTQznBuGxFHU2EFUt5GBGr3LDf6V387S2GFhXHIIT09JJyNUhfUiSoAuqfTu0vOu7bXtZs42daKVS+iw2DlZ106wUkp6mJporcsox2y3X1S2LBC4FgXSwzQkBas4UaPnVL2r26mWidydzS7Ze15VG+mhKho7LORV67lhzVFuG5HAxusG02K0opaKSQlRMWuFSxURF6igtKmzx2Nj86l61g4ZyJWfH+a9uTkMjg3g44MV1LWbGZYQyF/GpVDc1MljP57yeN7hyjaWfX2Md+fm8NOpns0VNxXU8eTkNBZ/eQT1wXK23jSM8pZO9pe3+Cz2weUXITuXeHCgvIUnf/aUcptsDmZ/cpDVC/v3OKZT3NSJQiLi6i9y2XbzMEKVEpYMjuObE7UYrY6LplOkhKioajMxMjGI0uZOtzLm/o35zMgKJ0kmxmZ3UNNu7jGH3mC2Y7LZ3cqa64fEEelD0RMXqGTHLSO497uTbCqow+mEkuZOnpmawXcna/m+oJ7vC87v32HxgVw3JA6AELWMFVf1ZfTbu91S9JW5VXwxvx9Gq501R6vdhXm/aB3PTcvgpnXHuHlYAo0dFvfIwTUDY8mv6+DjA+UeqQTv7y9n7bEa9tw+Ep3c9RPc2Gmhrt3352a1O6nTm4jUydlxtgm5WIRIJCRMJSVSKyPKRza8Vi5hSFwgefeM5oVtRewrayEmQMFD41OIC1Bw09dHSQhUkhOp5fFJafxQWO/1mccGKBiZFMSIN3e71VvTs8KJuYiMPUwtpdXkUgy8tbuUVQv680N+Ha/M6kVZSycF3dJBAhQSNiwZRIhaSohSwsPfu6Ijh8UHsvu2EbQYLaSFaojRyd3Rrm2mntUIAOY/aXwsKUjFKzOzuWZVntd9NwyOY19ZC8v87X0/fv5PEqGVMyQ+gKcnp3PT18e4c1Qiz/5ymr/PyKSqzcS0zFDWH6/z+P2/a8NJ1i4ewMm6dnaXNnPHqCQS/UW/n/8g/AW/nz+FYJWUq/pFMzYlGIvNiVQk+F1pfYPBTL3BgtnmIFglIUor458RQjUazLy9p5SnLihgbhgSxyOXpP7DEUoWm506gwWpSMiigTF8uN/bPT1GJyc5WEWvCA3z+0UjEwuJ0ikoa+ng7tFJ7C5t9jKMSwtVEaqWEqmVs3bxAHaXNPPSr2fRyFz55ocr24jUyFD6yHfvQiwU9Hj/gv7RhGtkGMw2/rrljE+zuE6LnQ/2l3H/mGTCu30+OoWEkYnBrF00kE6rHZVEhEQk4KUZWSwblkCb2YpcLGJncRMHylq4Y1SS2xuhwWDmxrVHPQqorhGEfbePZE6vcN7c7Xs0YkZWuE8Z76C4AD4/VMmao9Xu2zQyMRuvH8ywuEAUIhFD4wN95o+Dq8Ork4spae6ktLkTpxN+XDoEoUBAQ4eF3MpWIjRyQtRSnt96hv7ROmx2J5vOzZ/bHU5e31nC6ztLkIqEWB0Onp2aQVKQ0lX0ikXoe/BjAJd8OVQlxe5wcsPaowyLD3TL/JuMFho6LNy70TvFAaCsxYj8IlGErtd3YrTYGRCt4515vWk32fj6WA1X94/hzQtMFrt4bGIaoWoZzZ2WHk3UANovMm/dhcXu4MP95bx4aSaxAQou6xXBZ4cquG1kgtf3EFzFvt3hZF5OJNMyw1mw8rwBns3hpLDeQFKwCpvDifX3PEFsDiQiAWmhWm4eFu+l/uj+np/P70djhwW7w4lOISFMLWPP7SP56EA5Xx2pRi4WcuuIBKZnhXv4LfSK0JB7zxg2nqxlW1Ej6aFqekdqGZ4QxIPnFmskYgGFdQauWZVHY4eF3SXNrFs8iN2lzTR1WghTS2nosHhFEAK0GK08v/UMfaO1lLcaWdAvpse/VyiAEI2MYzV69pS28tEBV1JBiErK3aOTuKpfFIlB3o7xcomI7Agt783LORcpCh0WO40dVu4fm4JWLmZ3cTMbT9ax89YRPLgpn+1nm5CIBFzZJ4qHL0ll0gf7PEa1tpxuYM2iASzf6/v7fN3gOFbnnf/Ovr+vjGlZ4VyzKo8XLs1AKRVzqt5AtE7O0PhAVudWopKJPRa+cqva+OhAOdtuHu7VJUsOVvX4nQ9WSglU/DlRfUKhgEszw9hy41Ae3lzI0WpXLN/NwxMIVkoYnhD0P2pE68ePn/9dIrUK5vSKQKcQkxmqZkJqKPvKWui02rl5eCL3jknh4R8K3IanFruDmjYz7+wp5ZOr+vHOrhKenZbhlSLjx8//Fv6C38+fSsQflFPm17WzYGWu20laLRPxzJQM5veL+offs6De4LPI+HB/ORPSQv6hgr+y1cirvxXz/r4yLHYHm64fTG27iU3554vZpGAl3147yOfrChDw0f4y1lwzgL9tL+JAeSsysZCr+kZxRd9oZn9yyO02f+2gWF6Ylsm+shYyz3Wvj1S38ey0zB637/I+kWSFaxiREMjuc7FmAgFckRPFc1MzUcvE1OhNHKps7fE1Dle2saesmRlZEV6zZjqFhBajla+OVLO5sJ7sCDU3DoknwiHDbHNw0zDXrJqiW5xbWYvRo9jvwuZwcuv643x2RbZPWXuAQsKNw+KZ96mnW3t8oAKVRMSao9UEKCTM7hVBoFJCQZ2BaR/s4+i9Y0kOURGmlvLXKRkejvADY3XcPCyBEYmBfHW0hgc3FbhX4VVSEa/MzGZ7USNfHnEVJVq5mE+u6ktasIrDVW3uTmJ3up6/4UQtb1zWi5N1Bylp7qRXhNbrsV0kBStRS0X8uHQIXx6pJiNUxes7i5mUHsZNa4+x4qq+FzUyO1zZxhV9onh9Z4nP+2dlRyAQCPjwihyq9GamfLAPq92JVCxk1cIBXPfVEbe8XiiA20YkMuCcn4DJ5qCi1duwEUBvshGmliERCbzmpMH12TSdO353lTRT2WbCYLHx8PgUils6ESLgofEpvL6rxP3+Y5ODeXtObwrrDbSZrFzx2SEvmXnXXpdLRISqpe5Z/wsRCQWkhqr46Iq+9IvWkhh88Wg0rVziHi3pIiFIyRMT07htRAICgctD40IEAgGJQUruGJXEzcMT3IsKZxs72Hqmkfs3eZslOpzw5q5iVs7vz6aCWrRyMat9jGR08c2JGsamhHDPd/mkhqh7jJKc2zuC/Np21h6rZu3RGvftjR0WHtlciMlq56FLUpFLRJS1dPLb2Sa2FTWREaZyeyOIhQJKmjq5a8NJ9p5TEImFAq4fHMulWeHM/Hg/G5YMJlQtQyhwFc9PbjlF5QXHidnmYOPJOv52aSYP/VDgUXhf1iuCUJXUw5ywocPCgv4xfH2shqVrj6GTixkWH8jNwxO4a8MJ7hmTzGUrPH01wHWMLl17lK03DSOsm5IoUCFh2bAELyNVgOemZRCj+/PGxwIUUi5JC+XbCA0Gsw2L3YFcLEIrF//bfWn8+PHz7ydYLWNYXKArGnTDSY8mzrWDYnl+WiYVq/I41eBSLlnsDiRCIbtLmsmvN9DYYfGpwPLj538Df8Hv599OWUsn497d4zEfaTDbuWvDScI1Mnor/vgJ0mS180YPRRHA67+VMDg2gAQfHbALqdGbmLXiAHlV592ZL//sMFtuHMo9o5MpbTGik4sRCQW0maw88VMhZxs7mZAWwoiEIJKClAQrpWjlYu789gQ3Do3nofEpxOgUvLazmDmfHPSQzX5ysIKPr+zL4co27hqdxK0jErh+zVHWHKniqcnp7jn9LmIDFDwzJZOEICVrrhlAQ6cVg9lGsFJChEbuNi6Ti4XE6hQ9ul7HBSjYXFjPkLhA94+R3eGkwWCmqdPCmHf2uI28tpxu4LXfSnj9sl5cOzAWjdz7lPHzqZ5n6feXt2JDxN8uzeSyXhG8vbuUNpOVyemhLB4Yx7YzDR6F5YAYHe9f3oeFq3K5e3SSqwuYV0VBvYGBMTruGDWIo9VtRGllxOqUTM8Kp2+UloMVrUzLDKO02cgrvxUjEwu5e4NnB73DYmfZumNsWDKYb0/UYrI50JtsLPnyCPvuGElcoII5vSP5qYe/Z2Z2BDuLm3njst6YrHYsdgczssK9XOkBXp2Zjd3ppHe4hubUEIJVUl7YfpZLs8LpsNix2Z0EKSWoZa40gNYL4r+CVVJ+K27mmgExfH7Y0/AwUCHhsYlpfLCvlFtHJHLT18fc+3BofBDrj9Xw+dX90JttmKx2YgMUbDhRy30b8/n4yj5IRQIGxuj4Lt930V/c1MFfJ6fzlws8OURCAc9OzeCFbS4zwwiNjNV5Vbz061kCFBI+uqIP0Vo5mWEq5uREYrK63OKlYoFbzdLdab4LiUhARtj5eKNonYJnpmZw41pv48FHLkkhLUTF8PigHkdx/ghikfAPz3p3VxBIRAL2l1985Ka500JRo8vBvSf1AbgMTbt47bdiXpqexYJVeR4moEIB3DcuheZOq0ex352/7yhm0cBYrA4HY97xPK8+9uMpti4bhkIiZPGXRzxGJWwOJ+/tK0cjc6l7XEkOI4kJUGC22smv9T1W8eH+cpYOjePIPWPYVdJMi9FKdoSGI1Vt3Pi152c2/Jyp4J7bRnKqwUCr0TVG8+TPp6htN1PW3OmlhOriZG27SynRreCP1sm5ZXg86WEq3t1TRmlzJ70jtTwwLpnBsYHIJX/+JY2vkRE/fvz8/0FDh4Xb1nv7/3xysILBsQE8NjGVhavyEAhcC/017SY6LDYUEuGfEhPqx8+fhb/g9/Nv50B5a4/54Y9sLmTjguw//Fpmu8M9h+2LeoPZZ6fSFwV17R7FPsCiATH8bftZ1p+oQSUVMSoxiMt6RTLnk4Pu7taqvCrCNTK+WzKIKK2MRyekUdhgwOmEVqONd/cW9lgUr8ytZPGgGOwOJ1FaOTcOjeP9feXcNCyeb5cM4oeCeho7LEzLDGNYfCDrjlXTZrIxMimI3SXNvLC9iMuyI3huWoa74A9USnlsYipTPtjv8z3n9YnkxrVHeXxiOgDVbSY+P1yB1eFke1GjT9fuuzecYEpGmM+CXyO/+AhCY6eNR388gVAgYFJaKOEaGUPiApj36SGemZrOLzcNxeZwopSKMJjtCAUwNC4AlVTk4ZK7r6yFFQcr2HT9YFpNViK1CnpHaglVSQlRS8mt1LNs3THuGZPkcwwDXFL7r49VMyM73F1AtZlsHK9pp0+kllC1jPEpwWy7YMwgO0JDVriGKK2MV34r5tkp6TicEK5Opm+0lvf3lVPXbmZgrI5HJ6TxzfEawtQyRicGMX9VHl8u7I9MLKTRYCEjzLX4tHbRQPKq2ghWSZGLhbywrYij1XoiNDJCVBLWH6/mjpFJjE4K4ovcKlo6XfGMUzPDWJlbwb1jUyisN1B0rohWSEQopSK+OlrNV0er0crFSIRC90y9UADPTM3gh4I6rh8ax6aCOi9ptEoqIkqnoKTZyLZlw/j7r2cpaekkJ1LLooGxvLO7hBO17QAsGRTr9gFoNVq56ovD/HDDEIa9tc894947UsMHl/chO0LDa7Oymf3JIS/fgzcu60W4Robd7qC63USnxcHopGD23zHSHUGZEKjk4QmpjEoM+oe6q9VtJk7U6ll3rIYglZT5/aKJDVD804ZrOrmYiB7iLgHCzyVubC6s57UdxVzRJ8qn0R/A1f2iyQpXMzk9lJ9ONfD3HWfZf8dI9pY28+vZJlQyMbN6RSAXCXuM8wSXY3xNu4nNBfVe51Wbw8nRaj0xOnmPvgjv7C3l60UD+fpYDc2dFmICFMgkIkYnBbHZh9EeQGmzkY8PVNBqtPCX8SmMumChAVzH0tycKBavzmPtooGsPVpFdoSWGJ2C20YmEqNTUKP3vejUxYUmhmKRkPQwDYEKCaMSg7E7nKhlYkJUEoJV/q67Hz9+/hyaOixY7Hbe62F8CVwjS8vn5QBwy/AEvjvp8osZnhBESXMnYao/Z8TIj58/A3/B7+ffzoGLdMiKmzpxCv/4YamWihmfEuxh+tadUYnByMVCHA7n73YEfV3cTkgLZc4nrqgsg9nOsuG+ndmbOy20GK28u7eMLw5XYnM4kYgELB4Yy20jEth2ptFnjF1jh4WZWRHMXHGAGr2ZW0cksOn6wZxu6KDJYOaRS1JwAm/vLuWG7pFnW10z+89PzeT+TfkUNXXw9aKBGK0OzDY7KSEqVlzZh+vXHHVvq0ws5IVpmXxzrIZJqWGu3HC9ics/O8Tesha+XjyQxy8wkevC4YTdJU2khngrJSalhQHe8+hD4wN5YVomx2r09I3S0StCg1Yu5oFNBUhEAl6/LBuDxYbm3Kz9G7tKCFSIuWd0MrePTGLga795vWaHxc6Dmwp4c3YvIrUudUKH1c6xaj3Pbj0DuDrPpS3e0uguSpo76RvlGZdX1NhBXKACnUzEgv4xXNEnmnXHa7Ce6+L3jdJhsTtYmVuF1e5kW1ETg+MC6bDY2XG2mb9OTkenkFBYb+D29Seoazez/86R7nGFYJWUK/pEseJgBSvn9+fu7/I9jB0DFRI+urIvnxws57lpmSjEAp6eksGot3cTpJQyp1ckKqmI3Ko23vpwP07g2kFxHvPVGpmIBsP5xa8L3cwdTtfs+L0b85mbE8mKq/rx6OZCKlpdSpBeERqemZrBEz+dYtHAGB7eXMjtIxLRykV8fayGeZ8ecnefbx4eT1272f1ccJnL/VhYz+ikYHacc3I/XtPOvRtP8uWCATicTn68cQgrD1eSV6UnMVjJ/WOTSQ9V02Gx835uOc/8cprmTitKqYibhsbzwRV9cDhAKRX9oU6r49zBLhQKqGw1ctmKA+R2W8T727Yinp+WwU3D4gn4A/PeTqeT8pZOmjqtHK3Wo5GJuH5wHG/vKfXpqH/94DhW5rpk/G/uLuXyvlEsGhjDZxfEUiYFK5mWGc6Yd/bw6dX9UEtFXDMwlv3lLZS1GJmaGUa4Rsbbu0p4ZEIa6h7SCLpoN9kYEh/o875onZzi5p6/D50WO12NKGG3jtSsXhE8v63I6zgSCOCe0UnUGcyYbQ7u/S6fH28Ywv2bCthW5JpnHZ0UzAPjknn0xwIOVbTR2GHhpmEJLFyVx8lzC0YA25YN63EmPzNcTYiPC2aRUECkTkGkXyrrx4+fPxmLzc6J2nZu/eY4A2MDKG/1rZQEqGk3IxYKeG9eDk0dFh7eXMi4lGDaTVau7hft9jny4+c/AX/B7+ffTvZFZp8jtTIEjp6jvS5EJBQwv380b+4u9ZJFy8VCrh0US0lzJw4nvzvL76tzaLY53BejkVoZla0mn87sd4xMZPneMr49UYtUJGRcShBysYiN+XV0WGzcMjyBN3Z5jx5ckhrC4co2t7P627tLeWdPKbEBCqx2B1KxCLPNwUu/nvV67srcKsanhjAmKYj7x6Uwa8VB98W0Vi7m2akZHLxzFAcqWpEIhQSrpHy4v4zfips5eNcolFIx+845/AM4egrKPofJ2lMGuYzXL+vFnd+eQCwUMCMrnEvSQhkQrePar/Lc7vjgMjv84Io+nG3s4ExjBy9sK6Kxw4JaJmLZ0HiuHRzHki+PcFXfKJ9FAMCBilaP+34qrCdULXMXn8VNrvn60mbfP9S9IjQUN3lKy9PC1Ly9u4Rlw1xjFQlBCqZmhBEol5AZrkEqFlLfYWZieijbixq55ZvjhKll/HDDYF6cnkFlqxmhUECHxYZWJuKlGf2QiYTuQqvFaGVSeihioYDle8u8UhxajFau/TKPg3eOIjVUzScHy1HLxBjMdgxmI6/tLPb6O0pbjCglIjLC1BTWG2jutLqz7H2hlIrcUULrjtVwpqGDF6ZlkBSsornTQkG9gTu/PYHBYiMnUsvtZSfYV9bCNQNiuLJvFL0itKikIhKClHxfUMfDm71jOEuajURe0AHfXdKC3mxjRGIwLZ0Wsqdl4HAK0MhEKKVizDY7b+wq5u3dpTx8SSp9o3Q4nU42FdTy2OZC3pzdm0DlxYvzGr2J4zV6VuVVYnfCdYPisDmcHKtp93rsQz8UMi0z/A8V/KcbOnhrdwnvdCvwFw2I5r25Odz8zXEPOfqs7AiidHIOVrS6b5vy/j4O3z2a+f2ieXdPGQaLjUlpoSQFq7juqyOYbQ4+P1jB01MzqNWbkEtEDIgNoM1k469bTvPm7N7M/uQgj16SRmyAwmOBpYshcQEcrmwjLUzts3g+3WAgLVTt9bwuZGIhTickBikJ7lZgByjErF44gId/KHB7rcQGKHhxeibFTZ28+GsRZS1GRicF02qyMiBGx83DEwBX6sV1Xx1x+zB0Wu0sWJlLfp2nymDFwQoenZDmZSIpFQl5b16Oh5zfz/8dGg1matvNdFrtBCgkRGplaGT+mEM///sUNXUy4q3dmG0OhAIBs3pF9DjmNzBGh0ws5I2dxbRb7Dw1OY3pmeGEqmXEXOS32I+f/w38Bb+fPwWD2UZdu5lDla3YHE4GxQYQrpa5ZebdGZscjEoq8plx//AlqQg6W4CQP/zesQFyfrlpKA/9UMCW064O07D4QB66JJWHN7suVrfcNIwIrQzZRRxTZ2VH8JfvCzxuk4qEiIUCbA4ncrGoR2nt2JQQXvntALeNSGBieii/nG7EYLbxt0szsdgcxAYqvAr+YKWEG4bEcfUXuR63O5245+/bzTa3wZwvVudW8czUTGZ+fICWbgseepON29efYN3igSglIl769SzVehMzsyM4eNcoUs6Zna07dn4uuKSpkz5RWvfF/YWMTgr2ebtGJmFu7wj6RWsRC4V8cbiCt3eXEKKScu/oZPRmG/dvysfphMo2E89sOcP94zzNugxmO3/fUUxRUyeze0dg/53FB4Xk/Mp5fp2BcRpXdJfd4WR1XhWfze/H9+fi2LojEwu5rFck0z48P+4wND6Q8hYjlW0m6g0WhsUH0jtSy8ysCCK0Mq5ZleeWsQsEMLtXJJ9d3Y+DFS3sKW3hqS2n3ZFqE1JD+Gx+f744XMmQ2ABCVK4sb6FAwKHyVq4bHMcgH8oFcH1mu0qbaTW6EhEkwot3BzRSMWebDCyfm8PkD/Zhtjk43WBgbHIQhyv1HjnB4OrK/lBw3m/gWI2eBavyiNDIuH1kIkPjAth0/WCkIiGl3TrCnx+u5PPDlSQGKblzVCJPbznFvrJWn9uUHaH2Ob7S9b3xVbiXtRixOeDjK/vy6o5i3ttbRp8oLbcMT0AmFtLUYblowV/dZmLd8WpSQtSMTgxBqxBT2WZiT0kTr83K9jl/ufJwJS9Mz+rxNQHq9GZ2lzbz9u5Sj9s/O1xFu9nOkXvGcLCihVajlaRgFXlVbSxde16FIxTAJ1f346HvC5nZK5wAhZhIrYyVuVUcqzn/HXticjrv7i7l44Pl7mI9Sivn3Xm9efnXsywZFMcL24t4Z25vrl19xCP2MD5QwSuzsmnqsBKhkfLW7N4s31vm8frL95ax8brBJAQpfC6CXTMgBpvDwSdX9fVQUYSr5TidbSzoH837l+dQ3mKi1Wjhb9uKONLtHHH9kDjsTnwuSoJLYSATCb2KfXAdWw+MS2bLjUP5+46zVLWZGBIXwF2jk0kN9Uda/V/kdIOBhatyOVThMndUSkXcPSqJ6wbH/q4Jpx8//5N0Wmw8v/WM22tpb1kLf5ueSeA5M+PuiIQCHpmQxk+FDTw1JYM+kRoiNDJU/oUrP/+h+At+P/8ybUYrnx2u5O4NJ9wXrAIBPDQ+hbtHJ3t0jcDV5f3lpmHMWnHA3QESClwzUPNyIqk87TuurCeUUgmpIUpuHZHAjUMTADhRq+emr4+6O+crDpSTOCWdcE3PBX+0Ts6HV/TxkM7/UFDH1f2i+fxwJRWtRrIiND6f22mxc/uIRGRiIbM+Pl/IrjhYwcBYHZ9f3Z+p6aH8eLoBiUjAu3NyyInSsq+shbtHJ6GSinl5x1n2lXmOOygkIlqMrn2klYuxOZxu93NwOd2fajB4/Rh18eiPhWy9aRgT0kJxOF1GcYpuxlaablLhd/eW8vcZ2Vz9xWEv34OlQ+OI1Hp225xOJ/UGC06c7m2b9uFeDObz27ezuJmF/WN4cFyK2+xtd2kzD5Dsc3u/PVHLDefy0HsiJ1LrEb81MjGILacbmJUdwTfHa2gz2Vh5uIqPr+jLQz8UuD0eEoOUvDorG4VYyCUpIfx6tokr+0Yxr08k87/I5c5RSazKrWD5vBxe2FZEld7EreuPU9zNOd3phG+O1xCklHB5TiSTL/BJ+OVMI7M/OciWG4cSG6DgkUtSuWvDSUKUErQKMQX17R4y/Aspazby6o5inpqcTo3exKDYAI+OcRdhailKqYi9Za18friSb5cM4kB5C1nhGgbEBFDXbkYnF7OpoI7PD1dyz+gkbhqW4DOOr7bdjFYmJkgl5Z09pXxxuIrVC/t7Pa6qzcSrvxXz3NQM9pV555OrZSIGxwXy1y1nPG4XCnwX+gB2u4N2kxWZSMD0jw64bz/T2MG3J2r5/Op+KCUidpU08dH+ClQyIdcOjHN3oy02O0arnYPlrdz57fnzRoRGxnuX52C1OXx2xhs7fXuIdKfFZOlxfnP9iVpCVFIeHp9MRZuZGR8f9MqIn5wext7SFnaVNjMlI4xPL5D1A4xPCea34iY+PODpOVGtN7FwZR6fXd0PcI2cPPFTIeuXDKSu3UxRYwc5kVoSg5S88lsxnxyswOZwkhCk4OHxqRyoaOXD/eUkBSt5a3ZvVFIRK67syy3fHKegW+E9u1cEl6SGoJNLGBTjqbwSCASMSAhGIhLy9dEa4gIVPLCpwD3WIREJeHpyOvm17eTXtnNFnyiPGM0uXpuVTavJ9/kJ4MXtZ7kkNYSbh8UTppaRGqryz+P/H6Wy1ciE5XupbDvv3dBpsfPs1jNoZGKuGRjtHtXy4+ffTavJ5hUTvOzrY3x33WAe3lzAzmLX6GhmuJrXZ/Vi48lant9WxOMTU5mVFe6X8Pv5j8Zf8Pv5lznd2MGd33p20ZxOeG5rEaOSgpmcHuZxn1gkZFBsAIfuGk213oTBbCMuUEmYWopKIsT7svj3MdmcPLfVFYPni12lzT1K0rtQy8Rc0SeKEQlBfHeylnqDmUszw0kMUiIUuLpRe0qaubxPpJdjtlIqZFJ6qEfR0sWhijZW51WxakF/mk02wMl93+VzfbeFBbVMxPvz+iATC93zz+AqXO4amUiYVk59uxmJSEiwSsL3+XWsyqtmRla4z5zvLgrqDJhsDiJ7UDfM7x9DUVMnRY0dHKvRs3xPKd8uGcwH+8rYX95CuFrGX8anMjYl2KNoq2oz8s3xWpbvLcVsc/DKjCze3FXiUex38UWuqyCVioTucQizj7GILmr1Zk7U6rltRAJvXdBdlYqEvD2nN2Hq89syPCGQh38o4O25ORTUt1NQZ2DN0WquGRDDG7N7IUCAQAANBjN/+b6AosYOdt02Aq1MzIvbi7j808OoZSKGJwRitTt47MdCtp5pZGZ2uEex353PD1cyKzvC533lLUb2l7cQF6jgqr7RlLcYCVRKeGFbES9cmkm4RuZWBFxIepia8lYjd393kpdnZPHU5HSWrj1KVbcLZI1MzKoF/fk+v85tTuh0nuHuMcksWp3nNl0UCuDm4Qkcvms0WrmIcI2cu0Yl8cnBCo+0iJuHx5MVoWH+ylx3MbintIWpGWFsLqznmgExXNE3yq08iA9U8NU1/Vn29XH3QlNaqIo3Z/fm4R88FTIAiwbGEuDD7BFcDshSsYgnfMRq2hxOHvmxkOenZXK8Rs+JWj1X9ImiuKkDsVBAcXMHh8pbqdab+SLXM/6utt3MolV5fL14INOzwnh3j2fhPi/n9+M/LTaHx36/kJLmTlpMrgWHt+b0YtHqPA9Fyfz+0dz2zXHaTDaidHKfUYfXDIjlwe+9I/7Ape4pbuogM1yNTi7m6ckZPPvLGUpbOpmcFsaIRDHXrznqHskBl5nejV8f4+Mr+2KzO1g6NJ4Fq3J5aXoWd357kgfHJZMQrMRgtqOTi9lxtolFq/N4YEwSw+MDvLZBp5AwMCaAIKUUkQB23jqcs02dGCw2koJUxAfKWbgqj31lLbw/rw+9IjS8v6+MKr2JflE6npmaTu8I7UULfrFQQIhSiipQ3KMqzM//DU7U6j2K/e68urOY8akh/oLfz/8aEqGAULWU6m5movl1BuZ8epDbRyby4qVZOHFSqzdz93cnOVnbTlKwkusGx/uLfT//8fgLfj//Emarndd+854v7uL5rWcYEhfo5YotFAqICVB4zTnZ7X98fr87SqmIcHXPst8QldR9IdlusmKyOdDKxV5FsFomJj1Mzf1hKR63vzG7F49MSKPVaEUnFzM6MZiXfztLdZuZATE6ssO1vHqR/fDevjJuHBpHrE7Os1vPsP6CTHqD2c6Sr46wdtFAd8E/NSMMmVhISYuRG9ednxdWSUW8Ny+HuTmRRGvllPYQvwcuye+B8ha+PlbDHSMTyQhXE6KSYbHZKW81sTG/FrlYyMIB0YxJzqG500qHxc59Y5MJVkqQiV0z292pajNy2YqDHK48n7dtdcDWC1bGu7OvrIWcKA2HKtoIVEgumpygVYh5e08pL8/M5ttrB/HazmKqz3W7Fw6I4ZlfTnHPmBRidXJiAxTEBSr5YelQbl9/jPvGJCMWCalo6aTTavdw+e/Owz8U8OjENNpMNkYlBXHvmGTu+e4kL83I4qVfzxIXqLhosWe2OTDaej5WD1W0Mad3JGEaGU9OTudUg4EGg4WP91dwz+gkHvzeuzDOPpf3rTe5/iUHq3hvXxkvz8hCb7JRUG8gJ0rLkNgAKttMPH9OMQGu6LZ5nx7yKOQdTpcnRFcO+/SscBICFey4ZTg3rDnKidp2BAKY3y+ak7UGj87vyzvOsnJBf5YMimVfeQuzVxx0m04GK6W8f3kOqxb2p91sQywUEqmRoTfbyArXcKxGj9XuRCoScs2AGMalBPP4T4U8MSmD8Atmss12B4X1hh6j2YqbOhEKBCzoH83Q+ECe+vk0R6rbiA1QsGxYPKOTQnj0w30+n9tmsnG2qZPwc94ccrEQsUhASrCKnMiefUS60Mol9I/RUd1DfOHIxCDu/u4kRY0dfLN4IPvvGMV7e8soaXalGuREamk7Z3j3ycEKnp6czkMXRB2qZSK3ysnn39/cSd9oHU9MSufpLaeYkRXBksFx/FRYz8f7y7l5eAIL+kdz78Z8j8/+xe1FfHfdIIa+sYvmTivBSilGq51vjtcQqpZR1tzJwW7f3+5FttPppMPi+lzlEhGlLUYGvbaT6VnhLOgfjVQsJFQlY+3RapKDFbw0PYvpHx3ghrVHGRofyMOXpBKkkhKslFDeYmRMkhSZRMjopGAv7wqA6wbHkhaqRvU7xoR+/n1UtRk5WdvOkWo9aaEq+kRqUUiE2Byu779C6vm7abbZqdG7lCdmu4OcCA3BKilKqednmtvtmLuQunYzepOVqjYjcrHISxnox8//NKFqGQ+OS2H+Ss8xywaDhcd/PMWIhCCKGg2szK1GJRXx5uxezMyOuKh3jh8//yn4f2H9/EuYbA73vLlMLGReTiTDE4Kw2Bx8e7KWylYjepP1n47B+qOopGLuGp3MxnzfMVL3jUnG6XSy7Uwj60/UMDQ+kFidggitjIQABVJJz1J/cM2pdzcV0inETEwPpcNi51BFKw0GM40dPV+4txmtWOxOatrNvL7T27wPXEXkmQYDy4bFMyE1BCdwtqmDZ37xlEh3WOwsWp3HxuuHcO1XR1k+1yVB757f3cWtIxJ46dezHK5sO1f0J/DIhDSO17Qz9cN9WO1ONDIxV/eP5smfTvPjqXqcTlcnfemQOG4bmcjpBgM4nTgREK6RsresxaPYB3DiRCDwjtHqQigQuO97bGIa+8t8qxKitHLazTasdidqqZintpxiXEoIExSh5Ne1c9mKg5htDgrrO3hofCqBSld0WUaYmi/m96fBYMHudHJZdjh3beh5NOTXs028MlPC/eNS+OZ4DQtX5dJitLp9JRo7LBf9EVdIRIgvkvqQHKJEce6YUsvEqKUiBALXOMOEtBCenZrByzvO0txpRSiAGVnh3Dw8wcPPQSUV8eL0TNff5HAyq1cEISop+8tbaDFa3WqJ/tE6Dle0ehR83XlnTykPjkvhTEMHEqGApCAln8/vR73BJfs3WR38erbR4zlmm4Onfj7FnaMSeWWH50JWU6eFq7/IZf2SQVz5+WGcTnhykiuK8N25roUos82BSCjgu5O1LP7yCHaHk/hAJfeNSXZ3QgxmGzuKmlDKev7uTU4PpVekmkPlbVyz+vwYQXFTJw9sKmDZsHgW9o/hTR+GmOCSEGeGqfl68UAsNgdikYDeEVrMNjtHq9vQyMREamQopN4/hSEqCfeOSeYHH/GFGpmYS1JD3bGEV32Ry8szsxiRGMiyYfEoZULkIhH9o3XkVrWdi2mUsm7xQFbnVVHRamRofCCpIaoezfgABscF0tJhZlh8IALgYEULeVV65uVEIhYJaDe7FoLev7wPi7vtn8J6A+0mG82dVrRyl3fA+msHcaS6jVCVjIQglynoi7+eRSMTMatXJLlVeuxO18hQY4eFELWUaI2MNUdc6olN+XVsyq/z2D6JSMDRe0azamF/9pQ0c6CilYMVrVzWO4I1R6q5e0wyCqkIhVTE5/P7ccf643yX7/LWEAsFXDc4lqcmp2OxO9DrTailIjRyf4f/f5LGDjM2u5MAhYR2sw292YZIICBIIaHd4lpsLGvppKrNxIYTtSQHq+gw28mO0LA6t5I2s40HxqWQdG7evsNiY3NBPYu/PMLwhEAem5DGxvw6qvQmRiUGkx6mIj5AiVAouKh5ZIBCQpBSSmG9gQCFBLvDQZjm95M5/hEcDietJitGqx21VOxXk/jxYlxKCNcMiOHzw55a04fGp7Apv46qViOfXNUHnVxCgEKCQNDzdYAfP/9J+At+P/8SaqmIsckul+aXZ2TzxeFKnvz5FEqJiKv6RjNtcjpC/j0nxJxILQ+MS+bF7Z7mUTcNjaN/TIDb6TwtRMUjmwtdUmuFhLtGJ7F0SBwSkQCL3UmAXOLVwbiQMLWcsHPXLqkhSmr1ZsYkBbM6r8rn4yelhyLAlZl9YZpAd6r0JkYnBaOWiQlTyzxMwLrjcMKm/FoCFRJ+PdvIhiWDmL8y173oIBIKWDokDqlI6FGcv7GrlIUDYlm46vyc/mMTU3n2lzMe/gEWu4MfT9UzIzscjUyM3mQjQiujqs3EoXNjE1nhaublRKGUimg1WpmYGsrPp3272Q6ND+Tro9W8NbsXTZ0WpmaGs6mg3kMyH6SUsO7agby03dW5DlBIyKvSk1flbSJY1mIkTCPjmlW5HI8NxO508tauEjacrEUlFfPBvByCL2L01rUAJQQ+O1ThlsFrzhWfnRbX55QequZUg7fZ2NIhcT0W2DKxkElpYR4XAuEaOZPSXHnrT/18mvEpIbw2qxdyiRCZSEiwUsrkD/a5FxzGJAURopJ6LTS59pOUhg6L25E9Qiu7qMqjvMVIiErKL2caiNbKuHfjSb494SrclgyKZeGAGLQ+iqyF/WN4eYdv1YrF7mBncRPD44PYXdpMSogKh9Plzu7LJA9cpm7z+8e4F1LqDGbu+u4Ee24b6THu0f39hycEcqi8jfs2+Za9v7evjB23DCdIKUFvsrH2aLWHZHhyehgtRgsLVua5TQzFQgF3jU5CIxPz7C9nWDo0jocvSfWK/VPLJKSHqvh2yWDu3nCCs+eO1f7ROl6blc0d3caYSpo7idLKGRgTgEwsdCd+vDIrm7Hv7AFc5nkrc6u4rFcE07PCGRIXyE1fH+Oe0Unc/Z334lSoWsqAaB0Pfp9PQqCCaZnhRGhl/FbcxNK1R+mw2AnXyLhzZCJRGpmH4aZGJqbTakcuFvLN4oEsWp3HwYrz5wGtXMwnV/Xj8QmpFDcbGfn2bhrOKQ0Sg5S8NCOLl389y12jk9H4WAzpIjlYhdnuRCsTMzQhkInpoRysaOW1HSXcPy4Zrfz8eTQ2QMEnV/WjzmCmzWhFK5cQIBdztFrPc1vPUNJspE+UlkcnpJIVrvndKEI//xi17Sa2FzXy8q/FNBstTEwNZX7/aJbvKWPZsHhqJUKe/eUMmwvrcThdXjsvTs9Cb7Zy8zfHEAoEXNU3itm9I1m0OpfVCwcgEQppN9u4d+NJBscFuExr39/r/m15niLSQlVsWDKYer2JPlFaAhQSn7+BNwyJ4+HNhfxYWI9MLOSl6Zlc3ieK8N8p+ps6XPGQGpnYa7GoudNCp8WO3eHkTGMHnx+uRCiAqRnhmO12UkNUBCulBKukBP1OEoif/z8I18h4ZWYW945J5pczDUhFQsYkB9NpcZ1PwzUyIv5ARKwfP/9p+H9R/fxLiERCFvSPZkxyMJd/dsgtYQX42/YifjnTwGdX98NisyO9iEP+n0GwSspfxqewaGAsP59qwO5wMDkjjCiNnIYOC/vLWhmVFMSd3Tq/LUYrr+8sJjNcTZRWTlWbiXCNjEiNjBCVhEDl75tHqWUSTDYjCqmIrHC1lxu1TCzkofGp2JwORAIBc3pHMCU9jAClBLvDyTfHa1h/vBabw8nU9DAK6g0sW3eMF6ZlUnaRQq602Ui/KC0ZYWrWHavilZnZKCQiHE4n6aFq1h+v9tnlXnOkiuwILbXtjYjOdV0uNAvMDFfz4vQsbvz6mFvBIRDw/9h7y8Ao73SN+zcumSQTdydCCAmS4FIoWlqgxYoUCtSVtrt12drWZWvUKBWkUIoVq+IuERISQtxdJuP6fpgwZEhC933PnnPes5vrWzL2zDOP/O/7voSlQ8N5YmI/pvcP5FxVO+vOVaMxWnhkbAxv3tifU6vbui3mHhkXS6RawUNjY/jyZAVZNRpCvGT8/Yb+iAQCSlv0JPh7EOYtx2ixcevgMO4bFY3oGhN0AKvdjs5so6xVz/0/5pDfJf5vwXdn+fH2DN4+2LNz+IphkSgkIlKCvTi9ahxNOjMCnIXQ5ansc/sK+GbhYF74+aLLG0IkFLA8I4IHx8QgEQlYNjSMY+Vt1HYY0ZpsqGQiti7LIMbPnR2gVkj46OaBTP3iBCXNev4oauKPoiYUEhHfLBzEIzvzXMV+oErKp3PTejW6szscKMUiZg0IZltunYtZY3c42H2hwc3FHZyNmfJWPSarnSa92VXsA+TWdRDqKWNpejifn3DXuScEePTqYQDOVIcQLxn9/D0w2eyoZGJKr5H33qK3YO7SJGnoMPHC5AT+uNTEB7MHcM+P512PKSQi5g8KYdba02y6bWivngcOB5Q06Slr0RGhVrJ6zkAu1Gt5ck8+UWolaoWY61Yfc5MMWO0O3j5QzKbbhrJz5TAOFDXxxh+XeGV6/25FZrCXnBuSZCQHjaDdaMVstZNb18HC9ee6ST7aDBaGRfq4/W9ImDe/3DWCh7bnUtCgxWi14XA4mJ8WSrPOzMe3DMRHIcFss/Pir4UuQ86BIZ58ODuFm78+zaUmHSuGRVCvNbElp5Y9+VdYTPUdJp7eW8Dfpibw6LhYln2fBTh9GYQCAUuGhrP2VKVbsQ/ORIjHduby1YLB3eirpS16lqw/x9bbM7jrh2y2LEvn2Z8vuj2nn78Hf5+eRLhazqy1p13XCLFQwCPjYnl6Uj9u25DJmzcms2RouOt17UYLP2TX8O2ZKpalhyMWCd2SUSrbDOzOr2frsnRmDgi+5vSsolWP2WZHIRER4ilH+CfXi/9kNGpNrNqey+Yu3jNfnKxgQ2Y1B+4dRUWbgb/+cMHtfK9qN7Jo/Tm+WjCIMC8FFxu1fH6iAq3ZxnszU/jrT/mcrmwjzFvO36YmMijUm9EfHukm1yps1PHUnnzuHhHFV6fK2XfncOZ8c8Z1/ggEsCAtlAHBnrzTeb02We08tD2POD8PRkUL8e4hQrNJa+JYeSuv/FZIVZuRYZFq/jYlkYQAD2ckZ42GT0+U8fDYWJ7ZU8Bvl66wmL45U8Wc1BBGR/uQGuJFdbuREC85od5/Hg+oMVpp0JrQmqx4yZ2+E31ylH8v+HnI8POQkRr659KvPvTh/wr6rlJ9+C9DIRGy/lyVW7F/GWer2jla1oJYKCC+Fzqfze5Aa7IiEwuR/Bd9T9QKKWqFlOQgdzf9nRfquD0jgnt/zHH7v69SwrpFQ3huXwFnq9qZnhTIoiFhzqmAQ4HGaCPSR/GntC21QsJrvxXy1swB7LpQz4Zz1ejMVibFB/DwuFjsDjtKiRib3cG0xEBe/LWQ6nYjSqmIxYPD2LhkKP84VAwCXJPD4manE/cfRU09fmZqiBczU4KZ+vkJ2o1WPjtRiUgoQCIUIBEJ+WFpOiJhUTd9tNFqR9JJq1bLJdRpuhdTf5uS2C0CzOFwLpQi1AoEwMudUoOkQBV+KhlLN2SycckQfi1s5EhpC/4eUu4cHoXRYuOXwgZ+vtjoivOq1ZhY/n0WvkoJS4eGU60RsnD9OZRSEdf380cpFXF7ekSPk19wejaIOn8To8XOqrFxhKnlHC9vJSFAhUQoQCSA125I6qabzohQs3JYJP4eUuo6jFS26anVmLhQ38H0pEC+v20IN399hry6Dpasz+SRcbG8NDXRGctotvLThXpu+PIEH9w8kMVDIxgR7Uesn5IglRRvuZgwbwXiHgx84vw9OHDvKM7Xavi9qIlQLzlDw70RCWBsrC9xfkqGhHszLTGQxMDeqa8KiYjN2dX8/YYk7h0VzZnKNt47VIKnTMz7swdQ2WrgmX0FLgnFo+PiePNAEe/OHEBho46/TUmgrNXApUYtT0yMZ8G6c0zs589j42PdJvp+Hs7zKLO6Z93tsCg1BfVaPrw5hdu/z0IkELAiI6LX7XZmbYuo1RgxWm34KqXcNCCYC/UdaIxWjj44mo+PlFLSYmBFRgRbc+o6qd/XvigEesoYGq7mRHkbdgdMSwpg4+LBjI7244Mjpb36A7zxRxEzBwRxoryVJyf2o0ln7nGqLBQKiPXzoLRFR/KbB3pldvQkAVHJxExKCGD/vSPpMFlxOOC3wkYGv3fIVdyPiPJh4+LBzEsLpVlvRiYSYrDYKGzUsWhIGN+eqUIpERGhVrgV+13x7sES9t0xHHDGnj40Jhabw8GN/YOY++2ZHl8zc0Awr/9xqcfHjFY7+woaSAhQoTVZuSUlmK2dviOpIV68Mj0JL5mIaV+cRNPlum+1O3jrQDF+HlKifBR8fbqS2SlBqGQSKtoMTFh93NUUmt4/iBEfHO722Q4H3Lf1PINCvYny7R7NV9Nu4GBxM+8cLKG2w0h6uJrHJ/Qjzk/ZN3nrBRWtBrdi/zJ0ZhvP7CvgqYn9em3uvXWgiLtGRPLYTxdIDFBxU3IQoz866vL0KG3RU9qi57Ub+veaQPLThXqWDA1ndIw/927J4be7R9CoM9Oqt+CjkLD1fB0rN2V1k4S9e6iEGL+UbgV/u8HCu4dKXMkvADvznJKTfXeOwO5w8O7BEh4ZH8uRkha3Yv8yfsypZUb/IN46UMzfpiTwzJ58hEJ488YBbr41druDFoMZsUCA1mzjsZ/y+DGnFnunLOX2jHBenJrUjSHUhz70oQ//f0Jfwd+H/zJsDufNtjf8fLERvdlGqJfcrRNe025EY7LQqDWz7Xwt1e1GVo2LRe0T8N+ynWKRoFtT4pnr43lmbwFZNe18PjeVS006l7O2t1zMqrGxLE0P/9N84FAv55Rj9trT3JQcxIc3pyATCzld2cauC3U8MDoGHLC3oIG7t1xpOujNNr44WUFRs46vbh3M8s4JHcC3Z6tYPSe1x4LfQyrihv6BbMysdvtONrsDm92B0Wpne24tM/oHdvttpiYG0t6py+0wWfG/yuww1EtOm8HSbVJ8GR8eKeXDmwe6/n5wTAzP7i2guFnPDV+eZFJ8AONi/egwWbn3xxy+mJ/G37cW8cktA/n9qoVXi95CRqQP2s7vYLc7GBDsyegYX2wOB7/fM4IDxc28faDY7Xs+fl0cX5+uRC4WYrLaufvHHAQCWDU2Fq3Jwv1bc5GIBOxaOYzjD41hZ24d7UYLkxMC6R+kIkglpUFr5suTFWzKrkEsFLAsPQKj1cG+/AZ23zGMZp2FqjYDwV4yTpS18uKvhbToLUT7KvjkllRWbMpyxT4CJAao2HPn8B6L/csIVyswW+288tslmnRmLjXpEApgbKwffkqpK7ot5RqmcqFecmYNCMZktXPnD9luLJDtuXUsTQ/nuUkJfHCklKcm9iO/oYNwbznh3nI+O15OcbOO5CBP3p45gI+OlJJTqyGnVsNDY2LYsSKD3wqbMFmdGteHx8Zwe5dj8jI8ZWImxPnjJZOwaN05l1u/Z6devLaHJtL6xUP4o6iZp/fmU9ZiwFcp4YHRMcT4KbljczbL0yMYEeXD2Fg/Qr3kFDU7GRsX6jpIj/B25XZ3hUomck0DL+PtA8XsXJGBn1LChfqOXvdjWaueYE85B4qbKWrS8fNdI3p9LkCIp5yHx8TwZg958zcmB7nMAXtCkKccldTKIzvzXMkKl3GivJVZa8+w6bYhJPh7kFmt4fmfL5JX1+GM2bu+HxKhoMd9ehkaoxUHcPrhsUT4KAjs3BajxcbDY2OobjeyPbcOuUTE5AR/pCIhKcGe3dJGuiKvvoN+/h7UakzcPzqaWweH8fbBYl6dloRQ6HSv1vTQ5AXnNeK5SQnsyKtDKBBgtzvYlFntKvaDPKVUtRl6Ne+s1Zho1Jm7FfwtOjOv/naJ1V3iEn+6UM+egga23Z7O2BjfHqfB/+nYeaGu18d+LWzk6YnxvT6eX68lwsfZzHpgTDTP77voKvYvw1MmdsXH9oTL96WdBXVE+Cj42y+FrBoTS1mLnjezazla1rOnS1mLnrzaDvr5ebhdVxu0Jt7YX9Tt+XYH3PNjDs9NjmfVuFhOlreyPbf37/5Ddg2RagXVGhNhagXDItXc8MVJfr1nBGHeCipbDZyvbSdcraTDZOHlXy+5ydasdgdfnqzEaocPZg9A1ZfB3oc+9OH/p+jLkejDfxlGi81lUNYTFGIRWdXtrmimilY9G85VMfbjoyS/eYDZa08jFgm5aUAw4z85xrZiA1pTzwvJ/68YFe2L9KpCTCCAfgEeZFa3s3JYJCcr2nirS2HZbrTy4q+FvH2gmI5rxEqBcwo4LSmQfXcOp6rdwB2bs3l6TwER3gpWjY3lbz9f5GBJM8/sLejx9fuLmmnoMFHSfIWW3qg1syO3js/nphLcxd28f5CK9YuHkFXd7sqF7QlHSltIu4qSNinen7oOE7NSnJFyZpudJq2Zfv5XGhohXrJrUrPbjVbkXagYgSqZS9/scDgXkG8fKOaz4+XUdZioajMgFgpQ9WDOduugUGo1RiRiIVMSAti4ZChZNRpuWnOKG9ecYuzHx9hX0MCPy9Lx95CSEuzJV/NTSQhQsXBwGPvvHUWzzsR7M5P5asEgbHbnhCk12JNQLzmL1mVy35Ycrovz47nJCUxJCCAhQEWTzsL1nx7nrQPFVLQaKGnW88LPF7nrh2wGhXmjNdkYHObNTQOCOVTczMM78lw6/6cnxnPf1pxuBdjFRi3Lv8+kpUujRG+2UtlmoLLN4DqGpBIhRc06LjU5f2u7Aw4WN7P1fC15dR2kBHtSqzHyx6UmHv8pj7cPFHGxQYvWZMVmd1DSrKeoWccHh0t7lHx8e6aKyYkBHLpvJP4eUgJVMl67oT/DPzjCTxfquVCvZUtOLaM/PML18QFkRKgB+OBIKfO+OUteXQeBHjK0JitZ1RrevLE/3l1i9eL9PVi3eDDlrXp8FGLeuLE/o6N9GRPji85s46cVwxgc5u16vkIi4ruFg8mr62DR+nOUtTi3uUVv4aVfC9mTX88j42LZcr6WQE859/54ntXHyxgY4mTpfHyslBenJnXzZBALBXw6J5V3D7kX4GabnVvXnaNea+LG5KAejzuAgSFeFHeeb1Xtxms2BwDkEhGPjI/jhSkJrveUioTcNSKST+cMxPdPXMXrtSa+Pl3Z42M5tRqadWb2FDRw3epjHCpppllv5mxVO3f+kMOlJh2hXteWFwkEAqJ8ncW+0WIjv76D9w+XcLTMGa959pFxbFmWjlQkRGuyEefnQWwPE/TLiPFVUqcx4iUXo5KJmZsWyr47huOjlLDubDU5td29NS6jut2Ij1LCA6OjUUrFNOvNbiZYSonoTyU7PT1c22F0K/Yvw2Z38MTu/GsmHvwnQ3aNJqRIIEAi6v23UCskLjZKsKfcdd0C57kd5i1HLBSQGuLd21sQ6aOgzWChss1AYqCKshY9vh4SDhY3Mzis9+bmgGBPytsM3Vhe56rbezWILWnWE+alYGNmtfNYN/eepqI1W1FKRNjsDj48UspPefVM7x9IXl0Hpc06zlS14q+ScfPXp2k3Wnv1qPnubBV1Hb0fe0aLjRadGdM1kl360Ic+9OG/E30T/j7807DZHdRojDTpzMjEAnwVUuwOB2/uL+K2oeE9dtwBbhwQxDsHimnoMKExWNlT0MBfO024hAKYnRLMmBhfJEIB++8dxf6iJhr1Frz/Cf38P4tgTxnFTTpGRftwrMypV1dIRLR2FnE3DQjilq97pr5+frKCh8bGoDRY0JptOHAu9IM9pW4dfS+5hOvjA/j5Di+a9BYMFjsysZDd+fUsHBJGoEp2TSf/nDoNw6PUbhrr785WcbFRy9s3JdPP3wOtyUpefQeP7Mjj9oxwtzz6qxHgISXOz4NIHwXecjFLhoQT5CljzckKnpscz7szB/DJsTJe33+JDYuHsmxjJpeadFS2GYgP6J3REKCSojVdWbj8mUntZYf+cG8Fm28byvdZNcglQualhhLkKWXsx8eQCJ3T+E+OlbGvwJ22fLSslWf2FnDk/tE06Ez4KCS8c7CYjZk1WO0ObuofyCPj4/gxp4ZZKcH4dEo65GLn9LdZb+aFny/y3aIhBHnKsdnsfHOmkhaDhZRgTzpMVlfhXNCg5UJ9Bx5SkUsWUtKl+SESCvDzkLqK1qtxqKSFWo0RtVxCWaueF38u5PvsaiRCAavnpDr1ohojGxYPoaLVwMu/Fbq9V7CnjMQAFTeuOelmVvjE7ny+WjCI0dE+pL9/iE/mpLI552JPmwDAd2eqqGozEOot54kJ/Rj03sFuVHS7A57cfYE3b0x2TfHNNjvHylqw2u1M7x/IsfIWvGRiPpuXhgCQiIRUtRl4ancBr0xP4r1DJbw0NYGvb03DYLFzqqKVXwsb+WxOKlaHHZVUjEQkxIGDkR8c6XFbf8iuZdfKYbxzsJicGifT4ONjZexaOYy1pyqp1Zh4bGceaxakUdCgJbtGQ1KgihuTg3h2b0G3ple0r4IXpyZR0KBDKBDw5fxBaAwWnt1X4FYQ3j86mge2XvENOFbWypzU0F73KTgNnVYMi+SWgcFY7Q7EQiEKiRC5+M975x0ma7fJaFeIRUIe2Nqz4eEb+4uZNyiMAJXUZa7XFZPi/dmRW8fslGD8lFKOlLZww5cnsdodpIZ4sTg9nDf3F7kYJABnqtp468ZkjvQwXRUKYFZKMNtz6yhr0buaQmqllDPZNRwubeH+UdG9fpdIH2cU5OBwZxEoEOCSEYHTQyPGV4lSKnIVk13Rz9+jx2SXk+VtvX5mfr3WxTTpgztuGhDMs/t6vl7MTglGLHIW/T0xLpZnRPB9Vg1w5Vof7i3nb1MSUcnF1GmMpAR7YbHZmdjPjz96iGd9emI8nx0vZ1pSAFMTAonwkuOnlJIcrGJqYhCfn6joVtQLBLByeCQlTXqkV3V/hH9y0/FRSDhX3Q44mDUgqFfz0akJgWjNVkK9ZGxeOpRmnZkBQZ44HA6yazRUtRnZklNHdbvxmseWze6gvYehQE27c3hxqVmPADBabQwI8iRSrfxTY+A+9KEPffhXoq/g78M/BY3Rwt6CBk5XtDEx3p86jQlvhZikQBUCBIyO8SEl35PcOvcp2ZIh4Vxq1DInNYTiZj0CAbzWqRsVCOCL+WkcLW1h7jdnXIvhsTG+zuc3afFVSns1L/t/Ay+5hBFRPqyek8qML09S1W5Eb7YR46tkWlIgYqGgV62vze6gVW+h3GTgnYMl/HapEaFAwKwBQfz9hv5uUUOtBjO/XGriLz9doLrdyIz+gSwZGs5tGzL5btEQl7N6T/CQiliQFuZW8AOcqmhj+aYsTj40lrWnKrktPZwNiwdjdzjIiPBh38Wepw5LhoZzsqKVh8bEoDfb2JBZTXaNho9vSeG+rbkoJSLuGxXNlIQAWvRm3pmZjMXm/K5DwrwJ95a7OZ5fxpMT+vHtmSuTyuo2A0mBKgoa3M0K/ZRS/D0khHnLifFTEOolI85PyY3JQdRqTGT84xDvzhxAsKfT/V9nsbGtF/rlyYo2GnVOffO0L066GaZtz6vn96Jmjjwwmru3ZHOivI0YXyV/uS6Ofv4e+ColfDInFaHAueNrO0xE+Sj55tbBnK/V4KeUEO2n5P1DJewvamZDZg2v3ZDkev8pCQGsPuacKiokwh69KrriYqOOnBoN56rb+e5cFRKRgO8WDeHT4+X8Wpjlel6Uj4LVc1J5cNt5ipv1xPop+fmO4Xx4pNSt2O9qymew2LkhKRCxkF7p0AAWmx2BAL48WUGIl4wJcf7dItUAGrRmPDpd2CUiAS9OSSQpyJPcWg1FTXo+vmUg0z4/ya3fnXW9RiQU8MW8VFr0Jh4ZF8uMNaew2O08PymByQkB6C027A47wZ5ytp6v5cMjpbx9U/I191tVmxEfhYS//36JB8fE8NOKYdR3mNi+PIMHtjkN72avPc318f48c308v19qorhZx96rmkMRauc+vXNzttuxmxDgwTcLB7N4/TnEQgEvTU1iT36DWwOg35/IdgCKm3R8fbqSsbG+rD5WztmqNkK85Dw8NoaxsX7XjHJUScWIhYJei36LzdGrjMZqd1DapGPdwiEsWHfWzRizn78Hz0yKZ/ba0zTqTIR5y1m6MdP1OW/c2J+yZr1bsQ/OKXxWTTur5wzkuzNV5NV30G604ikT896sAehNFh4eG0OAh9SVOqAzW/nxfB1FTTqifJX4KCQ9FkLPTopnbIwv/p2v8/eQcfeIKO75MYcwbzkpIV50GK38Y3YKd/2Q7TatlYuFfHzLQHx7KPhlf9JYuZrF1Qcnwr3lPSbYBHnKeG5yAu8cKGLN/EHcvSXHLd51WmIAw6N8XAk3xU06JiX489j4OO778byLCRagkvLBrAE8OCaWIeFqPjteTofJSmKAiscnxnG6oo1LTTpejkli2pcnObNqLO0mKyqphHqNkV0rh7nJk4I9Zbx6QxLbz9cxLy2Umg4zkZ2yArvdQZBK1qu/y9Bwb7wVYlKCPVmREYlULOTr01Xdzq0oHwWDw5ypATO+PEWb0UKUj4LXbujPwBBPjDYHQV5yfsypxWyz4yW/9nK5K8uxvsPIibJWwtVy9hY08unxcmo0RgaGePLY+DjaDFbSI9R/ynLpQx/60Id/FfoK/n9zmK02ajUmZ4EkgDAvOSFeMqRiEa16M1qzDbFQQLCn7JrGdDk1Ghq1ZjQmKzd9dcq1QFMrJHy/ZAgfdeq6S1v0bM+tRSkRMXNAMMXNOo6XtbJgUCgIwAEuavTc1BDOVbXz1Sl3muvh0hbmfXuGv1wXR6iXnFg/Jf38ezcx+2fh09k8OPzAaCpbDUjEQo6UtBDhLadFZ2Hz0qH89acL3WjSYqEAhVTE1C9OuqK9bA4HW8/Xcbi0hZMPjXWZ/Px2scmVpS4QwH2jY5j11SnsDgcX6ju4e2QUnx0v71b0e8vFKCUiTlW08bcpCbz+R5HLAMnfQ8o3tw6iSWvmwbExVLUZ+P1SI7suNPDajP48PDaGfxx2zyG/a4TTlO5yoXoZ81NDkUtEFDXp8FNKMVpttBstZNa0E6lWMP+7s3hIRfgoJHwxP41n9hR0TkqcC/FHx8cyONyb7C503g+OlPLmjcksWn8Ok9XO4DBvnpzYD63JisHiPL6+WziE87UdFDRqSQvxIsxb7iwwfynky/lp3L/1PEaLvVeaJjhd0M/Xarq5o4NzevrB4RIi1Ao6TDbemNGfVTvyKOqknzqTEvpx36hoLHbnhP9I6ZXJpkws5PN5aYgEAgQCgZuEYki4mmhfBWUtBrQm2zVZFXKxM4Ry8YZM1i0aTKSPgon9/NmeW8evV9FBy1ud0o9dK4dhdzgI8ZJjtTv4vIvGu5+/Bx/dPJCf8up472AJtR0mbhkYTIK/ihn9g9h6vmcN9vXx/jzcqWv/x+FSPrllYI8FP1yZ2q1dMIh156p5uovsZECQil/uHsGJshYOlDSTGKBiTmoIZqsNvdmOh0zMnjuH8/HRMl767RIv/FKIr1LC2VVjefm3Qte5/WfGe15yMQaL83j/8EgpZquNVeNi+exEOY+OiyXQ07nAV8vFPLwjj8zqdtYvHoKvUuK6noAzK/nBbbndGlWFjTpe+bWQ3+8ZSU5tB58eK+N4l2QKqUjIlKRre4do9GbajRZGx/gyY80pV4Owqt3Ikg2ZPDoulucmJ/Sa7R3sKWPJ0DC+Pl3V7bGUYE/+rFaVSoSEeMk4eJ/T+LGizUBaqDdGi40F352l3WhFZ7bRqDNT15lqMDTcG43Bwk8Xupv9TUsKZGysHyXNOqb3D+TFqYmd+1lAZZuBN/cX8/cbkjDbHGTVtCMWCgj0kLrYDM/uzee7RYN5ZEeei+YtFwt56vp4Zg8IdhX7lzEjOZD0k96Mi/PjXFU7ZS067hgeye/3jOS7M1WUteoZGOzF4iFhXGzQ0mFWob5KcTAs0lkk9dScHRXtg1rx772kadWbXXGLfh7/HAOuscOE1mxleUYE05IC+eRoGU06MzMHBDMtKYAzFW08NDaWkmYdO1dkUNVmxGCxMTzKBx+5mIJGLbcNDUcsEDAy2ofpSYHM+/asm+yrUWvGYodnf8pjxTDnb1rdbqSsRc9b+4uRi4VsWTqUJ/cUYLDY+O5sFYsGh/LknnzSQr1444b+/LRiGOVtBowWO1qzlXOVrcxLC+WNP4pYPWcgZyrbaNQ5m7V2h513Zibz4FURoF5yMa9MT0IkcHqybMquIcxbzh/3juS9gyX8eL4WsdAZL3jniCgQwJy1Z5ibFsK0pEDsDgdSoRCLzU5DhwmZ5EpToahR5xZ92RXXx/vTpDNzqLiJcLWCZp0ZqVhIg9ZMjJ+SAJWUGo2R87Ud3P59Fh/MTiHKR9FnMtmHPvThfwz/3nfH/3BojBZ2Xajn7i05rsivCf38+PjmgTiAoiYdq7bnIhIKeXdmMiOjfXpcRLTqzXx3rop+fh7dDKfaDBZmrT3N0QdGc/2nx3lwTAzPT07gYqOWwkYtGZFqJCIhr/1+iX/cnIK3TMLc1BB25NUxNzW0R0MwcBpCqWRilm/KYvWcVMRCoZtz7n8FoZ5yLjZouemzK3nBX5ysINRLzpoFaSxef86tiLh3VBSfd04srkaj1swP2TU8Nj6OkhYdj+++khc+MsqHwyXN3D0yiulJgWRVt9M/0JO9d45gZ14dHx8tA5yT/XWLhhDsKeOlXwr5Yl4qE/s5FxBSsZAglQxPmRit2ca7B4vJqdUQ46vk5elJ7L5QT5hazrlHxrEttxaLzcHIaB+OlbZysryVvXcM51BJM1qzjfFxfkT7KBj10VFmDQhmxfAIPjlaxut/FBHsKePjmweyLD2cr05VojFauf37LB4eE8PL0xLxlIlp0pnx85Bw3erjvDotiW8XDuaH7BrajVZa9GaOPziG0hYdfkoZs9aecpvojor24fEJ/Xhs5wXMNjspwZ78etdIRn10hLu35PDM9fH08/dAIKDXot9bIebXSz2zGQB+L2rivlHRLBwczpINmW5TUJPVzt9+KWRUtA8/X2x0K/YvP37H5iy23p5Bu8GCT5fCIUKt4Pd7RvGXnXnsyKvjaGkLM5OD2NlDAX3niCh+yHbSX987VMLKYZEMCPZk4bqz3Z4LUKMxklffQWmLnicm9KOyzeCiOAsF8PWCQbQZLaSEeBLtqyQpSMXR0haWbsxk/eIh/H6psdvk/Lo4P1r0V0wXTVY7UT4KHhoTQ2mLnr0FDa7pb4iXU6s/LtaP/HptNzlFXr2W9PcPcei+0YyK9mXduSq2na/DSy7m3YMl1GiMeEhF3J4RwYbFzsbfazP6o7PYEAkEbF46FHCa6y0YFMqmTmpwV/gppTjANVn0kIpYMjSCGo0RpUTMfV1o9ztXDKOw0ckk+eJEOc9OSuDRzgx7gQBCveWuJs/VOFrWilAg4Ke8OrdiXyUTsW1ZBhHq3hffdruDgiYdmVXtvHe4pMeC873DJdw1MqrHgt9ud9BqsPDA6BgWDg6juEnPPw6XcrFRS3qEN69MS8JHIaGfv0eP2+8lFyMXi8ir78BDLOKz4+VIRULePlDsdq1aPCQMR5cTKM7Pg+rOVISumJYUyNyBIdy89rQb4yA9wptnJyUw95szLB4SRlaNhmf2nnLJCCbF+7FqXJzLC+KBbed5fnICA4O9sHd+rm9nrvnVCPNWsG35MCrb9HxytIwgTxmTPjvBwkFhrBwegUgoRGuy8vTefEpbDBzpZB616i04cNK0Q73kfHRzCvd2iXAEZ+P5H7NTCPfunWHxfxkao4WcGg3P7isgr05LrJ+SZ66PZ1CYF5E+Pd8XVYFh7CpoRCSAx3flU9CgxVcpYVl6OE9fH0//QA9kEjFJgU7pktOg0Ui9xkh2oxa5WEhKiBdP7SkgykfB1MRAPjpcyvJhkVxs1Hb7vCd2X+CrBYN4848iNmXVcP/oaKJ8FHw+NxW9xcbKLqybwyUtLO2Ma8yu0TDty5OEe8u5e2QUSYGeeMrELBoSwd1bcnh9Rn9mrDnl1mCYkhDAM5Pi2bVyGD/mOA1/h4R7My7WjxBPGUs3ZnK0U7onEOBK4rh/TDT1HSby6jq4beM5/jY1iXdnDeD7rGpu/e4sVrsDT5mYp6/vx80pwezIq2dMjC9HSlt4fX8R3y4czF9/uuDGZBwRqeaD2SnozFY8ZRI+OFzKR0dLXU39AJWUT25J5d2Dxa7rziu/FXJ9vH9fwd+HPvThfwx9Bf+/MS416liyIRNw0nB3rRxGk9bM7ZuyaNFbuC7Oj913DKdJ5zRUWnOqkhuTg5ic4O+2iNBbbAwN8+b1XjT6JqudfRcbOb1qLBszqxnx4RHSQrx4b+YAntyTz7AIH/42LYmPj5RR0WZgaLianSuGYbM73OiDV6Oy1YBYKKSi1UCH0fovKfgdDgelrXpu+eZMN0p0jcbI638UcdeIKFfcT6iXnGXpEa6p/dUYEeVDmLec0hY9bQYrUxICmJQQgEAAHhIRQqGAPfkN3LjmlNvr/nJdHD+tGEabwYKHTMzLvxUyLTGAjUuGMPqjo7QbrS76/+Awb56YEMfiDZmuQiO3roOfLtTz9k3J/H6pCalQQJ3GRGZNO+8eLHFNJeSHSvj61kHsvdjI5qxqEgJURPsoWDAolJvXnnYtSjRGK1O+OMH6RUOYmxrKt2cq6TBZ8ZCKMNnsYLJS02EkykfJjuXDMFptKCXOpIC8ug6+PFmBzmwjPULNDV+e7ObefayslR9zapmfFsq6c1Xk1nXw9J581i0czM3fnOHuLTk8NCaGmwdcif/qilHRPtR3mPCW9+6C7C2XIBEKKWvRuxX7XdFutPFpD6Zf4KRUX2zQMndgCOqr/CNifJV8fesgmnRmzDYHcrGQCLWCNacqMFrteMvF3DMymkgfBR8ecbItsms0PDo+DpvdcU36fa3GyOasGm5Pj6C63UhGhJrTlW08Oyme0lY9d2zOdtPfz08L5dHxsRwra2HH8mF8d7aS3y414SkTc8/IKFJDvDhc2uJk1QBLh0bw3dkq8hu0JAd5snPFMN49WMz+4mben5VCergXIyJ9OFLawpoFaZyuaGPduSqXT4PDATvy6jhX3c7LUxM5UtrCX3660tjSmW18fLSM0mY9L01NJMFfSV2HmWa9hUXrzmG1O0gKVPH2Tcn4KCRu+18pFfHdokE8s7cAgQAmx/vz2HVxrNqRy1+ui2N4pJr+QSry650Fxku/XmTdoiE8sO08B4qbGRjixTe3DuK9QyVcatL1qAfvCrPVznuzBvDMpHhyazvwVUrpH6Qi3FvucgE3W23UaJw52zKJkGCVjDaDlRu+PMmnc1MpbOy5oeBwwJnKNjeJj3P/WDle1sqGzGrqOkwcLG4mxEvGF/PSkIkFNGrNxPoqifZVsn7RYCZ8etzte4iEAr6an0a4l4x4PwUNOgs5tZpujZ6MCG9SQ7wRCJxNlGa9c9JvsNiZnBDAlpwrbJD7R0d3K/YBzlS2s+tCPUuHhjG9fzDzukT6jYr24S8T+iERCpk5IIidefWopGICVTLu2pLjim8M8ZLx0c0DmZTg3y3TPMxbjq9CgkQsZEI/f94/XMq3Z6v49qw76+GLeal0mKys/C6boiYdUrGQcG8ZH92cyoK0UNLD1Xx6opyKVgPjY32ZkxpKjK/8mgkZ/1dhtdnZnV/P4vWZrv81683M/vo0z0yK5/b0cOKuYsA16izUmsRE+0h4+ZdCV5OsRW/hvUOlfHCkjHOPjGNgZxpIu8HCp8fLukWYhnnL+XJ+GnO+OUNykNNAr6EXH5pajYlF686x+45heEjFTqNSk5W//1HUrZEY5aPAz0NKqJecaF8F94+Occk1LDY7287XMj7On1XjYrl7Sw6Vbe6su18KGwlQSVFJRbQaLET6KDhW1kqH0UKIt8JV7PcPUvHOTQP45WIjHx4pZV5aKHF+HnjKxPxe1ESIp4yn9xRwqMTpO+DvIeWNGf2RiYX8eL6WcG8FH92cwp0/ZHO6sp1lGzN55vp4In2UdJisxPgqya3TYLXb+fViI2KRkA+OuLPtGrVmlm7MZNNtQ5n5lXMd0KA1ozX/a42J+9CHPvThWugr+P9NoTdb3fR6X85L5etTlWzKvjJhy4hQsz2vjqe73OR35NUR4iXjj3tGubLAZWIh4WpFj47gl1HYqGXtqUpGRvtw+L5RNGrNxPgpuD0jgpp2o5sGOKtGw7pzVRx7cEyvOjxwTuta9GZKW/RUi4RY7fY/pQb/Gcpa9Bwra+m1MDhY3MybM/qjkAgZEORJkKecrBoNvkr3hatE5DQDK2vR88zeAhp1ZkZH+/DEhH58dKSU7Xn1JAV68PoNya4CsCvePlDM8Eg1eouN2zY6F3KFjTqGRfq4FvKX1+JPTexHRZuebxcOpklr4tuzVZytci6un9t3kXWLBvPyr4V8dMtAJmsCqGg18OnxcoqadBitdt45WMKTE/sR7+/Bjrw6XpyayN9+LuwmK3A4YNH6c5x7ZBzh3nIadWY+OVbOxUbnROnzuanctvEcFzqLL4lIwJ3Do0gOUpFVo0EkEJBX19FrVNemrBrWLR7MunPOxf3uggZenp7EzhXD0JtteEhFxPoqcYCblv+6OD9Wz0ll/ndneGJCv15jlpamh5Nb34H4GrpIBw4X26UntBsshPWiw/aUS/CUSzqntWbi/JX8ctcI6rQmLDYHG85VuRlXRvooaNSaCPKUoZKJ3IwOuyLaV0lFm4EmnZnF68/x/uwUbv3uDNOTghjz8dFu0+TN2TWkhnhR0qKltNmAxmRl2+0ZtBktVLQaeGZfAQ0dZkZF+3Df6Gge3pbLsc7J0uGSFr46VcFPK4bxj9kpKCUixCIB32dV8smxcjRGKxP7+bP5tnRe/rXQNZGq7zDhIRGhlIrcsq+7Yk9BAy9MSaC81cjC9efcJtUFDVpuXHOKfXcOZ0yML+drOwjxkjEyygd/Dyk/LkvHandwpLSFheucDJtdF+rxlIn525REjJ259M16MzqThe3LM7DZHdR1mPCQinhyYj9kYhEx12gKSkVCfJQSwrwVhHkrSAvt7ipe12HkH4dK+fhYKVqTDW+5mAdGx3Bbejj9/DwQ/YlZ2NUac7vdQUWrgYpWA2arnUi1gvWLh3CszGmql/XoeIaGq5GJnfrfwWHeZD4yjk3ZNZwsbyXOz4P5g0IJ8ZQRoVbQrLfwxYkiNt2WzobMKn6+2EiQSsprN/TvvEbr8VFI+GllBhM/Pc7h0maemNiPBq3J+d7V7QwI9iSnRtOrl8CGzGr23jGcF36+YvIWoJLy9k3JNOss7LpYy7L0CFYMi0QtlzD769NuDbZajYk535zh8P2jGR3j2+39FVIRfxkfx7N7C/h8bioPbMt1a/zeOTySCf38eWLXBR7vZL0YLDaSAlVszKzmjuGRDI1QszrUC7PNjkIiuqYc7f8aWnRmWo0W5GIhNrsDs81BQb22R8PGt/YXMzraF7lERJi3AovVTkGDlqf35vPzxUZUMjGLh4Sxffkwlm68wnqy2R28/sclvpiXhlIqpkZj7Fbsg9Pn4cuTFSweHEZ1u4GHx8aQEKDiqYn9+PZsVTd5ldZspb7DTKyviGa9mWUbs3r8jkvTw6lrN7BjeTpZNRoe2Hre5QWhVkhYMy+VDpONGD9lj2Z44LyfZD06ng2ZVbQbrTw+IQ61XMKCTjaVt1zMOzcNYPH6czw9KZ70CG+e3lPApSYdsb5K3rlpABFqOWer2gBntOC3Cwfz6M48Nz8aT5mY3SuHsSW7hrVnqnj3UAm3Z4STEuTFDV+e4IelGUz67AQvTU3k1d8u9bitBouN7Jp2N0mAUtK3/O5DH/rwP4e+K86/KfQWG4VNzpuWUioizl/Fpuxs1+MCgZP+edNXp7q9tlZj4ondF/h8biqBnnL8PWQEqWSkBHtyvrbn6KqUYE++Pl1JRqQPdR0mpCIh3nIpY2J8Gfj2wW7PN1ntbMqqZll6OF9cJRMAp9O23mJDZ3Yu9Oo7jNcs9hu0JtoNFoRCAX5KKWqFhFa9mXqtiaxqDV5yMakhXqw+Vkbon9A+qzVGfBRSPjlWTkmLjrduTGZpegQnK9pcz3lxSiLfZ1a7mYb9WtjEH0XNbFwyhKxaDRP7BfDJsbJeP+fLkxUMDVe7/m4zWLo1Iu4aEYWHVMTGzBqyajREqOXcMzKalcMiuX/beQwWG0ar01Bo14V6Xv+jiOQgFX+bksDu/AY2ZlZjsNhoNVhIe/cg6eFqXruhf4+UzMswWGy8fZWr8avTk1iyIdOlDQbnRPyTY2U8PzmBl6Ym8LdfLjGxn1+v73t1Y8fhcE6H15+tYlJ8ABqjhT359fxjdgqvzehPm8GCp8w5QTRbbczoH0Rpi57lGRGsvSrebEb/QKJ8lHx+vII7R0T2ug0tOguJAapev//4OP8ejZSadCaq2ox8faaSqjYj05ICSA9XY7E7XFPsq7FqbCxrT1cSqVZw78ho3uohvz01xItGrZk5A0NYd7aKqnYj356p5Ld7RrHrQn2vRpJfnCznzRuT0ZqsDI9W06QzsTOvno86ZSLgjAn8PquG728bwj1brsQIWmwO7ticzQtTElBKRXx0uJTjXY7tHXl1/HyxgS3L0l3SiOGRavYVNNBhtF7TrbqizYDNTq+0+mf3FfDg6BiSAlW89sclVu3IIzlIxdoFg0gMVDFzQDDDInzIqmnHz0NKUoAHhU16TjVqKWnRMTRcTUqIFyarneRATxIDVDTpzYR7K1BIhJyv1TC7013+atw/OtrNm+FqtBstPLU7383crt1o5dXfL9GsN/PRLSn8fqmJ9AhvzlS2d3u9WChgUJc4QrvdQUmLjkXrz7npfj8/Uc5DY2J4cEwM35yp5OWpiVfeQyQkPkDFs5MS0JosOBwO5BKxy+E+yFPG81MS2ZtfT4CHlNdnJDEi0of7fjzP/mLnlFIggNkDgsl8ZDwv/HyRLdnV3JgczAtTEjhR3kpho/aaaSF6sw2ZWOhGW37npmSOlLbw+K58AD46WtbJZvLvlU3z1J58ti/PwLcH09U4PyV/ndCPL06Us37xEJp1JoxWO2Nj/Aj1lrE3v4Hr+vkz95szbteNZenhlDTrifRRIBOL/q0m+harndz6Dh7efp7FQ8LRmmx8cdJp9pYeruazuWlsOFflxtQw2+y06M1UtxkJ81ZwoaGDER8ccTGC2gwWPj5axsHiZt6bNYDlXSR0pyvb0ZisKKVi9hR093i4jB25dfx2z0gatCY+PVZGXr2WOD8lr93Qn5xaDW93ua4tHRrBzrw67hoRRYfRyl+vi+Odg8Wu5rJEJOCVaUnY7A5OVbWTEKDi7i05rsflYiGvTk9Ca7Gzv7iJo+VCflyWjqqzKfH7pSa+PlOJ3mzDandgx8Er0/tT12Ek473DvDQ9EY3Rir+HlE/mDEQiEvDTigxOVba52I6rxsYyId6PwyUtHCtv4cdl6WRWt9OoNfPhkdJu5rMdJiuz1p5m1x3DSAvzRmuysim7hhd/ucQtA0PYklNDo9aMn4eUqnYjI6N8WJoejq9SSlGTji9PVlDaoqesxUCwp4xsnHK/oGt4wfShD33ow78afQX/vylUUjGDQr3JrtEwONSbvfnueuOkQBXZNZpe9dK7LtTTpLcQ6OnUmMX6KXl2UgILvuuuRfZTSon3V3GhXsv5Wg1Gi42CRi0hXnLKWvW9Fi3vHiwh76/X0agzuy3QkwJVvDdrAHf9kEOwpwxvhYThkWoq2wwEeEiRd3HDNVltZFZruPfHHNeielKCP+/PTGFdZhWv/35lGrlmfhprz1Tx9a2Det1vIV4yYnw9qG4zojVbKWsxcLaqnckJAcxJDeHHnFoUEhFJQZ5u5maXYbM7ePW3S9wzMpoOo5V6ramHT3GirsPEtKQA9hU0cK66ncQAldvEZGSUD2mhXszoIgcoazHw5O58lqWH8+DoGD44UooAmDswhNUnnFTpC/ValmzIZOOSIRwvb2FaUiAbM6txOOB0ZVuvE5Ou6Oq+Hezp1Hl3Lfa74pNjZcxLCyGzup17R0X1+p5BnjI3HwRvuRgfhQSZWMhfdl1AKIA5A0MwWu3daNEA942K5oldF4jx82Db7Rn8fqkRi83B/EGhdBg7mwOeUvr5e+AlF/fINPDzkPDOzORuEguA5CAVSUHdP7exw8iW87Xc3yUybev5WoI9ZexaOYxvFw3mrh+yXRN8gQDuGh7JjP6BjIn1ZUt2DRP6ORsJ7x8qcZkxTk4I4JFxsSzZcI59dwzn7YPOhfPOvHoCOrPUe0ONxkhCgAdCgYPrPjnB+sVD3Ir9yzBYbLz2u1Om8uIvha7/V7UbCfGS06QzuxX7l2G02vnoaBnL0sPZnltHgErGtKRANCbrNX0WAlUyt7z1q3Gmsp2MSB8mrD5GfefxdKFey6+FTQSqZET5KvFVSkkOdkZjnaps4+avT6M32wj2lBHr60FRs55+fkrajBbC1Qo3zbxSIiLWz4NAlYxvz1RitNpRyUQ8Mi6W+0Y5M+F7Q0OHqRu1/DLWnKpg/qBQmnRmXpiSyOL157odX6vnDCS4i1FdvdbEV6cqezT5+uBIKVtvz+DT42XorTY8eyhcVbKe5SshXnJWDI+ivsOIyWpn4fpzHC+74kngcDgZMkKhgLdvTEYuccpcqttNTIzzZ3ZKMO1GK+8d6jmqLDlIhcZoJdpXQZPOjEAAyUFeLPv+kNvz/DyknLhGTF5WTTt6s42eSBdSsYgRUT7E+ippMVgQC1X4KiT4esho0ZkJ8ZJz+xcnuh1n35ypIj1CTUbkFVbEvwuKmnWM+vAIz0+ORyQUUKMx4quUUtio40BxMwdLmvnm1sHkN2jJ69KMkYiEVLcbqdMYeXZvQbf4TXBKwKw2OxFqhYseH6WWo+jch9eSwoyO8aWkWc+KTVmu/9V3mDhW1spLUxOZnRLMzxcbWZ4RQXqEmjs2Z6GUipicEMDpyjZ2rBhGeYsesVBIiLeMzVk1TE4IwFcp5YMjpW5Ms8/mpbHmZIWLYg/wxYkKbh0UytBwb2o0Rn5Yms6S9ecw2Zyxn+BMsqnWGDlT2cbiIWHMHBDMG/uLOFjczOalQ3m+k63y7KR4Wg0WZn112vX+bx0o5sbkIJ6bHM+IXqJDWw0W6jQmHt2Z5yalGR/ry5udDY/qNmfcalGTjld+u0R1u5FBoV682CmDSgzw4EhpC0GeMr6cn9bN1LIPfehDH/470Vfw/5tCLhHx2PhY1p2rcjrPXkU1lYqE17zJ2x1gstjoMFowWu1IRELGx/ryxbxUHt+V7yoG00K9+PsN/Xms0zjLVykhr86AROg0lJqTGtLj+6cEe/LA6Bg0RisvTU3khSkJVLcbsTmcFNiVm7IJUEl5fUZ/WvQWXv+jiO25dbw/O4XxcX606S3IxEIUEhErNmVR0KAlLdSLh8bG4C2XcLFRy4K0UI6VtnKopJl+/h4kBaoQCuBYaYureL8a780cwA9ZVYR6K7hzeCSnKtp4/Y8iipp0PH5dHKvGxpBdo+FCffdF/GVk12h4dlIC685WMSLKp8cFPzj1/1+cKOcv18Wx5lQFz0+OR2uy8cDoaDZn13DXyCie3J3f42u/PVvFTyuGseZ0BX4eUkw2u0vnfBlv/FHEqrGxjInx5cMjpYyJ8SU9XI3DAfNSg/khp/sUVCQUoFZIuGtElIueHq6Wu1y4e4KXXIzObEMhEdKqt/TqZPz85AR2dzG6e3ZSAi//WujKeAaneeK+i40cvn+0K4bpMsLVCt6fnUKD1kRZs475aaH4KiUUN2kpbNIjFQl5aEwM0T4K9t05glvXnaWiU4YiEQl4fEI/xsX6IRUJ2XZ7Oo/szKOsxYBYKGB+Wgiv3tCf0B5MlBp1lm5u0OBs2Dz/80VuSApk7YLBTkaKyUqsn9LlwBwjETGokzo+OtqXZekRlDTrsNodHC1rYdX2XD6+ZSAJgR7cMzKaBYPCsDkcqKRiipp0rD9X3eM+HxquxkMiol5rJsxbzqmK1h6fB07DqsfGx3X7v7dC0uM5cBm/Fjby9+lJLB4SzrxvzvDerAHsL2picnwAvxR2N0/0VUowWW0E9GDYdhk+Cgl1GiPXxfm5Gfhty61leJSaqC7VYY3GyNxvzqA325ieFMhdI6J4+0Axr/5+CU+ZmDuGR/DA6BhiusTp+atk+KtkvHljf/5yXRxmqx0PmYhQLxkS0bULxLoOU6+NDIvNQbPOTGKAimf3FvD9kqEcKG7ibFU7kWo5D4yJJc5PiYfsyi21SWtmzanu7KXL2Jtfz03JQcj/PxauQZ5ycmo0bsV+V2w7X8uj42IZGe2LzmzjutXHEeAsEN+dmczAkJ4ZW89OSuB0RStPXx/PLV+fITXEi6yadp6eGI+XXExWjYYfc2pp0JpICfbsdfsi1AoXM6E3BHrKCLyKdaGUitiRW9frb7H6WBmzUoLpLhb4vwu92crb+4t4Z2YywSoZnx4vR2e2MTUxgCcn9uO+H89TozHy0q+FPDIulvs7jSzVCgk2u4P4QA/ajBZ+u9TU62fsL2pmaLi3q+B/etKVRInpSYFuEo6u+Ot1ca7p+NX4+++XOPXwWB4dF8vZ6jZWbs7C4XD+RrNTghkb48uKTVkIBc5khVAvOV8tGMSLv17knpHRXOwyTR8c5k2txuhW7F/G91k1LBkazs8Xm6hs1bPnjuFY7HY8pO4Ni3VnqznSaSDclcWiNdlQKySdBqrd/Xh2Xajnr9fFXTMlRme24e8hdSv4LXaHS8ZjstrYW9Dg1vDMqtGwdGMmn9wykOGRajxlYiYnBhDVi9FiH/rQhz78d+G/peDXaDSUlZXh4+NDREREj8+prKzk7NmzzJ49+79jE/qA06F5x/IM7vsxh6mJAW4TvosNWv42JbHX1w4O88ZDKua1P4rYdaEetULCo+NjmdE/kEgfBe1GKxKhkIuNWu76IZvqdiOyTiMzmUjIq79fwmyz89zkhG4xSrMGBDMvLYRn9xVQ1uJcfKQEe/LerAGoFRLUcgmbbhuKSAhmq4MN50rZnd/AWzcmU1Cv5cFt510maFE+Cj64OYXdF+q5Ls6fx37Kc1GX1QoJr8/oz/hYX4ZGqPnqVAXz00J580AxX8xLIzlIxecnKqjvMDEwxJNXpycxOtqXC/VatufW8dzkBIZFqjlV0caWnFq25NSikor4y3Vx16QGX6aE78qvZ/fK4aw7W9VNN+4hFXFzSggz1pzEboePbk7heHkrFa0GpiQGsGRoOCKBU6rQExwOZ6zbZ3NSMVps3Lslp9tzsmo0TEsKJMpbwfm/jGfr+Vp25tVzsVHLg2OcueEP78hzW+S8OaM/z+0tYG5aKFMSnIVdTbupW0a5QADzUkOZlxaKQiJELhbyyLhYntqTz/rFQ/jqVCU78uqw2R34e0h5cUoieouNO4ZHUdlmZPGQMBICPPjrrgtcjco2A9tya3loTEw3bW6ASkaASsaAYC/Wnixn5Q85DI9UszwjkvgAD3wUYk5XtmO12dl7x3AMFhtmm51AlYwgT5krc35WSgjDIn3oMFmRiIQEekjdijWAFr2Zs5Vt5NZ1dPM7uIy9BQ08fX08Yz46ikomYlI/f16ankSMrxLpVYWcXCIiMVBFiJecRp2zWLpvVDSBKinNegtfnqxgU3YNNrsDlUzEvjtHEOQpc03Cu+L5yQm0Giz4KiX4KCUI/19qmP09pBgsNteCuScoJSIKG53T928WDibIU8qqHXl8OjeVsla9m3mdp0zMxiVDeXzXBV6ZnuQynLway4dF8M7BYpYPi3QV/OkR3jw5IR6lRMS5qjb8lFKifJU0dDjjRIM9Zdw1Ioq5355xXUc6TFbeO1TKweJmfliWTqRa6SbF8JJL8Oo0eGzVmylpMWCy2lBKxET59FyI/lnOtlIiQqxy+lTc8OVJbuwfyF/Gx5ER4Y1vD+kmVoejV98GAK3ZxuyUYMpaDZwsb8HugOGRPi5W0z+DazGI7A5oM1qx2x1EeCvYd+dw5n5zlvFxfhQ36fn4loF8dbKCjVk1mKx2kgJVvDtzAGkhnswaEITeYufVaUlE+ykwW+38UthIk87MmBhfdq4Yxku/FDAlMZCPjpb1yOJaNTYWu91OcbMOuUiIWCRAKRHj2WU/W2x2rHY7ii56ZrFQQGV7734xNZrev/P/VbQbrWRE+bA3v4GfujRFj5e3Eumj4Mv5adz01SmKmnQEdd57xEIB788awG+FDUyM96eqzYinTIzJ2rNcw0supllvJspHwZfz0lxms/5KCdE+CmanBLE9150JKBML8VFIepVtGK128uo7WLk5mx+WppMYoKKgQYvdAVM/d+raD9w7ig6TFZlY2JnI4eBSow6RABIDVa7Y15tTgll/rnd20NGSFl6cmsD9W8+T1dlQHhPjy+o5AxkWqQacSQN7Cxrcin1JpxTwxv5B12xwtuotbsy2qxHlo2DdosHc8UOOi2FxrqqN5RkRvPDzRVJCvHiyBx8EgJd/K+TrWwez72Jjr0OQPvShD33478S/vOD/8MMP+eyzz7DZnAudtLQ0Xn75ZeLj492el5mZyVNPPdVX8P83QiEVMSXen++XDEUqFPLQ2Bg+6MxrN1rt5NZpuCk5yG2BAc6FxHszB7Bg3Vm3Se2RTufvJyb044GtuW5TX4lIwGdzU/kpr447R0Thp5R2LhbEvDmjP491unp7ysTcMSKS2WtPuy0Sc+s6mLX2NFuWpjNz7SnuHh7FzJQgpn5+EnAWBQ4cvH/YnYZa3mrgtg2ZHH9wDIPePejmht5msHDPlhz23zuSZRszqWo3snPFMH6+2MirvxWyPCOCNfPTMFnt2B0ORkb54KOUsmRoOH5KCfdsyeHxif1Ylm5jR26dUxubEoxUJCQ+wKPXomZG/0D+KGrEZnfw7D6njvWFny9yrHMSNzrahyevj+fZfflMiPNjydBwhrx32M24KiNCzfuzBvDM9fG80osRUJSPAn+lhBEfHu3xcZVMhFIiorrDyLiPj7lR8vcWNLBiWAR/3DOSfxwuJdpHyaQEfzZl1bA1t45d+U4DtvtGR5Nb28HQCLXLNEoggE/npJJb18HSjZkYLDYEAtiyNJ3lGZEsXHeWRUPC2XzbUERCAVE+Cpq1ZiZ9foIQLxn77x2Fh0TI9C+70+ov4/vMapYODcenB/3vZUxNCmJ0tA9Hy1pd/goCATwwOprnJicgEQlp6DBR0KDFYLEjEgqQCoVIOicyIV5yelt6ma021p+r5vMT5cy7xgLN4XCmA1x4/DrEQgEBHlK0ZhulLYbOSEVpNxq5TCzAYrPzzekqfJRixsf68eTuAg52mWxpTTaWbsxk2+0ZPLMn36XPjvRR8Mq0JH7MqWF2SggWu53VcwZS3eZuntUV4+P8XMZUl/fRq9OTePXXQlaNi+tRCgCwcHAYm7Jq2JVfz8mKVjbdNoTlGeEs+z6T12f0RyIUkl/fQbhaQUKABxfqO8iq0fDlyQo+vmUgD2zLdTvHJ/bzZ3ikD+8dKuEv18WxeelQZCIhdruD+7addzXqBoZ48uW8NFeRccfwSN46UNRjUXmuWsOxslZ26xq4JS3EjaHhcDgobtaxMbOaDw6X0aw34yUXc/+oaO4bHU3YVV4egSpZr7F4Q8O9kYlFjI/1o+CJCRgtdjzlYkI9ZYh6mWJ7ykRMivfvdn29jAVpoey+0MC9W3Pcmm5PTuzHo+Nj8f8nctYDr6EDdrr1SxAKBQiFAtLDvTl430iyazX4KqTY7Q6en5LAc5MT0Or0+KtVhHhd2ScKKSwcEsoL+wr5rkshVtqiZ0tOLZuXDuWPwkbWLxrMis3ZrimrQAD3joxmcJg3izdkcv/oGC41atmd34BULODeUdFkRKip7zDxfWY1pS16ZqeEMDHenwi1ArFIyKT4AHbm9bzfMiLUeF5DmvF/EVKREH+ltMdjpaLVwI68Om5KDmJ7bh1xfkqenxzP8ChfTla08sKUJAJVMho7TCwZEt7tHnkZtw0NdxnfPrwjlzOV7QgFcFNyMG/dlMxnc9K4oX8d7xwoISFAyby0UIZF+vxp8oVYKMRgsbF0QybfLRoMONlBwZ4yZg4IAgFEeDsZNlqzDbPVzms39EckEHDniEg2ZVVjd4BcIuy1QaaQiJiSFMCE1ccx2+yu5sHZqnbGfHSUEw+N4ec7h+OtkHQzFS1t0ZMcpMJTLqKmoffr5Kbsal6YksCqHXndHrs+3ulVEeOr5P1ZA5CKhHhIRfgoJNgcDg4UNVN8DRZcrcZEm8GCwWJ1sS3NVhtV7UZ+K2yirFXPuFg/BoZ4drsu9aEPfejDvwL/0rvmb7/9xscff8ygQYOYPHky9fX1bNu2jXnz5vH2228zadKkf+XH9eGfgFgsol+Aiq05tQyLULPvzuGsPlZGk865mH535gAmJfjz0ZEyGnVmRkT58PTEfhwobuqRlr0pq4Y7hkeyZn4aVe1Gjpe3EuQp46bkII6WNrNwcDg1GiNv3ZSMSAA6i50lQ8MZFunD639cIj1CzZcny3tcvOvNNvYXNfH73SPxlosZ98kx12MrMiJ5rRd3cI3RyoHiZmJ9PXo0Y3vjjyJmpYTw4ZFSHt6Ry+bb0smt07Alu5acWg0rh0eSGKDCr3OBHe2jYGK8P28eKGb591nE+SmZnhRIaogXIqHAOT1wOPjkloHcc1UedJi301Rv/nfOOCutyYYAAdOTAnlknJNWHewp494fs8mt03LovlFM+fyES9d9Gacr2/j8RDn3jY7m7QPF3R5XyUTOzGC5pNfGw10jolArRDy4raBH/f1Xpyq5dVAYa+anoZSIeGRHnouOaLbZeWZvATKxkOQgT1dz4OavzzA4zIsL9R18eKQUmVjI9fH+yMRC7v0xh/tGRfPb3SMpazU4dajtRmraDXx71klNr9U4ze+GhHldc7rsIRUjFl17ah3qLWfT0nSyqtv58mQFYqGAe0ZGMSDYC7sDnttbwMfHylzFlKdMzJZl6YyL9cXhAIvdqQHtyeG7RmPi6T35WGwONyO2q5ES7ImvUkKIl5xWvZnd+Q08viufGo0RiUjAosHhvDQtkYguzv8nyts4WNzEgGBP1p+rYlCot1uxfxklzXpu/e4M25cPo7RFj7UzxtJDIiTGzwOpWECrwcrpinZGRfvw3OR4Xv7VvTnkJRfz7swBvHugiBhfJf2DVNw5PIotOTUcLGlhcJiaVWNjuxUJiQEqZqUEkVvbwbKMCEqb9Vxs1DEnNZQWvYWVm7LxVUqI8lFittl5cWqCy3dhe24dVruD7cszyK/voM1gZWysL3qzjUXrz+FwOM+L+d+eJcpHwaPjYrlzeBQv/epkIJ2v7WDSZyc4/MBo5GIhqaFevTa9wJk8UNKsY2tuLRuXDHVNQKvaDXx8tIx/HL6SkqExWnntjyJqNEben5WCSibG0llAhHjJ2XZ7OpM/O+F2vkT7Knj7pmQSA1QoZWJiZde+bTqd1W14ycQ8NzmB3y41dYsfTQ3xItJHweyvT3d7/et/FHFdnB9TEgOv+TngjA3NiPDmdA8mgjclB7mMwex2B5nV7egtdr4+XcVvlxpxOGBsrC9v3phMsNiG3Q417UYCVVKXGV6zzuJW7F+GwWLjrf3FPDIuhv1FTfy0YhgtejMao5VwbzkeUjHDPzjMttszeGJXvtt1eX9RM5Pi/XllurNQHRntS7POzKyvTrFteQZRPkpuTA7ib79cpEXvPm293Kz6ZxkQ/1fgq5Sws5fGEMCPObW8Oj2JFr2FXy82Mn9QGAqxiNHRPi4mi1opZXKiPwdLml0RiZfxzPXxxPopadSZGfreIVdj3N4ZuXmyopVD94/m5pRgpiUGsiGzis+OO2MPZ6UEu2n/r95ui82Ow+GMCvSUiYgP8EApEeIll9ButFKjMaKUiBAJBbxzsIRfLjZwU3IQz09O5GR5C2sXDOKRnXkcL2tlcrw/n/dg4js/LYQvTlbgJRfz4tREAlUyqtsNhHjJ0Rgt/JBTy/6iJjykIqJ8lET6KFgyJJwglZRGnZn3Z6Xw5v5LjIv144+inmUPYqGQSLWCt25M5p2DxdR1mFBIRCzPCOeO4VGsO1vFrLWnGRzmzawBQZ0JQzYGBnvxyZwULtT3XvCDU0pz76hoPKRizFYbh0pauHHNKZcp5et/FBHrp+TXu0deM22kD334d0V9hxGLzYFKKkJ9jWFPH/6/4V9a8H/99dekpaWxceNG1yJ65cqV3H///axatYpXX32VWbNm/Ss/sg//BPw9pNwxPJJqjRGjxcbqOanO6Y9CislmY0ZSEANDvLDbnV12lVTES7/2vsDekVuHA6ej7uIhYXx2vJxt52sJ8JBSrzXx8PZcF6VOLhby4tREZvQP4pnr42k3Wrs5rHfFqco2LDY78QEqPGVXjNfiAzx6XHBcRm6dhnC1vMeC/0KDlkkJAQC8daPTqTin9kozY3N2LUvTw3nrxmQCVDLEIiFxfkreuSmZLTm1VLcbuDE5mG/OVLK/qAmvzsz14ZHenHp4LJuyaqhs0zsdxiN9qGjV89frnDF4WpOVBd+dpVl/hWJ45/BIQrwUaM02ilv03Yr5y/g+q4aVwyOZnBDgNvkRCwV8OieVgyXNRKoVfHzzQB7Y7j5NHR6p5t6R0bQabG4a+auxO78evcWGn1LKXyfEUaMxui085WIhH85OwU8pJdhLzsH7RtFqsJDx/mFWjY1lfJwfv11qRG+28caNyZitduq1ZpZsOIdQIOD+0dGEeMo5UX5FZ1zSrGNivD8Pj41l0XqnnjJAJcVLJqaq3WlEtmpcLJ4yCS16MyarHbVcjKKHqV6ol5xQLzmTEwIQCHAlOXx1qoKPjpYR56fk4bGxhHnLsTtAJRVxrKyVj46W0qK3cHNKMLNSgrtpKpt0ZpcMI7O6nVkDgtmR5+55IBTA+7NTCPGS43A42HexwU3rarE5+OZMJbl1Gn5aOYxgTznV7Qb25NdjtTtYujGTWwYG06K3EOQpI9hTRlWb0e1YqWgzcqlJ52aWefzBMYSrFTy8PZdlGRFE+SopazVwU3IQE/v58/6hEuq1ZkZE+jA1KYCvTpbzQqd851x1Oys2ZdJqcJ5XHx8rZfvtGcxIDuTHnFqa9WYmxPmjVoix2Z1Re0908ZHw95CyY3kG89JCya7V4C2XMCDIk0+Pl+ElF3PfqGg+OVbGrgv17LpQT7y/B3H+Sq6L82XR+nOYrHbGxPhyqtJ5PJS3Gnh4Rx4vTU1kWlKgK6+7w2Slqs3A7/eMRC4RXTPWUK1wekgcL2+lpPkK5blJa+bT4+U9vubbs1X85bp+rD5WRnGzjtHRvswfFEpSoCdHHxxNQYOW3NoO4v096OfvQaBK6jIw7Q06s5XiZj2fnyijqFHPqGgfZqcEs3vlMN4/VMIvhc6YtEWDw5g/KJR3DnZPbbiM1/4oYnikj1thW9lm4ExlG3vy64nyUTI3LZQItZyNS4Y6WU5dzrGpiQG8dWMyEWrncV2jMaK32Fm47pwbZflwSQvXf3qc4w+M4aaPjmB3wO0ZEdwxPJJIHyW/Xuru1XAZh0qa+eSWFJRSEd+eqaSuw8SAIE+SgzxZd7aK6+L8OFbW0uM1+bdLTSwa0sHq4+VUthlIDfHitRn9+ehIKa9MTyLKR8Gh+0dz95ZsjpY6v1esn5LVc1LpH9jdWPPfAfbedEM4m0gysZAnJ/Zj6cZMIn0UTEsMdBX74Gw2d5gsPDY+FrPNwYHiJjxlYmb0D6J/kAoPqYgHthW6seAuo67DxPbcOvLqNCQFqhge6UNqiJfT4b+kmY9vTmHed2fdDAHFQgHvzhzgyp1/68b+yEQiypv1eMrE7Mlv4KVfC10FrUIi4rUbkghSSfnmTBVHSlv5dtFgXv2tkA9mp+CjkBDlq+SHnNputPqMSDVfnqjgu0WD+ctPF9xMC+P8lKxZMAij2cZbB4s59sAYhoR58/mJciraDKSFejMyyofnJyfiIRPz6fHybg1wpVTE4iHhzFp7iqHh3rwyLQlPuZikQBU/Xahj6/kaJicGMDHen5waDd9n1aC3OD0Wov08MFud8gcPqajH2NfR0b5YbXaXSWKNxsSstae7JdeUNOt5ZEcu3y4c8qcSoz704d8FDR0m9l5s4LXfL1GjMZIRrubl6UmEe8sRCpy+Uqo/abT34c/xL92DxcXF3HvvvW4Ts6CgINatW8f999/PU089hclkYv78+f/Kj+3DPwGhUOA2ZbwMsViI3Gglv76DhABPmnRmxEIZ15IE2x3OXO0/ipr46GgZ6xYNYV9BAzOSgxj14RG3BYXRaueJ3fnE+3sgl4g4UNxEhLfCZaZ2NSK8FdRoTJyr1nD/qGie3luASCjAVykl0sf5OrFQQFqoc9qeU6PBaLUzMNiL33sxLErw96DNYGFCPz9Olre4FfuX8fulJipaDXgrxJS1GPjiRDmnK9uJ8VXw/qwUPj5aysZM55S6rsPp1js+zo9XpiXy2PhYgjxlruNeKRHy+O58ipp0PTrFe8nF6M021HIJNe29UwxNVjtWm4PHJ/RjbKwvWdUa+gepmJ4USE27EY3Byq4L9YyP8+PQfaM4WNxMi8FCeoSaxAAPvOViDFZ7rykJ4KSkf59ZzZacWmJ8lWxeOpRnJyeQW6chwEOKwwGbsqoQiwTE+Cqd+nOtmftGRWG1O7i5y4Ry7elKhkWq+XxeGluXZWCxO9iUVc27V0X8XXbCvy7Oj4fGRjMu1p9WvZkmnZmkQE9MVhupIZ5sz63l9T+KqO8wcV2cH49P6EecvxJpD+ZrXTXZtRojr/52ieGRap6cGM8Tuy9Q2Kjj8QlxtOotbjGQB4ubef2PIg4/MJq4Lj4FXU0uX/ntEp/NSWV4pJo1pypo0JoZGeXD36YmktL5XWo0Rldk2dU4W9XeGcnkdMUfH+fHTV+dwkch4eGxMahkEl6dlkRZq55+/h4IBQKe3pNPVbsRocBJ970MX6UEtULMc/sKePWG/jy+6wJnq5zTPJlYyDPXx7M8I4LDpS2cr+3gH0dKcDjgUpOeT+YMJLO6ne3Lh1HW2WgK8ZLzxckKfils5PnJCSQGePD2wWLGxvji6Nw/XdGkM3PjmlPsv3ck356poqBBy7hYXx4eG8PpynbGxvoyNTGAjZnVtBosTIoPINZPye3fZ2Oy2on39+CZSfEsuso46+2DxXw+L81V8M9JDaFZZ2bx+nNM7OfP4iHhfNZL8T421o93Oo+x3fkNDI/0obzNgMXmoJ+/BxcbtN1iE50eGHrWnKrAZLXz88VG3jxQxB/3jCI9Qk2MrwfTk4J6/LyeYLLa2H2hnoWdDAaAXwobeftgMX/cM5I3b+rP8voImnRmtp6vY2tOLcXN+l7fr1ZjxGi1c5lbUtqi5/pPj7k8TwBe+OUi6xcNYdaAYLbdnk5dh5k2gwUfpQRfhYSwLtd7rcnKb5eaetQn6802Pj5WxogoXzZn1/DKb5f4PquGQ/ePQnYN0z2hwHl9n/7FSRfD6OeLjXx4tJRvbh1MaqgXb+7vmZUFzqn15AR/vjpVSU6tho+OlJIS4kmj1ky4WkFykCfbbx9Gs96M1e7AR+Fk0gDY7HZE14hp/b+CFr2ZdqOFJp2ZJUPD2ZDZs0nn3NQQEgI8WLYxiyadmaxqjauJ3RVRnR46FpudRD85AV5KvORi10T8QFF3JtFlHCxuwt9DylN7CkgMUPH6jP7szneejyark7FzoMjJHkgJ9mTJUGeCR4RawfuzBqA12diRV8etg0O5UK/l2X3uenaDxcaqHXlsuz2DHzqbi4eKm5GKhK5G6bqFgzh8/2he+a2Qny7UIxEJmZcawvBIH8QCAa/8esmt2AcobtZz/9bzvDItkYWDw9h6vtaNDViraeDniw2sXzSE6+J8+f2ekbz8ayFbcmqxORxc38+fVeNieW6fM+HgWFkrx8paEQhg67IMnt3rNDP8Yp6S785Ucai0xfXeRU06NmfXsO32DN7cf4lP5qRyx+YstzVQkKeMj28ZyJHSZoK9vAA4X6vpxvq5jF0X6mnUmfoK/j78R6BVb+bZfQV82WVdtr+4mbEfH2X77RnY7A4adCaui/Mn3t+jR0bmZVyOtpZLhD3Gwf6n4196RTGbzcjl3acgcrmcTz/9lIcffpgXXngBk8mEt3fvNNk+/M8iUCWjvsPM/VuPA7D6loHcnBLM5uyeDW4mxvvzzRnnlN5ktfPM3nzenzWA0mZdj9MDgNf3F/HEhDh0Zhsrh0dytKylx+fNTQth4bpzGCw2vpiXys8XGxAJhewvauShMTGUteiZkhjIifJWrHY7T06MJ7++g1HRPjy4vecF9INjYjBYbFwf78/tXXKIAcbF+vHIuFiq2w1kVjtziad/cdLVeT9U4pwGfnLLQCrbjezvsmA6WNxMq8GCzmJFILhy3Pt7SBkf68e5qu40W3Bqmf9xuBSlVMTgMK8enwNOKrGnXMyE1ceI8lHSP1DF7JRg5n1zloIuUzOBAN65aQANWhOXmnRkhHvjo5Tgr3LG6d08MJgfrvotU4I9eer6eHwUEi41alk4JIzzNR18eKiEu0ZFY7TaOVjSTIK/ipHRfqzcnMWa+YPwkIpQSUWMivZlzjdnum3zqYo2dubWEewp5a4t57s93s/fg1hfZ2Htp5Qye0AIM9eecpveTknwJ8xbwbxvz7qaFd+cqeL7rBoO3z+a9Ah1r/sMnNOwynYDH90ykHnfnnHlio+K9mX22u4U6roOEy/9XMjquQNdevtAD6lLz22zO7jjh2yGhntz36hogjxljIr2JboL7VJntrlFKl6NM5VtjIjyQSISklfXgcMBj46PxWqHaV+coFF7Zaof6aPgi/lpLNuYyfBIHzcK6qPjYnE44L5RMRwvb+W+0U6K6Cu/FpJb18HzP1/k3ZkDyKnVkBbqzdTEAEpa9Kw/V02r3sKEfv406sy88PNFtGabm7nVW/uL2bBkCG/dmIy3XEyL3sKNyUGsPlbmdty3Giycq9bw1wlxzP/2LA4gq6YDs83OgaJm3jlYzLSkQAaFetE/SEWTzszT1/cjzs+D6nYjyzZmdis8NUYrl2/jHlKRkz3yyVHsDth5oZ6tt6dzvKy1W7Pu79OT+CG7Bm+5mKevj2dklA9nq9qQiIScrW5nflooI6J8OFfdxku/XHJbZCulIrcJm9Zk447N2ey5Yxih3grqO0yUteg5Xu6M0koL8UImFqJWSPG7Komgss3A8k3Z3Vy+tSYbKzZls3HJEG7++sr54gCGRajdmC9dMSbGF+/OBb/WZOGJXRcoazEQ56fk9owIItQKdGYb35ypJCNSTZyfxzUZCA7gaGnP11yAA8VNLB0aweZsJxuoqEnH7rx6piUFuvxXrsaM/kFsyqrpJiey2Bz8ddcFvl8ypFezSwCbw9ngVUpF6M029l1s4O6RUThwmvk1ak04cHqVyMQidGYrF+o7+OZ0JUVNOqYkBjAtMdAt2eF/G41ak0uG4KuUEHCN6LWSZh0nyls5W9VOuLecifH+TIr37+a0H+QpY+HgMMZ/csx1f43xU7pJogwWG8XNOt78o4iz1e3E+Cj5y3VxSIW4UjPEQiEBKqkbg6grAlQyl2/GxUYtpyvbGBvry+GSFg6VNHOktNlp/js1kc+Ol1HarOOBMdGo5RKa9Rbmf3vGVfh/dY10iu+zqjsN+qo5XNrMsAgfDnQ2Fj87WcHbN6kYEaVmalIgdruD3fkNLPzuLN8tHtJNQncZeXUdiIVC5qWF9niNdzjgr7susPeO4YiEArzlEtYvHuKk0F9sZNn3mTTr3K9JUxICOFzajFIq4ta0UGL9lLT2EGnbqDWz5mQFQZ5y1p+tYvvyYRwrbaGq3UBGhJoh4d7sya/j6b0XOfvIOIBefwNwDlTMvbD++tCHfzfUdZjciv3LcDjgkZ15vDo9iaTOYWSTzoyPQoKvUoLD4UBvtqO3OAv8mnYTL/5ykbz6DuL8PHh2Ujyx/h6o5RIX6+8/Hf/Sgj88PJzc3NweJ/gSiYQPPviARx99lL///e8MGjToX/nRffgvQCwScteIKI6WtfD7pSYOlDTz8NhY9hc3uxUiAAsGhZJX1+FGWyts1BHgIesxqusyipp0NOksjIzyQSIS8Jfr4nj3YLFrQSgTC3nthv5sz63DYLGREaHmZEUrc9NCGRTqxT8Ol7JiWCR1HSZmftXV7K2YxYPDGBruzRfz0nhsZ56rmFBKRbwxoz+/FDby8dEyjj4w2o0+f12cHyuHR7JovbPB8OmcVFZsyupGs7u8WPhqwSC3wgfg54JGhkf6uP1PKhaxalwsvxY2knvVNOLV6UmopGI2LBmCWCCgn78HQ8O9XVParnhuUgI5NRq0Jht5dR0MDvXmrf3FbsX+5e177Kc8sh4dj0wsJNhT5qJ6qmRiXpqaxK+FTa7FXFpnNvDKTdluC4+l6eHcMzKa6V+cdCvIQrxkfLVgEOvPVfHY+DiCvWW8caCh2/ZexqfHy9l021DuGxXNlycrXPtzVLQP3y4cTKi3szCp1hiZseZUt0nHL4VNxPl7MDM5iG25V2j0Jqude3/MYe+dw69paCaXCLlrWCTHylpchlPDItXdptVd8X12Na9MT3IV/MFecjbfNpTrVh9zsTTOVrVzoV7LL3eNIOqqyECpSNip6ex5oRbe+Z19FFcc9ackBLBg3dlu51hFq4Fn9xbwyrQkEgNVTP/yJAKB05Nhbmoot64763KpBmdh8fWtg3ly9wUu1Gv54EgJ3y8ZyuO78ilr1TMgyJO1CwZhsTsYEelDdq2Gsh4YNjcPDKakWcdjP11w7TeVTMSbM5IJ8ZS7po9poV7E+imQCoVsuz2DQE8pxY06Vv6Qz4/LMmg3Wl0O/G/sL2ZCnB/zB4U6Uxp+yO71N7jMZNh2ezpfnix3XRtsdgdLN2Tyzk0DEIkEnChvJdRLxnVx/nx1qoKf8upZv3gIz+1zelWIBALe2F/EiCgfHp/Qj9JmPSKBgF0rh5FTo+GZfQUEeEip03SP4cup1dCks2Cy2lmy4RzHu+TMy8RCvpiXxtnKNh4ZH0tkpwykVW+isFHX68Qut64Ds83hllbyy8UGHh47nK9OV3STKsjEQpalR9BmtBAsEdGks7Att47nJycQ56fk/cOlFDfr6B+o4qnr4zFbbejN1m7mkF3hJRcTcA2DPz+llCBPGU9N7EeIl5ziZh01HUYUEidr5NXfL3V7/t+mJjJx9bEe36+63Yjd4WDmgCA3D4WumDswhDh/D0ZE+WC229lwrrpTSuLg+X0X+fpMJVabg1sHh/KX8bEcr2hjcRcGxbbcOvw9pBy8bxT9g3qPB/yfgNVmJ6dWw50/5Lj084NCvfhiXhppoV4uT4TLKGrSMeXz426MDR+lhD/uGcmx0ha+PlOFzmxlelIgE+MDWLk521XsK6UixsX6IeuSAnK0tIX7t55n5fBIZqYEY7TYee9QCaOifbgpOZikQBVBnjIenxDHik09n4OzBgS7JFYAW8/XctvQcA6XOBtFdgfsLWhk8ZBwNmbV8PWZKjYsGcKCtFC0Jit3jYyiw2RFJBS6fa+rUdaiZ0yMM1TRVylFa77CgjNZ7ezJr+eWgaHM//asmxxEa+rOlusKrdmK1mjtxmgTCGBSfAA3JDk9MU5XtvFLYSODw7ypkRgZEOzJdwuHcLy8hTf3F2Oy2hkY4smqcbH8fqmJdYuGsPtCPf84XMptQ8OJ9fPgkR15bhLDnXn1/P2GJO7eksMvhY0Mi1QT4CHlgyOljIr25YHR0byxvxhL5/1h8DV8YcK95X3T/T78x6C3wRg4JS6RagVrTlXw7ZkqF1NvWKSaL+elcaqijf3FjQyP9OWh7Veikxu0ZmasOcXfpiTQqDVzzyint9N/Ov6lV5URI0awY8cOnn32WaTS7osLsVjM+++/z+OPP86uXbuuSc3ow/8sQr3lrF88hIpWA8fKWhALBXx962AOFDWxv7gJH7mEBYPC0Jis/OWn7i62DnBbgFyN/oEqylr0vHmgmMVDwrhjeCSLBodxsVGLROh0vV97qoJgTxmvTk9iYj9fpGIRW7JraewwMz7Wj3ajhbcPdNe9rs+sZkS0D4dLmvnoloGEeMnA4YzRevm3Qhct0e5wMD0pkK87PQQeHR/H3G/OuIq0AJWU8l6kBlqTDZvd0a2ok0mEeMucJjwtegvtJismix0fpZhvbh1MaYue3fn1eMnFXB8fwM68Op7Ze4XqeMewCD6ZM5BPjpaxMbMGs81OpI+Cl6clEqySccOaK82NGcmBLoZCvL8Hd46IJNpXSZvewrdnqzhc0sx9o2PctrtZZ6ZGY+DQ/aP47Hg5vxU28doN/Vm47qxbnjDAuBg/Fnx3ttv0tVZj4qnd+awYFonGaCVCraC9l+giAI3JQmGTFg+piFMPj0FvsuCtlBGokrlNRo+Xt/ZaJH17porP56W5FfzgLLrbDNZrFvz+HjIenxjHm/tLCPOWU91uRCQQuBZbPcFmd+DAfaGYGuJF1qPj2FvQyMmKVpKDPBkb48veggbEQgGDw7xc0XtBKim3DQ1jzanu/hRKqchl/BfsKeP6eH8EArDaHb0ujM9WtTMozBuFRMgntwx0xvyJBDyx+4JbsQ84TfQ2Z/HezAEs2ZBJWYuBijaDK8+6otXAvosN/HBbOsMi1D1S3dQKCdOSApl7FWtDa7Jx/7bzbF+ewfa8OqYmBHDzwBBu25DlWvAmBar48OYU0sPVtBst3c4RjclKq8GCSiZ2JT1cjYwINbl1GgaHeWO2OdwSQMAZW3bHD9kEecqYlhjIDUnOOLjJCQEkB3ny/M8FFDfr+esENbd+d5ZR0T48NDaW2zacc2tOjor2YfNtQ/FVSFiy8YrfglQkZMnQMKYnBWGx2SltMXXbTyarnTs2Z/PDsqEsXn+Obbdn4KuUUt5i+FMnc7PV7nJZB2fx9PnxMvbdMYLHfspzpUykhXrxwpREnv/5Ig+PjXEmMdjsrBobg0QkYFkXhtLJijZmrz3N2zclkxbqxYhIn27RkpcRpJJx36joXp3vHxkXS1Z1O8fKW0kJ8mT5sAiKmnSM+/gYS9Mj2LhkCD9k1dCktzA1MYBBoV7UdRi7XUO6osNkY3JCANty67pJuIZHqhEKBUz67Dg7lmdw+8ZM7hkZTaiXnEmfHaeki9zh46NlzOgfxLKNmd0aNE06M/f+mMPWzt/ifwslLXrGfnzM7XqWVaNh7MdHyXpsvMvQEpwU1vt+zOl27rfqLVz3yTE2LBnC5IQAlBIhkxMCmPvNGSo72UNecjE7lmcQ6CGhsFGLyWpHKRHx04V6XpiSwNsHismq0eApE7MsPZzEABUVbXqUUhHRvkqmJQUyPy3UxeQAZ0H8/OQEfrvU6Nr+kVE+3DY0nIQAD+alhbA9t87VcBAJBQgETtnN5WjeJq2ZN/4o4oUpCUSoFaSEePbo3QAwMMTLJWdZMCiUR7q44s/oH8Se/Ho+PVbO7/eMpKRFz8mKNkK9nHGsV0f8doW3XNLND8dPKeWrW9M4VNzMe4dLePNAEbNTgtm5IoMHt+W6mAUA05MCOfXwGOx2QABCgYAJcX6s2JztikbdmVdPuLecL+anMeebM67zXiwS4CUT8/6sAYR6y7HaHGzLraWkWc8r05P45kwVW5am4ykTU9ykQyiAqQkB/NzDkOTdmQPc0kb60Id/Z3jIeq8bwLlO+uqqddWpijbmfHPGKQ8cEsHi9ed6fO1rfxTx/ZKhTFh9nDOrxrqa9P+p+JcW/LNmzaKxsZG8vDwGDx7c43OEQiFvvfUW/v7+5OV1Lxz78L+HQJWzKEuPUNNqsPDL0VLOVrUzsZ8/c1NDmPft2R4L4hhfJR1GC+Nj/fjHoRLXTTct1ItbB4XiLZeQEelNYaPzRvftmSq+PeN0fr51UCjLh0UgFgoI8ZKzObuG6+P9sTkEfHi4jAsNHSQGqJiZEsy+gt5djL85U8m0xEB+yqtjflooK3/IpvUqh+faDhO3DgpjZ14dAR4ySpt1boXJtein4LzwCK/qUU1PDKRaY0RnsVHVZmRTVjWbsmqQiIQ8MymeaUkBeJWKyarR8PHRsm5a4qPlrUT5KhEAu1YOQyER4S0X8/y+i2y/yiROJBBgstp5YHQ0Q8LVvHOwmLy6DoI9Zdw9MorUEPcOpsli49uzlTy28wLeCjH77xnJHRmRlLbquy3UBQLw9ZD2aoyYVeM0c5KKhAgEAhYMCutV8jE1IZCJcX7MSArCTykmKyuLhMhBiK7S3pe19K5h1plteMvF3JwSTLvRyqGSZte+69onbNGbMZhtSEQCF6W5ss1Abp2WEC8Zz1wfT6CnjPcPFjMuzq/XCLoZ/YNQX+X8LRQKECAgUq0gQq3gpwt17MyrY0b/IKraDXjKRPh5SFFKRHjKJbwwJZHcug5X8QZOevqWZel4SESd2y4gXC3nlamJaP+JItHfQ8rwSDUCgYDSFn2vEW+NWjMOnEkEvkoJDVeZUjkccP+2887Jk0pKaoiXGz1+waBQVyPsajgcsOFcNQsHhTIrJYTZa0+5nSsFDVpmfnWarbenozfbsNrdF93p4d5MSwxk2feZfDonlaUbM92K8BAvGWvmp5FZ3c6HN6fwfWY1yUGerhjLrqjvMNGsN6Mz29lT0IBEKGTl8Eie2J3P0vRwNncyCx6f0M8lDeqKY2Wt7MlvQC4RuopKhUTEhsVD+CG7hkXrz2KxOVzxfZMTAtxiusw2O4UNOhq0Zuq1JkxWO9m1HQSqpL2mZYR7y5GKhawaG8PZqnbXOdbPX8UbB4qYnhTIXyf0w+GA4mYdj+zIdV1nJ/bzx1suZml6BBnvH+7x93n510I+nZtKjcZIfEDPhnZikZCBIV48NbFft7STlcMiqG438vfO/5d2TmAXdi6i/v77JXwUEmYOCCIxUMX8tBDWnq5idLQPComox6adv4eUQJUMm93B5tuGsreggS05tchEQl6cmkCMrwdGq43f7h5BZpVTevFLYSMhXjK3Yh+cxpwl15CLHSppoVln/l8r+M1WG58cLetxPxitdj4+WsabN/Z3NcSbdOZutP3LaDdaadJZ+OhoKRqjle15dey5cziZVe34q6SkhXihkAj5x5EyXvzFmWpx4sHRLEsPp6RFz5PXxyMVCVlzspyPjpaRWa3hrZv6k1ndTrSvkmBPOR/enMJj18Wyr6ABlVRMYqCKH7Jr+OZMFSqZiDXzB5Fbp+G9QyXoLTamJASwc8UwHtmRR1W7gQi1nE1LhrI7v4Fl32eiN9uI81PyxAQnO+T7c9WsGhvDtvO13c4HqUjILQNDmPnVKe4eGUVJs94lK4r1UzIwxIsXfnZq5r8+U0VZs46aDhOtBgvZNR0sHhLmWjt0xS0Dg6luN+DnIXM7Jj+eM5AnduVT0HCl+bD6WDlbz9fx9a2D0JmtTE0MRCgQUN1uoFln4Zm9BS4DzFHRPnw5P40Xf7nImc4kjKp2I1+erGDR4DAXFfmdm5JB4Hzvi41alFIRiwaHsf/eUdR3GBkS7s0D23K52KhFIRFxx7AIPrg5hU+Pl/PVqQrajVaSAlW8dWMyo2N8+4ZhffiPQVqoNxKRoMfr+9hY315TNS416Qj3lhOgkvLFvDSEAuf985NjZTTrLGjNVkxWO0arjVaDhdOVbYR7KxBevYj/D8K/tOBPTk7m3Xff/dPnCQQCnnzyyX/lR/fhXwibzY7N7ozTy4hQY7HZEQqc+clP7nY3JhMLBXw+L5WEQBXZNRq23p7BfT+e55lJ/WjRW/j6TCWNWjPjY315ZFwcv901ksyadjRGK6mhXpyv1RCkkjN77WkuNTndshP8VYz7+KhrsXCqoo0NmdV8t3AwGRFqTle2ddvmZp2FOQND8JSJSX77QI8auBadhdVHy9iweChtejPnr6Lb68xWgjxlrm5+V8jEQjxlYrcJwls3JiMRC1m+KYtDJS2di5lgti3PYMWmLJ7cnc/AYBU1GmOPdHKJSMBDo2NICfEkPkCFwWoju0ZDe6fx3r6LDa7P85aLCfGSc3t6OPH+HqzYlOV6n7oOEy/+Ukhpi57EIBUBndPv2g6Ty3Co3WClqFnPG78XMW9QaPdtEQrRma9NmZSKha6ovIwINUmBKreFFDhd/V+alkhUp07fZuu9qB0R5dPj/0O8ZHwyJ5UmnRm5RESEWsGqcbH8kF3jXNQpJGhNVi41aqlsN2KwONkVg0O98FdJmfnVabft8pI72RYtehMz+ge6GB+XoZKJeH1GfzfHa3DmuFe1G3nzQJGL1grOojEpUMVnc1PJq+vg6zNVPDc5gZQgFR/fMpDiZj359R0EqmQEecp48ZdC0kK9eO2G/qgVEvw9ZNw3JoaLDVoEArpNLcF5vPl5SFw+AWer2hBw7aZUk9aZM//gmJhuHXFwFstNOjODwrzZuGQIE1Yfo6Fz2h7qJXcxAnpCcbOOR8bFseZUeY/bYLDY2JPfwGPjY3lxaiI78+pJ8PfgkfGxqDtlDCuHRfDGH0WsXzyEoiYdZS16BgR7Miral+p2I4/uvMDrM5L4MaeWbcsz+Pp0ZbcGmUAAK4dF8s2ZSib282d9ZhWLh4YBoJZLKG7SE+2roLxF3yt7ZO3pSn6+c7jLTPK5SfG8f7jE7Ry9HN/31+viuiU0tOjNqBUSV6Fy95YcFg8J4+Gxsbx3yN2gUiCAN2b0RyYS8kt5G5/PS6VOY2JvQQPpEWp+LWzkp16m7jqzFbPVjkgkoPiq5mRXtButiIUCdufXs6qXgh8gxEvOXyfEsWhIOL8WNmK125nYL4BdF+p4tAtr645hkbx9VYJAq8HCN52FVoiXnEuNWkZEqnl9Rn8e7kKlvPydX52exD8Ol/D2jclIRAJuHRTG9MRAHMCP52tZuP4cWpPNyawYEsY9o6JRSKv5Iad7E1EqFqDv5be8jKuPk/9JaEzWa547B4ub6TBakamcBf+fNfra9GY8pCI0RitnKtupaDMwJTGAJp2Z1cfLyW/QMjjMi3OPjmNPfj2V7SZWbs5ySY8UEhEvTEkg2lfJx0fLMFjs1HYYqGozcLS0hU3ZNYR5ybhzRBRmm537t553xTr+Y1YKbx8odrvHrj1dyfbcOjYuGUplqx6N0co7B0vcvnNxs567tuTw04phLBoaTn5DBxuXDOHRnRdc3ibRvs5Emeo2A0ceGE1Zi4En91wgxlfJnNRg7hgexfP7LrquiZuzath2ezrvHSqlUWdi/bkqPpmTikIi4pvTlRitdiQiAQsHhzFrQDDnqtsZH+vHZ3MHsuz7LJKDPKlqM3S7R4HzWvhbYSOPjo/jzf3F4HCwem4q13963K0ZeayslVu/O8uPyzKYseaki12wI7eO9YuH8OXJCqYnBSAXC5n77ZUkFb3ZxpcnK9CZrNySGsLyLswcg8XGh0fLOFnRyrcLB5MW6oVC4vSxSA317NZ47kMf/p0R4inju4WD3Qxvwdk0fm/mAKZ/ebLX1xY16Xjx10IOl7Tg7yHlzRuT2bRkKHUdJgI9nUxfk9WO3eHgbGU7wZ4yItSK/9hJ/z9d8D/++OMMGzaMuXPn/nduTx/+l1Haoueb0xXsyKvHRynhvZkDeGJXPr8UNvLY+Fg2LB7C16cradKbGRGh5t7R0cT5OR34JUIBW8/XsW7xYN47WMyP568skn88X8fOC/X8ctcIDhQ3U9Fm4Fh5C6/f0J/s2naUnQZEj46PZeXm7G5Fhc3u4OEdubx90wCWdaHiXsbYWF8+PFrCHcOjWDgo1LU47YrVx8t4dlI8s9aeZP89ozBd9SGfHCvj1WlJ3Lmlu/nWq9OTsFjtTE8KxFsuZl5aKIEqGdd/ety1EDfb7HyfVcOJilben5XCgu/Ocv+2XDYsHtrNNE8sFPDdoiFsO1/LfdvOuz5vcJg3f78hiS1Z1WQ/Np4ajYkOkwW9xc77h0p4elI807440eNv9+2ZKu4aEYXN5iDYS06jzuxW9AgFAoqadUT2kNZgttk79eU9F5UKiYhmnZkVm7L49a4ReMkl7Fo5jE+OlvHFyQr0Fhs3JAXy9xv6E+9/xe2+1WBFFRRBm8GCp1zg5n6fGKAiMUDlRv1USp0Tpvu2ulNePzhSyts3JfPMpHjUSimHS5rpMFm598ccajXOBs2qsbEUNmq7LfA0RisrNmXxyRynGeWsAcGsPl5Om8HCtKQAHhkX12PuscFi41KT1q3Yv4yCBi0/X2xkxbBwFqw7x96CBk4+NIabvz6DxmQhykdJm8HiWuyeKG9l1dhY12LOuzOhYUFaaI+xifePjkYpucKIUMvFSIUCvOXiXmnUMX5KVmZEYLM7OFfdsy5O1NndDvNWcOSBMWhNVvLqO4hUy7lQ30F+fc803LQQLwaFefL0nu4JF5eRXeOM6XtyYjx3DI+kuEnHV6cqKW7WUdSkY2l6BGsWDOKRnbnIRE668thYX8qaDYSp5ThwcLaqnWGRPtRpjHyzcDCP7cxzRWj5KiX8fXp/fsypxWi1IRYKMFjsrn2aW9fBiCg1fxTZusVudYWh0+Rnw+Ih/ONICamhXjy9t6DH564+Xsaa+YPcCv6hEWo+PV5OqJeM4+VtmG121p6u5KWpiXwxL5XPT1RQ2WbopOcnoJZLGPfJMVeDYO+dw3Hg4ExlK5MTArpJNC5jSkIgWrOVug4T11CjAE4mybVMIy9DrZCiVkgZEOxJabOOnFoNf+ucFF9GQqCKc7/0rqs8U9WG0Wpn5trTfDkvlV2dsYPFzXoGBKt4aGwsR0ubeXlaEkFeco6WtlDUrOO3wka85RI+OVbmei+zzc5Xpyup15lZOjSM/PqObp9X2Wa8pkY/1k/5v1okycUiwtSKXn/HcG85csmV655KKsJP2bt5Xqy/h6sRB05a+rlqDbO7xLj9mFPL338v4pe7RlDTbmDJkHDWnatCY7RisNh4cnc+m24byqasGk5VtDI3NZQJq4+5JUN8fKycl6cl8uncNE6Wt7Irvx6hQNBjQ73VYGFzdjVDQr3RW+w9NjjGxfrRarBw89ensdodDAr14sUpifh5SAnzllPWomfnhXrmpIbw3N4ChEIBD46OwQHsK2jgzk1ZvD87hWcmxVPZZiDUS05VmwGhwGn2umpcLHUaIw+OjmHR4DDqtU6/jp8u1LPgu7NY7Q7KW/XcMyKKnSuG0dBh6jX1AGDr+TqCPGWu2NW1pyt7jNTTmW1sz61lRv9AlyTGaneygF67IYnr4wNYuO5st9cBjIz25ek9BYR5y5GJhZS3GlxNg1OV7RQ162nQmlwJL6dXjXVFafahD/8JkEtE3JgcRO5fruPbM1UUNesYGuZNcrAnDVoTHdeQjalkYrJrNNw2NJxHx8dS0WqgtNXAluwatp6vJT1Czedz08h+dDx2h6PTa8eOyWYnztfjP27a/08X/Dt37uT48eP/lgX/+vXrWbNmDY2NjSQlJfHcc8+Rmpr6v71Z/+MoatIx6sMjroXprYNC+ehImcuM752DJUxNDOCZSfG0GSzY7A4kIiFGqw2NyUppiwGV3Gm61LXYvwyLzcFTe/LZtGQoEpEQvcWZnX2kpIW5qSGsmZ+G1mxzmctdjUatGa8eNKoKiYhFg8OZ+dUpyloMrJ6byvbcum6FUbSPEoVExKH7RrM9r45+/h5uU+pTFW1E+yjZdnsGX52qIKdWQ5yvkievjyenRsOLvxaSEaFGb7FxtKyFwgZtj1O3shYDdRqjq5j1U0pYu2AQ92097yrAl6U7p2ybrir2MqvbWbU9j3dnJhPurSA+QEVDJ6UxJdgTo8XWowa66+t/yK7hxamJSK66mJ2tbCMt1Bud2Ur/IFW34m5vQQMrhkXw5cnu0+H7R0fzfVY1Jc16ntqTT0qwJ+8cKmF5RgSH7h+Fl1yMn1LqmpI36UycKG/l1d8uUaMxkR7hzYNjYvBTSohQK1ArpIR6y/lp5TAe25nH7vx67A64Z2QUX5+p7FHb/tddF5g5IIiadiMNWhMPbMulvsOEUADLMyK4c0QkJypaGRPjy9dnKilsvKIDbzVYUEnFqBUSAj2kbLs9HalIiFohQS7pWUNmtzu6/T5dsSWnhnmpISQHqbhQr6Wq3UiNxll0XR0dBc4opsQuGeLBXjKmJQUS4iVnzakKNEYrfkop942Oon+gJx6dJmy1GiObsmq42Kjlqevju7FswGlA2c/Pg2BPGZM+O97j9sb6KfFVSDhfq+G5fQXszm9ALhZy29BwwtNCWTo0nB+yu7uui4QC7h4ZTbvBSpSPolefi3h/JUqpCJFQQE27iUadBYEAItQKlqZH0Kwz8+TuC6xdMAipSEhth5G0dw4hwNmwe2JCv/+HvbcOj/JM2/8/4xp3dw/EILgVKFCgQAvFKVKh7u1u3W237lSQAqW0pbQ4FCjuCRAiBOLuNsn4zO+PCUOGTNjd7+99V97teRw9jjKTTJ6ZeZ77ua/rOsUWCbcwg9Wnyknyc+H1mxJwlYuxWm3Rd58dLeNIaTPfzE7lmR35CAXgIhUxPtbmbv746Ch+OFdNckDfBj2hHgrMFnj3YBG39Q/sJf3pCY3e7CAh6R/gQofOSLyfGi+VzOF3n991kXBPBQvSg/FVy7jc2ImrTMyT2/Id0hA69CZ+uVCHwWxh67JM1mZV2ptWVxDkJufmJD9+Ol9LuKcSvcmMp1Jid4DviQhPJa1aEzc6iWm7Hg4VN6OQ9j73W7oMBLrK+2wgBLrKudztsXDHD+fZddcgkv1duKVfADfGetNlNLN8SDh+LnJMZgsF9RrWZVXywPAIB1O4ntiWV8f9Q8NZmhnKrouOumazxcqBoiaWDAxh5TWyE4HAlioT8C/UPKtlYp4cHcW2PuQ2T46JRiUVU9HSRW2Hgd2Fdfx5bDSPO0k/mJzgy8nyFntROCzcE1e5mKnfnOx1r+kymFmwPotnx8VS3qq1NbAOlbCn+3795fEy5qUF4a6QsPp0hdMYyOd2XmRKoh/Dwj1wV0jYlONcpgXwc04tt/QL4LSThgDAgyMiWPRdtp1tcba63W7SOSjUnYnxvnxxrIxVpyrYtHggU74+4fBdCwRQ1qpFb7KgkIhY9v1Zsns0UT45UsoTo6NID3Jj3BfHnFKA12dVce/QCG5ddZq3pySgEPcd3SiXCBkW4cmKmf0RAB/1IfcCW8P2pgQ/Dpc0IxQIiPNRIQA2nqshylvVZ8Rmkp+ad25Ooqyliy6DmUR/Fw4WNfHXA0VYrbZrcFqSHy4yMRrD1aSSP/AH+kJTp556jYGcmg46DSbSg2ypTP/JU2ulVEyCnwuvTrTJIu/88RxP7yhgbloQCzOCHaKUryDUQ4HRbOW9aUnk12kY/vEROg1mlFIRiweEsHJOGss2nqW8tYsN2VWsz766l/NWSdmyLJMBwe72Ich/A/4hSr/VGfcUWLRoEUFBQbzxxhv/Iwf1z8T27dt54403eOmll0hJSWH16tUsW7aMnTt34uXl9a8+vH8aOvUmXtxV4LAxnd4vgMU9puljY7xZmBHMlK9P0tHtmCsQwMsT4piW5M+7B4qp7dAxrNuB91pEeSkZHOppy5e3WBny0WGH4vW13y6x/c5B1z1OPxcpUxNttGyLFUZFefH46Che2FWAwWzhTGUbCrGIM4+M5LOjpWzLr8ddIeH2AcEk+bkQ5qFEKhbQqDHwxbEyvp2Xzjcny9l8oRazxcqxshYmxPnw8sQ4dl9soKZdz6pTlTw3PgaBQMCP520F0UMjIpmwwvmkHeBAcTOpQa6Ut2qRiITMTg1kVJQXZS1dWKw22nrKOwec/u7FBg0eCglyiZCL9Rpe+62QX/PqkImFbFyYcd3Px0UmZtXpim4DLBnBbnIquzfuX54oZ/XcNB78OYePZvTjw8Ml7LpYj9VqM22L9VZxc5I/Ie5KPjhUTHOXEX8XGQ8Mj0AqEtoNE3/KqWVmSiBtWhPvHyzh/YMlvHdzEncPCQOgTWvknd+LeGv/VVpwRauWX3PrWDsvjZPlrcxKCcRVLiHIVcb0ZH8WDwzBbLUS7qFk6EeHnb43qxX2XWpifKw3WqOFug49IqGAXXcOotNgi1TLqW0n3EPJwyMiadEaHQwSLzd1siO/jtduSvi7bo5CodAp3f4KLFabHveKEaFAIEAkFDCzfwC39AtAILDp8NdnV7E9vx6Xa5yXIzxVPL/jIgqpiE9v6YdULERrtLDuTAVTE/3xVElp0Oi5Y+M5dnTn029eEsjbUxJ4c99lmrtsBnmzUwNZMjCEs9XtfH2yjL9OSeKeTecdjl0mFrJydirNWgNDPjpiN5vqNJj5/FgZewobWDGzP1/OSuHP2/PtE8YAVxlfzOxPc5eBR3/J5c/jYjjohPEAcP/wCCQiIWXNXewurMdksRLiruBwSTML12cxMtKWilHbricjxB0BcNegUD47Vsb+y7Z4rrcmJ7D2TAVz04LxUIiZszar17R+RKQnepOZmnY9t6UEcqmxkz/dEINcLOKpbXl8NjMFrdFMsr9Lr5QMgCdHR9Ght9Glc2s1fDM7pc/vWCCw6Y5vTvJjXIw342N9eGxLLuvnp+OplDIk3FGWUtqs5dXfbI72UV5KlmSGsC3fsRDcmlfHzP4BrM+u4r5NOXwzO5Ufz9Xw84UaBAiYlx7IpHg/BFZ472Axs1MD0ZvMfDg9mSXfO2Z8K6UiVs5O5Z0Dl/ns1r7fhzMopCIkImEvHf63Z2xMoSta6p4QCQUMj/Dkrf1XfQDOVrVzS/8A6jr0DPrwCC1aAycfGomfixyL1SZdqu3QY7Za0V8nbqymQ8/QcHduTvKzT1IT/dQ8MSYaH5WUYHc5wyM8+cvvRVS36xgY4s7rk+JJ/Bc79IMt5vTViXE8t+ui/boTCOClCXH0D3DhYr2GQyXNLP/Jdl0+NSaaj2Yk886BIkqbtbjJxSwZGMrAUHcWb7Ddc11ktglyXYe+zyZvabMWT6WUrXl17CyoZ8PCDArqNVS0ailq6mJ8rA+jIr1If+9gn8f+0/kabk7y58fzNSgkfRfIMrGQYDc5VW29myvuCgltOmOf5pUnylt56oYYwEaxPVDUyIgILwemQIi7gtRAV/ZdauJEWatDsX8Ff/m9iGnJ/oiFQoxO5GIWK+iMZp4cHcXwCE9ivFVszXeeKLMsM5SvjpezLb+O+4aF88bkBKavPOm0kTAl0Y8Jcb6EeyiwWGFYhCcHixrJrmrDasVpQsvctCDKWnXc/eM5h9eclxbEJzP6ce+mHLxVUjbn1pL1yAi+OlGOh+KP7PA/0DfqO3Scrmijsk2Lp0qKVCzk+V0XCXGX89ioaCK8/nVFv9FsuycbLVaUEtH/UxNWJBIS76dm3bx01mZVklvbwYPDI+jQm/j+XLV9bY33VbNufjpHS5vJqmxzaAR3Gcx8erSUVq2Rd6YkcrC42aHYB9u+bfwXxzj32Gin7M7/q/gf0fAXFxdz6tSp6xb8jz76KCEhITzyyCP/E3/yfwwrV67ktttu49ZbbwXgpZde4vfff+enn37irrvu+hcf3T8PzVpjL/2kABw064+OimJGD1oh2OiMA0M8GPrxYYQCATOS/Qn3UDhQw6UiIR/PSMbYPTGdtz6Lm+L9+Oq2FO79Kcc+SdKZLLR2GXGRie0NhZ7wUEgIdJWzID2YhQNCECAgq7KVpd+ftW+IQtwVSMVCgt0VvH5TPI+PisJosSAXi/BUShEKBfxWWE9GsDtfnihn1prTLEgPZsOCDCxWK61aI78XNVHRqnWgug4Nd+doaTNDwjwQCASUNnfiqZQ4PU6w0Y9r2nXcNTiUAFcZMrHNJfmKJruosfO6utOqdh3FzV0M+eiwA+Nh/+UmhoZ7ODU0c5GJUUpFtGlNFNRr0BrN7LprMKM/O0qDxpZh+viWXD6a0Y/8ug5uivfhqTFRqKQ2o7dQdwVikZDbUgIYFelJfaeBdq2JVacrONwjw9tssfYqhJ/eUcC0ZH/CPZXUafS87SRNwWyx8sKui9w3NJy6Dj2ucgkKqZjR0d6M/OQIVW06Ni7KuO7n0qI1IhOL7D4Lf5mSwOXGTod85gu1Hdy7KYdHRkZy+4Bgu7wjyc+FUZFehPWQNJQ1d3GyopXt+XUEusqZnRqIn1qGn6scpVTEksyQPuMm56YGYrFaKWq0TXdya9vZsjSTn3NquP27bHQmC65yMfcMCWdqoj9x1+ir/VxkrJqbxvrsSp7alk9zl5HRUV68NSWR+G4mQEWrzl7sA0xfeYq3pyTw291D7I74bnIxZ6vbuFjfyf3DIvBUSjhy/zBWn6rgYkMng8I8WJQRzO+XbZGbzjblRU1d5NR2oDea+WVJJlXtOgTY9OEv7CrEYDLzy9JMJCIBb9wUz7M7L9qnkHKxkK9uSyHSS0Vzp4FOoxmTxcqGs9XojGYmxvuy7Y5B3Lcph7JmLQJstHhvtYyXJsZz+8AQVp2qoLpdx6goT8ZEx2LFZlK5d/kQNp6r5odz1bY87NQgvFVSlv94nolxPiwaEMz0VacRCgTcOzSMOwaHIhcLiPdxZdPigbywq4AfztVgslgJdJXz7LgYipo6CXCVIxIK0BrN6E0WAl3ldnZGT0xJ8CPGS0W4h5K9l5oQCAR8MK0frlLbZ26xWhkT7dUrrhPglYnx1Gl6R/99f7aavcsHE+OjIr9Ow5xvzzA+1oc3JyfQL8CVnfn13PzNSdbNT6e6XceqUxWsm5/O50dL2bwkk32XGihq6iLBV83kRD/atEY+mN7vurF7zpAR7Majv+Ty/PgY/rz9amPsaGkLywaFMjctkO96bJTkYiGf3NKPz46WOrwntUzMl8fL+PZMFaOivLhjUCi1HTryaoX4u0qJ9FQyINjdHrvYF6K9lfyUU8OoSC9uSwnkQk0742J9ePW3S+TXa6jr0JMa6MpbUxIIcJGRV9eBXCLqla7xr4CHUsoDwyOYlRrE6fIWLEBmiAf+LlJatCby6jU8uTXP/rm9tf8yqYGuPDE6mgBXGbHeanRGM6/tvcSAYHdGRXkxKyWQ3wrrr8tWAewmmSaLldd/u8TyIWE8s6OARD81IyM8kYqE6K+jCWnXmRAKYESEJ0n+LqzLck6Dn58exKu/FfLsuLheTSK5WEin/m/5LFw9Bp3RllqhNZrtEoJnxsYQ7qki3k/Pn7b3ZjFdwYZs23m2s8B5IS8Q2BJ3AlzkyMUipib69TI7HRDiRpSXLaN75akKXthVyNREP54fH8tzOx0bXXcMCiXQVc4Nnx91SCp4eUIcr0+Kp6Sp097AA5v84J4hYYyI9GLQh4d6Xf/rs6tID3YjPdiVWF8VB443sSG7mkUDQvBU/hHH9wf6RovWSGlLF3/5vYiyFi0uMjFLBoYwJNyDg8WNBLkF2ZOD/pmoadfxwaESPj1agkZvJsJTyVtTEhgb7Y3HP2imKhOLiPFR89KEeMwWC61aI0+OieaRUVGUNHUil4goa+5iwbos1sxNczDV7YkNZ6t4dFQk475wPpjT6M2cKGv5o+D/38DJkyfZsWPHv1XBbzAYyM3N5e6777Y/JhQKGTp0KNnZvXXi18P1zMn+I2C1IkAAPTZPnQYzvmop9RoDmaHuHCtt7tXFnp0ayNqsCl6dGI+/q5zjpS206U38ujSTDdnVrM2q5K9TE/nxfI1D4XS6oo0QdwUrZqVw8zcn7cXDJ0dLeX9aEss2OmYFCwTwxaz++KulJPm70v+d351qzZ8ZG4OXQozZbEYIeKuuajutVgtms01a4CIXE+WlpKipixXHy1hxvMz+dzYuHMDDvzgaUX18pJRFGcH2jfGwcE/uGhzmMEHuiSmJfmRVtrBoQCgNGj2eCjENnSaOlDaz93IjkZ5Kti7N5LNjZWx1QgUNcVfw4aHiXvKGz46VsmZuGks2nHWYfEpFQj6f2Z/3uo3IBAKYty6LYeEeHL1/ONvy6zhe1sKgUA9ivFXcEOWJwWxFKhL0oDRZMZvNqKViio1d3LbGuS4x3ldNzTXFkdZopq5DR4ibjDOVbX1OxgsbOglwsxnERXraCu9QNxmH7xvGtvw6ugxmUgNd+9TDjo3xRi4WkOBnK4jHRHsz7nPnC/pHh0vYvGQgq09XMiHOh2hvJQFqGWKRALPZTGmLjhtXHKekR1rAG/su8/GMfoyP9SbUXc6wcA8yQ9w4WeGoaY7wVDIswpPGLoO9UBwc6sFnx0rZ1EPO0q4z8dZ+m/mbu9y/1zrhp5bw8PBwZqcGYTRZkIkF1GkMlDR34a+WcbS0dyH55NZ8hIJ8UgPd2HR7BkFuchAI+OpEBa90T5fjfFSsmZtGhKcSV5mIDw6V4KqQsO9S3+Zi+y438vz4WDI/OOT02npj3yXemZrI8sEhTI3zpLTdhEQoJNpbiZ9aikwsoLTDwLLvzzokFXxypJQfz9ewbVkmz+woYHRUrP1z8JCLyAhyJSMoCYAuo5ncuk4mf3WCFq3RnqH9wPBIRkV5Utehp6JVx4mHRnCuuo1Za87Yp8bvHCjmne7z/+yjI0nyU/P5rf14ZWI8TZ0G6jUGzlS28M4Bm/v4lZi81367xIpZ/VnWI34LIC3IlVcmxjHoo0NououZX3Jt2e+bFg/gllWn0ehNHHtgOGuzKllxvJwOvYkkfxeeGRvDnsIGBoW6MzLS086KSPRT8/aURLbl13Oy3OYa/OPtA9DozYhFAl7cddFOc+40mO1a7ye35vGXqYlsz6uzGyBGeCpRy0RcrO/gr78XkRzgwvIh4YS52/TCfwt+aim39g/gdGUbGxak8+WJci41dpLgq8ZbKeW+oeE8OSaa7Ko2BNj0/x8dLnFwTQ52l5MZ4k5RUyfv3pwICHh4c65dnz4wxJ2Vs1NYkhnCgaJGRkd5OUShXUGEp5JOg5n6DgMfHCoh3lfNDwsHkFffwehoLxs1XSnh5d2FTPvmFO/dnISnUkxxUxenK1oJ91QQ5aUiQC39l+kylRIhkR5yIj0CHB4/VGJby66VmJ2tbue+TbZG5Y+3D+DFXRd5dWIccb5qvjxezoD3D6KQiDh83zCnE2SwNXl7IquqjT+PjUEggGfGxRLuIafLaGF8jDe7C527Xd/azc5Yc6aSWf0DmJ0aaJcyKaUihoR5EOqu4Nb+gTR2Gqht17JqTiqLvsu2X3v1Gr29SekMAa4yNHoziX5qXr8pgYpWLacqWpkU78u7NychEwtQy8TUtuvwVUvR9NFIB1sMaaKv2mnBH+OtoqBew6QEP3zVEn7JrWFMtDezUgL5JbcWo9nC7NQgoryUbDxXzbDwq2zELXl1PDIyEplYaH9fapmI2amBjL+maDBbrDyzo4CtyzI5VNzMwyMjuVDbTnqwOzdEe3O4pJmipq4+74NfHi9nzdxUCuo13BDtzVcnysiqauO9aUmonchsrqyX//H7zD9gxz/6nZotsKew0SFvvkNv4sPDJVxq7GRygi8VrVrCPXp7NP1voqnLyLLvz7KzhzynpNm2f1wzN5Xb+gf8Tdp8p8GM1mTBRSrqde9yl4spsVgZ9MGhXrGcxc1dfcZ0Wqy2BklfEmGAwgbN/+g19a+6Tv/ev/df3U5saWnBbDb3ou57eXlRXFzcx285R05Ozt/+oX9jqNw9mdXfn3U9JjorT5Xz8IhInt5RgK9aRrmTyLbBoR54q6V8cKi4l7nZa5PieXB4BK5ysdMpaUWrli25tUxJ8LObYu291MgTo6P4efFAvj5ZzqWGTuJ91Tw1JhIXQxs5588hd3Fj/bxUFn9/3s5AEAjgwWFhpHoJOXv2LAAikQiLxdJLihLmH87yH3NYcVt/vj5ho/ObLFYS/dQ8My622w3esaBt6jQ4bK6OlDbz2OhIxsd6s+eajdQ7NyeS6Ksmu7KVkZ8cRSERsnpOGjPXnHYo0kVCAStm9kdrNLO3R0xTop8ad6nAoXC8ggaNgXt/ymHbHYM4UdbCmco2QtzlDAixxfQdK7M5yJd1F7FHSls4UdrI5EArkwPdMRj0tJYV0Nrrla9CIpEQ5hvO9GR/Yn1UDAhxB+BwcTNrzlTwzLgYXusuLK9AIRHhKhVSXl6OUnh9Ay2RQECX3khBQQE63dXPeYynEpnKhbCbExn7xfFeRefEWG/cRCbqWjoIdVewcWEGGr25T/Mrk8VKY6eBx0aEc9fAAJpLL9LUfS6oPbx56WijQ7F/BQ9uzmHLskG0dOpQamr5dk4Ke4qaWXmyAoPZwtREf8bFeAPYdbgSkQAftdTpdwY208HFA4IpqnJsJKl8grjQZOTjYxWEe8i5LTWIABc5K09W0NSpY2SUc122xQrnatrp6NJSqNUy5sszDrTfiw2dDP7oMAfuHoSXxMTKbkNHV7m4z8/LTSahuKnL/rmnBblx/7BwXOUSBAJo0Ohp6jTQUmabgAWKRFitVppLLXSpXBB5+JNTq3Eo9q+grkPPl8fLeXpsDL5qKRcuXMBkurqpl8lkiNz96bKKuGXVKVq6b9JWK+wpbGBPYQOjorwYFu6JACsDA1Us+f5cnzf7zRdqUYgDMBgMSIyduKs82HyhmcHdFPzVpyvZuDCDoqZOcmo6eH7XRT6cnozRbEFrNJPgo8BHLWfYJ8fsxf4VNHYaeGHnRd6anMCyjecY8tFhNixMZ2lmKOWtWjyVEpZ9f44LtR3cGOfDU2OiOVVxBrVMxF+mJjF/XZbDJmT16QpenRRHbq3GQdO8LquS+4eH89LuQi7UdjD5qxO8MzWRBD8XPjpcwuXGLpL81CzODMVLJeWjw6V8drSMLYszCKEFrda2XgsEApSu7phFMkRWE/qOVvtnn+7mQZKPP5ty65nZL4D+gS74q2UYdRosXc10NrczOiiUdqSM+eyY/XsRCQW8MzURPxcZT+8oQKM3MS3Zn3hflQMt/FRFKzevPMW2ZZmMifZmdJQ3DZ0XHDwugtzkfHJLP57Yksez42NZdaqCVXNSmbnmtIOhp4dCwuq5aTy1LY+3f7/MR9P7MWPVKfvzXkopWxano9bWo9f9bQPDfwYUCgWF9RJCvfouhq/gQm0Hf95RwF2Dwni3O+2hy2CmqKmTp8ZE2Zt5PfHMuBi+7qFvFQpshrDr5tnorkWNUlIC3XhpQjwHi4/2yqm/OckfgQBuXnkKs8XKueo2Xr8pgamJfpitVrxVUvYUNmKxWqls01LS1IWXSsLgUA+23TGIyw0aSpq7SPJ3RSwUsCgjmDVnehvmPjculp9zanh7Q1u/+gABAABJREFUSiIL12fbzyOwsR3WzE3j7f2X6TSY+XZOChPjfNjcR3rFrJQAIjyV/HC+xiFGNsBVxgfTk7n7x/MMCnElN7cIb4UHt607S4CrjDVzUukymvnwcClnq9oZEu7BrJRAboz1YXdhAymBruhNZnIeH83ewgaauoyMj/Xm/UN97wXfPVBM/wBXblxxnK9uS0EkEDBj1SnmpQVdN1miul1Hdbue8zUdTE30I6/OZjb7/PhYGksK+pTP/qfvM/9Ab/y936l7WBwv7yl0+tyOgnruGxaOyYJ9//vPgEAgwOwR4lDs98STW/PxVErZllfH7ekBqC2daFuvNnwV7j7UmqS8c6iUshYtA0PceXhkJBqdkYt17ST6qfFTinhrn+0avPZ+/7ca28rulKe+4qZT/VXk5uZiNPbdFPh/wb/rdfpfXfD/T6Jfv369csb/0/Cqpy9JAbYb95nKNjbl1DAh1pfXb4pn84VaRkf19jTwVEk4XdHq1Mn8mR0FHL1/2HXNcH6+UMsL42PtBb9AYCvUlnx/ltmpgQwKdSfKU0lakCtioTtg04lHmi3kPuFJQb2GLqOZfv6u+KgluMrEtHl50tBppKipE7VMTICrDC+5GLduJ2edycKLE2K5dfVpPpmRzLJBobjKxBjMFu764TyXGjt7HeeISK9eU+dX9lxi0+22CJCteTaN9pQEP9RSIc/uukhOTQc1HTqeGhPNszsLemmRzRYr923KYcOCDHvBnxnqzpezUpBJRXaXdh+1lDsyQ0kPdgfgVEULq09V8MDwcI6Xt/Brbh0v7i5EJRVxz5Awlg4K5Y29VzeHX56qYvLiAU4nB32hpl3Pc+NjeWJLLm/vL0IggElxvuxdPpS1pysoqNcgFMCkeF/uGBRGgKuMH3LqqGjVMislkBUz+/Pwr7m96OMDQtzIq+tgRnIAcT7OqVR+JgvHHxzBn7blcbikBW+VlEdGRjKzfwCfHi3l06OldBrMBLrK2bxk4HXfR5iHgln9A5CKBOB3VW9d1qrjx/POF2WLFbIr28ira+eVifE0dhmYkuDHxFhfmzxEIsJktrLieCmRniqmJfnz8IgILjb0Pm+uQG+y0KY3MTA11f5YU5eRh3/J5ZfcOr6+LYWLDRoe2nyBdr2JCbE+LBwQgotUhFgocCpzmJ0aSJi3G3suNdDU2buIt1rhud2XWD03DaHAZjK4MCO4z03DzJQATnTnT89I9mdasj/P7CiwN7+ivVUk+rmQHJ9M2aV8EhMT7WveoZIWVu67TMd1aL2bc2vpF+CC0awmyD+SSM+rmbi5dRomfHWC96cl9+mwf6CoidcmxRPsZtOGW65jsKAxmPklr56ntxcwKyWAlyZ4E+wmJ9xdQe4To+nQ2wyyNi7IwAxcauhEozeRGuRKgIsMN7mYTTm1Dp4mPbG/qIm3piQS66OisKGT6StPc0O0Fy/eGMdb+y7zl6mJ5NV2EOAi50/b8/l58UAaOvW8ue+S04nD8zsv8uvSTL7r4Sq+91Ijb09JoKSpi2+zKpkY74vJArPWnOHx0VEsHxpOp8FmKvjgiAgaNAYOFDex9Mccjj8wnDhXGQazheJmLW/uL+J4eQuh7gqeHBNNaqALHt3rodlsxsXQQnBoYA86qAK42myyWq0cf3A4G89Vs6ewkfuGhbMpp8bB1PJYWQvBbnJWzEphWg8tdHFTFzsLGihq0jArJZDvF2TQ0Gkgv66DYHc5Cb4ufHGs1Ebbb9fx3cIMnt1R4FDsg21ac+cP53h7SiK3f5eN5Roqf1OXgZtWniH7kZEkuMn6PDf+2WiUtVDbHZnZ7sRx2kspRdddHE5O8OOH845603nrsvj9nqHE+6p5a38RRU22JvgDwyM4V93u0CSakuCHn4uUx7fkMSM5gCOlLSzacJYhYR78vGQgK46Vsb+oCXeFmLsGhzExzpfHt+TaN9IWK/xpWz7vT0siu6rNIe3mw0MlTE7wZXpyADqThZUny3lyTBQnKlr56pdcmrUGPr2lH4n+Lnx+rJSKVh1pQa48Ny6WLXl1jIry4qlt+Q7FPtjWxnt+Os9HM/oxf10WY1ecYN/yIewqbOwVrdk/wJVYHzVtWiOvTorHarVS0txl8+YRCbj/5xxatUZcFTLCkpJwbdOjlom4a3AYnx4t4+cLVxuyV3wPti7L5IHhEeTWdfDqb5cRiwQszQxhaIQnx8uanRrIXkFFq5axMd60ao12WjNAfr2Gmf0D2HzBeQN4YIg7R0qb+eFcNXcNDmXN3FTe7WYeZab09uIwm83k5OT8n9hn/gEb/tHvNK++s8/7EUBpcxf9A1yJ7rHH+GdgbR8SILBFRncazHx2rIzPjpXx7s2JLB6QjItMTJfRzMpTlTz8y1U2b16dhnVZVaydn847h8vIr9Pw+cz+5DuJ1gTbhD4tyI1sJ6lESf4udBpMPD8+ljt/ONfr+WA3OWmhngS6BPR67v8V/6rr9Mrf/Vv4ry74PTw8EIlENDU5Ugybmprw9vb+h15LJBL9Ry/EtR06jpa28OO5Glq0ts72qYdGYrFYCHZXMC8tCK3Rwlv7L/cyELrWObknfsmtI8FX1efzVqvVwQV7UUYwOwvqadUa+eJYGYGucg7dPwyZxHFqrBCJiPCS4CqX0Kw1gNVGeWrsMvL09gKHY/JWSVk5O5Vgdzkx3ipUMgm39g8gNdCNQ8VN7LtcxdqsSo4/MNxpV14mFrIsM5SZa047PH7noFDMVpsW+5lx0cglYuo1evJqO/BTy4hKVvHapHhcZWLe3He51+uCrflgtFjYvGQgAgFcqOnghs+OsSgjiHuGhrP2TCWvTIrn7f2XeaP7NcZEe/H2lER8VFJen5RAYYOGdp0JD6WEr06U89TWfDJD3dl2xyCe2pqHxWq1Gcr9HednRauWvZcaCPVQMu2bk/aYIqsVthfUc7y8hXXz0tlzqZG/TE1k98UGnt9VgKdSyvy0IFzlEm766gSDQt1ZNSfVQRbgIhPzwo1xHClpIsBV1ufxqEQiBoS488OiAWgMZoQCEGDlrh9z2N7DgKm6XYfOaHZIWugJN7mYYHcFCmnvZc5ksV7XK8BstXLH4DDy6jQIBPDDuRp2X6xn/YIMwroN/16dFE+XwYJSKkQiEtF4Hbd3AJVU7PCeS1va2XC2mk9u6ccnR0o5Unq1abY2q4qfL9Ry4N6hHL1/GMs2niOneyoqEQl47+YkMkM9+PpkBV1GM78uzWTT+WrWZlU7UH87DGYkIgFLBobyxNY8HhwRybBwT4e/BfDA8AiyK9voF+hq0wVmhjJ95UkHlsXlxk5uXHGcEw+OQOITal/zqtt03L7hLGOivWyNlT4g6abjPb2jgGlJ/tyWEkiUt4qadh0z15xBZ7Rcl34HtullqIeSqjYt42N8+vRXGB7uSXmrFpPFynfZ1Vxu7GL9gjQ6dGY+PljMjoJ65BIRc1IDubV/ABvOVvL9WZuHyezUQF66MY7mv3EsNe067h0abtcQeqtkSERC5qUH09JlYESkF2qpiIpWLTd/c5Iddw5y2hgFW6FV3a7ju/npvHuwmFMVrcT5qMmt1eAqF/Pb3UPwUUmZ+s1JNi0ewKu/XXIw1RsV5cUH05MY/skRajv0NHYZCfFQcqaslRs+P2Y/1wsbOvntUiMv3hjLXYPD8O82Vmpvb0cqvv49LMZHzZ9viGHpwBCKmrqcJlhUtun48Xw105P9HaJIz9e0U9uhZ9SntgQJpVSEr1rKT4sGEOWt4oUJcdw5JIyWLgMysYjfLjmnn9d16FFKhMT7qqh30hhq1RrJq+sg7N9Ilxnto+bL43m8cVMC9/eIYAVbg/svUxPsUYVioaAXdd9otjLs4yPclhLAZ7f2w1slpaJVy7KN5xwSM/xdZDw4IoKL9RoaOw0opSI+P2aTqh0tbWHm6tPMTw/m7ckJDArzQCKwUtDQxaESx3PS30XW7ezfe1K/Lb+eG2N9aOw0cGOsDxVtOuJ91Kzsst1vH/j5AhPifHlqdDSuCgm+ailSkYAb43wIdVc4TSYAG03fTy3lxRtj+OBQKe8eKOL4g8N5bmcBOwsacJGJuWNQCNOSA/j4SCmT4nwQCwU8s6MAlVRMXYfeXgw9Oy4GpUSEBQHBbnJ23jmYpk4DL+3u3eg0Waz8eXsBdw0OdUg/OVDUxLBwT9bOS+NcdTvHynp75oDNB+PKgMDPRWZPr8iuauPFCbF4q6S9ijRhd4OuUaPnhQmxPLk1D7MV/nRDND5q6XWvwf/0feYf6I2/9ztVSEQIBPQpEwn3VBLsJHL5fxu+6r6bq1cYR1fw6K95TIr3w10po75V53Q9MFmsPLM9n0dHRXHfphxOlLWQ6OdCnpPI4L/+XsSmxQNZuD7bga0Z6qHg27lpbDhbhUIi4uUJcbxzoMguqxoW7sHKOWn/axGY/67X6X91wS+VSklKSuLYsWOMGzcOAIvFwrFjx1iwYMG/+Oj+eWjQ6Hnw5wv82MO0b8XxctZnV7HzzsFYrdhdzX+/Zyi3b8jmdLem2WqF5j4owmDbxD44PILndzmfKs7oF8Cuiw0EuMp4YnQ0A0PceWjzBRL81MxI9md4hJfDgnEFZouVC7Xt3PtTjv1mfPfgUMI8lb0aEI2dBuasPcP6+el0GswMDffEYLKgkoq4OcmPUdFefHumklnfnmHV7FS+PFHOphyb0deoSE+evzGOF3ZddJhWj4jwwEslJfqNfUhEAhakB/Ps+Fju+fG8QxEiEMAH05KdRkpdQWmzlo+PlDhs3t47VELO46NJD3JjyjcnHGjF+y83MfbzYxy5fxiucgkZwW58eaKcx1ddXTz3XW7k82NlrJufTqfeZI/L64mWLgMCgcCeYd2mNbLyZDkXajtwlYudZhI3dxk5X9vOyjmpjP/iuEOBdqCoiblpQTw7LpaX9xQyramTVyfFse9SE8PCPRgX60Nth447B4X9XUYuHkopHkooqO+gsdPgUOxfwVPb8vn6thQmfnnCwUBRLBSwfn66g0FfT7jLJfQPcOV8jXOvgP4Brkz9+mrD49b+ATx1QwzjPj/K8QdHEuqhQCIS4aa4uqj7ucgI91Q4nQgNj/DEW+X4njdkV+GtkuIiE/cqwMGma3txty0K8okxUYS4Kdh4rpr7h0dQ16Enp6YduURIRrArBgvclhrEtOQAEMD32dWMj/OhXWdk9rdZPD8+lnhfNUs2nOWvUxNZPjSM/ZcbUUnF3D4g2B75ppKK+NMNUXx9otypjl9vsrDqVDlKqYi7lHJCPZQ0dhqoaNVS1tzFIyOj2HjOebTXrJRAu3b92XGxfHminOfHxdDcaWBygi8Jvi6kB7s5jYwEW9a8Wiqmpl3HhrNVPD0uhqNlzb0o99OT/ant0FOvuVoQVrZp0Rkt3LjiuMMG/NXfLrEtv56Vs1P4OccWlff92WoiPJVMS/J3+j4AYn1UlLVoCXSzFcwPDo/AWyVlxCdH7MW1SCjgzZsSWDM3lbGfH3caqdcTDRoDay9WMj89iAeHR+CpknLH92eZlOBLrI+KVq2R7xak8+yOAg5co4M/UNTEY7/msnf5EEqbbdFmJU2dLNt4zmlj6+U9hdyU4Ie3Svp3R4F1GUycKG/l+7PVTvXkV/DT+Rren5bkUPCHeyodrjW9ycJDwyMJ69abqqRiYrzVtOuMHHNiSNoTOqOFR0ZG8tnRMvtjqYGuPD46ikgvFSqpzdTTz+XfY8of6Crn5YlxrM+q5OfFA1l9qoJLjZ0k+bnw5JgovNVSDCZbgkFNm46Z/QPt99ee2HiuhiR/V5YMDGZ7fj3vT0tmS14tDRoDQ8I8SPBz4Y4fzvH6pASWZYbafWmuoNNgtvnVAHcPDuOJMZG4KSR4q6QOsZA3J/lfN450XXYVH01PZuaa08T7qlkxM4UfzlVzU4IfA0LcudSgQSoW4i4XY7bAqO6Y0I2Lrp8wU95qGzqsm5/O4g3ZvHBjHJGeSnbcOQgB8NcDRfzl9yIsVvjsaCmpga6smJnCxC9t8i+RUMCyzFDmpweR+f5B3piSyNREPzJD3PnwcEmffze7qs2etNITR0qbOV7Wwi39AvjmZEUvOYRYKOCRkVGM+fyow2NXrrcntuSxZm4ab+67bE8jiPZW8cKNsYgEAr4/V2OPUAQb42BImDsbFw20+bL8gT+ALR64sk1Lu9bIYyMjOVjSzJnKNgd6u5tcTKzP35YN/b+gU2+iVqOnpXt/4KOW4q26urYm+ruglol63YcBJsb7Oni2SEQCdhbUE9c9pOlr6FLU1GVvJPxwvpr189P5KaemV7OjsdOA3mRm3fw0OvRmLtS0k+TvQk2HnmkrT9mp/BPifPh8Zn9EQgGRnkq8lNJ/q6bwPwv/UMFvNBopLS0lPDz8f+lw/vlYsmQJTz31FMnJyfTv35/Vq1ej1Wq55ZZb/tWH9k9DaYvWodi/Ao3ezKu/XeLOQaHclOCLTCwiwc+F7XcMorHTgMFsxUMuZlSUF7/1YQh0c5IfXUYTN8b2Ng0KcpPz0PAI8uo6mBTvy6pTFaw+XcHURD/ifNWEeyj44lgZE+J8mZ8RbP89i8XKpUYNIz454rDIZIZ58NRW5+6+nQYzhQ2d5F2oIcBVRk5NB81dRi41aIjzVXPiweHc9cN5pq06xfy0INbPT8fPRYZGb0IIvH5TAnsK6xkS5oGrXILJYqW8RUtGsBtnKtsoaupi9emKXhNHqxUe3HyB7XcMYm1WpdPIn3g/tT06rye25tVSrzE4XUjbdSZWHC/HbLFw37AIntzau1PaqjXyxt5LrJ2X5vB4ZauWnQX1fHOqAqEAlg8JY0y0N50GM2/tL+KZsTGsOdM3a0MAvLTrotNp7HfZVWxaPBC5WMhnR8t49+Ykqtp0NGgMiIQCNmRXEeKuJMKrb9ZHTzR16smv66Ci1bkm91hZC6/tLeT4g8PZklfHibIWkvxdmJsWRISnEnEfzuC+LjLen57EuM+P9Spsx0R7UdTU6dDw+Ol8Df4uMoaEeXK2uo1QJ8Y4aomIHxYNYOrXJx1o6bE+Kr6cleI0pmZgiDu/FzUiFMD4WB+S/V0QCQR4q6V4qaRUtmpJDXRl2spTPDQiglkpARwra+G+TTnoTRYmd1+Xj/xywd69loqEvHBjLAIgxkvFB9OT0RrN/Lx4AHsvNfLtmUq8lBIeHx1Fkp8r3t3u7lf8q25LEfD1yb6//9OVNnOp0xWtqKRidCbb51TRpsNNIXaIVev5GYyJtulh3eRigt3kNHfqya5uRywSUFCvYe2ZKgLdZDw4PAK9ycIjv+ZitdqmBDcl+HHnoFAuNnQgQMALuwr5dclAflw0kI3nqjhQ1ISnUsrCjGAkIgFSkYBEPxc2LspAJBAQ5Cbjg0MlTimR2VVtnK1uZ8nAYL44btNDf3m8nBtjfZiXFmR3374CoQBeuDGOV/YU8tqkeDyVEm6I9mZ6Dz052JqST2zN4/d7h/L1bf0J91DQL8CFnJreUYEA/QNdeX7XRQ4WN7NiZn8SfFUcfmA4/mopDZ0G5q/L4tVJCexzkggAsPdyE/UdBmZ/a2PVbF480Kk8CWyMglMVrQS4yPB3+ftclAvqOxn/xTGmJvrjpuh762C2Wkn2d2XrskwOlzTz8eFSpiT64aGQEOKuYEayPwND3KnX6Nl7uYkITyW+aml3U1mABfrcQILNNHT/5UbOVrcjEgr44tZ+xPm6sP9yI49tyaOuQ0+sj4o3bkpgVJQXnv+gS/T/BiK8VNw7LIKmLgNvTk5AJBTgq5ailtmarXcNCePW/jZqabvexIrjZRRfk+0e4alkZv8ANAYL7x4s5tOjpdwY54OHUsLGc9V2yVlhg4Y4HzWVfayZABVtWjQ6M+5yMfcNi+DZHuazSomINl3fzak2rQmlVMzQME92Fzbwe1ETK+ek8uyOAge5kFom4stZKYyMtMXvmS1W3OTiXuaFYLumQtzl7C5spLRFyxuTE6jXGPjkaCk3xPhw8zcne/3O2ep2dhTUc/KhETR2GpBLRPx4vpoGjYFANwUL12dz5P5hDAn3RHEd53KBgG7D4t74+mQ542N9WDc/nWd3FtgbkZFeSl6dGE+XwcTLE+IIcVfg7yLj1v4B9mZJYUMni77L5s5BoTw8MoIgVzmnKlpZc7qCW/sFOhT7V3CsrJVt+XXcNTisz+P9A/89sFqtnK9p51hZM94qGSKhkPExPjw/PpZNOTV8c7ICRfe+w1X+PzNRbu02Ii5s6CTaW8WKE2V8frTMXpwPCnVn7fx0orr3cEGucrYsHcSkL4+jM1lIC3JjZv8AfNVS+ge4ccvqkzwzNobB4R60aY2EuCuo79Dxt2xlrzB/NXoz67Oq2Lgwg7t/PG9vnHurpHxySz9+za3jg0MltiZ9sj/9A1xZsuGsw2vtuthglz5tXjKQ/n8j+eT/Kv6hgr+9vZ1JkyahUqlISkoiOTmZfv36/Y8bHvwzcdNNN9Hc3MyHH35IQ0MDCQkJfPXVV/8wpf8/Gb/0oTMD2HWxnmWZIdS06+2Rct4qmUOH763JiWRePtTLUCPKS0lakBujPj3K7rsGc7K8lRXHy+gympkY58uslADu/SmH34sdN7DnujcuW5ZmMictqNf0s6JVy2dHy3ptCF1k4utqnMpaupjZP5DSZi0Pbr5AeY+JuodCwo47B1HXoaeqTYdCKmLlqQpWdU/lt9+Ryegob27/LttenPu7yHhjcgK/XqhlXKxPLyO7nth7qYHPbu2Ph0KCxQrFTZ18dqyUYeGeHC1p7vXZRXopGRvjw9Lvz/b5mkdLm5mdGsi+y41Op7EAh0sckxUqW7Xc9NUJh3zyo6UtDAp15+vZqWiNZjr0JryUUsB5sZAS6OZAf7wWh4qbGBDiTl6dbTJ/ZRK3ObeWHXcOwmS6erCtWiMavQmxUGCnF/dEi9bmQrsss+8N0I6CBu4Y1MnhEluh5K6QIJf87ZtfZrA7h+4bxp+353Ok1OYVcO/QcGJ9VCy+5oYBsOpUBV/OSiG7qo2be0x/DSYz1e02SmmDRs/+e4ZQ2NBJcVMXif4uuMnF7LxYT5SXYwNiTloQz+4oIMpTybY7BrGzoJ7DJc34u8jIDA3mfE072/LrSfZ35YnRUXx8pIQF6cHc+cNxrFbbNOneYREOKRcABrOFZ3YUcOqhEWzJq+Xdg8X2a2XxgGBWzU7FWy11WgiVNHdxpKSFMA9Fr4LjCsI8FOwtbGBMtDcv7LrI9GR/Al3lFDd1odGbGR/rzdLuCaPWaGZSvC9hHkqWfn8WqxUWDQjhZHkLD46IpLi5i1tWnbKfv01dBu75KYdlg0J5YnQUW/Lq+GBaMtsL6vnT9nxcZWIWDwzh3alJ/HCumihvFZ0GM3cMCkWjN/PxkRImxvkyJy2QuWuz7KyZw/cN6xXN1RObcmq4JTnAXvA3dRlo7DIwLMKTkZGe1Gn0JPm7opKKcJeLef9QCUFucpq7DOy8czA/51Tz0YxkFGIRpypbWZdVaf/M//J7EZ/O6MeiDVk8Pz6OuWvP9Jps3D4gmP2XG+3f4zM7C5gYP5JgdwXtOiMPbr7A+ZoOe3OlLzg8/zdG90KBrbj8ewr+Np2R53YWYLHaJp/vT0tijRPKN8C0JH8+OFTC2qxKpiT6cfj+oTy+JY/yVi3Pj48l1kfFnLVZDhP/zFB31s1Px1clpbFTx4PDI3l9b+/19KZ4XyxWK8buz+npsdGYrLDieBnf9jCLK2zo5NbVp1kxqz9LBoQg+huRgP8MqGUiDGYxYqHQ6UT5ymNeKim77xrMNycr2HC2CqsVZvYPYElmKOEectp1Jnvyw7WNNbAxCvLrNaQFufYpjcgIdqOpy4Cfi4wZyf7su9TIvsuNiIUCdCYT42N9nEa/gq0h+vzOAu4aEkZBg4bLjRradUZ+ueZYNHozizec5YdFAzhY3MRXJ8p58cY4Hvm1d4zWvUPDadMa2bIskxd2XsRHJUMuFjAs3JO9l5zLduBqQf7MjgLifdXMTw9i3+VGxsV646GUYDBbeHv/JW5K8OuTDj0hzpdDxc6baBYrlLVo+eJ4GQ8MiyDEQ4HVamNFvr3/Ml/flsLKUxXk1nbgKhOz/c5BnK9ut2uOGzsN/OX3ItbMTWNTTg1v7S/i3qHh/Hi+bwbF50dLuSXZH+/rUKX/wH8HKtts8cwbzlY7NcXedecguowWnt91kbXz0rhOUAbVbTrqNXp0Jgu+ail+ahl6s4W6Dj31GgNSkYCWLiOucjESkZDyVi1HSm0N2544Ud7KTV+eYP+9Qwl0lSMWCRka5kHuE6Np0Ro5UtrMF8fKaNXaBn277hrCE1vyeK3Het4/wJXvF2YgEQmcDsHifNRU9TDa+72oiXduTiT70ZHUtOuxWK0oJCLc5GIUYiEfHCqhpLmL9w8WMyLC0yFp41rIxULqNXoC3f758od/Nf7ugj8gIICaGtsUWKPRcOLECU6edOy6Ll26lLi4OPt/0dHRSCTXd+z+d8CCBQv+qyj81+J6+cgigQCzFXvHX2c0U9uhR2cyo5KI8FRJ8FJI2Ld8CE9tzeN4eStSkZAFGUE8Nz4WH5XNcK6kuYufcmoY3p0LfKS0mYwQt17Ffk+cq24n0kvJyAibWWCn3kRVm45jZc2cLO+9Ganv0PdJqQYYEuZBgKuMe37KcSj2wWYIdevq02xZmsmdP5yjvodPgVQkRCQUMmHFcUwWK1KRkEUDgpkU74vJYuWliXHojJbrNhtq2nUoJCLu6G4KpAS68sXMFMLdFST+db/Dz4a4K/h4Rj9ya9vxvU62trdKSqfB1KdT+RVcqfetViu/5NY6FPtXcKK8ldMVrST4qfnhfDVPjYnuU7fopbz+NX1lYzUuxofjZS30D3DlTzdEY7JYOVXRysBgd+o6dFS06nh6Rz7Hy1rwd5Hz5Jgopib64edytfC3Wq1kV7UjEQnstPNrMT7Gh8MlTWzNq+NIaTNGi5WpCX6oZNdf3pQyMUPCPfl2bhptOhPV7TpqO3TMXZvl9Oc7DWZEQgHJ/i72x2radXx4qJiPj9iMBN0VEpYPCSPBT81vlxp450ARlW06/Fxk3BTvS6Sn0l58RHoqSfJTMy7Wh3FfHHeQJPySW8djoyJJD3Lj1tWneWViHE+PjWHF8TL7pnV8rA/b8uqcfv9Dwjw4UNzEy3sci6ZVpyvZV9TE/uVDehX85S1djP70KAazhb9OTXSaLS8Q2Kj5c9dmcVOCL8MjPHGRifh58QB+u9TIr7k1jIj0Zkd+HQ8MC2dLXj3fnqm0T7UHh3kwJzWQzRdqMVqsfHCoxGmz6usT5WQ9MpI5qUGM/fyYg9HXifJWJif4MjLSi5Plrdw+MISSpi4kIiGf39ofN4WYge87Rgt2GszXdfSVi4U09Lh+Y7xVVLfp+OZkBR9MT2JHQT0v7S5EKBAwPdmfu4eEEeIu51x1B0azBZFQyFv7LtOuN3FDtDc/LBrAy7sLOVbWQnlLF6crWzlQ1IynQsr+e4by8eESjpQ24+8qY8nAUORiIVarLZ7NarXFXF7JTq/XGOzNCjcn0pye6EkFLmvpIsnfxcER/5Z+AcxLD8JqtRLqobiu50JPaPQmTnSvuY2dBpo6DYyL8e5VUHqrpCzMCGHaStveYGteHZ5K22T/WFkLsT5qlv94vpeU5mR5K3f/cI7XJiXgo5LToDTyysQ4OytDIRGxMCOYB4ZHMP2bk6yZl8aH05OI8FQhEMDaLOfNh6e25nNjrI9dkvavgNVqpbi5i8+OlLI1vw5XuZhHR0YxOtoLfxfn1O1ILxXPj49haWYIVsBTLqZJa+KDQyWcqWzjxlgf3pqcwLb8evZfbrI3xT0UEtwUEv68vYCvbkth7+XGXkWum1zM1ER/TGYLYz4/xkfTk5mW7G9jBQls07CJcb58caysl4Gmu0LCtGR/pnx9krIWLcsHhxHjo+LOH847fR96k4XcWhvN9nxNOx/OSGalMpV3fi8it66DcA8l9w0LRywUMHONLcli3fx02rQGXGUiAlzlTo0Or0CjN9GuN5Fd1UZ2VRvfn61i3bx0UoPcmBDnS3OXkcKGTtKDdLwxKZ4/bXeM0fVzkfH8+Fgmfek82nVeWhClzV0UN3X1alT8aUw07xwotl9f7XoTN39zks9v7Y9MLOS3S434qqWkBbnhoZDQP9CVcbE+uMjEZFe1caqi1SnbQWey9NnA/wP/XWjpMpBV2danKfbxB4dz88qjKCQiZGIBla1arICHQmxnD1ksNpbALatP2ffGLjIRe+4ewgs9YmDB1nj9YmZ/xn5+jE9u6ddn7PSlxk7KmrsI7B7SSMRClFIR9/2cw75LTdzaP4Bxsd6Eeyh4ZfdFdlwToXm+pp2Pj5TwwbRk7t3kaDYnEwt5dVI8T2+/OlR6bVI8/i5yBAJBL929q1zCxzOS+dP2fDR6Mz+dr+GeIeFO0zVuiPbmVEUrwB8F//Wwf/9+WlpayMvLIzc31/5fZeXVG+3Ro0c5duyY/d8ikYiIiAhiY2Pp7OzbwfoP/GsxPdmfF3df7PO5PRcbyAh2o6JVyxt7L7HqlE3PFuej5rVJ8XipJHgppXx8Sz8aNAaC3OSEecpxkdkKiiWZIVS06th3udEhc/6B4RHXPS6VVAQCSA10obyli6YuIxqdieKmLqcbpS9PlPPcuFiWbeztyBngKiPEQ4FEJHQaGwZQ1aajXWei6Zqi8uYkP77LrsJksSIXC1m/IIONZ6uY/a1tUqeUilg9J5VRUZ69IvquYGi4l8MCdK66nSlfn+D4gyOI8lRR2IN6+9SYKArqO7BYYEFGcJ8U3gUZwbR0Ghgc7gk4X5j7Bbjg0V2gN3Ua+KpHhNMVBLnJWZoZgpdSyte3paA3WZCLbU2Na6d4j42KpLpdx00Jfg7fZU+MiPBi1akKnhsfy4u7CnhpQhzLNp61F+tXzpvbvj1t39hc1ndy1w/nWZAezHvTkvBSSenUm6jr0BPno+aNvZf55rZUFn6X7VAYx3ireHhkJHPWnsFTKaHLaGHxhmwKnhxDTB+aNqvVSlOXAbMF5GIBIR5KQrBRZk923wycwUNhk3IM6452a9MaeWpbHmvPXKV8t2qNvLnvMvcNC8ddIbGzQXRGM/n1Gho6DcR4q/BRy/BWy3hsdDQL1mc5vKcreOdAMVuXZfL1yXLe2HeZ7XcM4uUexlOBrnKKncQKAizLDOW5Xc7PifIWLfn1GjyVUntyBdgyfq9o3s5Vt/Pm5ASe21lg78ArJCLempzAT+druGtwKEdKW3h2x0WHzPXPbu3H4dImZqUE0ajRMy89iBgfFU2dBvoHuNLQaaCp08hffi9i46IMu8mVMxwtbSYz1IMgN3kvZ+9t+fUsGhBid9sPdJOj7O74v3eguNeG2WA2s3hAcK8GyBUsGRjKHT+ctf/7mXExaPRGVs5O5b2DRZysaLUnA/x4voZDJc38dvdgWrVG3j9Y7NAc23yhll0XG/jp9gHMW5dlizDLryPJz4VnxsXQoTPywPAInh0fw6WGTrbl1zE+zpcntuTZP38ftZTPbu2Pn1qG1mi2F21iocAeI3Ytboz1QSQQIBcL0ZksvHewmDVz05iw4gRao5m3JifQ1GVg4fpsu/t5WpAb6+enI5Vef8ovFQkJdJXbr+Entubz2a39mJzgx/rsKjQGE+NjfJgY78v9P+c4TFe+y65iw4IMdCYzGoOJLCeOygD7LjdhsVp5ens+r0yKZ1teLX+ZmoiqO5s5zF2BSGBlX/dkaWCIO6tOVWClbyOrFq2RZq2RUA/nz/8zcKmxk8EfHnaQQM1bl8X0ZD8+n5li16rWa/Q0aGyaVC+llABXGZFeKiwWK0dLmxm/4jh6k4VxMd6kBbvzw/kaihq7GBXlydPjYvjwUDEvT4hDJhaSEujCT+erWTM3jWd3FNiZLhnBbrwzNYkAFynTV52mobuZ9Kcbojlc0sw9P9k23+uzqlg/P52vT5bzw7kazFYrUxP9uHtIGI9vycNssZJV1cafx8YQ5Ca7rtlmTbue+4aFkxLoyp6LDXx8pJRflgykoF5DZauWVacr7S7bGr2Zhzfn8t2CdJ7YYjM6vNTU2af/zZhob073WLMtVnhg8wU+mZHM4u/PYbJYmJcWRLPWxIx+AQwK8+DbM5XUawwMC/fghhhv3ORivFTSXsV3WpAbUrGQEA8FT4+N4fNjpTR3GfFVS3l8dBS+ahlv7nc0423uMnLbt2f4bkE6Fa1aDhU3EeahZGteHV+dKLcze0ZFevHdggwWrs/uFZM6JzXQKQPkD/x3Ys3pvuV132VX8fKEOEZFefHqnsusOVOJyWJhWpI/L06Iw2y2oDVZmLDiuMP5fcegMF797ZJDsQ+2xusdG8/xpxuiEQkFTn2cgt3k3DcsHKFAQF6331Owu4Kixi4u1nfyy9KBfJddxSO/5LJ2Xho/OokqFgjoTtaSsun2AXx7ppKKNi0Zwe4sHxLGk1vyuNTYibdKyjPjYhgV5YXZYkUsElDTrqNNZ0QiEuKttDEV7xwcyuREPxo7DUhEQtRSEVasfHminC6DGbFQwK39A5iTGsS8dVncNTiMG+N8/398K/+Z+Ico/R4eHgwbNoxhw4bZH2tvbyc3N5e8vDzy8vK4cOEC5eXlWK1WTCYTly5d4vLly91u7H+vPdAf+Gci2F3OIyMjee+gY0fM30XGHYPC+OpEGTKRkBmrTnGm8upm7WKDhplrTrNyTipPbcvnuXGxiIS2HPMvZ6XaC/4gNwUGs4VEP7WDGdHxshanUyKwbWxjfFREeql4a38RK7ov3IxgN57tXgCuRPnFeKu4oTsXPS3IjVcnxvOX3y/bF7hBoe68OCGOu388z8aFGfi5yFg+JIz+Aa6YrVbqOvRsvlBDSqAbComQaUl+bL5Qay8aIjyVduORp8fG8NmREvb0OOYug5nlP+awcVEG+y439Zq4Rngq8VZLexU3RrOVN/Ze4tt5aWw8V83WvHpkYiGDQj04Ud7C/b9e4M3J8bw9OYHfi5s4X91uLyCfGRtNepAbD22+QEmL1qkpoEQk4PNb+9s3lM72xLcPCGZSgh/vHyzmrX1FBLnJuXtIGG5yMWHuCn5ZMpDTlW2oJEImJ/rhLpew4Ww19w0L52hpc6+J+8KMYFq0BrbdMYgHf87hqRtiuH1DtsOU5p6hYTyzo8DpFGNtViUPj4zgaFkzngoJ7goJT4yJ4rY1Z3h5TyH77hnCmYo2ylq6SA1yw0clZU9hAx4KCbcPCGHN6QqsVltB+LCTgr+ytYsOvRm9yYLOZMZFJqZVZ8JHKUUlExPnoyLCU+ng+HoF9w0LJyPYjZBuI8DmLgOzUgKZmuiPXCLkWGkLHx8pQaM38+XxcjYszGBdd2TNTQl+/JxTQ1qQG+er21maGYJULEJvsnCwD+d2sBXesT42g5sOvYmh4R7su2w790qau0gNcmVnQW8zQ1eF2MGI61qcqWwjwlOBSChALROjM5r5Keeqj8dffy/iwL1D+Ol2W5ycWCjERSbmi2OlFDd18aex0Sz73rGxdqqilUlfneDzW/sz7otjZAS7Eequ4I3J8Tzwcy4fHS5hSLin3ahN9DfuB1bg9u+yeefmJOauPdNrQ36ouAk/tYx1WVWEuMupaNVR1tLFSxPi2F3Y4MDSMVpgdmoQm3J6M1xmpwQS4Crjr1OTcJWJ0ZssCAS26/aToyWYrbZEBovFysO/5NJpMFPXoee3wkYCXGVOmTBao5mPDpewdGAIizNDmPHNSbbdOZintubza14tVqtt0zMt0Z/nboxl8IeHHKiNDRoDs9ac5tRDI3BXSOyRbq1aI/cND0coFDh875PifVk+NIxTFa1sXjKQnQUNSMUCOvVmti3L5HSl7Rjf3l/kcJzZVW3c8PlR9i519Pm4Fj5qGU+PjWHeOhv7ZWCIO79dakQITE/2Y1SkF6/vu8yUr0/0uq6NZish7gr+OjWRE2Wt1/07WqOFiw2dfHW8jEkJvrjKxN0SqC4ygtyumcoIUEhFCP/GeST/F9L5NXoTL+x07ney91ITDRo9WqOZVq2RBeuz7dNilVTESxPiuH1ACFqjmZlrTqM3WcgIdrMnaNhjD5tdaNUa+euURNZlVXD/8Eg2LsygSaNDIZOy/54htGht146rTIyvWkplm41xtmVZJmer2vjgUAmxPip+XjyQZ3bkk1en4bEtuTwzNpbJ3XT4g8VNvL73EiqpCLlYiMFsIcpLiUoqIsZb1adfxIhIT4LdFGzKqeEvv9vOP4PJjItUTL8AV+anB3KxoYMug61JVNLchcls5VBJM0FucnzUUl68MZb0YHd0JjNSkZCy5i7eO1TMQyMiHfS69wwN49Z+gWgMJjYtHoCbXMxf9l+mpcvA+4eKWXmygglxvngpbddUWYutKP/6thQOlzSz8Vw1YqGQmf0DiPRSctcP5+nQmxgX4827NyfRL8AFvcmCxWpl+MdHnb1dAA4VN9OqNZIe7EZWZas9LeEKDhQ30aw18NKEWO7/+YL98SA3ObcPCEHkxKj4D/x7o7XLQJ1GT0WrDoPZQpiHAi+l1KlU8e9BdZuOToP5umkxte16HhoewajPjjlkzf94vobdhQ1sXTqIM5W9mSSjo72cTsDBtjd44cY4tEazvXl8BRnBbrzQbWL95262TIy3io9mJFPc1MnHt/Rj8Yaz1HUzg3Qmi1MG4sKMYIqaNDy3qxK9ycKt/QKI8VFxqaGT9w4U8dGMfuTWddChN7HyVAXP7Chg3/Ih6IwWlm48S3FTFwIBTIzz5cPpyUR5qwjzUNoTlCpbtTR3GVg5OxWw1RP7Lzeyp7Cez27tR4SnEpPZ0qfH0/9V/P926Xd1dWXIkCEMGTLE/phGoyE/P9/OAsjLy6OkpATrdXKT/8C/Dp5KKU+PjWFKoh8fHS6hRWtkVKQXA0Lc+fRICR/d0o/i5i6HYr8n3tx7meVDwljy/Vk+nJ7Mo6Oi2Zpfx0MjIqlo1bI+q5JWrZHnx8dy8zdXja2+OlHOD4syyKntsC8Q0B1VNCURo9nCV8dLef/QVYfdM5Vt3LL6NDvuGMQntyShlklp0xr5NbcWoUBAfn0HaUGurJhly7KVioScr2nn9u+yqdcYsFqtrJydyst7Cu0xPbE+Kt69OYkDRU3c8cM5xsf6sOfuITzwcw55dRpqO/REeytJD3JjUrwvz+/qzYZo6jLw/sFi9t49hMe35nK6og2JSMCclCDuGBxqN9K6FsfLWjha2sL5mg4WZgTbJA9iIe8fKmHRgGCS/V05XNJMsJuchRnBBLnJEWCLtfr6ZDm/XWrkt0uN/HVqIp/d2o9vTlZQ26FnaLgHz4yLIcb7qjmet0rKkoEh9hix9CA3hkd4MqfHsZU0d/GnbfnMTw/Cz0XGbd+eYWKcD69NisdDKaW2XYenUsLugnrWzU/nSEkzOwrq8VBIuG9YOOGeSswWKz/n1HD34DDqO/S9KJlBbopeGds9cbikmXadCV+17WaZ6Kfms1v68fjWPKZ8fZKfFw8gLdiV3Rcb+OvvdahlIl6dGE+Yp8Ku+63t6G1YVdOmo7HLyMObL9iLbF+1lGfHxXJDtBcJfi4EuinYfddgFm3ItruFy8VCHhkVybJBofYbSnWbjhd2XWR9dpW9wLkx1ocNCzKYu9Y2sTdZbDdKN7lNdz7tm5Pk1Wm4KcGX6m5PjL+1IpotVq7s/dzlEibF+/LewWI6DWb2FzXy2OgoPj1S2stBWm+y9GmQBTY5wZNb83lvWjLRMjFikQCfa6ZKP+fUkV/fwdHSFixWq73b/9bkBN494Hyz0KAxUN6iJdZHxZnKNs5UtqEzmUn2d2FPYQNKich+PpyrbmdImIfTglksFBDmoSS/XsOHh0u4fUBIL6ftRD8XYnxU5Ndr2He5kXgfNe9MTULXHVO4+2IDX54op6JVi1ws4HBJM29NTqCh08D3Z6tRSITcNTiMxk4DGe/bPEikIiFPj40m3lfNqE+vbui/y65iUKg738xOtV/LFa1a8uqdG/AB7C5ssJn6KSRsuWMQT2zNY0sPnbPVChasfHW8zKmO0WqFV/cUsmhAMA8Mi+C1vZewAvPXZnHfsAjuHRqO1mhGIRFxpKSZOd9m8eH0JO7+8TyzUwOJ8lQx6asTiIQCfrp9APf85Jx2XdOup6BJT8zfiCOeEOfDO1MSiPd35VBxExfrNUyI92FEuBdteqPTFA2wXT/uCjE6o8Xe7HEGoQA8lRK235HJnsJGqtp09PN35VRFK4/8kuvgm3EFg0M9OFPZiodC0osFArbGhM+/UAvdojU6NNKuwFslZc3cNP66v4hHR0Uy/gvH9IhOg5nHt+QR4CojJcDN3rx6ZGQkD/58AaPZip+LjI9n9KOkuZM9hY08v+si9wwNp1lrpFVr5PXfLlHSrCUj2JWnbogh2kuFQtrtbdKm48EREcxafdph7fBQSPh2Xhr3/JTD2ep2FFIRs74+zT1DwrkpwQ9PhRSD2cJTY6LR6E2sOlXOuZp2Xp4Qx9x1vaVQYR4KQt0VjPr0KDqTBQ+FmD3Lh3CupoNPj9om5mOivDh6/whe3nORTd3TwHqNnoEh7qhlYrRGM3UaPTNWnbIXD/G+an5cNIB3DxTZJ+TvT0vicmMn41ccszM+3ORi1s5LJ8hNzv0/X8Bsscna/nxDNOeqO1hx3FZsf3S4lBGRnizLDGVCnA/3/pTD/qIm5GIh/QNcqWjVsXjDWWanBBLjYxswuMjETplZAOGeCuanB6GUihjy4WGnP5NT00Gcr5pYHxVao4V5aYHcPST8v9I9/D8djRo9vxc1cdeP5+3NPbnYZp47Ly2YkOuse85Q3a7jtm9PMzDEnZGRXk6b+gDDIz1p05sciv0raNeZOFbWbDc8DvNQ4Ocio6zFluJyvXKsRWvkt4s2Ft2VtA+BAF6ZaGNm9vTPutTYyZSvT3LqoRF8m1XpsJcXC4W9dPq39AvgkZGRnCxv5eUJcQS7K9iQXWVvRgsEsCQzDFeZmDs2nrOv64u+y+a+oeF2byGrFXYU1DPms6MceWC4fRADNqnO9OQATBYrViCvtp0piX58drSMezfloJSIuGtwGMuHhP1Logz/VfhfieVTq9UMHDiQgQMH2h/TarXk5/dt9PUH/rXwUkkZE+1NvK+Kxk4Dte16PFVSvpiVgp+LjNV9UOrANukPdJPT2GnAYrVyqcHmgF/a3MXEL49T2GDr/H/ioWDFzP48uS2fVq2RFq2R1/deZv89QzhQ1MSewkYCXWXc0i8AqViITCTg3YO943SsVpt+6evZKdy18Rwne7AGdhc2MDzCk6WZob0M7wQCEIuEzFuX5TBxKWzoZNrKU/y8eCArjpfx7gHbJGDnnYN4aXcBD40IR4CALXl1dkNBZ9iSV8edg8P4aHo/FBIhbgoJrjIxT23N66WFvAI/FxktWiN7ChvYU9jAoyMjuXtIGINC3Un0c2HK11d9MlYcL7dp7BcOIKe2ja970PMf35JHlJeSuWlBeCqlxPupSfZ3dCIVCATM6BfAZ0fLuNig4d6h4bzQh5RjXVYVO+4YRFqgG50GM6/tvYynUsKMZH8CXGTk1gkIdJEhwKbV1xhM3LfpAtXtOpRSERsXZmC14tRrQSjgunmyVit8c6qc0mYtAa4y1s1PZ2SUF9/OS8NstaKWiZn05QmqeiQb7L/cxNREP964KYEntuYxPsan1+u26YxM/fqkw+/Vaww8uPkC38xOQS0TE+qhJMpbxa9LMmno1NNlMOOhlBDgIqdNZ6SkuQuJUMBzOwtY2z29l4uF3No/gLjuSfwrE+N4+JdcFBIRiwYEMz89mMd+zUVnstCmMyIVCe2eGK5yMYNC3fuUmaQFu/HSnkKC3OQoJUJUUjGbFg/ksV9zuVDbweu/XeK7BRk8+muunZXgpZQS6CLlnqHhvLnvcq/XdJWL8XeVsS2/noUDWon0VFLTpmNpZoiD8dnKUzaWwoXacw6fWaSX0kEXfi3O17QT5aWyX/c7LzawbFAY7x0s5nRlK0+PjeG77Co+P1bKyjlpLFiX5VCspQa68srEeLKqbH4guy7WszQzw6HgHxzmga+LjAkrbJFcbnIxz4+P45uT5azLrqLLYGZAiBur5qRisljwU8v48ng5P1+oJc5HzfAIT5YPDWPGylMOCRkGs4UXdxeyeckA1s5LQyAQcK66jZWnKjhR3kpubYe9SWHL+u4bComQoqZOPJQSOvVmh2L/CsI9lH1S3AHO1XRQ2abHVS7m9ZviOVbazA0x3ry1/zI4Wn8gFQlJ9HOhrEVLWpAby3+0FfhmS3fk23UYH+frOpma3PvxmnYdBfUafs2tw0spYUqiH3UdOgaHeTA3LYiNZ6uZ/vspnhkbQ7K/i1N/kOVDwlh7ppL12dW8dGMsN8X7st3JBnZuWhBnKlq588erjYlX9lzi3qFh7LhjEK5OPDn8XWRIRUK+mNWfReuzHYpXPxcZa+am/Uvp0QJscXE9TRqFAti4MAOjxcrIKC+Km7V8PrM/7x8s5nCJI9vn2R0X+XWpbR8lEIBcIqKpy5Z48s3sVB78OYeiHuaaP1+oZcnAEKYk+rGzm657sUHD9+dq2LYs005jlYgE3PtTTq9GYYvWyFPb8nloRASPb8ljfVYlvy7JZN/lRqZ+7ejZNCc1kLExPnx4uJS0QHe+nNWfZ3detG/4b4zz4ZNb+iEXCQlxV3CpsZMtSwfx1r7LDpGNlxs7WZ9dxe/3DOVIaTMdejMIBHxySz9c5WI+PVrKZ0fL8HOR4aeW4aOWoNGbmbbyJG9NTmR9djVpQW6IhAI+PlLqcIxtOhO3rD7FyYdG2JsFSqmIjBB3Zq4+7fCzh4qbOVTczAPDI5iW7MfYGB8S/V3IqmxFJRXRL8CVnJp2dEYLSrGQOweHOm18CgWQGuTG+qxKbh8Y2usz7ommTiP7lg8BBPiopUj+yyaO/1dQ2aZj7rosh2m2zmThz9sLSPJ3IchNjvAfYG2cq2rjaGkLeXUa1s5LY++lhl5N4UgvJd4qKZcbu/o0v9uWX8fDIyIYE+1FdbuOshYtCb5qYrxVhLrLKe8jycNTKWH9WZskqKnLwKacGsZGe7OnsMFpeorJYiWnpt2ePKGUiliWGYqnQsLWZYNo0RpZd6bSJvf1UJD5wVVGm0go4Kkx0Tw5Joq39xdhtUJVm5aGTj0bF2XwXXYV35ysoLCh06E491FLmZ8WTJiHnAaN3l7wm8wW8uo6+PxYKXsKG3GTi/l1aSaTvjphj9buMph5fe8ltuTVsv2OQQT9l+j5/+6Cf/DgwSQlJZGYmEhiYiLJycmEhIT83X9IoVCQnp7+/3SQf+CfhwBXBQGuCvoFXPt431MSuViIpbt6a+4yUqcxMDbam235dfZNP8B9my4wJtqLNXNTcZVJ7JPLB3++QHOXgTlpQbgrJKzNqqSmXU9SD3O0a3Gmso0ug9mh2L+CwyXN3JYS2Itm+NDwCLbk1jmlV5otVr44VsqCjGB+zqnl9ZviKW/VMj7Wj4pWHdHear4/W82rk+L7PKYr8FBKCPNQIBOLqG7VMjc9mK/6iDl7fHQU67OuasCTA1yRi4UszAhm4pcnev18fp2G9w8VsygjuNf0tqipi1e7TQGfGB3FRCcapRB3BbvvHszmC7X4ucgcCrlrUafRs+Z0hYOHwCdHSnn+xli8lRLqNAZecZJM0GUw897BYuamBjH0StZbDxwra+GGaG/29iHliPZR2c1latr1PLu9gE9u7cfmC7XojBZUUpHT496SV8fctCCGRXiQeM25Y7FYOVfT3uf7fXt/EQm+LnZzLy+V1F4otGqN7L3cyOO/5nGxQcO2ZZn2Yn9cjDePjopi7ZlKvjtbRaCrnMdGRfHBtCRUUhEms5WpX5+0JyXcEO3NyfJWbu0fgNVqpU1r5M3JifZIm564c1AovxU2IBEK+GRGPx79NZd7h4bzweESFg8MIdJLhdVqxWAy88rEuG7jHpvW2s9FSrinisuNnQ6Rm34uMr5fkM5D3SyP9VlVJPm6sOdSI/UaPQ8Mj+Cj7sK6TWfirh/Os+OOQey/3Mipijb8XWVEeakIcpP3+VmGeijspmz9A1yZnx5Egq+a/cuHUKcxEOujItFPTV6dhse35LJmXhqnK1qpatWyODOUs1VtfHWiHH9XGT/ePoCfnDhavzIxjtnfnrGzK96ZmsRzOwscGnKnK9oY/8Uxti0bhEgoIMlPzc8XbAWQl0rCT+dresVhysVCVs1NI7uyja359Vxq6CQ92I2vbkvhi2NlrM+u4q7BoRwra2FktCdCBLx/0DnbYUF6MG5yCfUavZ2ufC2q23VEeil7FXpXEO2lJMlfbZvC13dwW0ogcomI3NoOh0JPJBSwfn46AgE8Ny4GkVDgsD7IxcI+TS/FQgFxvmqMZiuiHuEWVW1aZq4+7dCMen7XRV6aEMfoKC9mrTltX98f25LHt/PSeH3vJft7EQsFLBkYQkqQG8u+P4vFCss2nuO7BRkopSI25dTY89MXZgTx8IhIBrx/qNfxfXq0jKmJ/k4Ld5VMzNhYb6rbdOxdPoQjpc2UNWsZFuHJ0HCPf6lZH9gMTuemBdnTXgC+vi2V1acrWN3DH0UlFbFuXjrhngoHT5CSZpsZpVQkxGy1YuxeR25O9OOXC7UO58AVrDxVwaIBIfi5yOzFt9li5c4fznPg3iGEe9o8Nfoymc2t7SCyO3Jra14diwaE9JL7AWw4W83gMA/ifdW8f6iYCbHeHLpvKDqTBblYhLdKinu3R8je5UM4V92K2Wp1KPavoNNg5unt+bw+KcF27/dTE+ahoEFjY9dlPTISrdFMRauWQDcF9R165BKhTcerknL7gGCnxwg2Scn2/HoGh3lwvKyFUdeZmAKsy6rkwL1D+dO2fJ7dedUHRSiAj2f0Y0iYC/6ucqYm+nGkpNnh+hAJBXw8I5lPj5Sy+UIt4+N8+yzGwLZW/jeah/1fgtls4cvjZX2aJ//192JSA93+7klyc5eB1d26/VatkfcOFvPDogH8ZX8RR0qbkYqEzEsPYm5qIIs2nOWrWSl9mjx6KMT4u8qZ+OUJB6ZlqIeCdfMzmLHqVK91YFi4BznV7ZgtVm7/LpsHR0SwZWkm/moZjzmJf76C8jYtaqkYN7mYdfPT+eJYGTd8fhSL1Zagdd+wcG7tH8DAa9Z4s8XK693x0b5qKfUaA2qZmFf2XGJpZgipgW7cEK11SKNaPiSMG2K80ehM+LrI2H+5icuNnWSEuCOwWhn28RF7cX9bSiDvHyy2/7sncmo6OFPZ9kfBfy1aW1s5evQoR49epTm6uLiQkJBAYmIiSUlJJCUlERFxfSO2P/CfiZGRXoivmVRcwezUQHs8UJinzfk5yE3OhrPVqKQiOxXYSynFRSbmy+PlNHcZ+fNYm3P7FQ1/VtXVzfqEOB+8rzOZUUpFDq7a1+LH8zXclODLB91ygP4BrizMCOaZnReZFO/Lkkxbs0osFFLVpuXdA8WcqmhlRrI/UxL9uPenHAcdt49aysrZqTR3GYnyUjrdaI2P9cFoMhPsJqNeY8BksWK2WHCVi3nxxlhe3lPosDAvzAhGJBRw95AwtuTVoZKKGBLmQafBTFYf8gmAtWcqWZoZ0udEDWB0lJfTxzt0RvQmMweKGkkLiuzzbwCoZWIeGRnFPUMjaOo08PGREi7UdvDy7kLOPjqyVz55T+y73Mhjo6KI8FIS56N2oPB/faKc9QvSudCHlOOr447GgkfLWjBbrExL8qdVa+RRJ7FOV/BbYQMbFw7A38WxQWXFyvE+UgcACuo1DvGF9t+zWtl9sZ45PZz71TIxZouVGG8Vdw0JY1oPPW1+nYa9lxp5eWIcG89WO3xGVxyuPzhYhK9KSlFTJ9nVbVyq7+S35UNYc7qSg9269HuHhWO2WG1TsWWZvLirkCOlzQyP8EIlFWG1gkQEHXoLLjIxWZVtvL3/MtOS/Lmlnz8uMhFR3mrenpLAn8fGUNbchZtCgt5k4Z5NOfY8aZlYiM5k5tszFZyrbufB4ZH8snQgB4qa0JssjIz0Qmuy8PGRUhL81JSVd3GkpJnlQ8J4bmdvdohUJGRAiDuv7Cnk01v60WU0s/pUBXl1HTYWhK+KE2Ut/GVKIlvy6lifXcX0lad4anQ0D46IZNwXxxy0918cK+OD6Un4u8gYHOaBm1zM0sxQVFKRvXj1UUsRiwRO2TcWK7yw+yIzkv2Z0T+Q9w6V0GkwE+Qmp6ipt+b4o+nJSEUC4v1ccJHb3OVbtUaW/3iej2b04/XfCpGLRdwzNJyCuk76Bbjy1Jgo3rpGGx/no+beYeFM7XYz/3VpptPzbkteHT/ePoC1ZyqdbtqWDQ5jztosXGRiti0bxMw1p2nsNPDXqYnojGbOVLbh5yJjYIg7Zypb+SW3i3BPJQHXmJrKxUIeGhHJC91ypABXGX8aE024lxKtwUyCnwstWiMBUtuWwGS28MWxMqfMky15tXgoJBQ2dCIR2VILxsf4UNuh454hYbx5UwIAKpmIjw+X2ot9sE295qw9wzNjo3lufCxaoy3ZQiURMWddltP7C8DHR0oYEOKGl6p349lFJiHO11ZYDgx1Ryz895mSKqRinhsXw66L9dS06xkS5kFNu86h2AdbwTvr29OcfGgE56rb7akWAa4yFGIhL06I5entBSgkIqQiIVMS/XhsS9+b7++yq3jzpgSWbjxrZ1JVtGq743VVTs24esLeWEjyY+XJ3kavV7D6dCVzUgN5cXchuwob0Rot9HOScR3srsBPLXMqh7uC3y438u60ZArqO5i/PptPb0mmvFXHW/uKuNzUSbyPmgdGRLD5Qg3NXUbSg9wwWaz8dUoiPmqp3ZjQGQrqNST7u3C8rAWpSIjO2PfUPdFXzW+XGtl2jUTFYoV7N+WQ9chIDhY1EuahZOWcVOo79BwobkYlFRHvq+aLY2X2VI1fc2uZlxbU6/sG24Q29L+ITvx/FVqjmYsNfZvPFjV19hkRdwVms4VOoxmLxcq6MxUOTI+jpS1YLFZu7e/PQyMjEAoEeCklVLfr0JssBLjK+mw2/OmGGKavOt1LVlneouWprXm8d3MSizZk29eIcTHefHxLPy7UtPPgiAjqNXoqWrXde1krYdc5X3NqOrh7SBgdehPP7bxoN+IE6NCbeHPfZWRiIZPifXu59oMt9nh2ahA7CurtEYLuCglPbM3jy1kp5Nd3oDGYuDHWh4TuBvVPOTUO16lMLOSb2amMjvKyS8wGh3vw8Oa+94zrsyqZkuD3DzEw/lPxdxf8jz76KBcuXCA3N5eqKtsmtr29vVc8n1Kp7NUEiIqK+sOw7z8cIe4KfliUwaw1jhnSqYGu3No/kFtXn2J8rA8mk5VhEZ7sKmwg0FXOqjlplLV0IhbaOvG7CxsQALcPDCbcU0FBnfOFUtad7dkX9fv2AcH83od7Pdg2LDP6BRDoKifCS0mDxkBNh55FGcGUNHex9PuzdmpSrI+KD6Yn8+3pCgLdFLy462Iv07YGjYH7NuXw2qR4Pr6lH8t/PO+wwUgPcuPPY6MJ91Dw3M5CvjheRpfBTEqgK2/cFI+bXMKvSzPJq+tAb7KQGuTGwaIm5q49w+mHR3ZPXjNY/uM5rAjIDHXv873pTLYIwCfHRLPou+xez0d5Kekf2HvTVduh45cLtRwra2FTTi3J/q4MDfdwmrcsFwtRSkTc9JWNZRDuqeDlCfH8dL6GX3JrOVzSjOQ6G2uRQIC7QsL6rErWzU/juZ0F7LzYgNVqM2OrbtOx665BHC5uZn9RE2HuCsbEePNdVpXdjLEnTBYrUV4qJCLBdXXvRouVZ3YUcGOsDxPjfXBX2JpGIqGQ6B5+BtfCWyVFcU1sm9lsoaSlC5lYxKbFAylq7ORwSRNioQCBAO4fFs6zOwqcTm9e3HWRA/cOY+WpCswWm8P1XUPC2JhdzQfT+3G5qZNX9lyybwwlvxUyIzmAZ8bF4KuS0tRl4GJ9J+PjfHh2ez4JfmqivZWcqmjl/WnJdOhMGCwWlBJxtx7PyvoF6VgtcN+mHPbdY/NUCXFXsvpUIe8fKkZrtPRqaizLDCWvTsPs1CBemRjPjoJ6Zq4+TWaIB1KxgG/PVLJ/+RC6jGaHzO9FA4JZmBHM2qxK+/XpKhfz+a39eef3Ip4YHc2hkmZ+L2rk69tS+fF8NfPWZWE0W7k5yY/lQ8KRCAUcf3A456ptEoBHt+Q6FPtX8OiveZx9dCQvTYjlfHU72/NruWNQuP35ZH8Xe2ScM5wsb+Xx0VG8ufcSK2b2Z/76bMpatEyIc5R9RHurbFTfNaftOkGwFe/fzE7lr79f5k83xBDnq2Z0lBcp7x7AarVph3+/Zyjrs6to6rKxm0ZHe3HjF8ftDILTFa2MivLiQJHjmqU3WThW2sy6eenc9eN5uyZYLhbyl6mJaHQmGjQGGjQGzte0066zJVcsXJ9NkJucOB81J8pbeWl3IeNivIn0UvH63ktMTfQj1ueqrEIiEpISaGt6/l7UyBczU3hsS6698QM288J3pyUR4CqnTqPn06OlTj/Pmf0DMJgs7Ll7ML5qGV8cK+VP3RFKM5IDmJ8hRyoUsO9SI187KRb1JgvP7yokwc8VsVBAZqgHBfUdNGj6lhw0dxnpMpjx6vsSBvi3KvavIMJLxf57hrIuq5IkP1ce3+J882k0W9mUU8NH0/sx+jPbYOXPN0QT7K7gzkGhxPmowGrl0H1DkYiEThuUV9BlNCETC9myNJPPj5XZE1VatEZaugwEuysQCnDaZHKVi7ECo6K8uG9YBE9vd572AbaIRpduqYVAYEvy6AsCgU1K0Ofz2IqnWWvO8M1tKey62ODQVMyqamPJhrO8PimevDoNZouVr0+Ws3pOKk2dBvr5u3C2D8ldvwAXJsX78tP5Gk5WtPDapIQ+oxwfHhnF41v7LhC+PVPJvLQgLtR2dCf3iDBbLHx9ssrherrysxsXZtCqNfJLj/UzwU/Nz4sHEuj2/2bo9gf+faCQikkNcrWb6V6LRF81LjLn14VcqaK4WcvKUxUcLmkm0lPJzJQA+ge68cO5Gl6ZGEe0t4qz1W2YLbbrq6y5i29OlnNjrA8rZ6dwrqqd2wcE92oqTYzzQW+2OgxVeuJoWQtf3pbChcdH09JlRCUTIQBKmjSEuCtQSUQEusq5KcEPD4WYTr2J5UPDGBfrg1wipLxFyxfHyrjU2ImrXMxjoyIRCgRoDGaHYr8n3j9YzCe39HNa8Fe06pgYbzPhW/7TeYaEe5DTfc8TCgS8e3MSpytaeWtKAvXtek5WtvZqyulNFhZ9l80vSwayo6AeqxX03azQvvw2PJTS/4piH/6Bgv+uu+6y/39bW5tDPF9eXp7dmb+zs5PTp09z5sxVIzC5XE5cXBzJyck8++yz/7Pv4A/8r6PLYKa2Q4daKub4g8PJqmyjolVLkr8LrVoTd248x+0DQlg2KJRzVW3MfOe0Q5G+afEAvj5R7nBxrj5dyS39/HltUjwioaBXh1JrsnChtoP3bk7ikV9zHV4vJdCV2SlBHC1zToP1VEpYPjiM3Jp2NpytoqJVx4PDI5jVP4BDJc29skULGzpZsD6LvcuH0KAx9KmnLmvRopSKufen8zw/PhalVERdh55YHxv9UCUVMvvbLIffP1fdzuSvT7JuXjoPbb6AQCBALBTw0u5Ce+PEaoUD9w5l9prTnKvpwEMh4e4hYX1+H4ND3Tlb1UZpi5avZqXw2t5LlDR3IRIKuDnRjzcnJ+Aidby09SYzHx4qITPUnY1nbRTpz4+VsmpOGrdvyKahR6ElEgr4+JZ+/PX3q1PL0mYtizdk88tSm57zQq1tYvvaXucxZ9OT/fFSSpAIhWw4W028rwt3DQ7HaLFgMFn49kxlt2ZewTez+lPWpiP93YNOJ3yeSgkKiQgvpRRPpYQ5qYGsOO586jQhzoeHNuey6lQFW5ZmMjnRz/7cuBgfpH1slO8aHGZPMwAblW5Lbi2P/JprnyT3C3Dh01v6k1PdxuQEPwLdFA6SlZ6wWG0Nlvwnx9ChN3VfPyL+NC6aO74/x/Kh4fZiH2yb/Y3nqtl4rpovZ/VnW34d6d0pBDNTAtmSV4dcLOTZcTEYLVa+OlFOdnUbIe4KFmYEE++rpqnTgFwspKpdR1d37JpIKGBJZgiXmztJDXTDbLaw4Ww1Z6vbubWfP7m1HQ6TwnuHhvP8+FiHjbZYZNPTzlh1yn4d3rsphweGRXD4vmGUNHehlIqI91FT3a7DYrW5AE/68gQ/3j6Aezedt0s0AH44V8Puiw1sXTaInJo2pCIRFqvVqcQDbJS/PYUNHCttZUKcD5MT/VFIhLgrJLRqjWj0ZjwUfbOBVFJbGsLm3FoeHhnJqYdHsCG7ihtjfXn3QLF92vnC+FgWfpftUOyDTQLwwq6LtiLaV01FaxcKidj+WTz8Sy5KqYix0d4opSIOFDfR2GlwkAu8d7CY7xakYzBZHEwKB4W6MyzcE7VMzPcLM2jXm7BYrCgkIlaeKmdImId9M7f5Qg0T43z4stu7o6pN5yCrGBvjzfdnqzFbrJyvbueD6UnctsZmIFnVruOLY6WkBrrx69JMpq881Wsi+v25arzVUv4yJRGLFaeGjyKhgJuT/Hl5dyFxfmomfXmC6varx/D1yXJ2FNSz885BiK+ziZqW5E+kl80puaipky69mRuivfu8nm5K8EXdQ8Nvslj+LYv7viAA9l5qZHyMTy8ZSU+Ut2hp6jKQ4KtmbIw3UxP9EQgEiIQCEvxcqO8wcM9POaQGuTI5wdcpPR5sa90jv+bS2Glgxcz+6Ixmipq68HORcryshdMVrdw1OKyXezzY5DL9/FwYGubBS7suMjzCs89iZkSEJ/0DXflh0QCUEpEt8lSjo1ZjoFVrxFMpxc9FhqdSilgkZFqSv112di2mJvlzsLiJG2Nt2vl7rsnnvoLX913im9mpvLDrIrcPCLHf41+cEMf0lad6/bynUkJqoJvNi2NOKu06E4GucqfeKWqZiAQ/tdPG4xVUtGrZUVBHSpAb+fUaDGYrNyX4IRIKeWVPocM9zGi28tDmXH67ezBvTk6kpkOHh0KKn/r/3b39D/zz0a4zYrXiEGN7BRarlYUZwXx8uNTp3uLpcTF9DinapJ6Mf/egPSb1cEkza85U8tmt/Th031Ce3lHAU9uuep+JhQJWzklFLhLyS24tM5IDeOiXCzx9Qwy77xrMlrw6tEYzY6K9ae0y0nQdFqztfZm484dzXGzQ8NqkeGYkB1DcpGXy16fszcB3DxQzI9mPNycn8vXJCj47WkqH3kSin5pnxsVwurKV+WnBPLk1n9KWLu4ZEt7n32vTmfr0qRgY4kZ6sBt3bDxHdZuO9fPTee03m7F2oKuMYDc5ZS1aBn1wmE9v6Wdn714Ls8XG5hwQ7M6pilY25dQwPz2Id/owGr4jM/S6n9H/Jfw/mfa5ubk5debv2QTIzc2lrKwMi8WCVqvl7NmznDt37o+C/z8MGr3JpuP7Lht3hQSj2UKAq5zHR0US76PGKoDtd2Si747fWP6T4006zkdNZauObfm2yLnBYR5IhAJOV7axKaeWW/sH8tSYKF7f62gudqi4iafGRPHF8TK2LM3keFkLLVojmaEeGExmtuTVMiXR3yFC7YZobx4YHkGr1ohQJKBfoCtf3ZaCm1xCkJsttuuFPiiF7ToTR0qaifgbDrm24s3Aso3nUEpF+KqkbF02iAQ/Fw6XNDltFlit8Oa+y9w9JIwntzoaVwa4ynCRiVl1uoJz3TTOFq2RNq3R6YZEJBTw7PhYdCYL7xwo5nRFG0+MjsJHLcVXLaNdZyT9vYM8OSaa+4aG49kti6jt0NOhNxHqrrBrxes1Bh7afIEVM1MobNCQXdVGtJeKmxJ9eXPf5V6bPIsVvjxexrz0IKYn+xPsJmfFrP40aGxmjdvz6zlW1kKAq4xXJsYT6alkbKwPwz4+jNVKL41lUVMX385NpUVnYn1WFTP7B7DhbG+99gs3xqKQCO3TkCfHRPNLbl2vzvWNsT7oTBYGhblT067nia15DAhxw6+b3lzbrmPLskxmrj7t0O2d2T+AeWlB6ExXaa6nKlq5vUfcE9goa1O/OcmGBencMUiBTHz9gkMoEBDefT71C3DFYDLzzI4ClmSG8PFh5zcrsGljpyX5MyHOh1lrTnO++7yI8VZR32mw53GDzcti84VaXp8UT2qQqz1mRtk9abNarViscM+QcL4/W0V1u557h4YzNMKTk2Ut3PWjo3P7p0dL+WZ2ql2jb9PhShkbo+LkgyN4cfdFsqraCPNQkhLoyu7CBj4+XIrOZMZgtvDz4oF8MD2JY6UtpAa6UlivcSj2r6BNZ+K77CoWpAcxbsVxVs1Jva5rsBUYF+PFszsLqO3QMyneh/enJbHk+7OcqWzlhRtj+2QDLRkYwqbzNYiFQmo79AwL9+QvU5MwW6zsv2cos789Q0lzF95qaZ9mhCfLW3l2XAx1HToK6juJ9FLafQjA1hS90sBZlBHUy4ivQ29i3rosnhoTzbPdG0CLFXJr21l5qoIgNzkfHCpBJBQgFGBnjfyaW8eWbs+In87XcurhEXx/rroXRTPMQ0Gsj9o+4RQI4FhJM6cfHsGuiw3ojSamJwfw4u6LDA337JP+/NWJch4dFYWHQsIN3SZNYqGA21ICmd7PnxB3OR8dKqGmQ8+RkmaHYv8Kqtt1/JJbyw3R3k6buR/PSKa8VcuoT4+g0dsykmelBPDMuFh+zqml7ppJv7dKyi39AnBXSCht7mJHQR27LzYS7a1kSWZod7P1f8V/+H8MnkopFquVwyXNpAS69mn+mhroRm5tO9/MSWXlyQq25tcxJzWQb05WkBzgypxvz9ChN5Ffr+HnxQPZU9jYy5NmeISnzdm+e328d1MOGxdmEOAq40hJiz2l5f1pSbw9JYFPjpTazLz81DwyIpJLjZ0cK2the0E956rbuWdYhF1b2xNX0ktmrzlDcfc9ONBVzjs3J7Iuq8rOKhgf683Xt6US7K7A30XGA8PC+egacz1vlZQXboxl1CdH+eq2FMq7ncSdQaM3I0BAdZsOL6WEi/Ua2nUmLtZr+HJWCn/alm937k8JdOWtyQn4qaUsWJ+Fn4uMxQNDWH2qgpcmxHG6spUVx8vR6E1MjPfloeERZFW2MiTMo88G5Jhob/zUMm5bc8bhGG9O9OOb2am9WHezUgJQy2xa6jjf3lGxf+DfF9VtOg4WN/H5sTIsVivLBoUyNtrbQY/frjOyLa+ObcsyWbrxnN0x31Mp4f1pyWRXtjmkJV1BfaeBOzfl2ov9nvjlQi2NnYZe56CpW1f/69JM3j9YTGlLF8n+Lvi7ysir66CgXoNIKOD+TTkEu8lZOafvuFW1zOaFlOCrZuWcVFafquCen86T5O/C1mWDeO23SxwptQ3VhoZ7cc9POQ57wrw6DYs3nOWn2wfwyZESfi9qwk0uvm4jSyISIHHSCBYLBSzICGbyVyeJ81Hx3YIMPjpcwqBQD2alBBLqobAnSIEtdrgvDxKweT9d8XzZe7mR+4ZFsO9yUy/mwROjo/7mnv//Ev7H7pJqtZrMzEwyM69qFdvb21m1ahWrVq2iq6u35vkP/PujvNVmlrF5yUAqW3VIxbbJ2mdHS9GZLWRVtjEx3pcN2VVOjS+mJfuxPruKF2+MZVK8L9ruDFu5WMiFmg7WnKrgiTFRSERCPjhUQqvWiIdCwvIhYVitEOSqYOo3J0kPckMtE7PxXDW+ahv9/cmtuWxeMpC1Zypp1xkZHObJvHVZDgvokoEhTEv2Ry0V0aI1klfXt7v46cpW0oPde2WP9kS4h8IetzYw2I13pyUT7W1bMPb1sUEAm3N5mEdMr8dfnRhPmLusV6Hx+NY8vp1rMzP7/FgZrTojIyK8eHRUpD3O6POZ/fFQSDCYLYgEAladqmBltznUC7suckO0N8MibKZ5ZouVZH8Xfs6pZXiEp91Y61JjJzNWnSLZ34VYHzWLM0O464dzDkZ9PXG2up0Zyf50Gcxo9GYqW3VsOFuFWChgbloQH05PxlMlIcLTdoMzmy38uGgAZquVRo2Bz46V2vWplxs7kUtEWIG391/my9tSiPZW8fmxMho7DUR7q3h8VBReKomDJj/SS8WxB4bz1YlytuTVopaKWZARzOAwDw4WNeKnljEo1IP0YDcMPb5HkUjACzsK2HWXzTW2uctIgq+adp2JW1efYsuyQYAtYudP25wnirRqjeTWdrDxfDWvTIgnyd/FaZEoFtokDZvOVzM03BN/VzmNXUa+P1vN9wsz+qSXga04HBvjxffnqu3FPtgkBE9vz3e6EX5h90W23zEItVTE2Bhve8TepcZOduTX80gP34MtuXUk+av5aHoyKqmo1yR39ekKZqcG8tHhEtbPTyfQVY5IKCAjxJ1189OpbtfxXVYVL+8p7FU4Prj5Aj8sykAggEFhHuztYzIIsDW/jhgfFV0G23mU4KfuRYm9ggHB7oz74hguMht1cGi4J+EeCs49NopX9xTy26UGPprejwc25zgU/WlBbiwfGk7GeweZnRqIUCCwe4OIhAIGhLhz+P5hNHQaaP4b0xCRQICHQsJ7B4v57JZ+vDU5kdlrzziYAQkEcHNyAFmVrWy+4Pj77ToTz+woID3IjVv6BdgNwb6Zncpj3d+P2WLl2u3f/suNDA33oL7DgEhoc3j/+kQ5m3NrkYqEzEoJ5LaUQJZtPAvYdIzDwj24Kd4XXxcZMT5qLjd2Ut7SRT9/l+sadepNFlq7DLjLxbw9OYHhpc2snJPKzoJ6Fq7P5ugDw/j6ZAWPjYpkV7cLvDNsyqkl0kvJC+NjHXTbt/YPoLi5y8Hd3GSx8l12NZVtOrbfOYint+ezu7ABoUDAlAQ/HhoRgYdCTEG9hpGfHLUXcwDvHixm/fx0piX5I78OnfxfDS+VlM9vTWHB+jO8MTmxl+M92Aw1QzwUlDRZWbLhLAX1GtwVYkZEeLK9oJ6mLoN93dAazTy2JZcNCzLYeK6K3RcbcJGLmZ8WTISXkjs2nrO/rt5kQW+2oDdZHZg7D/+SS0awG4+PjsJPLSPCS8mCddlcbNDgKhezZm4auy828NzOAlbPTeOzo6VszavDYoVRkZ68PSWRhzdfsBf7YGv2LFhvo9T+VtiAzmRhT2Ej923KYfXcNILcFTwxJpqpSf58cqSExk4jk+J9mJzox7Lvz9Kht0kRrkf9B9u1mxHszsWGTibE+fDYljx2FNTz8IgIfls+mKZuVpZUJEApEbLiRDn1GgMWK3gopOy93Mjey42MjPTizZsSiPJSYjBbkUuEPPprHl/NTuH3oqZezaogNzmjIm1ynmuf+zWvjn4BrkxL9mdYuAdxvmrMZisxPiok4v8OyvD/JVS32aLxekoerzTstizLJLh7v9uiNeGrlvHnHfl8tyAdiUiAyWzFVS7mh3PVdOjN+Kh7M9Cau4x93u9mpQT2Gg5dgcVqO44/3RBNrI+aG6K9eXxLHgX1V19LIhLw8sR4XGQiZqUEOGUCPTUmmpMVLdzSP4BBHxyyT/R/u9TIF8fKWDs/nYZOPRWtNmPZvlg+j2/J44nRUazNqqJNZ0IsFDhtEALMTQ0i0kvpcK+P9lbx0fRkwjwUrJmbRlFTJ49vybXvLZYPCeOmeD9e3VNof51LDZ2kBrr2KeEZGu7BK93sAKsV7vjhLD8tGkCdxsAvF2pRSUVMjPcl1F1hH4r9N+B/vC1uMpk4cuQIu3fvZu/evbS1tWHt3oFJpf89H+z/FZQ2d6GQiLj5m5P2BUEhEfHuzYlcqO3g6bExFNZr+MuURF5yEvEmF4u4d0gY4V5KntyWb9ewDgp15+UJ8Tx1QxQXajsYEu5JrI+aKC8lFxs6WZ9VyRv7LvPoqEh+un0gO/Lr6NCbuG9oOCKhgFatgW9mp7HrYj2eSgm3Dwwh5Z3eN+GVpypsHVAXKS1dRiK9bM7lzpAa6EabVs+9w8Kdxu3M6h+An1rK6Yf/P/beMj7qM93/f49LJjNxd08IxHEvWtpCW1xarO6u22271d22W+9SoYUWd2hpseIQPISgCXF3HZf/g0mGDJmwe37/c1bO4fN68YBMMvqd+76v6/rIcORiuyeBp/LaNe3vfuMkA393GWq5mFa9mRgfN/tEI8obsVjM8ChvNudd065rjRamLj/J40Mj2bowi/IWPbmVrdy/7qxjIb1Y08auBwZyvKSJvJp2R7HfhY/2XyU9RI3BbDdcWXayDJFAwAujYzhW2uSkPc+rbsNLaY8RtBfrrgv+UI2CBH93rDYbdy8/SWm3gu8Pv11m3dkqls5IJUxjpbRZz5/3XeWXi/ZDYqSXklfHxnLgaoNDbyYXi1BJxQwI92TRmrOMiPbm/UmJqGRiqlv1fH64iE+nJKOSSbDZbA42QbBGRlaIhiERnpyqaCHJX8XYJUedXMjlYiG/3TeQII0CkVBAhKedDTL4s8No5GKUUhG17UYsVhuTEv3w69yU9WYredW9xy+eKm8h3kfF/evP8tEdycz+6VSPBtH7tyVytLiRV3+7zIQEX5ZOT0UIDu3tLbE+vRouToz3w2C2Ojl7AwR79C4hMFlsFDfqyAr1YMnUfngopTR0GClv1vFsp7Ouu0zMG+PjifBSUtKopabdyKb5Wdy/PtfpO1Hdap+Cz88KJdbHDVG3jrxaLuFgYaPLdAaAwgYtLTozsT4qjpU0OfS9ruAuE9PR6aPx1ZFi/jQxgTnXRRsBzEkPZk9BPYPCvXh+VDQfHyjkrwcKcZOKmZsezBvjE9h6vhqwsX2x3ReiSWdiYLgnepOFXy7UMDDMg3szQ4nxceuh1wtUywlUy7lS194rS0AkFBDuqWTGT6cIcJdhsdlYdbqczfMz+e1yHTkVrYR6yLm7XxBrcyqYnR6CXFzouC58VVLuHxBOeoiGUA8FJ8uaifBSUNyoQykV0azv6Z7fhSatCZVUzOIx4WzIrSansoUPbk/itXFxXKpt51hJEwvWnMFgthGikbPunkyyS5vZk19PiIec2Wkh5FW38Ny2i3w/IwVDL47hYDdDrWk38vPFWhYPCOXEk8N4ftsFfr5YS1qwhla9GaPF7gWhlPZeYLtJRfQLVFPUqGPj/EzW5lRS1qzniaGRTPi2Z/oI2GPRKlr09PF3Z9GAMGw2OFTYgFouRiYWcd+6U45iPznAnRgfN2raDMxfncOF50f9209q+gS4s3l+fy7UtrF0Riovb7/oiGsdHOHJq2PieHH7Rd4cH+84vPcNVLMut4p4XxVnKpzXpPPVbdy+9Bh3Jgfy8i2xxPuqeGH7BU52S64ZEObB+Hg/fJRSBNh6NBpPlbdwqtMgduWcdAo6jSxb9Wbu+uEEM1KDWD03HTeJmK+npqA1WTCYreRW2aMqD7vwf7FYbaw8XcFdfQNZeaaCPgHu6M0WmrRGPBQSQjwUhHgoGBTuicFsRSSACd8e43RFKw8ODifUQ06zztxr0RDuaXfpf3RoJB/tK2BeRoij6fbxwSI+PlhEVqgH8b5uPDokkrd2F+Aht69D9R1GpCIBQWo5la326e2Bwmt73e4HBmIDvsku7aQU55Nb1YpQALcm+vPGuDj2Xq3v1SRty/lqVsxJZ/7qHMc0USCwRxh+cLvdH+Mm/jOwv7Depb/R2cpWNp2rIsrLjWAPOR5yMRkhHnzop0KA/dxRpzeSV92Gr0rGnHRfJKKea+WNGG0qmdipsXk96tsNJAW4E+AuRy4R8tEdfXhnTz6VrfbI1CeHRdFmMFHXYeSRwZFEeCr5OruElk45y/OjovFSSnCTipm/OqeHl4febOX5ny/wzIhovjxSzLmq3s9DXey4Lvxp1xWWzkhl8dqzTnHUw6K8uKtfIIWNHWxb2J9Grd1A2q1zHxnw6aEezDWAr7NLeGp4FIXdmILfHCvh7YmJzFlxusfvh3kqSPRX8cHtds3/yGhv3GViLtS04eMm476BYaw8XcG8VWe4NyOEjFCPXl/b/zb8txT8RqORgwcPsmPHDvbt20dbW5ujyFcoFAwfPpzx48czYsSI/46Hu4l/EqxWe4H12XX0Y53JTk3+/cFB5FW3sfFcFd5KKfcPjMBDIXXKyz5f1crd/QIZ8eURJ+rhsdJmJn9/nAOPDGZigh/9PrTrmL6bnsI7e/IdLvgf7S/kqyMljIrxZm56CMOjvBAJBSikIsqb9Zwsa6aoSYcN2LIgixd/udijkFqSXUKohwIPhYTHhkQ4Ism6Qy4WMizKmwGfHOTTKcm8OibWMUlXyUQszArl0aFReCjENHSYMJitaE0WPGw2hyHlmFhflxRWgAX9Q0nws0+mzVabnaKulqPspKJO7uPP6zsvOy14SomIZSfLeWhQBJvOVfPZ4SJHkR7uqeCzO/uyeG0u79yaQKinsoces6rNwMWado6VNjE8yocFWWG06E0oJCKOPDqU13ZcYm9BA55KO6NiUf9wfFQyHh0a4dJsC+DRoRF8euAqMb4qp2K/C7lVrRwqasDHTcLovx1xmgAbzFbWnKnkmZHRHChswFMhxVspwdtNysd39GHw54fZf7XBydisf5gHCX4qKlp0bM6r5ssjxehMFqb2C2JR/zAqW/UoJSIe35zXI3JMb7Zy97KTnH56OKEeCoI1cn5dPICxS7Jp0Bodk+2+ge58fmdf1HK7Ps9stRLhqXSKdOyOBH8V92SE8Oe9V/k2u5hf7xvAlrxqjpQ0EayWMys9mOzOYvcPY2P50658zla1kuzvztyMYArqO5iU6M+K0xU9aGkB7jKmpwaxt6DeiZ0ANz4gAIiE4K0UE+xhL3xa9SbOVNjjdRQSESvmpPPW7isc7yYTCVLL+WZ6ilOe98BwDy7WtNOkNZEc0NP88e/5r7rL7Pr2EdHeiEVCp0ZWd7wwKpqqNgPPjIhid349K06Vs2l+Fp8fKuJYaRP+7jKeHhHFoHBPRn11lOWz0rjrh5MOnWSbwcxXR0s4WNTIsyOjmb86B4EAMkI0uEnF5Fa1Mi8jhBHR3p0RlfbvXW/wV8mYkRLkUlayMCuUtbmV3D8glHHxfpyraiM5QE2rwcK9GSEEuddxpKSZactPYjBbKWnWsXx2Gk9szsNLKeX9SYm8u6fA4XnRN9Cdv9zWhyVHizlb0cLQSC8OFrr2JBkZ7Y1GIWZtTpXdFDDWG0+5BAEChAIBQyO9mJkWQnmzlhgfFXcvO+mUivHungLen5TI6Fgf5qw8w/bFA/h18QDajGbkYhE7Ltey5GgJZquNhwZFUNGio6RJy+GiJhL8Vfzc6b0yMtobg9mKVCRky3l7vnNvcYIPDQ6nWWdmdLQXarmEN8bHIxcLadSZXMYjdaHDaKayVcfbu+sZEeXNI0MjifJSUtio5UhxEwl+Kt69NZHLde3kVrYyItqbV8bEUtqk+7cv+Bs6DOTXd3DH0hP8OCuNn2an06g1IhYJyalo4ZVfL/LurQm80s0kTy4W0aIzUdduINiFwVuX90dhYwfTUoIcxb6nQmI35KpqZVNeNZvyqpiTHsKm+Vnct+6sSzqstFu8LthlNMOjvPn8UBFvTUx06JdLm7TUtBlcFkNdOF/TxuIBYcxMC+Z8dSvFTTqOljQhEgocUYluMjFdoQvfTk/lz3vzyQz2IOOvB0kNUvPZnX25Z9UZJ0aTUiri0ynJCACjxcpnd/Xlic3nWDk3nW+PlbL1fDVCgYBYHzfm9w+jw2TmfHUry2el8ePpCixWG6/+dolvp6fw7LbzDkmOSCjg3kx74+DezBA+3F/IhZo2HhwUToRXLAIE7Ltaj8Vm69WQDODRIZFOcZVgX7dXnalEI5fw4e1JKP7N5Sc3AW0GE6tukEL0/fEybu/jj7xKRIfRzAf7Ch37UqiHgk+nJLP1fDVj43wpaOgg3FOBVOxc9HfFN7uSV12ubScr1K5Bd4XRsb5oDRZwBx83GRMS/BwNbo2808gXO8OvqFHLpdp2PruzL3KJkGatibzqVoobBQyL8u6VbVjYoCXAXUabwYyXsvdhrV2Gdu1QcKm2nWe2XuD925Ic9P1AtQyrFfRmCx/uL2bJtBQ2navk6+wyGnVGu3+Ni2If7IyGDpOFtGC1YzBR3Khj95U6vp2Wwp9225mGAgGMj/fjiWGRTFt+Cr3ZwtYF/Xnxl4sc7LZPBaplfDMthf2FDTcc0v1vxP/zyqPT6di/fz87duxg//796HQ6R5Hv7u7OqFGjGDduHMOGDUMm+7/1pv5vQaPO5FS8d0EogO9npjJ35RnyqtsYHuXNiChvKtv03NEngHBPhcMILC1Ew8rT5T10hmAvyL44XMyb4+MdRcQrv9rpg3/47ZKjMDFbrcT6uDE21ocWg5myZh1nKlpxk4oYHu3DoT35vLz9Eh4KCRvuzeBsZSvBGgVtejMrzpSTXdKMRGx3VpdLRDw5LIrPDxc5zHV8VVJWzknnw312H4HHN+cxNs6Xv05ORi0TE+/nho9SSl2HkS15VcT7ujtiwALUMvqHeeAukxCklrNqTjozfzrl1DHtF+TOS6Nj8VPJ8VO57vCHeyrJfmwoU5efxMdNyhvj41FKRIiFAsQiASlB7qy/NxO9yX7grm038PTW8xTUd7DvagO3Jvj1uM8xsT4O877U6yiIM1KCeHpENDPTQtAazaQEqh0a+WhvN5bPSuO+dWcdhy2hAP4w1j5RTA326LUhAPYpx6gYH8dG5qWU8NEdds300ZIm9l2tZ9XcDNykInw6jfKSA9UcfWwoz247z4HCRtRyMQ8PjuCRIRFYgWnLTznF6n2w7yrLTpax+4FBDInw4tnO6y3SW0lqkJryZj0nyppp0BqpaNET6qFAIBCQEqTm1FPDuVTbRkmTjr6B7kR4Kh26M6PZQpvezNMjonhoQ0/TKIlIwIzUYMI8lXx4RxINHUZ0Jntqwogob+o7jCxee9axeX12ZzIpQWq+OVrC9NRApiQH0KQ1oZSK2Xn/QH44UcrX2aUIBHYd84KsUHKrWrlc187UfoF83M2Yprbd0GskpFgoIDPEw1Hsg32j7DLvW9Q/lO+OlToV+2Cn4N6/7ixvTUxgweocZGIhM9OCmfL9CV4d4yxBadYaqeswOtISXKUTJPipcOs0rov1ccPHTcaC/qF8f/waW8FdJmb13HSq2wxszavBarMxKy2YcE8FT2w+x+Q+gdybGcqgCA/cpGJKmnR2U6TDrk2R8qrbEGA/aJU16zhZZpcZPT08EovN7segNVroF6TGaLWhkopd0r81Cgkf3tEHbzcp3x4rxWC2opCIuH9AGHMzQyhp7EAoFJL58UGnWLNhkV48OzKaF7dfcqwpBwsbadaZeHtiIpkhGoZf1/A8V9XG7BWn2LKgPw9vzOXjyckcKW7q0SxM8lcR5e3GPavOUNSo5dkRUdyTEUJ+vZZnt53nsaGR/Hqlju+OlzIzNRiJSOBU7HfhhV8usvP+AcxJC+axTXkO40ChwJ5TvHxWGoeKGugb6M6CNfYotw25VXw6JdlxHxarjeOlzczNCGbp8TKkIiHj4nzZecWZ2j8+3pcOg4WZP53iL7clMT7B3WGqaLB09MqiAHsjc8m0FAxmK2qZ2HFINlttnfrwPsxbedqZySMRsueBQVgsVkS9GEL9q9HQYWTTuWp2dL5X81adYU56MNNSgjCYraQFa0gKcOdKbbsTTbVRa2R8fCRTl59k7T0ZPVg/XXhyWBS+3SIL/za1H3/ccdlJbvTiLxeJ83VjydR+3L3spNPf+6qkRHoqmBDvR359Bwl+Khb1D2N9biXHSpt5ZawFDfaC31spITnAnShvJbm9TP6ivZSkB2sY+3W2o8Gz5GgJviopu+4fiLdSSoC7zPF5JfmreOmWWPp+sB+wS8e+PFLMxvlZHCxsIL++g/6hHkxM9LM3jrR23fTRkiYeGRLFuapWfJQSls1Mwwb8dqmWxzaeY/OCLDYv6E9Fi57tiwdQ1arnz3sLWLz2LM+NjCbRX4VMLKTVYObn8zVMWXaCQ48M4XhpMweLGh20aoEA3rs1kTU5laQHa1hKz89BLhYSoJb1ysJaeryMZ0dGE+V9s+D/d0RDu4FmvZn6DiPnq9uYmRrM3IxQ3t2T38Nzw2qzM8OkQiGL1zmbQJc165i36jQr52Rwx9Lj/GFsLIl+KkI0CofHDkCASsrf7uzDbT+c6rHueyklvDcpkTFLjvZYKyO9lNiAoyVNRHXzBvBQSKCzKdflYevjZuJMhZ3F090kWCQUsG1hVq9FdvfXWdqkI9Jb2avh8ZQ+AVy6Tip7ua6de1edYWZKELF+bty7+gwmiw2ZWMh301Moa9LRoDU5WAw3SnwC+/Dx5dGxbMitcpytvz9RxumKFl6+JZaMEA0tehPbL9Yy88dTtOjN3DcgjM8PFzkV+2DX9y9ae5a/3JZEios0q//N+C+tPO3t7ezdu5edO3dy6NAh9Hq9o8j38vLilltuYdy4cQwaNAix+Oai9p8Og9niMCDpjtuS/NlxqY686jY+vzOZBq2Jl7ZfpLbdSKBaxsu3xPLx5D48ueU8fQLc+cu+qy7u3Y4jxU32HNMXRvHk5jyOljQjFMBDg8J5+ZZYjBYrbhIRvm5SGnUmZvx4yulApJaL+WFmGm/uvExqsIaGDhPLT5aTU9mKj5uU+waE8dTwKJQSEW/vzueZkdEYzVY2LbAvdu4yEaEaBRtyK1l7tgq5WMiM1CDGx/shEgrwVEpI8HOnvFmL3mzleGkLH+4vwk8lY0FWKAqxiMJ6LSnBGhRSEbcm+nHxhdHsuFRLVZueMbG+JPipXFL5rFYbJc069hXUc7K8mYwQDzYvyMJstbHkaAmrzlTQbrQwLs6XZ0dGc6W2nUXrzvbYABq1RhRSIbfE+jA6xgebDQ4W1TM3PZiSZh2PbMzr8dhrzlaSFebBj6fKya/v4PyzIx23qWRi7u4XyJBITy7VtGOy2ujj745QCLHv/s6fJiTc0IFbLBQ61gWZWMiPs9N5Zut5J43Ze78X8PXUFILcZXi6yVBIRGSGerBpfhZtBnsMi1gooKhRS2mzzqnY70Jdu5Fvskt4cHA4g8I9+HRKX8pb9Oy/Ws/gcC8+nZLMn/cW0N6tgy0QCAjzVBDm6TpPtq7dyCeHihgY5smDg8L5OrvEscFo5GJWzkkn3EPe+dpEBGkUrDtbyU+nXU8DPtpfyNMjoqhs0eOjknPf2lyHoVufAHc+uD2JCQl+NHSYqG7TozdbeWTjOd4cH09WqAerciod5lufHSri7VsTmesir/ytiQlOPgdgn4ZlhmgA+0Rg6rKeDtZgd3uXi4UMCvfkuVExvLMnH4PZyqhoH5q0RmrbjZQ167DYbBQ1aMmpaOHD2/vwxJY8xsT6MjM1CDeZmHOVLUxLCaKqzcDqnEr2X21AKhbw1V39mJ4SxLbzNRgsVp4cFsmC1TmcLL82KTta0kTfQHfem5TEjB9PsWl+JhFebhjMFpp0RkbF+PDVkZ6O4l3Yk1/PyGhvfjxVjkws5LWxcZwqb+bpreedGhOz0oJ5Y3wcMT7XzLOsVhsVLfaM8ma9iYVZoTw1PIr8unbajBY25FYx4JODbF6QxYwfT/cwWTpY1Eiiv4q7+wWyphs74FxVGz+cKKO4Seuy4Wmy2PjhRBlPDYtCLRNx+qnhLDtRxscHC5GJRcxOC+LxYVEUN2p559YEe863r4riJh1NOjPj4n25UtfObUn+BLjLSA5wZ/51RpPdIRAIeHrreScGlNVmN4n0UEi4o48/P1+ocawvWpMFt26SjF8v1fL40EiifXzRGi08tvkc709KYl5mCNsv1iIUwKREf2rbDTy6KQ+jxcrsFadZPdfuA/G37BImJfpxR5K/U0RZF0I0ckI9FLjLJFw/ePFUSHjplhhe/fWSU7F/Z3IAiwaEsT63is8OFXFXv0AygjV2GZPNhpdS8m9Bo65u03Ohtt3pua84XcGKbutGlLeS+wdeS2dRyUS8OiaOZp2J1CA1689W8dc7+vDCLxcdB2+BAJ4dEc2gcE+83aTsfWgQ3xwrobChw6W3yJW6DnKrWp0MYaUiIZ9OSebpreeZkx6Cm0zMybJmPtxfQGGDjltifNDIr10HbjIJwRoFDw2O6JW98/iwKOasPN2DzVHXbuTe1TksGhBGY4eR+f3DCOtsxh4vbXYqfPZfbeBgUQODw70IUsuZkODH2pxKmnQmvnAy/SvktiR/JvfxZ3Y3iu+uBwby0f5Cvj5W4rimA9xlLJ+Vxv6r9cT6uiEV2ZN1atsNCAWd6TIKKa+MiUVvtrKvwC4p6R/mwcrTFaw8U8HqeRmO5mJ3eCmlNyygjBarU6PwJv51MFusVLToya1qpbxFR79ADT5uEn69VMMrv15xrPEeCgnfz0jljZ2Xnc6dk5P9yQzWMNMFpRzsxpJ5Va30DXTvdLkPpKKlmQFhHk5Ff4ynlN8fHMTHBwrJqWwlzFPB/QPDyQzRYLXZWD4rjbd25XO5zm7Gd3uSP/cPDOezQ4W8MCrG6TEtFiuVrQZ0ZgtysZBAtYwAdxlC7DHWP52uQCMXU9ykpd1gYcnRUl4bG9tr895XJUVnsnBbkj8hGjnLZqUyb+UZp7NHrI8br4+Po1FrZGC4p9M5bWKCHzPSgpn10ynH/RvMVu5bl8vRx4YwNtbXkbaUX99Ov0C1o4E4LMqLaG+7ZOtcVSv+KhlSsZAN92bxyMZzDrPYVr2ZQLWMJUdL0JmszEoP5nJdBz9fqOGOPgHc+YPrM09NmwEPhYRg9f+tYfQ/XJU/+OCDHDlyBJPJ5DjM+/v7M3bsWMaNG0dmZibC/6CYnJv4+1BJxaQFa9h13QTnzr6BPLk5j0X9w8irbnNQySUiASOivPFWSgnzsBtqtehMvdJmUoLUfHh7Ervy7VqprDBP3hifwJu7LrP2OpORjfdm8v7eqz1MOlr1ZhauyWH13HTKm/VM//FaHGR9h5F3fy/gjj4BfHh7Enf1C+T+dbnc3sefcfG+2IAOg5lVORX0C1ST6K/iozv6sOxEGfNX52CyWhkf54uHXALYGPr5YcdGcKm2nQOFDSzsH8qstGBatEY0SilKqZhYHzGxQyP/7vt7prKF0V8d7UapKuHH2Wl8sPcqZ7tNTjbnVbPzSh2/PziItCBNDwfwifF+yEQi0oM1LDtZhlAgYEFWKBKRkA25rmObAL47VspbE+KJ9nGjw2ihpElLkFqGRCRCIRER6eXmMN8DO81tcp8Afr5Qw4KsMJ77+YLL+52REuh4n6b1C2LV6QqnYh/sE777159lUPhIPLtNptoMFuo7jGhNVlr1JgobtL2axQCsy61iYVYoX09LZdryk06PIxTAj7PTifL++1TfNoOJsmY9K07Zc+UFArt7/519Ayhv1qOUiojxccNktvag5h2/QQZ8UaOWYVHeiAQCBnx60OkAfL66jclLT5D9+FAiPZWoFd58f7yMDqMFP3cZC9eeZfcDg+xmWRdrsFhttOtNHH18KJ8fKuJEWTMRnkqeGxVN30C1g3bXqjdhsliRCu0pAVOSAzBbrS4zt7tgttiYmRrEk1vyKG3SMTjCk2CNnAfW57K+2zUU4+PGt9NTkIkg79mRLD9Zzgu/XKRRa2RYpBf3ZoWy/WKtQ5ZhNNtYtPasnY0T5c3bExM4UdbsVOx34VxVG1frO9i+uD8Dwz0Be1MlwVeFwWJlSnIA+fUdLim17nIxc9JDiPFxQyYWYLRYeXxzXo/m2KozFQwM9+T+AQpknVP+goYOPj9UxNITZWiNFqQiITPTgnhqeBRf/XaJC7XtvDomlkatyaWjMsCPpypYMSfNqeAHSA5QcbDQtR8GQFKAitRgDR8duEpVq4HB4V6ceXoEYqGA2nYD474+Sk2bsfO9ELL+ngyOlzXzp13OHgozUoO4Lcm/V7NRqUiIzUavvhFLj5exICuUuRkhfHe8DIPZislio0VnIsxTQWmTjvz6DpQyEd8cK6FvgJp192QhEQnwdZMyINSDd/bk88SWPKeIT7CzC14YFcPK0xVsyatmzbwMKlr0TtdAkFrOr/cNcGn8CvZp2oAwTx7bdK15OT7el/Hxfg5/mf5hHsjEQqb8cMJhDBrlrWTJ3f0YEO6BStYzUuufheySZk6XtzAy2ttJM94dY2J9CNHImZUaRIK/O+khGt7YeZmLNe0sm5Vmj9Mrb2bDvZnUdxiRiAT0C1TjLhMR3rlOpwdreHVMHIvWnHX5GGB3AH9zQjzLT5YT7e3G8Ghv/rK3gP2FjTw5PIoOo4WUIDUKiYi56QpGRHsjv27NC1LLMZitfDMthSe25DnWNaVUxJ8nJSIQ4DKdA+wa6FCNgsc35bHidAW7HxxEqIfCKUJseJQ3Dw+JQNSNKiwV2Rla05af6nGfP1+oYXSMjyM5Y2q/QM5UtLIk27lJWN1m4K5lJzj7zEgivZRUtuj5dno/9GYrEqGQnVdqOVzSyJW6Dk6XN9NutKAzWfnT7iuOteSZredZMy+Dd3bn8+tle9Z3hJeCdyYm9Hr9gv37q7qBp8lN/HNgtlg5VtrMxG+zaTdcW88Hhnnw18nJrL0nnZk/nqbDaKFZZ2L+6jN8PS2FGZ1ny1gfN26N90MpE/eIcO2OK/UdhGgUnKtqo81g5tZvj3Hu2ZGO5B6rDTZcaOCt3wuYmRrMA4PCqWs38Oy281isNg48PJjs4kYeHhxOgFqOUCDgQo39XNg/zJNPDxWzp6CeOekhaORiVpyu4J09+TRqTbjLxDw+LJJHBkcwJTmQeq2RcC8lNW16Rsf4IBEJKWvWIRUJeWtCglP0Xxc+npxMcoA7mSEaHt6Yy+d39uXAI0PYk19HTZuBtBANngoJdR1GHtuUx6zUYF6+JRadyUKUt5JN56qY5cLfSGeycKWug5QgNSEaOeUtej4+UMQ301PYllfF/YMiaNWbOweOet65NQFPhYTfrtTxzu583rk1gXhfFUaLlQs1bbzwy0WHAeCqnAqWz0pjYoIvwRq5y5jnLjRqjXi53Sz4XWLfvn0AeHh4cPfddzN+/Hj69ev3P/W8buLfABqFhLcmxLM7v87p4CwTCWk3WpicfK2D5q2UsmxWKuvOVrJwTQ56s5XB4Z68MDqG50dGs+mc8yQgwkvBnyYkcNeyk46u+KozFbz222V+mJnK1Qatw0wIINxLyebzrqcJzToTGrmEB3bnurx96/lq7h8YxorT5Xw3I4XdV+oI9VA4aL0eCgkGi4VN87MY87ejTjnJv12u40DRIX5Z1N/R6OqOpcfLmNYviHqtCc0NdE7Xo7JFz93XxcOFeSrQGi1OxX4XtEYLf/69gNfGxjGlW9cy3ldFSrCaCd8cc9p8XvjlIvUdBqraXDtyd8X7HStt5p7VOXQYLahkdrnDI0MiHFF23eEus1Oex3+dTd9Ad1IC1T2e68hob4ZEeiEVCREJBdzWx597r4sp6oLNBrvz60gKcAfsEWUzfjzl0FVKRUKWTO2L9AaOzRKhAIVUzBs7L/doKlhtcO+qM5x/bmSvf1/Xbo8r3HW5zin3+fsTZQ7jl+d/uUCHwcLgCC8+uj2Jo8WNHC1pwk8lZUS0t+P5u0JGiAaZSMBXR0pcapeNFiufHCzkzQnxBKoVPD0imllpIehMFsqbddz1wwmWz0rltiR/qlr1nK9uQyoW8cyIaPzcZSgkQtw7C5m6dgNnKlocB5UVpyuwWK28PykJBHYjtd4mTF5KCQvX5iARCXliWCTPjYzm3d8LnIp9sCcrzF1xmnX3ZHLfurNOOt79hY2UNen56XR5j/vvMFrIrWql3WDmu2OuackA63OrSA1SOxUYRouNYyXNeCokTEkO4M0J8Xyw76qT18OYWF9GfXWED25LYmikJ0uPl/VKG//icBGT+/gT5qmkulXPB/uu8u2xaxIVo8XK8pPltOhMfHBHHxo7TOy8UterpwPYDzGhGgVCgb3omZtu9w5I9ndnd349Bwobe9A2HxsSiVggYMSXRxw/O17azDfHStj9wCAWrMlxFPuAIz3k+mIfYE1OJQ8MDHcZ5Ql2vWhdh6HHz7u/5rIWPdsv1rBlQX+e3prHhZp23t6Tz9/u7tf5XAw8ujGPz6YkY8NGUUMHxU069l9tYFy8Lz+c7Pm5A5Q06RymTh1GC7NXnObN8fF8emcyxY06QjzkRHgqnaKuXOF65/aHh0QwfbldPiUUwBvj47l72Umn71lhg5YJ3x7jyKND6BekRib+1zj5q6QiDhc38uItMS7N6NykIuZmhPDSLxd5bGgkjVoTC1bnOLT205afZHSMD9P6BeEmEzEo3A+1QoL4uiFLTbvdt0V4A6MNu+mtCaFAwOHiRv68rwCbDR4fGkmYp5InNufhJhXRoDVysqwFT4WEPQ8OIiVI7fCrcZOJ6RPgjpdSwtDI4Y6Jmw0oa9LScgMTSgBTZ9JNfn0HOy/XsWhAGJmd5lkzUoMYHePD/euuSaNUMhFbFvR36TbeheUny3hgUDgVLXpmpAYz8Ztsl7/XbrBwpLiREI2Mjw8W8sF1DMTmNLNdQhjn16OpLRcL+cttSZzqjO57YHA4cpEIP3cpf95bwLBI717TRhYPCCNA9X+rwPh3RHmLngnfZPfYC7NLm/n6WAnjYn15bWycowh2k4rxdZPw8ugYlFIRI6J9+P1qA0qJqFeJHUC8rxsnOzX4VpuNBD8VzTo7xd5itaGRizla2ky7weK0/0xPCeKezJBO5pg7EV5KDhQ2sCanks/v6svMn045vhcbz9k9WlbOTWdzXrWDQdRmMPP27nzkIiGDIjy5fekJxEIBK+ak8/nhYjbkVmG22vBT2c/tvyzqzzt78ils1NIvUM1Lo2MJ1sjZfL6KDbnVPDk0gt8u1/Hstgv0C1TjqZRwtMTusyMTCXnlllhmrziNRi5mSKQXjw6JdERteyulLB4QRlaYBzYbXKlrp1Fr5MH1uXw7PYUvDhfzy8UaLtW0MSLGhzt/OEFJk70ZMT0lCD93KWVNOtbmVHC6ooXDRY2Eeii4Y+nxHp+hxWrj2W3nOfjIEMRCgcMk2xUiPJWUNWkJ9fz39n7578R/qd0oEAhoaWlh06ZNXL58mT59+pCUlERSUhKhoaH/U8/xJv6FSPR3Z+uC/jy4IdcR51TSpGV8nC9ak8VxiP3r5D48s/WCk370SEkTdy87ye8PDeL9SYlOXcQnh0Xx/M8XenwZjRYrj246x6dTkpm78lqhaDBbenXGBTBZrL1mSwPkVrbS0GHixV8usv6eTOQSEQ0dRo6XNvHW7nzUcjFj43ydiv0uaI0Wvs4uZXpqEMtdHGqzS5uI8HI+rBrNFhp1JkQCAb4uNvnKVn0P07v+oR43nGbvuFLHWxMTWHdPJmarlZImLXPSglmVU+my07w7v4F7MkPY6oI+++CgcH69VMtPp669nnaDhbd22zvE73U65V+PCC8lvz80mEs1bXwzPYULNW0sO1mGWChkQVYo/UM9iPBSYrBY2XBPJiarrdc8ZcBxoC1t0nLL3446HYSNFivP/3KRb6el9GB8dGFGahB6k4UN51zfbrbaOFjUSKyvc/6x3mQhp7KVRzfm8uaEBKdivwsXa9pZm1PB2FhfVudUIhTAr5dreambqZZEJODkk8N7LaY/m5LM6pxKjt2ABZBd0kx5sx43qRgvpZRIbyVmi5XHhkby1u58Bn12mOFR3mSGahAI4Gp9B8kB7tisNkQCu+zBarXyycEikgPUrDlbwd5usYoDPzvEuxMTeGZENG92i7bpwuAIT+QSITlPj8BNKsLfXUZtm4Gxsb6MiPZGKhKyr6CBJdkl9kZEi55mvcnltLiqTU+boef7MCLam6eGR3G8tBkbvX+PxSIBoZ4K8qrbOFPRgkYhQSUVsfREqeM1ycRCfpiZis5k4XhpMy+MimFPfh3T+gUyNt4XtUxMRWvvxW1lq97xDBp1JpaddN2A2HK+hgcHR/DE5jweHhxB/HXXUHeEeyqQigT8/uAglFIx7/+ez/xOT4T5maFsWZDFG7uuMK1fIOGeSgLcZahlYjI+PtDjvjo66fKL+oc5xajdnhTQg0HQHX/ZV8BbExOY8M2xHmtlH38VETc42EhEAgTYG5gbz1Wzeq5df1rYoGVDbhVHHx1KYWMHBfVaAjUyLFYr3koZT2w5T6SXsoecpDsUEpHT82nVm3lyy3keHxrBx1P69vp318NLKcXHTUp9h5EAdxkVzXrH2jIm1pffLtW6bKpZrDbe+72AD25PItK7Zx72PwNZYR6IhQKe3JzHsllpLDlawrYLdv+KMTE+fHBHH7wUEj64ow+7LtfRbrTw0R19MJgtPLvtAi16M3vy6zlU1MjZZ0b0OpmqaNHzh98usah/mCND+3o8MDCccXG+qKRilp0sZ056MIsHhBOikVPUoOWBQeEcKWpkVIwPS6amsPJ0BZO+O8axx4c5NWUEAgFBnRPtrnz5yhYd3koJIqGgV68GtVzsxDZadrKMqSmB+LhJmZUWzKy0YCZ/f9zpb9sNFtbnVt4we7tRZyLBV8XmvGqyQj1cOvx34Xx1G81xvk6FVhc25FaxZWEWFquNKG+l0976we1JfHW0uIfBpptUxLp7Mnl00zm+uKsvr/122WG4JhTAvIwQXr4lFsUNki1u4p+DnM6muCusPF3Bo0MiUSvEqOViPrw9CaFAwDfHSnGTipkSGYBMLOTV3y6RHODOE8OiePz6/FXsPjVJAe7kVbfRN9CdunYjTw6PYsI32Y7rUi0X86fx8fi4yRyeSIv6hxHr68bk7084rZnzM0NYPTedxetye5yZzVYbi9ac5bsZ9vNYZogHJquVo8VN9AtWc9t3x9GbrXx2ZzJv7LzsNEirbTcy8ZvjLJuVyuy0YLyUUjyV9kSk746X0qo388iQCFJDPHj1W3uUaFWbnudGRaM1Wjha0oSPm5RobyWbF2SiM1nZdaUOGzaivZXcPzCM0bG+PL/tAu/vtTcA0oM1fDKlD38cG8vFug7SQzSdTU4jM3+6JpEwWqz8dLqcCzVt3D8wnGkpwaw9W8XgSC/qO4yMj/djdnowFqsNqUjIhZo2PjlYSFWrgSatiX5Bal4aHeN0XutCRoiGs5UtzF15mr0PDyb6X7Qv/LPxDxf8gYGBVFXZD9WNjY0cOnSIw4cPO25Xq9UkJiaSlJTkaARERv59WvNN/HtDJRNza6If2Y8PpUlrQigU4Ocm5dZEf4o683fDPBV2Hb4Lsyiz1cYbO67w+vg49j88mNOd3c0hkV486cItH+z5pJ4KCWKhwEHJkYiEjsOeK7hJRTc0g9IoJHQYLeTXd9BuNNNuMPPV0WJe6zxQLx4Q1kO60B37rtbz4qgYlwW/UCBA0ckWsNlsFDVq+fxQEVvO16CSiXhzQgKDwz3xcZMiEAjQmywuX4febHVEw7mCSiamolXPtOUn8VRI+PTOZBAI+PGU68namYoW/nxbosuJ0sQEOxXWFZZ0xqB0FfwmiwW9yYpSIkIkEhKskROskVPWrKOsWcd9A8Jxl4sJ08hxl4sRCgUohCLGxftS1qy7YV7q6FgfwG7S5OqAVtdupLxFz9S+gay/rqhP8FMxIcEPg8XqUoPWhdo2AzVteoTdmi/59R0M/+IwqcFqjt7AbXpNTiVLZ6SyOqeS2ekhvL3buWA2WWw8sO4sO+4fyF0/nKC23Yi3UsrtSX5MSvSn1WCmpElH0A10xEEaGbuu2Bs9gyK8ABCLhMzLCOF0RQvbL9ZyoNMEb2KCH0uyi/n2eClxPm48NyoGgcDOUhke7d2ZLtDOoaJGp/fkpV8vsev+gbw4OobPDxfRbrAgEgq4q28g8zJC2Hyuxq4Tl4kpa9bx9p4Cvj9RisliQyCA2xL9WT0vndk/2amOBfUdeLvQrG67UMPEBD++7kalVUpFvDAqhinfnyDBT8Wc9GCXDt8CAXwyOZmnt5xnV/61xpdMLORvU/shFQnZcbkOg9nKg+tz2bawP1KxEL3JgsFiI8BdxsmyZkI1ckbFeLOxlybQgFAPNJ2JDC060w2vnfoOIyVNOp7ccp5tC7NI7jzEXY/nR8XQpDOhN9u4bekRB1XUYLby6aEijBYrfxofz3M/X8BTIWVBZggNOlOvMouTZS28Pjbe6WcahZiy6t6bmhdr26lvN7JxfiYfHyjkQGEjngoJjw+NZGH/MHQmCwl+qh5MGICZqcH8ctHeGLSzQ8od+c0PDY4gwluJRCzg10u17M6vZWycLyfK7N/pokYtEV5KBwPhesxKC3Kp9a5pN2LrTDnRGc2IhIIecpnuCFLL+XhyH+auPINcIqTdeO3ai/V16xFb1x2nK1rIr+/4lxX8ge5yvp+Zyj2rzjBt+UnmpIewck46UpGQvoHuSIQCfrlYw8MbzzldEylBan6ak85dP5wgwlPJ9zNTieylcWM0W/k6u4QLNe34quxmstebdKYHq5mQ6Iefu5wpfQMZFuXN5rwq5q8+w9YF/Vm07qxTI/rVXy+xck46QRoZla36v8vCCNIoCNIoaNWbeGhQOF+68N14dkS0k/mgXCx0NMafHh7FxwcLXe7jp8pbmNwnoNem+JhYH8pa9Nya4E+kl9IhRXGFrFAPzFYbehcSHaPF7qOyam46G+7JZM3ZSn46VY5GISZYI3eZptFhtPDVkWImJvgxd8UZnh8VzZKp/TBarHgppfirpLjL/3WSkpu4hjIXQ50uGMxWatoMSIQCls1M4509+U5O+d8eK2VR/1DeGBfPazsu06I38dLoGP564FoEa4SXgp9mp/PYpjx8VVI+uC0JgUDArd8ec6KYt+rNPLHlPOvuyWRTXhVao4U7kv2ZvLSn7vyHk+WMivHpdehltFgJ81Dw2Z3J7CtoQCYW8vSIaCRCAXqz1dHIP+VCSgfw/M8XeffWRHZcqSPWx41Xfr1WJH95pJiBYR78+fYk5qw4xQ8z03hycx5XGzoca9WH+6/y2ZS+7Ltaz/rcKi7VtrPunkzaDGbGLcmmqZuHzemKFm75WzZbFmY54njrO4y8tL2nrKDr9zUKMTabjXszQgjTyNEoJMT62M1su5q8GSEals1K44H1dqavRCRkYf8wrDa7Z5TdGwomJwfw+rh4Lte2o5SKeOmXiyydkfp/Qm7zD7/CvXv30tTUxIULFzh//rzjX3m5vdhoaWkhOzubY8euZewqlUpHE6CrERAbG9vbQ9zEvykEAgHBGoWTPk0jlyAVCYnwUtA3QN1rPBPAvsIGVFL7NCvBT8XiAWE0aW9M+TNarHw8uQ+Pdmo215yp4NUxsS6bBIPCPekwWZgQ78evl2p73C4TCx25u2A37FBJRby+49r0rN1gxlPR+4bs2dkwcIVhkV6OAuJqg5YBnxykSWcizteNtyYmcLailaXHSon0UrJ4YBgamdjRlezuerq3oJ5ls9JYetz1xHFR/zC+7SykmnQm5q08w9lnRtzQ4XTp8TI2zc/itR2X+b2gHpvN7oislIh6LTYsVhuNWiMBRhmFDVq+OFzEpdoOBoZ7sLB/GJFeSipa9IxZcrQHs+D+geG8NTEBHzcpcomIKC8FH93RhzFLjvZ4vMERno4oretdcLvjic15HHlsCJP6+LMxtwqdycLEBD/6BqoRCOwFSm+FDMCgCE8yPz6It1LKa2NjGRThyR93XMZstaGUiGntJZYG7E0YsUjA8EgvRAJc0veyS5spb9Zy8snhtOrNVLXq+dvREj4/Usy4OF+mpwRhttrY1IvB1b2Zoby0/SL9gtypatU7TMZKGrVkhXrw4KAItEYzHUYLU5c7u2sLBHZN6YVuFNIpyQEsm5nGvFVnnA4ID208x9sT4/lmWgpCgYAQjZyDhQ3suFTLy2NicZOJ6TCYeWvXFb7pNvmy2eyFfIvezEujY3n1t0vEeLtR295zir7xXBXbFw9gdU6FoxkwMzWIpcdLMVqs5Fa18pJnjJNBTxcW9Q9l24Uap2IfOo1+1p5l84Isdly2N+Va9GbajBZOFNQT7a3EZIWntuTx+vh4Rnx1lIOPDMFXJe2hJxcI4K2JiXZHY+za/xvBXSZ2fEfnrcrh4CNDeGPnZTbnVWO22gjWyHlrQgLBGhkxvm68sv2yky4U7IXqLbG+TPz2GDYbrJiTzgf7CpiVFnzDx/ZVyZiY4Ie3UsqdfQOQiATMTAtma141Xx0t7vE4g8O92H6plooWPUum9kMmFiEUQIBKhlAo4MsjxXw8OZkXf7ngaMAJBDC5TwC3Jfk7ZRr/eqmWL+/uy8y0YHZcqiFEI2fmj6ccuevVbUYyQzwcv//Bvqt8PzOVRWvPOk3ZB4d7cntSANN/dL5uARZmhZBf38HR4iY2nKvCXSZi8YBwYn3cCPFQUN9hoK7diM5kwUspJVAt47ZEf049NYy8qjYS/FWOGNT6DiMhLmLruhCiUVDeosdqtSG8geHo/xQUUhGT+wRw7pmRLDtZRmGjlnaDmdGxPgS4yzhd0eJU7AsEcEuMD7PSg1FJRVx4bhRqmRjfGzApDBYLlZ3Mloc25PLl3f2Yk2ZkY141Nhvc2TeAWxP8COncx61WGz+dKuepred5angUL/xysUeBbLbamLfqDEceG0rr36Hpd4daLuG1sfHE+qr4894CqlrtCSNPj4imokXPb9326ceGRqKSiVHJQGcyuxwcgF3u8qfxdnPS7vneYG8qzk4L5p09+VS0GFiTU8FrY2JZvK6nzM9PJSUjRINaLmZynwDWnO3Jmils0NKiM+OvkpERrOHufoGo5WI+2l/Y62v+9VIty2el8cXhYl7cfpHBEV4MifT6R9+ym/gnIaPTyNYVgjVy6jsMpAVrWH2m0mUs3nfHy1g5Jx0PhYQ//HaZu/sFsnJuBmar3QciWCMnt6qV18fFYbba2HjO7izfm578m+wS5qSHUNas6yF97Y4P9xcyJz3YifXVhW+np/Dy9ktOzbDPDxfzxLBIXh0Tay/CXchMulDTZkAtE3F3v0Bu/67nICi7tJn9V+t5e0ICde0GPprcB2vn/qczWanrMFDZoueRIRGsz61iRJQ3q06XIxIJnYr9LhgtVn48Wcb4eHuD7PeHBt2QoZtX1cYtsT6IhAI251WT4OfuYAx04VR5C4vXnuXjyX0c+7uvSsbCrFAmJweQX9eBDdiTX8egzw7hLhOzdEYqT23Jo77DeLPgvx6enp4MGTKEIUOGOH7W2trK+fPnuXDhAhcuXCAvL4/S0lJsNhsdHR2cPHmSU6fsZhcCgYALF1wbfd3EfxYkYiHxfio23pvF6zsu/91iWSkVEeAup7bdiJ9KRoPWiEYudmShd4c9is5ucJMSpOZsZSuX6tq5b2A4EpGQN3ZeprbdiFQkZG5GMC+MiuFSXTvPj4rmfE2b06FFJBTw9dQUPj98Ld4sUC0nt6rNqQDdfqmWn2anu8zgBnu+7goX2uSnhkUS4mHvOGqNZv608wpNOhM+blI+npzMPavOOE3zPz1UxPczU9EZzPz5tkQ+O1TkKCI7jBZOljXzxLBIPukWxwaQGqRmYoIfw7901u9+ebiIBwaG88AG1/4F4+J8aTeYmZ0WzIujY3CTivFxk/Q4MF0PhUTErxdrmfHTKce05UBhA58cLOLM08P46kipSxnB19klLOofio/bNaZCiMzI3ocG8+IvFzla0oRGLub+geE8NDiC8M5pVfINdPAeCgl51e28vP0ib02MJyPEgy8OFRGoljNv1RlivN14dWws87pJQLowNNKTqlYDFS166juMfHSgkIW6UCI7XfrPVbXywKBwPnMRPwkwIMwDb6WUv05JZtgXh13+DsC56nbGxPnxycFCPux2KNx/tYEAdxnbF/fnvUmJvLz9otOh/slhURQ1aqltNyITiZwaQIEaOW/svIJYKGDtvAwe2Or8Gb85Pp6HN5xzMG26sDmvGk+FhFmpwU56eovVRmmTnud+vkCsjxtbFmYxNSUIf5XM4cZe3qLn+16ivw4UNvDsyGgS/VQEqGWOyL/uMFlsHLzaQPbjwxyFcXqwxqHnA3howzmWTO1HQX2H4zA0IzWIsXE+3PI317pbs9XGqfIWJ7ZIm95ERaueL48UU9tu5A9jY/lr53u/cE0O6+Zl8vrOy+zr1PrH+LjxxV19na61AHcZwyK9ekT3AMT5ulHerHNc/806Ez9fqGZBZijPjIiispM6+PXRYqJ83HhjfDyFDe3cmuhHq97M0RJ7zN7iAWF8uP+q436kIiE5la28NTGxV1ZSSpCafVfreW9SIl8dKWbWT6cd18a4OF/WzMtk9k+nHOunXCzkmZHR6E0WIrwUBKqdJ7HtBhMbcqs4X9PG8yNj+OAONTqjFQSwr6CeuSudkx+UUhHuUrFDVjWlb6Cj2Ac7e+iJYfZpLMChokasNhs/zU6nutUu+cgM8SDUQ86wL470YFGkB6kJ93LjjqXHnWLMVp2p5L4BYTw/KppZK047cuVDPeRsnJ/FrxdrWdrJPJmeEsSBhwczZ+Vptl2oYeWcdFb2kp29aEAYNtu/ptjvgqqT5vv+bUlOjYeaNj2/59c71gWJSMAPM9M4W9nC89su0qA1dhrc9iFTLETdy17rJhEzLs6H/Vcb6DBauHfVGeJ9VYyP90UggOpWPXrzte9sVZued3637ydj43wcn+X1MJitnCpv5pYY3//S6/Vzl/HgwDDGxflislg5V93G+78XODFkJiX6kdWp3QfwU8noF6h2fO7XY+O5Stbfm8lfDxSyJa8ai83GuDhf3puUiMFkZWC4FwHu9lxylVTEh7cn8dqOy45mfWqQmhVz0gnr3HdeHx/P9ku1PbLIh0R40ifAneo2A9M6zdrGxPoQdwNZj0wsdHyHxsT6uowwu4l/PSI9FaQFqTnjYsjw3MhoDhY20DdQzaoc12sJ2KOHx8f7siankg25VQ5z5OFR3gyJ8KSiRY+/u4y/7LvK40MjyKl0bZYK9gi7cfH2c1rVDc5l1W16lwbYmaEaihtdmxt/crCINfMyWJ1TecPMeYlIQKyvGz+ccM0WBVh+spwjndHJdR1GXhkTy0Mbcon2diPW1w2rzc60emBgGIMjvfj1Yi0XemEUABwqbuLHWRGkh2iwuhiAdYefSooVG0tP2AdYD/Vy3q1o0SMSCjCYzVitNoqbtJS36Hljx2X2XrWzJIdEenFncgA7Ltfx4Ppc/jg2Dmtv1OD/Zfj/3dJQq9UMGjSIQYMGOX7W3t7OxYsXHSyACxcuUFRU5NL07Cb+s5ESpOaTO5OpaTPwaS9F04ODwonyUrL3oUFsPFfFitMVGC1WXhkT68i57Y4nhkWyIbeKI8WN/Dgrjep2A2KhgNd3Xua5kdFsW9Sfhg4TAkBvtpuBZZc0MTs9mC/u7Euz3sThokYC1TKGRXpT12HggUHh5Fa1EumlxFsp4fx11NNWvZkTpU08NzK6R4zgxHhfwjwVvD0xkR2Xa/m9oB5/lYwHB0fg7y5DIRZ1TsVNbMizL/z3Dwznvd8LXFL371t7lhNPDmPTuWpeGB1LiEbOW7uvUNVqIMBdRpK/isl9Alh3tpJWvZk7+wXip5JS3apn5Zx09uTXs/JMBVqjhc3na3h+VAz3DQilf5gnarmEihY93xwrwc9NxohoL9oMZkI95EhEQqRiIZvPVWMDh6Oxq89UKRUxvzOPuzuWzUrFYLaxvBfdM9g1mVlhno7/t9RWMTg1lTXzMtCZLAgFEKSRo5BcW37SQzR4KSVOsVVdeHBQOBtyK1k8IIxJif5YbfDYsCgGf3YIi9XG5bp2frtUy8o56by/t4Czla24y8TcNzCMmanBjPjyCM+NjGZIpBcHCxvIq25nakoQXm5SXt95hRadySX9VSQU8Mb4eF7feZk7kgKI8FS4fL8AbonxprxF71TsCwR2R1+RUMB7vxfw4uhY+gaqKahrx2Kz6143navirwcKmdYvEJ3JTJveTLPOhIdCQoC7nNExPvxeUI/FhlNzzE0qQikV9Sj2u7DyTAU/zU53Kvjv7BvAxZpW/jAmlinJgZwqa2FORojT37XoTTd0tm3Vm1g2KxWd0cKfb0viuW3ODdxYHzcWDggjzFPJt9NS+PNtSVisNr45Vupg2DR3xmtmhGgYH+/Xyc5o42qD6/i6LlS36fFUXit2Ev3dMVltVLTo+fVSLfG+Kt7/3f7dza/v4O5lJ7l/YBhPDIvCYrMhEQoYG+dctPi4yVg6I5XJ3x93+mzDPRV8MiWZxWud3c7dpGLKW3VMuk4Oc7S0mSt17XwypS9fZ5eQ5O/Oi6Nj+OlUOX0C3J28E0RCATab3Uz08aE9m3sysZA/jotj15U6lh4vdaSgdGHnlToatEZeHxfPU1vPMzjCbo762KZznChr5tLzo3q8d0KBgEC1jH1XG3ju5wt4KCR8eVdfpxiz7piZGsRf9l0l0V/FgqxQrDZ4angUy06W0ag1dco62pmU6McvF+3T2iPFTdz1wwmivJV8PyOVilY9WSEa9j88mNd3XuaXi7W4SUUsygpjVloQXx0pdplZ/s2xUmanB1PTzYfhg9v7MG/lGScWz18PFLI6p4JtC/szffkptl+s4a932E02uxoMQgE8Odweizkr/caMin8mujceBAho6Lh23f9xbDw/nip3moKfrWxlzJKjbFmQxe19Anq9z2kpwXywr9AxVbtc187lunakIiG7HxyIe7cpltFsczBghAJBr3I4gIYOI/8vfocyiZhEf3eatPYJ2p8mxLP0eBlikYAHB0XQN9CdgG4GsTKxiMeGRrLsZHkP+rJAAPdkhiIWwl/vSOKD25KwYR8oaDqbIP3DPZ3+5pEhEdzVL5CGDiPyznjf7p46MT5unHhyGH/eW8C2CzW4y8Q8NiSSaSlBBKrl2Gw2h5P44eImHh4SyZdHil2+1hmpQWy7UI1MLOTJYZFEet1Y/nAT/xoEahSsuSeTV3+9xMZzdvO6QLWM50fGUNmq586+gWDDKc73enQYLXgpnRtvEpGAZ0ZGsXjtWV4aHcus9CAW9g/DXSbi3d8Lek3niPd1Y1ikFyOjvNlf2OD0ve+OgWGejgFJd0zrF+TwAHCFLXnVZIRo8FJKcZeJezS3AGakBOGpkPS4zV0m5v6BYYyM9kEpFWGz2XhmhF3u+c7ufN4Yn8CqMxVszqsm1ENBv0A19w0Mp7hJR7POdENvF3+VjF1X6uxNk3szmZ0W5NL4VS4WkhHqwfedrzFYI7/hwOpcVRupQWpOV7QwZslRls9KI6eylZ9mp9GkM/HbpVoUEhEf3dGH6jY9viop6r/D9Pvfgv+RV6lSqcjKyiIrK8vxM51Ox8WLrjUaN/GfC4FAQLin0q4pn5Lcw8BkcLgHiweEIxIJifVVMTc9hHVnqzhd0ULfADXfz0zlkwOFnK9pI9JLyeNDI4n1cWP8N8cQCwXIJSLe3nWF18fHMzbOlxd/ucTO67T2if4q3pmYyNnKNjqMZs5VtVLSpONUeQuv77TH6cT4uLF2XgYRXkqEAgEaubiH5vRPu/P5Zlo/Dj86hPW5VRjMVkZEe9OsM+HnJmXeqjOEeyo7NwQb63MruT0pgCnfH+fZkdHcmuDPp5P7YLVBvyA161xQBcE+rTxwtYHvT5RR1qxDIRGxbWF//N0lrDhdSUF9BxMT/Ij3UyEVCYjwVPD+3gKHDvaOPgFsvDeLJzbn4auSIBQIiPdz79SUmQnVKHhjfBxZoR5EeDlrVitadLzzewEigYDvZqRw/7pcpzzhCC8FK+ekU9tu6GGA9drYWLRGC7lVbRhvoHvWGl13aW+k/wzzUPD7Q4OZ8v1xR5yTSCjgoUHhzMsIYVH/MII0Mpq0ZiwWC5dr250kFitOV3CkuIn7B4bxyphYkgPcWZtTycBPD/L6uHhKm3VM+f6aNu7jg4Xc1TeQz6Yk8+zPF/hxVhoHChtYfrKcZr2JEVHevDkhnq8O2w2aqlsN/GFsHPe4SBzoE6AiOVDtlBM/PyuUqf0COVfVitlqIzVIgw0bte0GPj5YiNUGpZ3T4zhfNxb0D2PqcrvD+B/HxfHYkEi83aT8MDOVZ7ad5/rBpLeblMq/o0Xsbo4X5qlgVlowe/LruS3Rj20XapgQ78fx0iZKm3REeCkJ0chRycQ39MKI8ra7eL8+Lo67kgMYG+vDhnNVVLUauD3Jn/QQjUP64yYTO5gDL4yK6VFcnipv4VR5CxvvzeTTQ0X8cWw8fQLcXeaHg93sZ0ueXWc+Nz2YH06UsfR4KYsHhDG1XxBNWhOBapmDGtigtcdyduH18XE9iiWT2YpQCGvnZdCkM1PUqEUlE9GkNfHA+mtGpWC/HgdHeDLJBeUR4ERZC+UtOtadraTDaOHD/Vf56PY+uElFTs2sihYdMT5uLDlawuvj4vhhZirLT5ZT2aonK9SDJ4ZF8tTW8zw+NMrl9db13n08OZkN92aSU9nCA+tyadaZeHFULEaLlepWHVKRCC83KTabjdPlLdzVN5BVZ+xrUrPOHnk5Oy24x1S8X6CamanBpARpuFTbxh93XKZBa2JopBc/zEzjyyPF/Haplj/8dpmv7u7LqBgflp8sp1FrZEycL08Nj8JTIe6MyROhUUr5bnoqzToTRouVt3fn02aw9Oo9Avbv88NDInhp+yX6BrpT2qRzKdmpajWw8nQFf7k9yZE9nf34ME6VN2M0W4nwUnKoqJFbE/0I/zv6838V3GUiRkR78/HBQmRiIX0C3Hn1t55GUwBPbMkjI8SDoF7kC9HeSvY+PIintpx3mFxmhGh4bWwcRrP1uuJa4MiTb9Wbb6h5TwnSIBX1Lh37e/BUSvFUSonydmNigj8AUrHr+4v2VrJ2XgYPbch1+Lp4K6W8NymBmjYDExL8HAk7fw9SsYhwT6XLQgns3+k4XxWfTUnmjfHxiAQC/N1ljjSCII2CzQv6M+qrI7QZzGSXNPLAoHCWXNeEi/JWMi0liG+yS9iyIAuNXHJD35ab+Nci0F3Gk8MimZlml9u16c0sPV7KpCR/zlS0sKKmgnFxfi4TZwCm9QukQWtku5uUZp2JkdHePDE8io8PFNKmN3N7kj/+Kjn+Kvt6Pyc9mL8dLXGpwX9xdCy/5zcQ4iFjRLQP3kopDVrnQZFIKODxYZFszqtm1dx0PjtURG5VK+GeSgaGe/LRgd6lJs16E5MS/fjLvny+n5nKgtU5ToV9/zAP7hsYzui/ZfPyLTEOI0tvpZTls9P49EAhHx2w+2qo5faG2NAoTx4ZGsmt3x5zNFfPVbWx/WItb09M4PZEf7ZdqGHbov69smafHhHFW7vzya/v4NdLNbwyJo686januFa5WMi6ezLRmczc3icAiUjo8Cxq1pkI91Tw5LAowr2UWKw29GYLblIRJouNhWtyaNWbMVqsfD8zlVd/veTELlqfW8XUfoGMjPbB5/9IPN8/ra2hUChIT0//Zz3cTfyToZZLuCczhNGxPmw7b48HuTXRjzhflUOTDHaa3y2xPpyuaOHjg4VEeilZ1D+MZ70UVLcZqGkzsreTgpvk745SImLrwgEsO1lGqIeiR7EPdjf1Y6VNiAT2fNLuWc1dKKjvYNeVOl4fF0+r3sxvl2pZNScdjUKCUChAIrS7VH9yqJBYbzfu6huAyWqjvlOC8OXRYl4bF0+Ep4KrDVo8lRKMFhuzV5xGZ7JworSFRD93Vp6p4ExFK2GeCp4aHmU3dXHhEqo1WRxxczqThSk/HOfgI0MYEeXNt8dKmPLDCcxWG78sGsDEb485aZE35Faxr6CBH2en4SYV8dWRYmJ83Pj8zr60Gsz4ukk5WNhITbuBmanBThMNncluSgPwwPpc/jQhHpFQQEmjjggvBSEaBRGeCrJLe3ZQpyQHMv6bbO5ICmBSol+PyLYuzMsMcfnzG0EgsGdKH35kKDWdUXm+Kim+blK83WS06U3sv9rIk1vy+OiOJCwuKtKiRi0v/3qJzBAPls9KZdnJcrzd7K73r+3oqXvbeK6KWxP9CFbLmbr8JOPj/di+uD/+7nJMVisLVuXw8JAIJiTaI/HCPeWsvzeTl365SH59BxKRgFlpwbzZ6bTb5Rj+1PAolBIRty91dpp+eHA4Dw4MZ9uiAezJr6e0SUdSgAqRQOBkPvPGziuMi/NlkJsXIR4Kvp2WQnWbgUC1jKrOqWd9h5FQz94LGIVEhFIiIslfxW1J/gyP8ubTA0XMywzhpe2X+NPEBKYtO+kUNdcnwJ1tC/tza8K1qW13JPqrkImETEjwJ1IFYR5yRCIR/YJ610R2YXSMD/dkhLD8uiLvtbFx6EwW2g0Wvs4u4dWxcS5jHKO8lcglImzYeGN8PEFqGQ+sz8Vqs2sbZ6cF0y9Izf0Dw50Mh7ogFMCMFOcJr9ZoZueVOuavth8MFBIRSX4qvpralwfX5/YwkfzgdjsVu+YG04XLte2Eeii4VNuOzQbPdEYEdTF+AD4+UMgHt/dh7srTvL7zCoFqGdNTghgZ7c3gSE+e2nKeg0WNvD0xAZ0L2UQXzlS08M6efHu2eHIAL4yO4csjxcxecYYYH/u6ajBbiPdz5+lt5xkW6c0fxsby1u58bDZ4bccl3hyfwJYFWazNqaTDZGFcnC9unR4jS4+Xsqebn8KuK3XsLahn9bwM8qpaKW/Rc9+6XJ4eEcX2xf0BAZ4KMQppz2OFXaMtprRJy/cnyrh/YLhLg78u6IwWRzTjsEhvtl/qmTTSha0XavBVSXnl10vsfWgwCb4q/BL8aNLZWWAZIVE3pLP+q6GQ2iPu0oM1tBvNvTa8wJ5t36I39Vrw29dRDd9NT6W2cx01WWzE+CgJUsudCuUgjYI/TYhn/uoc3v09n7/cluTIGu+OSYl+aORil1Gt/y/ordDvgkomYVSMNzvvH0hZsx6jxYpYKMBTISHJ3/0fLvb/K1BIxQS7uG7BLgM4+8wIDhQ2cLaylekpgcxICeLbY6W06E1MSwliYLgnHQYLL46Oxc9NSpBGjvj/R4PkJv5n4SYTkx6qoarVQEmTDo1cwvu3JfHpwSLWnq1EJhayZUF/tl6o7mFMm+CnIs7X7h+yZp6GmjYDp8qbuXfVGcRCAavnZXCwqBGLzYaPUsLjm/J4ZkQU301P4ZmtFxzFvEom4o1x8RwobGBGahBHipt4akseP85O4897CxxStD4B7rw5Ph6jxcrnh4vZeK6aBVmhLBoQRm2bgZ8v1DAm1ocVp11LEEZF+1DZauDZkTGoJCL2PDiI0mYdNa16Ejsb7JO+O0a7wYJEKKSPv4rzNe28e2sCz21z9gdq1Zt5e08+v8cO4v71uS4Nb/+447LdEyY9iIYOA6+OieXtPflOZ6F7MkOQioRkhXowJy0YEDDpu2M8OSyKF2+RUVDfTrBaQbSPG58cvMqaHPtZ843x8YiA+weGsfNyHW9OSOCFXy44YjC9lVL+cnsSS0+U8fSIaBauycHXTcovF2tdmu2uz63iwUERPX5e0ayjsFFLWYuOaC83wj0VBPwvaOD9wwV/dnY2jz/+OCkpKXzxxRdIpf945vhN/N+AWi4hSW7flHuDRCTkvoHhfHmkmA6jhaJGrWOaoZCI2LIgi7zqVqanBDE7PZglR4vxVEqJ83FjmYuJkFwsxGCxsj63ii/vSr6hBun7E2U8PDiSII2ceRkhZJc2M2/1GYf5VYyPG9/PSOVqQwfzV+cg7owW6lrUfjhRzrHHh/Hwxlw6jBbHApYV6sHwKC/GfX1Nf9ykM/HwxnM8OiSCRf3DelCukgPVFHebprQbLJwobeb7E6X8YWw8F2vbuW9AOG0GM4Hu8h7mYw1aI/uv1rMgK5QRMT48vCHXyfRkcp8AMkPtm1H3gl8uvpZ2UNqkY/7qHDwUEvxUUmraDHw7PQWFVEyElxKJSOB47XKxkHaDmbp2I6tyKth4bxa7rtT18GAYFeNNol/vOkdXqG83UN6iJ7ukCQ+FhL6BaiI8Ffi6SalpN3KgsIr8unZCPZU8NTyKALUCiciIUICTD8OEBD8eGxpJdkkjnx4s4vlR0ST4qVwmK3Th6+wSti3MokFrIlgjx1MhxV0upr7dgMFiZe7KM3goJHgpJbyx8wqRXgqeHRnN0EgvFBIRfiopys6D4uTkAD4/XMTgCC+mLe9pUvblkRIyQz1ID/ZAJLTT41/efsllAfnJoSLSQzTIxCLc5fbEiq/u7se05ScxWWxojRYaO3o3K3xwUBjxvm6snJNORYueFr0Zbzcp0388xWtj47hn5ZkeufLnq9u4b10OS6am0Kw746TZTvRXsWpuBp4yMU8MjSD/wjkI8Pm7n20X/NxlvDYujrv7BXK8tBmZWEh6iIZN56pIC9YwMMyD7NJmDhY28PXUfry9J5+SJh1CAUxK9OeP4+Jxl4t4c3w8358o6+HyvyqngtnpwVS16pmRGuQUXycTC1k5J52w6ya8hY1api476biGdCYLpypamPnTaX67byA7L9eRXdpEgLuMWWnBuElFtOjNTt+L6+GvkjmZFFltdpfhrgPdgcIGrjZoeWdPPuvuyeRUebPDGCoj1IMP9xVysKiRzFANYqHAYUrnCgHuMlr0ZjJCNMzLDGHw54cdv3umooV1Z6v4/M5kVpyq4O2JiUz5/gT3ZARz4onhHCluoKEzuuhUWTNGq93J+S/7rlLXYWDT/CynYr8LZquN938v4IFB4fzht8sMCPPgiWFRjng2g9lCaZOWyhYD7UZ70y5QLcevcw2SioREeyvJqWhhUqJ/ryyou1MCea9TX26yWJHdgE8uEwsxWWxYbSASCKhq06OQiBDQ2fgSCylq0FKvNWI0W5GJBQSp5Y7n/O+AaG8la+Zl8P2JUjSK3o9lQoHd8OrvmQ+GamRoq4tJj4tHfIP37tZEP96flMgbu65Q3Kjl54X9eeW3S5ytbMXHTcp9A8KYmOhHjM8/N93AQyHFQyF1mILJJSInX5h/JoRCARFeSiI6DWZbdEYMZivfTOuHUCi44bV5E/++kIqc2R/fHSthbed6ZDBbee7n86ydl8nS46X8eqkWuUTIPRkhjIrx4bbvjtOgNdrZhwPC8Ff5MyjCiw6jhT/uuMzZylb8VFJ+u38gkV4KcipbWX6qnI+n9HEYJtuw8U12Kbuu1DEi2ht3uZiDRY1cXHWGxQPCeHRoJFabjbImHc//fIFls9JIC9ZwpqKFt/dc83KK8XFj3T0ZbM6r7mEsHeGlIMJL2eM88uCgcB4YGM7L2y8xLzMEf5WMD2+LYWSMN0MiPfnsYBHucnGvEsYWvZmC+p5yLLDvEeeqWnl8aBSPbsoj1EPOtoX9OVfVitFiIy1Yw8HCBp7acp4/35ZEblUr73S+noc3nkMtFxPlpWRYpBenK1ocxT7A6zsvMynRn+QANVP7BfLLxVruGxDOpdp2Vp2poEFrZOGaHFbOSUcmFqKWi2nQGm8YZ/vd8VJGRHsh6jS/vljTxm3fHXeSSyYHuLN5QRZR/+Hxff9wwX/06FFaW1uRSqW9FvtarZYvvviCU6dOodVqiYmJYdq0aU76/pu4iUgvJYceHcLDG885ItH6h3rw8ZQ+mC02PBQSOoxmTBYr/YI0fHusmBmpaXzXaSYmEQl4eng0w6K8aNSacJeJadGb8HGT3dAox2SxOWjOVW2GHvKDgvoObv32GHsfGkRmqMalcZDebOnhjv3Q4Ahe7iVS5MsjxWxd2N+p4J+THsyBqw09DvINWiOtBgs2m42nR0Sz4nQ5ZquNOenBvOwVy6cHC5mY4IdaJianspW9BQ3MzQhh4ZqcHkXjlvPVBKhlDhf8LgSq5bwwKobnfr6mvW7WmWjWmfBSSsjsNFDyV0l5f1IST2+1pyJYbDbHZEZrtPDMtvOsmZfJ2rMV7LpSj7tMxIODIrirb6CjE1rbbsBotuDm4e3yvQGoatXzwLqz/NxtoiwTC1k9186+uGPpcaf3e3pKIFqThQs17TwwKNxBox8V482M1CAmLz3upEEP0cj5aU46m/KqXerDm7Qm6rUmnt56nj+MjWNYp6uyj0rGT7PTueVvR6ls1Tv+tqJFT2aoBwl+KgQCAVqjmeo2PXKxiAhPBW+Mi2ft2d7Nfr7OLuXJYSJ0Ris7r9T1Oi2ubTNg7FboVLcb+duRYrYvHsAvF2rJrWolv76DtfMyuG/dWY51+g+IhAIWZoXSL0jDnJWn+XhyX+5dnePkJRHto+zhkN+FPfkNmCxWVs7NoLbdQEmTlgB3OQHuMkI1CiRiIRZL71PnG+HXS7U8s/UCSf4qzFYbr++8jNUGq3Mq+WRKMm9MiGfn5TrEIgG/3TeAsmY9rQYzewvqeX3nJR4bEsl9Lly3wS5BaNWbWZJdzGdT+vHKmFhyKlpRy8X0DVQT6C5zmgyaLVb+drTYZVJFYYOWJ7ecZ0pyAG5SEaXNOsYuyWZAuAf3DQhnar8gVrkwh1PLxXgoJT0+0za9GR83KZ9M6UNNm4Hskib8VDKCNXLifIJZPCCME2XNTPn+uKORMLVfEL9cqOWuvgGsO9uTSRPhpcBNKkJnsvDU8Cge3HDONV10uz1yaNmJMmakBrEkuxRvpZQpyYE8tDGXd/bk92heDAjzuGHqyomyZr68qy8TOx3f/Tqn5606Exfr2nn/9wJyKlsI9VCwsH8Yx0ubmZToT5BGToBazp8mJPDwhnPsfXgQv7kwTBsQ5kGIRs7xUvv6++ulWv44Lq5XbevM1CC2nK/GSylBJBKw4VwVnx4sokVvZlikF6+Ni+PVXy85viOjYrx5cVQMZouNMC/XVO9/NgQCAdE+brx8SyxlLXpkYqGDMdQdExL8WHu2Em+l9O9G5Ol0OgR/x6PQx03G48MimZ4SRL3WiJdCwvp7MtGbLZitNrwUUjwU4n9ZpJz3vyHVVqO4Oez634A2g4mGDhNWm/3MOS7OF5VM5DhvnKtq484fTjAzNYhdDwxEIRHx0vaL/PVAoWPf+PFUOT+eKufTKX1YerwMs9XG7LRgHhwUzvnqNvLr2pmRFszp8haOlza7NBYG+9lUJLA3eOs7jA42WHdcbejgtbGxnKtqY11uJUazjWkpgQyJ9OKlXy6y9p5MvjhcxG+XapGJRcxICWR6ajCL1ub0uK/qNgPHy5r59XItr4yJZfnsNL46XMzqsxWMi/Pl8eGRbD3ver0FXDIsu0MqFqKW2yVWy06Ws/xUOXE+KkRC+NOuK5itNtKDNYR7KXo8v1a9mZzKVs5WtfLzogH8tZtcwWaDnZdrmZjoy+XaDn7rTKXJCPFg1dx0vjpSzC8Xa/n0UBGvjY3DXyWjps2Iwdz7mUVrtGC1gdZgorRJx7Tlp3p4I+VVt7FozVk23JuJ17+o8fjfgX+44D916hQCgYBJkya5vN1gMDBjxgwKCq5dqPn5+fz666/MnTuXV1555f//s72J/xUQCQWkBGnYuqA/1W16atoMGMxWtuZV897ea4Z5a89WMSnRj/cm9WH68lMs7B/K7it1/DQ7nRWny51iOWJ83Ng8P5NJif69Us2npwTh4yalrt3Qq0ayzWDm94J6Xrklljt/cO6KpgapXf6NSibq1UTEarPTr6O8lMgldnaDVCTk0U3nevxuvJ87Tw2P4r29BU5ZvwcLG+njr2LZrDQWrsmhrsPI0EgvPrwjidImXa9F4/KT5Tw6JMLpZyKhgDnpwVS2aPn08DVNWYSXXavYNQVVSsXcmxlCSpCat3ZfobBBi0wsdOSQn69u4/alx5iSHMBTw6MwWaxMTg5ALhaSV9XKhZo2JJ2uq4eLWlmsaCfCU4G622HJYrHy3bFSp2If7N11s9XGnd+f6NFcSQvW8OXhEi7XtfPB7Ul8dmcyfztawpPDo5ix/FQPw7nyFj3v7slnUf9QJ0O9LgyP8mZPfh2ZIR7c/t1xflnUn4mJ/p2fh4qjjw8lr6qV0xUtJPqpyAj1IFSjwGixUtWqZ+flOnZdqaOm3cirY2K5s29Ar/F7YI+/EQoE5FS2MDTSi5Im182BSYn+uHUzNdSbLPx2uY7dBfUcemQIerOFK3XtjFlylEeHRPLymFgMZiuecgmBGhkXatp5bGgUAIFqmaPgFwjsdOkboVVvJt7PnVAPBRndotf+/+JiTRtGi9Xhst+FDqOFxWvPsvHeTI6WNHFn30Civd1wk4opaOggPVjDfQPDKW/uPbYH7IaBPy8a6JgmJwe4/r6CPW7x4g1iigob7NOL7jTJVr2Zq/UdzEwLoqC+wymySS0X8/2MVMekojtGx/o4Yk3bDGbSgzWYrTa83SRIRCIMZguZIR6ce2YkJ8qbadQaGRXtw6TvjvHplL40dJicHJijvZV8Nz0VbzcJz4+KJlAt73UNaDfYmUgb86r4YWYaP5wo453fC0j0t1PI6zrsTJmSpmtpBF306d4gFgpwl4sJ1cid6PvZpU3c+u0xx2G4uFHHwcJGnhsZze8F9cxIDUQiEjEmzodnR0Xz1q4rHHxkCB/tv8pvl2tRycQs6h/GzLQg2vRmh4SlvEWPwWxlUqI/v1x0pvZnhmqI9VVxsqyFFbPT2HW5jj/tsn8GMrGQl8fEcvt3x53kA3sLGjhT0cqm+Zm4y8V4Kv99DnBKqRiVVMSKOenM/NF5PQv3VPDokEhm/HiKu/sG/t2C/x+FTCwi3EtJ+L9J8+MmbuJ/GgX1HTz/8wW2nq/GaoOhkV58MiWZI48O5dZvj1He6d1itlrxVUnxVEj4+GAh211I3RQSEUdKmlgxJ50DhQ18dqiImjYjg8I9ubOvjDd2XuGRIZE3TGQJ1sj57FARdyT5uzw/KKUiUoM0/HiyjDMVrcxICSLcU8mwKE8eWn+O3y7XcbSkiXsyQ1k5NwNvpYQLVW1M+f6EyyHY9JQg3tx5hQVZoRwoauDlbrLTvQUNLDtRznu3Jfb6/lW36onzdXNpuioR2b1BDhY2cd+AMFacrsBmo0fc5vysUJp0xl7jrm02+3nJTSpy+p0obyUrTlfyQTdz7fKWan6+WMNPs9MoqNdyrsrOsKhtN3CgsIGJCX4s64XpOT8rFJFAwM7LdUhEwl7jnfcXNlDVpv+/UfDX1Ng32v79+7u8fdWqVeTn2zdasVhMYGAg9fX16HQ6fvrpJ/z9/Vm8ePF/w1O+if8taNQaGdJJQ10+K82p2O/C3IwQZvx4irJmHY/LInl+VDQ7Ltey9bzzwa+gvoMJ3xxjw/wsBoZ7kl3iTPn1VUl5ekQUMrEIg9l4w8N+TkUrd/cLJNbHzUF7lomFvD8pkWC1vIfTqejvjFGC1HIOPDIYsVDAidJmbu9mHteFEdHe1LbpsYFTsd+F8zXt7LxSx+d39WVPfj3v7ingcm0H9w0M6/VxdSaL09TParVR1NhBg9bEpD6BLBhgbz4Yzfac6+sprp5KKaNifEgL1qAzWVBJhXwzLYXx32TTqrdrQ9edrWLTuWo23puJUAD3rTvrtGEFuMv4eloK81ef4Z1bkwh0lxHhpUSjkFDdaWB3PbyVUlr1ZpeRjQqJiHaj/efPbrtAor+KhwaFozVaetUE77xSx8ODI3oU/CqZiGkpQby0/QK3JfmTGaLhSEkjA8I8HYt6qIeCUA+FowkAdir+xZp2vjpaTHWrgf5hHizo78lTW8/z9PAoxsb59OrIOzDMA7VczPrcKjYvyGLjuWp0JgtpwRruyQjBVyWlrFnP0EgvcipbSfRXoZCIcJOKHEY132SXEqyRO9zbu/wJNHIxa+ZlMPqro9S2G/Fxk/Lh7X3s+d9V1/RrN6LnioSC/7ECaHCEF18eKXF5W4KfCrVczA8z0wjzsOtfQzwUhHgoGBkNV+rauVzbTnqwhtMVPZk3do2dzFHsW602dGYLUpEQiQstrUIiIivEw2Fsdj36BLhT1KhFIICxsb7MSg8m1tsNqVjApweLeHhwOMGaBAobtKQEuqNRSjhS1NTD7XdUtDcR3QzD3GVih1O6zWajqlVHfYeJ6jYDR4obSfJ35/ZEf7yUUkZEeTN7xWleGh3Dk8OjqG0z4KmUUNdu5FJtO6GecrJLmrk9ybVre3eYrTYn48ddV2p5akQ0/YLUGMxWEvxUbD1fw/rcSj6a3Ac3Se/mjVOSA/ho/1VMFhuvjY0j3EtJZYueBzfkumRMfHSgkG0L+1PdZiTUQ4GPm4ynhkVR3WagocPA6+PjeHlMLFKhAC+FmPI2I2Ih7LhvIE2d7KMwDwWDIzyZkRrE5nNVGK02JiX6IROLeGX7Rf58WyJhngoe6ebfMrVfID+dKne5LjTrTGy/WEuEp/LfquAHe4PYUy5hy8L+ZJfYDUMzQuzrxqK1dsOtm3lHN3ET/28oadIy7IvDTk3SQ0WNDP7sEKefGk7240OpbDXQojfhpZSyr6Cet3fn06x3ZgiKhAJeHxfXKWG18e6efH7q1iD++WINv162pwedLG3mtbFxvLHzitN9yMVC3p6YwMmyZsqbdTw0JJLLde1OVHq5WMh301N4aH0uHkoJTwyLtO/hAnsc8BPDo1gwIIxPDxbx2SH7P5lYyLaF/VFIekbd9Q10x2qzcbm+na+m9mX03472eI8u1bUjFwt7TU6qaNHz4R19uPuHkz3u/7Wxcey+UsfwKG+qW/W8PTGhh6/OzNQgpGIhEuGNfS7cZWInppNAYE/nmeUiXcZitfHHHZd5bGgkS46W4Ocm5au7+7Lzch1z0kPZdqGmx2tJD1bTL9Cdhg4DT27J491bk274fFwlHPwn4R8u+BsaGlAoFPj4uNZtbty4EYDw8HCWLVtGQEAAer2e999/n1WrVvHFF18wefJkfH3/a1muN/G/Ezqjhb/su0qr3twZ7dTTlOnp4VEEquUOF/nHNuWx96HBDPn8kMv7LG/R06Q18O6tCZypaOG742XoTBbu7hvIg4MjHPR2iUhAtLdbj45jF6K8lTy0/hzfTk/hwfW5DI304tmR0YRqFIhFAnbeP4AJ3xxzFKSFDVrH5Pt6KKUiYn3cHMX04Egv1sxL5/mfL1LbbkQjFzM5OYCxcb7sza8jv951zBrY6WNWK2SXNPHTnDQeXJ97w9gTjVyMWmaf1NlsNnKrWvnicDE6k4WcyhYu13Xw0KBwHhocgd5sxWi2IHWhR/RQSNCbLFxt0GHDRvbjQ/k9v578+g48FWLu7hdEmEbBG7uu9OhOV7cZmL/6DL/dN5CaNgNak4WT5S0MDvfE3BlleD3UcjF1LuIMwf7ax8T6OLq1F2va+euBIh4YFN7r+2Cz2ZsuU5ID2HahBmtndvPjw6J4aftF0oI1TOsXyLg4X/ZdbeD7k2WMi/MlVCPH47pioN1gZuXpCh7eeI2hsfNKHV5KCT/NTmf+mjPsf2gIH+y72qNhIRUJmZcZSmOHkVgfN97ceYU18zJoN5ipaNHz+eEiypr1pAarifJWsvtKHfdmhjI40osgtZyXb4nh+Z8v8t3xUt6blMDO+wfydXYJla16RsX4MCzSy3Fdgb1wuHf1GXY/MJCyJh0J/iru6huITCxkWkqgS6r4/MwQ/FV/vwBSevlT3WZEo5Cgkv1j28iQCK/OrnvPz/blW+yRhd39JrpDJRWRX9fO27cmcN/as44JDNgbRKvnZRCsUTiyd1efqWDv1QYivZQ8MiSCKC+lEy1ZJBSwsH8YnxwqckmdfmBQBA9vyGXF7HROV7Tw9JbzNOlMJPmreGN8PGnBGsI8FER6K/nhRBmrzlQgFAiYnxHCa2PjeO23y4yN82Vh/zAH5f16XG3Q8tulGtafrWJ0rA+3JvhhstrILm0mLUjNi7fEsuFcNa/tuIxAYD/8aI0WgjRy/npHH8qb9RQ2dFDVqu/1fXWTihAJBYyP8yVYLeeWGG8GRXghEQnJ+OsBR4EuEMDzI2M4/OhQ1HIRH+4v5K0JPQ9q4Z52mn5XosT+wgb2PTSYZr3Jka5xPSxWGyVNWidvD4VURKS3kkhvJW0GE7VtRpr0Zs7XtvPN0RIWDQzj80PF/F5Qj0wsRGu0kB6s4S+3JRGolvPo0HBUMgn1HUZeviWW746XEu6pdJLtJAe4OxynXeFoSROLB/TeMP1XolFnYv7qMyT6q/BUSNlxpc7hoO+pkOD3b0h1v4mb+E/AzxdqXDKiDGYr7+zJ57WxcQSqZaw4VcYnh4oBO7Nwar9Ap0HT53cms+NyHW/uusL6ezOdiv0uWKw2/rTrCn+aEE9Dh4kVs9P48VS5PbI01IO5GSFcre8g1EPJx1OSeXbreZ4eHo2/u4zDxY34qWREeSv5YN9VjnQOsUZF+3CgsJGPDlx1rN/uMjGf35mMu0zMr5dq8VPJUEqF7HpgEJ8fKmLbhRoUEhGz0oIYFuXNY5vO8drYOOQSEd/PSOXnCzVszqt2YhQ9u+0C2xcP4I6lx532lltifcgI9aCmVUf2E0P54lARpytaCfWQMzcjhIOFjXx2qIgFWaHEeCtJCdaw+4FBnCpvRmeyMCjCCyFQ2mRPB8kK9XBiy3UhUC2j3WjGbLUhEMCYWF8eGBhGbmWroxGdHODOw4Mj8HaTIhYKOF7aTKKvip9mp7HhXDW/XKwhWCNHJROR/fhQPjtUzPrcShQSEQv7h3Frgh9fHikmwF3Gpvn9b0j9l4gEaP5F0qb/LvzDBb/ZbEYmc73JVFdXc+XKFQQCAffddx8BAfaJg1wu549//COXLl0iJyeHLVu23Jzy3wRgN7X7+YJ98ZSJRT0i4EZEexPiIXeKjGszmCls7HB5QO9CcaOOqf0CSfKzFzdSkdBBne2Cv7uc18bFMcdFl1AuFjI6xoe39+TTP8yDg48MpkVv5mBRI5+VFdE3UM3QSC/OPjOCvOpWrtR10CfAnb9N7cet3x5zcnQVCmDl7HQC1de+N55KKVP6BJISpKGkSYfWaMFTKeGHE6UoJCKsN9BGWaw2RELYcbmOYI2c8fF+tOrNxPi4uTRQeX5UDCEe8s73xe44KhDYJ/+L+tuz0p/ckoeXUsqJ0iYmJvkzOy0Yr+uK3Cu17dzx/XGu1HUQ7a3kzQkJ+Klk2IA+/u5o5BIadCb+lu16etuoNXGuqpVXfr1EbbuBiQl+hN7RB2+lhH6BaoeeXC0Xc0dSAF5KCQOvy1PuwoZzVWxfPIDNedWOgrq8RUeif+9GgaEeCuRiIcFqGSvnpCMQwJGiJuauOI3WZOGnOWl8tK/QyWfhOeDZEVE8PzrWySyqus3gUo7RqDXx/t4CFmWFUVDfzsFHhvDopjzHpD89WMMrY2J57/cCRsd68/Oi/iw5WkxhQzsXazpY0u29O17azIwfT/HlXX356mgxsb5u+Kpk3JsZis5k5f29Bbz4yyVynhrOPRkhCARQ2qRn4rfHXE5k3/u9gLcmxnO+up15q87w/KhoFvcPRyERsepMBSaLDZlYyML+obwwKvaGet26dgOHihp59/dCqlovMjjCk1fHxBHr4/Z33bPDvZTseXAwC9accfhjeCklvHxLLBkhmhuacgWq5SweFMG9q07z2Z19sdpsXKptJ9rHze6K7S6lRWeitFnH7d8dp7TbuvHtsVK+m57CjNQgh8EiQIS3gp33D+SeVWcchpe+KimfTUmmokXL48MiWX5dHvqFmnamLT/Fitlp2GwwZslRSpp0BKplvDcpCZvNxu78ep4YHkVGsAZvpZjyZp1jMuCtlOLnLqOkScut3x6jtEnHj7PT2JNfz8ivjqIzWfBWSnlyeCRz0oNZd08GHx8oZE9BPXqTlekpQczLDGHx2rNM7mN35vdTSVkyNYW7l53oMWF/e2ICP5wo5ZEhkcxffYZ18zJp0Jm45bqpjs0G7+8tYHi0NwaTBb3JyvAoL3Y/OIifz9dQ2apnSIQnAWo5i9bmONbrwgatnZkQ0LtRK4BcIkIh6TnNqW038NIvF1h2shyrzd5c/GFmKkuPl7GrM5Gl67FOV7TwzLbzfHl3X/xV9macyWLj0U156EwWnhkhQCwUOA6tLXozfioZVxtcN1H9VDJUsn8/wzVvpZT3zubzpwkJDg+V7vjy7r5Oe8pN3MRN/GPQGs092KHdsbeggazQWr49VsqyWWkUN2nZcr6WMxUt/HFcnKOxmuCnwmC2sjmvmkR/FWcrXHvigF3/rZZL+PxwMXcmB3Jroj91HQYu1bYz/utsTBYbYZ4Kdt0/kB9mplLbYaTdYE9MqW038PSW8xR2asrTgtTIxEI+2O/Mhm0zmFm09iwnnxzOMyOjUYqFmK1W3t13hXg/d36anUagWs6anAre2HmFr6el8LcjxbyzJx+5WMSM1CC2LuzP/NVnHMV9XnUbUqGAL+7qi1IqokVnJlgjp8NoQSkR0mEwY7XaiPZ2w08lo67DyP2d8bAAP50uZ828DLQmC3csPU6SvztikYB39hQ4WAEB7jJ2PTCICd9kO0XgquViNt6bxfITpfTxd+evk/uw72oDnxwqYm66PQVqZmoQExP9eWPnZQo71/hRMd7MSQ9mwZocTnWL91t2spz3JyXy9PAo0oLV9AtU8+H+q7zaraEtFgpYOSedl0bHOMX5dmFBVij+7v9ebLD/Kv7hgt/Dw4O6ujo6Ojpwc3OmhB47dgywG8/ccsstPf520aJFPProoxw5cuRmwX8TgL0YVsnE0GbgRFkzr42NdcrrXDwgjCc257F8VpqTG7vVhpOxyvUI81TyxeFixsT5Otyhr3czNpmtDAjz4LWxcbz7+zXTKj+VlG+np1BQ3072Y0P5/kQZNe122UH3yZFaLmbtvAwyQjwYEuFFQ4eRFoOZnxf1Z3d+PWfKW4j3U7EgK5QIT6XT1FxnsrC3oJ5ZP512FAEioYDHh0aSGerBwDBPdrtwxwa78/6uK/bbVp6uYNmsNJ7ckseviwfwyMY8DhfbpQBysZCnR0SxqH8YYpGQVr2J9blVvPDLNWPBTXnVhHoo+GaancXw+vh4Fq7JIcxDwR3dssorWvRM+Dab4kYdYZ4KPr2zL4vW5Dh5FoR7Kti8IKtH06Y7ipu0+LhJqW4z8MvFWi7UtLP/4cF8eEcSY5dk88yIKAaEe7LubCU5lTq8lBL2PjSIRzaec6K3mSw2Spt1bFvUn6+OFLM5rwaZWIjRbOXufoFscOHf8MHtSfiqJMzPCuPP+646nMGTA9z5emoKZ8pbeqQoAHywv5AJCX6Mjr3GSjpa3OiStgyw/2oDjw2NRGuykhyo5sfZaRQ3amnoMHKxtp3XfrvE7PQQFvUPQySEGWkhGM1Wntp6weX9vbnrCu9OSqRFb8ZXJcNXJeP5UdHMywihRW9CKBCQ39DBHUkBfHqoGJVUzKNDIhgY4YnBbEUmFvLrxVp+vlBDZauBRWvPkhmq4XJtB3/ccZm5GSGsmpuB1WZDKBCw6VwVla32z9kVmnVG3t59hU87px4A685WcbailY3zs8ipbGF3fj3xvm7c1TfQ3mi5rgnQJ8Cdjfdm0aC1H2o8FGK8lBIC3OWO7GtXEAgERHooWDsvkwNXG/j2eClWm11jeW9mKGGecq42dHCmspU/jovD203KkqMl/NpZrD+4IZcR0d5EeV/b8qQiEcOivPn9wUHUtBuw2cBTKUFntBCqUYAAJ21jd2w8V0Vho5aSJvu1unRGKg9vOOdk9uOpkPDL4gGUNWn568EiatoMDI304rmR0WSXNFJQ38FrY+P44USZ43mC3bzzD79dRgCUNWtJ7fQwsFht/Ha5lju/P4ENe7TR+78X8PjmPKb0CWDbwv6sOF1BblUrMd5u3DcwDE+FhKGRXtS0G3hxdCxKmYi3XPgMdOGDvQU8PSKKILWcYV8cQSoSsv2+/nx3rJQvjhS71GxuPV9DRogHSf4ql67OUpGQ9GANfp2xbq16ExUtejaeq6K6zcAtsb5khnry7LYLNOtMCASw9bxrH4ycylaUUrGDeRPgLuPJ4ZG8u6eAHZfruLObyeGanEpeHB3D0evkXV14cFA4fqp/v6ilYI2cBf3D2JBbxbp77C7h+fUdJPipeGZEFP0C1Tcj327iJv4fIBUJb8iK9HGT0mYwk1fdxpi/HSX78aE8NTyGI8WNWK02dj8wiOd+vsDAcE8Hy9BksaH4O81uncnC5D7+eCjEzHVh3FfapGP7xRqS/N15bHOeY51NC9bw4+w0qtr0SERCfJRS7lt31uVjmK02lp8qQy0TIxAI+KMjiriG97BPqLcsyGJSkj+3fnvMcYY2Wcx8e6yUvQX1fHZnX0c0Z1aoB60GC49tykMlE/H11BT+sq+AunYjJ8tbOgdQAr6e2o8dV+rYf9VZHmey2OzNV6uNn2anI5eIMFmsyCVCcipaOFfVRoKfCl83CXsfGsz56jbOVLQQ6+tGpJeSHZdreXx4FPcPtnL7d8cpb9EzIMyDgeGehGjkTE0JYtryk05Djr0FDYz9Opuv7u7HXT84S2df3H6RW2J9OVbSzM8Xatl4zvmsaLbamLvyDMceH0p5i57VORWOz/bBQeE8OjQCL+V/dqP1Hy744+Pjqaur48yZMwwdOtTptuxsexxZTEwMnp49J3NZWVkADo3/TdyEv7uMR4dE8OSW85Q16xAJhaQGqR2GXlKRkEatiV8v1TI3I8QRrbbmTAWL+4e71H4n+Kkoa9bxx51X2HqhhndvTaS0WYfRbCXSS4mfSoq7XEJuVStDvzjMqjnp7H1oMFqjhXajmTaDhT/8Zo9UkYuFbL9vACdKm3q4u7fqzdy/Ppcld/ejX6A7D6zPpU+AmsGRXgyJ8MLXTUp+XRtquRiF1HkjKG3SMfn7E07aeovVxl8PFLL+3kxGRXuTEaJx6k6C3VRvakoQrQYzpytaHM8pM8SDn06XMy7el6/u7ovRYkUlFWOyWDlX1UqEQYnRYnUq9rtQ1qxj6fFSxna60wK8vP0iA8M9HVro0iatg6r74qgYHt90rodBYUmTjqsNWkfcnyvE+aqcaNhFjVpOlTeTEqTm4COD2X6plunLr2VAHyhswFMhYevC/sz48SSVrQaC1HZmxtV6Le/tyWfV3AyeGBpFdbuBn06WMzk5gARfFV8fK6Gu3UhKkJp3bk3AXyVj5ZlKLtS0MzTSkz+MicVqg+ySRvRmyw1pvx/tL6R/mKeDtq4z9c4uAbt0IjnAndp2A6EeCvxUUurajfQLUjM3PZhAtZx6rZEnN51nT0E9r4+LdzmVBzubQNVJye6CTCxyxENVtOj4cF8huZWtpAa788SwSP56oNDRnRYJBcxMDeJvU/txtLMZdHffQJadtKc//HCijB86ky+6IEBAZoiHy4Kius3oVOyD/YD08ZRkblly1Ikm+YffLrN5QRZj4nyQipy/A13a/P8qVHIRO07V9Zh6dhgtfJ1dygf7rlEcZWIhf7ktCS+lhBWn7Rt3bmWry1idSG83ylv0lDXrGPL5GQaEefDd9NQbZr/3CVA7IpweGRLBW7vyezj7NulM3L3sBO/cmujwFClq1LImp5J192QQ4akgK8yDN3dd6XH/AO/tLWD7ogEM//JIj9ueHBbJh/uuOiQ0m/Kq2XGljqn9AnlxdAzDo7yobjVw75och19JmKeCDfdkOrGmrkdFq55QDwVTOg1LjRYr+XUd7LvaQFWra2NAL6WEr44U8+30VG75m52l0B2f35lMUOdEukVnYunxUp7Zdq3J9cXhYgaGe7J8VhrTlp/EYLZis9klSXqztQejq6JFj7dCQmBnrvwTQ6OQiIR8caiIpTNTKW3Scay0maJGLe0GM/MzQ/jhOsOmP46LI8lf5fTd+neBQCBgWKQ3gWo5Xx4uYmCYB7PTg0kL0hDiIUf9H04rvYmb+FdBLBLy6JAIfnQR8Qxwb2YISzv3xCadif1XG1g8MJzh0fakoVa9ic/v7Euz3uTYOwvqO0j0V/WICe7C6Bgf9l9tYHKyvyNV6Hq4SUUk+rsz6TvnlKEzFS2M/yabXQ8M4tcLNUT6uDnFL1+PkiYdL98Sw5IjJayZl4FAAJdq2vk6u4TyFj27rtTTrDO5HJhdbdBS3qwjyV9FQb2WV8bEYrRYqW4z8N7wRJ7aep6z1xnuWqw2HusczF1f8CskIsI0Chq0Rh5Yn0t5i57RMT48OzLa3iwQCPB2s3sWWWw21pypoKhJy7KTBqfX2GYwU95ij1p9Y3wC7+zO59vpKby1O9/l2ammzcDV+o4eDWibDfYX1nNX30AmfXfM5ftntFjZd7UBf3cZq+ZmYLPZiPJWEugud6RP/SfjHy74hw0bxsGDB/nuu++cCn6z2cz+/fsRCAQMGDDA5d9qNBoUCgWtrb3TXm7i/xYEAgFT+wWxPreKQ0WNPLklj2Uz0zhU1MCK0xXIOiPgvjpSzNdTUwhSy1lytITN56v5YWYqjw6JYEl2iWM6PyTCi1fGxHLv6jOMiPbmocERzPzplEMjLhIKeHp4FI8NjeSB9bkYzFae3HqebQv7M3X5SWraDE6Lh95s5d5VOaydl+7y+Zc26TBYrNS0G3lmZAyfHSrim2Ml3JUcwLh4P+ZmhHGkqIlpqc6FzQ8nynrN1X5r1xU23JvJpvlZ/Hyhhq+zSzBZbcxMDWJ4lDfPbTuPu0zMN9NSOFTUgM1m4+EhEUxffop7MkJQSkU0NJsY//UxGrT2wjszRMNd/QJ7/Rw251Wz7p5MGjt//1Jtu9MBu7TbwhukkfdKj/3icBEv3xLrkoIa6+OG0WLt0TjZdaUesdAe3fLunp4Uqiadidd3XGbtPZm06c3E+rrx5o7L9AvW8MKoWJ7/+SKNWiNj43x5aEgEf9p1mYkJ/uy8fyBao4UOowWhUMCYJdlOj62Uilg7L4P0EA2NWlOvfgEANe0GjGYrdDZ2B0e6lhqAnTHg4yblk4OFXKptZ+WcdAwWG8dKmqhq1Tu001svVLM6pxK1XIxSeuPJgIdCgq+b6wN+kFrOWxPjeWB9LtmPD+OhDbkc74weA/tmvOJ0BQqJyGEmp5SIXMYTdqFea8RsteEqWjq7pKeZ5AMDw3lnT34PTaTZ+v+x95fhUZ7rHjf8G9e4uzsJIVhwh+JWKIVSWqzu7r5qq+4KpUgppQVairTFHZIAAUIg7q6TcXk/TBgyZMLqevbez/vsvfI/Dj4wes/knvu6zvP8i42bvs/i4hNjEAkECAR2CvW1U/xmrZGadgNnquwReskBbgS7y1x6SVS1GXh+V3dNeYi7nOXXTD0MZisPbD3H1tsH8dPZagxmK4brRHbG+CgdUo3jZS2s3HSG+0dE9/h4i9XmMBzqH+rpcIa/FtVtdpdhqeiqeZLRYuWl3Ze4d3jUdZMHNAYLCGBCvJ+D3g72ZuitA8Lo//4Bp8drjRbWnKpgbVYFpx8exajPnIvvsmYdL+7OZ1S0jyOi7loMi7RHnXa9Rv1wuoolA8JcRkUBTEjw48bvTpEW5M7he4fx09kqDhU3E+Oj5O6hkcT7q3Dr9BIpa9E5FftXcKy0mZzKFlYODifMQ8H2ZYOo6mw+KCRC/rhUz4acKoqbtFisNgZ8cICfbh3I4HBP/N1kPD02ltsHhNFhMrNuUQbNWhP59RqC3OXMSQ3ikdEx7Llsv95ckYv9f7lwVkhFpAa58+6MFDRGC0qpCJX0b2/XetGLXvSAWF+VSyO5mSmBqGViznfxYjpS0sTyzKv+QO5yCdVterbk1jAy2sfROFhzqoLXJify1DWMMD+1lBcnxbNwbbZ93e2iuZ+c6I9aJiK7opWMUA++PFbWLWUI7OvAj6ermJ4cwOGSJlKD3LuZUl9Bv2B3lFIxTToTi9ZlY7baGBDmwYezU/niaAnRPkpe/bPnwetfBQ3cNTSSWF8VjRoj33U2NeL91N2K/SvQGi1oDOZuZtZ3D43EUyFh/JdH0RgsDIv04vkJ8ZyuakUiEpJXp+FSQweecgkJfioeGBXN5XqNk7Ghm0zsaMDM7xvEqpNlbDxTxfLMcJe6/ys4Wd5CUoBbN8aZ1QoCgc3l93wFBosVjcHM0ZImlg4KJ9Jb+S8ZHP9b8LdXkNmzZ/Ppp59y7Ngxnn/+ee677z48PDz47LPPaGpqQiAQMHr06B6fLxQKMZv/dzsc9uK/F8EecjYu7k9ebTtrsyr563I9dw2NZPmAYOQyGUMivTha0szyTWeYEO/HezNTUErtev+nx8Vy55BIKlp1iIUCDhQ1sWhdNs06E48viGXO6pNOhavFauPtfYUk+asdOvmyZh0ag5maHiZX5S06bMAXN6bhpZTQoDGyNruSS/UamrRGDGYrVpuNeWtOMSrGh5+WDGTj6Uo+OlxMjLeK+0dGUduuJ6CTytquN3Ghtrux3xWUNOvYV9jIgDBPbkjwZUCYBwazled25vPcznzH47bn1fHJnFQ7dfq7LGJ8lNyQ6E9+nYa5351yuFKrpCJu7BtMh9H5dzczJZAF/YIRCgQIBQJifZXc94udMRHto0LSZeoV0+noLhYKeoxPATuV6o2pSTw1NpaPDhc7OsijY3x4fEwst/3Qncbmr5by3alyBod79vi6fxU0cFd7JL+er+WdGckMjvTicHEz67vkoJ+uauPr42XsviOT/Lp2hnx4iJ+WDKCwoYNPj5R2K3C1RgvLfjzDwXuGoZKKGRnt7bTId8XEeD8n5/UQdzkrM8P58pgzK0AsFPD+zBQ8FBLKW/SEeco5Wd7Crvx6++LZYeTmtVkEdfpHSEQC2vRm1FJxt9iZKxgQ5kGUtxK1zHVhIhAImJ4ciHGWFZ3J4lTsd8V3p8rZuHgA7+4vIquylTGxvi5z5AHm9Q3qUYsvc1GE9w/z5DUXFPFwLwWfzU3j40MlbDpbhVQk5I4hEdyYFkRIp4Flbbuep3dcZNWJqywDhUTExsX9GR/n2+04Gju6TyZuyQjlq+OupyY2G2w5V82dQ8L59Egp/UI8XD4OwGCxOSUZHClt5vWpMuRioUuX9zaDiSUDw8iubHUZe9QVrTpTN7fk7MpWnh0fh/E6Gw+wsxfGxPhw99BIcqvbCPNUMDLamwatsUdmyPg4P9ZmV3SbtIM90/7JsXF8cqSk2zknFQlZkRlO8TVNvf2Fjdw1NJKxsT7suSbV4NUbEtl2rhaTxcbHR4pZ1C+UWweE8fiYWORiEWKhgPoOAx0GC34qKWtOOTNKuuLbE+X8eccQ3tlfyO5L9Xw4qw/ZFa3sKWjAUyHhkzmp+Ktl1GkMNGvNTPjiKLmPjSbGR4W0M1rOAR/7udkVKdeJafz/KhRSsVP0YS960Yv/GryUUu4eGsns1EB+z6ujocPIoHAvzlW3OZnxAiS58CYRCYVMTfZHIRGjNZn5JbeGH89U4SYTs3XpQLadq6FWY2R0jA/xfmq25NbwjylJKCVCbECIp5wBYZ5sya2hqs3A/L7BjIv346Gt3b2BriC7spVEfzU1bQbuHx7lsuD3kIuZlhzADV8ec5qQnypvZf6aU/x5xxDcZCLcZOIeY1w9FRLifFSYLFb2FjY6GGRm6/XXOIvVhrSTFSgRCVg2KJxRMd5sPV+DxmBhULgnH8xO5d19hezvZG+uyAxnSIQ389ecoqTzeBP81Lw9PYW39xZwtLQZq+1qCtbIaB8KGjp4Ykws9Rojwe7ybqy6Kwh2l3Omunuaz7AoL8padET7KB26/2sxJsaH1OFRSEXCbnLg/+342yuJm5sbL7zwAg8//DCbNm1i06ZNjvsEAgFBQUEMGTLE5XPb29vp6OjA29v7v37Evfg/hSB3OUHucodO2mKxcPr0aWLT01k1P53Rnx2hpt3AH5fseecysZBdKzLxVckwWeHo2WZ+z6tzdPsGhnlyrLSpR2O/V/+6zP3Do3hw63kEAtD/C4q21mSfxl2ZNj0zLo6kADXtBjMBbjLq2u2O6zf3C2Hmt1fpWFqjhZ0X67ghwR+VRIRaLkFrsjIo3JNfL7imCqcFuXGpvoP3Dxbx9rQUPBViblyT5fLi/OivF9i1cjAvTkogwlPOhpxKgj0UjuIkwkvB5zem8d3Jcm5MC3Y877O5qRQ0dLBi0xk0BkvntDCEe4ZFcbS0mRcnxjtRl0I95aQGuZFb3U6AWtZjVJdUJKSq1cC5mna+mZ+OQGA3n5KLhUz95kS3olssFDAgzJPNudWk/AvDL5sNHhwZRZveRJ9Ad+75+ZzT/TKxkKlJARQ2dBDioWBKkj+nylvoG+zRYxJDbbuBFp0JN5mYxf3D+D6rolsx6S4Xs2RAGMIuU2lPhYTnx8ezMCOEF3dd4mKdhswIL54cG4unXMyflxu4e2gkoZ5ybEB6sAcfHS7CTSbhufHxNGiN/HahhjmpQWw8XcWHh4r4eE4qK34849R19lFK+XpeuksKelf4qKQsGxTO9ovd84GvwGSxIRcLGRfny+az1WxeMpBt52u6FXzhXgrGxfacojIozNNBWxQK4K6hkQS50EMKBfD53DSW/3iGqrarMo6Htp5nzalyti0dRLC7nF9ya5yKfbBrHWevPsn5x0YT7+dsxCh3Yfp2JcawJ5Q167hzaARzU4MdGxJXEAsFTt4gw6O8EIsEfDmvL8t+PO1gEoFdXrN8cAT6zt8z0GPTBuzXuDYXcT4ioQC94Wre/LUYF+tLXo2Gp3dcRC4WEumt5LsF6UT5qDBabD3+FuP8VD1O8K02eGvvZf660+6PcUU6lBrkxosTEzhQ1MTMlMBur33bhhwO3zuMshYd+wubUMtEZEZ48eOZKofcSiIUUqsxsOpkOa9PSXIYPL61t5D6DgMvT0rosbkKkBroxrYLNazNrmDb0kHc+dNZp43rT2eruW1gGMMivVi7qB8L12azI6+Oe4dH9fiavehFL3pxLTwUEjwUEiK8FPx6vpZF67K7NUhlYiHTk6/G8TZpjezKr+Op3y9S1qzDXS7mriER/L58MNO/PcHqU+W0G0y8NjkRjcHC3T/ndvMP2bliMFabzUm+uPNiHaFHSvjltoGcqbYz3YQCAcWNWj46XExZs45gdzn1GiMGi5W9BQ18MieVl3bnOwz2UoPceHtaMrnVbS4p/2arPTZwUoIft2SE8OJu1zKy2waEEeWlIPOjw2iMZhb3D2VacgDR3koC3WTd5JxgT3hJDnBj1YK++KtkSEQCPj5cwhdHS/FTy/BRSnlxYgIjPzns8HmqbNXzwJbzTEny566hkQ7JaX69hkXrsjly3zAu1XcQ5C4jyb8PhU1a3GRiTpS30KIzEeQu4+FR0dz3y7luxyMUwMQEPz46XOx0+/y+wVyobWdUjA/PjY/j9o3dvRDGxPoQ4a38lwbE/1vxb7WOJ0+ejF6v55VXXkGrvdodEYvFPPnkkwh7yFTMzra7oYeEhPwXDrUX/2mI91dz/IERnCxr5mBxE4n+aibE+3XG4wkJdpczOsYXvcnqKPiD3GUUN/ZMky1p0jpyyG028FZJepziucnENGmNjqKlvEXHnZvP8tjoGEqatVhtsGJwOPePiOKJ3/IwW214KcVsWjyA0mYdHx8uYX12JVOS/LlvWBRikZDpyYG8ubfApYbq5UmJ1LbryQj1wE9tdx3vqROrM1nskVS/X2BYpA99g9253MWp//2ZfVi20V5wZYR6MCHeD1+VlAu1Gj46dPVCaLRY+fp4OeUtejYt7k+/UA8MJguyzgteoJucrbcPIre6jQ6jmZv6BjuZK17BssFh/Jxbza8Xah0NjdsHhvHMuFiGRHiy4+JVSrJMLLRPfw+XcLFOQ/9Qzx7/XoPDPfGSixEg4I6fzjLgmscODvfkpUmJrDlVzmO/5eGlkHB/Z05tvabn4gLsXgw3fHWMKG8l224fxEu7L7G/01V/TKwPT4yJJa+unbPVbYyM9kZvtrL1fC2bz1bjrZTwzPg4IrwUWG1Q06bn8+wK+od78cDWcxQ12jPcb0jw55/TU1j+4xmWbzrDw6OimZ0aiLdShp9KyidH7GZ7W5cOYn9hA+UtOsbF+TEu1td5YnkdiERCvBU905OFAvt3nhLgxkMjo9l9qY5Ntw7go0PF7MqvQyIScmv/UJ4aF9ejYR9AoLuMj2encvfPuXw1ry/7Chs5X9NOsLvcqbCfnOjP73m1TrddQU5lG0dLmhkR7cO3J8t4YWI8qUH2yWtWeQtfnyijXmNk89lqnhoX5/RcP5WUfiEe5FRe7dxfbuggPcTd5XsB9A12Z+PpKjQGC6OivZmfHkykd/cmSqCbferz1t5CUgLd+GROGsM/PkxmhBe/3DaQ7IpW+28pxIM4PxWHi5tIC3Tjg5l9aNQaeWhktEuq5Ow+gRwsaupWmI+I9ibcS0FRYwerbkpn0bochwwH7JOOd2emMPVru9ZQb7YiFQsc3geBbjKmJQW4bB66yUREeSnZTyNioYCJCX4Eu8spadKyp6CBZp2ZM1WtvDM9GZFQQE27kZImLY/8ep7VN6UjEsAjo2L4576rTtB6s5XHf7vAbYPCOFluj1f6x1+XnTSrtw0M42hJE/cNj+JEWTMbcirRGMzcOzySFp2JV/68xEMjolnXA7vk3uFRLN90hrmpQfyQU+ly47r6ZDnTkwP481IDN6YFkVPVfYrTi170ohd/BwqJmIHhntw+MJTPj5Y6rmfeSgkbbulPROf11mK1sflsNXf8dNbx3BgfFeFeSgQCOPvIKPtEWAAR3iqOljR1K/YlIgEmq41/7uvuP5UZ4UVhYwcv7b7k8FhJDXLjo9l9eHn3Je4cEoFCIuTLY6V8dbycoZFevD09xdFwl4kFtOpMbL1OAsHBkiZu6hdCoLuc4VHeHCp2luitzAwnwkuBSCRg+/JBtOpMrMmqYPH6HPoGu/PKDYkuDQPvyIzgu1PlfHGslOP3j6Cuw8jJ8hZswIhoH3xVUt7ZX+jS1Pn3vDpuHxju1GzXmSysOlHOxToNuy/V881NfcmuaHGYJPqppVS16VmQHsIt/UNYm3V1PZGKhHw2NxVPhZhZfQI5WtKMn1rK0oFhiEVCfj1fy5hYX/qFeLD19oE8s+NiZ4qCmOWDw7lveJTDv+r/Iv5trtjs2bMZOXIkO3fupKioCLVazYQJE+jTp0+Pz9mxYwcCgYDk5OT/0sH24j8PYZ4KwjwVzOkypb4CkVBARqgH/mopXx0vpUlrorhJy8J+PTeWUgLdCHCTcXO/YGb2sWvbn58Qz9M7urtxPzs+jq+PdTd0++hQMetv6c+c1ScJ91AwMzWQqjY9XgoJf94xhOd2XOT3LhPXjw6VsOZUBTtXZOIpF7N5yUAe3HrOYablp5ayan46rXoTb+8vJKuilUA3GQ+MiGbVgnSW/3jGpe7faLFR224k3k/F2eo2RzGcHuxOXm27owh6ZsdFvpmfTqyvkjGfHe32OmCP+nt5UgKL1mUT4CbjwRHRJPir8VZKUUtFfHeqgq3na/j2pnT81TK+PVnW6bIu4a4hEYR7KbhrszMlbVpyAIWNHYyI8uGZ8fHsLWjASyEh1FPBhweL2VNgTxw4XNzEbQPCWH0N3VcmFvL61CRSA9Qs3nAancnq1JjxUUp5fmICc7476VhMylt0LP/xDLP72CPLekp0EAsFCAX2OD2DWYPRYmVopBf3Do9CIIATZc0sWpdDs87Ir0sHUdKsZc7qLKfCcsu5GlZmhjOvbzBysZD+YV4IBQJenJjAa39eJr9ew46LdZyraeef05O5eW027x0oYmysLwM/OMCS/mF80llA78yvY1ZKIJ/fmNZjFj3YY4WatHaH/gA3mcN0TCkV9eiSPqtPEL/kVvPx4RI+PlzMN/P70qo38encVATYGVp+Kum/7GqrpGIWZoQwJtaHtVmVfJ9VQV5dOy9MjHfaCI2O8eWTI8U9vs43J8oYEuHJCxMSeO2vyw7N3shoHzYvGcDZqja0Lujofmp7rOLoz444GmHrsiv5/uZ+7LxY180wKdxLzq39wzhR3szR0mYatCYaOkz4KE3dogclIhH3DY/ieGkzL05K4FBxE+0Gs4NZlB7sjrdSym8XamnRm9i+bDBasxU/uRiT2cJN6SH4q2W8+ucl6jRG3GRi7hkaycw+gYz45LDTe3nIxTwxJpbcqjbGxflyqKiJrbcPpKCxg+ImLXG+KhQSEacrW6lo1SMWCpjfN4hXJyehM1k4X9OOl0LM+zNT0JutTvr+zAgvxsT64imXUN9h4O5hUfx2oYbCBi0pgW48PCoGi9XKnZtz+XBWHwxmKws740mnJfmjlIrp994Bnhobx/pFGXx6pASL1cas1EDGxPiiNZkRYKeYdsWYGG8GhXkS6Cbji6OlfNnFCPObE+WdU5V4AOL9VN3c/iUiAWFeCuo1RqYmBzidT9fir8v1lLXouHVAmFMMai960Yte/LuI8lbx5Ng4VmZGUNDQgZvcPvkP85A75DRVbXqe+v2q8fFzE+LwVUp5a28Bpc06fJRSHhkVze2DwgD7PnP1gnTu/OmsY88yPNKbLBe6c0+FhFv6hzJ79UmnxnBudTuL1mWz586hfHuijO9OVfDhrBQaOkxsOVdDVkUrJx4Yjs0mIK+uHaVExIMjozFbbWw51z3lxFclRWMwc8/PebwzPZmVmRHsKWjAXS5mdIwvl+rbsQGR3ipkYhF3bDrLmc7I5JPlLSQHqNl06wA+OFDE6epWwj0V3JEZgclq49FfL3BDoj/rsytZdbKM7xdmcO8vuSQFqDFZbLxzTYxgVxwoaqRfiAcHi642IM5Wt5EUoEZZIsJTLnEU+5MS/Lh7WCTv7S/i3f2FPDchngP3DCWvVoObTEy/EA8OlzQy/otj3JwewuNjYmjVm/n8WCl5tRo2LxnAmao2+gS60TfYna/n90UoEOAmE+OvluGl/P+ur8t/B/52wX/TTTcxePBgHn74YXx8fFi0aNHfel5dXR07duwA6JHy34te/D+Fm0xMor+ag/cM49kdF9l6voaUQDc8FRKX5mRPjImlqk1PtLeKZRtPY7RY2X/3UDbcksG7+4soaOggwV/Ns+Pj2J1fz+4um+kr0JutDk3TNyfLuGWAPRf0nenJlDRpnYr9K2jVm3l7XwFvTk3irs1nuW9YFBHeSixWewZ6o87Ikg2nHY+vbjPw5PY8ZqYE8My4uG5O3iqpXR8rEQnJjPDi1T8vsyA9BG+lhPQQDw6VXL14miw2bt2Qw7alA3uUOoA9d/V0VRttejObzlTz2uRE7hkWSVmLzhFh8sCWXJYNCmf9ogz0ZitioQCZyE7b74onx8YS6iHnga3nOVbazN1DIxEK4IujpU5u/QBv7Svg1AMjmJzkzzv7C6nTGBge6c3Do2IAGzqzlYpWPfUaAw+PiuG9A/YO+dJBYbyzz3Xn+JdzNdwzLJKnx8W5jFZ7ZFS0w3BnXt9gvj5exk8uIv0ANuRUMjDMs9sUWSoSMjkxgH/8WcDewqtRigFuMr6e35fHf7tAXq2G8hYdTVoTUd5Kipu05NdpCPNQsOpkObG+KjLDPfFUSHhzWlKPxb7FaqOgsYNXduezPa+OuWlBLB8cDoBSao+2+2h2Kg9tPc/Z6qvmOhPi/VjcP5QFa+0UQqsN7v75HIfvHUaYh+Lf1qi5yyW06kx8eqQEsOsD04KaWbcog/cOFJJd0YpMLHQY2rmC3cDOxvzvs5xolAeKGpn2zQl+uW0guy7WkV+nId5P5WT0l+Cv5vj9I8itbsVgthLsoSBQLeOPlZnc/uMZh8lkRqg73y3ox7w1WVysu9oE+ee+Qr6e35f5fYMdyQtX4KuUsn5Rfw6VNHZzsj99jWFRrcbA/DVZzEoJ5OFR0VS26pjVJ4CZfQLRmyzIxHYzyvIWPduWDmLVyTJq240MDvdkTKwvW3OreWxsLH4qGQ0BJu75JZfqNj0RXkqmJPqzPDMcAXDh8dHIxCKEAnjwl3Nsy6vFZrNP+L+8sS+fz02lvFVPbbsBhUTUab4p4HJ9B8sGhzvJjHZfqufzo6X8cttAPORipCIB7Qa7LOH+YZEMDPei77v70JtsPLvzIrtXZvLypAQatSa2nq+moL6DyUkBvDolkdp2A4eKG2nSmhgV40NKgBvP7bzIov6hTsX+FewvbGR8nN2t+pM5qfx4uorvsyrQm62MjPbhkdHRXKrrIMpbiUggsBtl9gCrzb5JFgkEjIvz7fFxvehFL3rxd3AlOSYt2LXPS5PW6DCAnpTgh1Qk5IGtVw2KG7VGnt5xkfx6DU+MjeVkWQuRXgryHh9DQ4cBndlKjLeSTzrXza5YPjicL4+WupRnaQwWtpyr5mKdBp3Jwh0/nWXb0kGcq27n+4X9yKvVoJCIEAgEmK02Spq0TE8OIKCz8doVtw0I44fTlehMdrmBn1rKoDBPFvYLYcHaLO4aEkFhQwdysYDSZr2j2Ae4d1gkk5MCqGnT89qURHyUUk5VtPDW3gIu1GpQy0TcPzyKheuyadWbeXL7BR4YHsXzO/NZvSAdkUCAuQfTGZlYiNnifF+El4I6jX29vDIYCnSTcdfQSOauPuVY017YdYlX/rjMzJQAXp6UyIhPDvPtTemEesi7RS1PjPdFKhbw9t5Cfl4yEG+VlHCvv8ei/L+Cv13wnzlzhsrKSh5++OF/6w2am5uZN28eFy9eZNSoUf/2AfaiF/8KAoEAD7mYV25I5KVJCUiE8MfKTJb8kOOYeF65PzXInfXZlby596rj9OhPj/Ls+Di+uDEVocBurmWyWPnwUM9TyisFTZve7IjuiPJR9WiGBrD1fC0vTEygqFHLQ13c7D+fm8bre1w7p249X8uyweF2OljnRVEggDenJrHpTCUbF2fwWieV+OkdeXy/MIM/8utcMgL+hT8YngqJU/H8w+lKFqQHs/NiHW4yMW9OTcJLKeF0ZRuX6juI81Px4cFiXr0hkVUL0tlX0IBKKmZqUgCBblLe2FPgMJf57lQ5m5cMZENOdznAvLRgxCIBW3KrGR/nh6dCzLmadoZ+dIjZqUE8PCqaBf1CiPZW4qUQO0zzBoZ78va+njvHewoauTk9GH+1jLf3FpJfryHSW8HzE+IZFeND7Ot7AAj3VHTLZO2K87Ual1T3hRkhbD5b7VTsg90fYOnG03wws49jenqqvIWkADXFTVokIiEWq42b0oNJD3ZnRLQ3CrEIhUSEzWZzmUdf0NDBwA8OoDFYeOWGBLRGCwu+z2Jx/zD6hXogFQmJ9VHyxpRERCIBFitYbDZOlDWzcF22U6NHZ7KQW91GuKcCb5W0x8/dE/RmK81dmmnfnijnz8sNLBsUziOjYoj2VtIxKKybY/EV3D0ski+Plbo0lWvTm/n1fC0XatsZ9vEhDt4zjKQAZ48Hb6UEf7WM53fZIzQjvBS8MDGBA3cPpUlroqZdj8Fs4+29hU7F/hWs2HSGoZFehHjIcZNJaNYayavT8NHBYqra9QyP9GZ+32B+vVDr0swxyF1Gm84+Wd5yvoZpKfZC30fZ/bsM9ZRjs9l4Zlwc52s11LbpEQnhkTExRHgpEQkFjI71ZffKTDqMFsRCO3ND0uk3EAxUtOgY8clhJ4p7TbuBGatO8OvSgZ1pE0b0Zgtnq9t4aOt5PpmTyrKNZ7q5ERvMVu7cfJa3pyUjE4swWYyMjfUlu7KNpEA3fl4ykF359Xx4qJgANxnLfjzNqfKr0/yvjpfx0MhoZqYE4KeSMSzS23HdcJNL+CW3+2TpCtZmVXL7oDAe2nKeFybGszIzgopWHSfLW1nx4z2Wf/wAAQAASURBVBmC3eU8PCqaA0WNTE0KYOt51681JckfuVhIiIeCiOtIUHrRi1704r8D4i6N8dsGhvXIQPruVAW3DgjDTy3FYLZS2aZHIRbhrRCx7UINY2J9+UdnIpFQAK/ckMjYWF/WZbuOCQQ4Wd7K3UMjmZESyMU6DUdLmvlkTh9sNhvna9t5a2+hY333U0v5YGYfbuobzPrsSodr/vg4XxL81U6Do3qNke15ddwxJBIfpZQxsb7c8dNZFmeEQpctyPszUzhX0860b447mhIKiYhP5vRhSf9Q+oZ44K2UUttuYHKiP5vO2COQM0I98VXLkAiFzOsb5HLvB3Zm3wddYrYFApiTFsT8NVkMjbyainTPsCje3lvQbU0zW21szq1hUf9QbDZYuvE0n81N43K9ht/yapGJhSwfHI7JYuO5Hfn8fNvA/0f7nv8L+B+3f01ISODZZ5/9n36bXvwHo05j4LtTFfbpUOfE+VxNG8+OjyPGxz4hVElFVLcbKGnSdivkjRYrz+/K5/ld+excMZg/LtVzc78QwjwVLjOr4/1UjttDPOR4KSR8PjfVkRjQE8RCAVqjhUR/tVMh4q2SXDdbtbJVz4Mjotlb2ECCn5p7h0WhkAgZFO6Jt0LqKJzyajXcsekMr05OJM5X1S1r9nhpM2NjfR0d066I9FbQ2GF0XEw9FRLenJrMwnXZzOoTyNpF/Xh59yWHyRfYJ7Vfze+Lxmjhye15nVNwA+0GE01aI+e6JBJ0GC3cvyWX7xf2Y19BA39cbsBTIeaeoVEkB6rZebGODS68ATbkVDIxwY9PDhdT3WYgKUDN9zf3Y1ZKIP5uMpL81eS5KOrsxycgJcidEA8FY2N9EWDvJge6y2nTm5ic4M/vF+uobNUT66viXA9O/Yn+qm6sBICpSQEsXJfl4hk4DHa8FBKadSYC3WTk1WkQCwVE+Si5Y0gEGoOF2atPOdzbg9xlbF4ygAGhnoi7GMx1GMy8/Ec+GoOFvsHuuMvE/HS2mk/npvHGngKHS/6AMA/+OS2FdoOZcC+FPa6vh/gebWdxeQUWi5WqdgMGswW5WESQu7zHjHKFRIi/WuowDAK7Od4Lu+xJEj/d2p9+IR70CXTr9p1OTw4g0U/NQ1u7xzdewdHSJkZE+7D7Uj0v7c7nm/npqDqn8VarjT8v1zP3u1OOzUdNu4EpXx/nH5MTuWdoJJvOVJEW7M7GM643GDab3QCuokXHLRmhHCxu5JkdV1MwDhY18dnRUn5c3J+b12Y7aesBHh4Z4zQ9eO9AEdO6mDt1hVQkIsZXTbPWiK9KikAgQCkRYjDbKGrsQCQU4KOU4qeW0ZNd4tkejJgAHvn1AgfvHkaMj4rxXxylXmNEIACJSOjUlOmKsmYdYZ5yCuq1rNh0hpHRPtwzLJLadiN6k5XZqUHMSQ1ky7kap2K/6+cdGunNW/vsXiR+ailbbhtIiIeMczWuf4tgTzZQiIXMTgvkvYNFeCnETE0K5B+d52+dxkhtu4EobwVzUoPYW9jQjbI/JtaH4kYtA8O9iPdVuWyO9aIXvejFfyeECJgQ78sflxoQCQXXlRK16e1mwG/sKeCvggZsNkj0V/PBrD606kxMSvBjV349/5iSxOnKVnQmC2GeCpfGrQCxPkqSAtQYLVZ0RgVDIr2wWm0UNmq7xcHWa4zc9sNp/rwjk6/n9+VkeQsT4nxp1pm4tQuDFOyF9dgYH9ykQt6YmsTCddnUaYwIRfYBGtijhgG+voa15aOUEOQmR2eycuuGHOo0RuRiIUsHhXPywRFUteoxW63YbDbe3V/IkgHh7C9s6saSfHRUNPsKGhzDLIVExFvTktiYU4XBbOVEWQt3D43ik8MlTErw47mdrocIAHsuN5AW7MbegkbmrTlFRogHo2J8MFms5FS2snyw3WCxqyn1fxp681568b8ela16jBb75KpNb0YgsEdTZYR6crS0mfHxvnQYLUz+6hjrFmW4nCxegcFsZWpSAI0dRjbcksGUr487Xdy9FBLenZHiyOx+5YYEIr2VBLjJ2F/QyPh4Pwfd+Vos7BfC5rNVPD8hnlvWZzsm7mKhsEfHbbBP5lv1Jp6fEM/4OD8nrbXVauOHxf0pbtJS3qzD302GzmTBVyXljamJ7LxYT7iXgspWPZ8dLeHXpYOp0xicCrFgdzmfzknj7p+vdq1vGxDGBweLOFHewoez+/DZkVKnYh/sjZIVP55hz11DqG03kFXRwvMT4vnzcgMPjYx2ZM5ewaX6DqZ+c5zxcX78cEsGNpuNyw1aNp2p5qezroszgJ/OVDElMYBvTpQR7a2k3WDmRHkL5S067h8RhY9KymO/XuhWFE1PCSS7ogWVVIy/WopXlwmsu1zCOzNSOFLazKmKZt6cmuxS9yYQwPLBEXx+zd802F2OSipycm+/FtWteryVEtoMZoZFefPG3gJeuyGRvy7VE+en5rmdzp4H1W0Gxn1+jNxHRzm58zfrTA5ztuWDw3lvv93Zf8HaLKdz81R5Kzd8dYxfbh/I6E+P8PX8vry1t8ClY/vAcE/cO43+atsNrDlVzpt7C2jSmvBVSXlybCw39wshyMXiGKiW8tSYaB76tfviG+wuJ8ZXxbmaNl6ZnEhJo5btnV32e4ZFkR7ijs1qw18tczl9B/BXyxxynJ9za3h7uslR8Bc2dnD35lyXv5Xnd+UzJy2IlZnhZFW0XVe+0thhJK9WQ5vB7FTsX0GLzsSbey7z8g3xjlQIT4WEh0dGozVZnAyZGjqMmC1WGjoM1GmMtOpMeCulTuecl1KKF3Z2RVZFCx8dLCYl0A2pSIjWZOGW/qHdUgmu4FBRk8vbwf6b0pgspAa5c/KBkVyobaegoeNfahF1JitLNuYwNy2IGxL8WP7jGcc06EoSypfHXMcdAvx2oYZxsX5sPV9DvcbIkh9O88qkePzVMnb2kBgxLtaPqjYDyweHMynBn9p2Aw0dRtYtyuC1Py9xoVbDl8dK+eLGVKK8Fey/eyifHSllx8U63OVibskIYWCYF5fqNdRpDIiuk7rQi170ohf/XRCJ4O1pycxefeq6cjUAD7mE2zeedtqPXKzTMPmrY/xy20CWDAxjSpI/AWoZT27PI9Lbnv7kKlZXIIAF/UKY+91JNAYrs/oEYLR4EO6l4PHted0eD/Z92W95tfQL8eBAUSOrTpTx1fx0xsX5suNiHWKhgMdGxzA2zheNwUKrwYLGaMFHJaW+w0hGiAcKiQhflYR/TE6kpEXHyswINp6upFVvZnycL89NiOdgUSPPdomLHhzhxfSUAN7bX8TxshYGhXswPs6Pb0+W82dBA5/OTeVcdTv7Chvw7oxGVMtENHQYSQ5ww0MhxrvTF2FXvl1K22G0kF+n4faBYQgF9oZAT/t3P7UMbRePhOzKVofXzMrM8B7X1/8k9Bb8vfhfDZ3RzJ7LDQ7jL7AXzn9cqqesWcfLkxLQmyysPlmOyWLPCu2puB4R7Y2bTMxtG09T1qyjb7A7axdmUN2mJ79OQ4yvikA3GY//doFmrYn3Z6YwPTnQPrWTikkKdGN9TiVLBoQ6TEauINhdzmOjY8h47wCTE/3ZvGQgHx4q4kRZCxdq2pgQ58vuS90n71KRkBAPOff8nEur3sy05ECn+4VCAfF+avzVMhL9VFht9uJCJRExq08QepOVUxWt9A/14J/Tk7FYbKy5uR/FTVoKGzvoE+iO3mzh3l9yKWm6ukANjfLig0NF2Gx2/4EfepAqGC1W8us15D8xhuPlzXx8qIQF6SGEesr5/MY0xn5+1Ele4KuScueQcMxWG216MyEecmra9S51+FfQYbRrosfG+jInNYjxXxxzvOY3J8oJcpfx7U3pLFqX7dDZPTIqGr3Rwo9nq9hxsc6u6bopnYgumq14PxW5j4wir05DTZuOb+b35aFt5x1FtIdczGdz01CIhTwzIZ7DJU0Mi/Jh5eBwGrRGREKBY4LvCrF+Kho6jHw1L43zNe38vGQgOy7WEeerckpK6AqdycL2vDru6xI1JhSAUmI3HwxwkxHrq2J3fr3LKYPebGV9diU3JPpz64Yc1tzcj7nfnXJ6zPJB4fir7YWoxmDmH39ddjqehg4jj/56gfIWHY+OiiHE05k2LRAImBztRtRtA7DawGyzUdqkY39hA3cPi2L26pMYzTY+mZOK0Wzhw9l9CHGX4yaXUNWq40RZC0sGhnKgyDnT/QoW9Avhvs6GmkCA42+tM5kpa9G5jAYCO7Uvv06Dh1xCapAbA8I8XE6owe5tkFvd7uT4fy3+KmjkhUkJ7FwxGKlISE27gdUny7v5eoyJ8cFstTFv1UlGR3uzKCOUZq2RVr0JL4WRQHcZbjJ7AX6pXkNDh4HlmeGYLTZMVhsykZCGDiMqqY4Qj6uu0FVtemraDIyJ82VwhBffnSrv1pTyUkiQdDIxwr0UDulJcZO2x/QRT4WE2nYDUpGQe4ZGMv6Lo05yH4PZyuUGDRoXUYJX0G6woJRe3fgWNHSgkIqJ8lY5vCq6Qi0T8fCoaPzUUoQCAa//dZntefbGQLyfihWDI0gLdifGR0m4p4KiJi0jPjnM1KQAHhwRhZtMTHKgG+8fKOJgcRPeSgkNHUamJPr/R09setGLXvzPw1cpY+v5Gj6Y1QcvhZjB4Z4uG+m+KikysdAlI8tqg70FDUxPCSTYTYbBYmNOahBbz9dQ027gwRHRfHioyHEtlouFvDsjhS+OlnKp3n49/fRIKZtza/jzjkwKGju6vccVFDfqWJkZzpNjYvnyWCkL12bx4MhoHhwZRaiHgud35vP6nquy1gA3GV/OS+PrY6UEu8uw2eDnJQN550ARRY0drMyM4I7MoTRojfirpbTqzbx74CoNP8JLwf3Do5j57UkHY3FBv2A+OGjfV5Q165i16iQDwjzoF+yBxmjhh5xK3OR2D65Hf7uAWCjgjzsysV5D2d9wuoKfbxvIidJmFqQHs+qks7nzFUxPDuCl3d2b92CXYfSit+Dvxf9y1GqMvL2vwOV9+fUabAI7rTa70m5Asr+wkRsS/NlxzRRKIIDnxscz5evjjk3ymao2Znx7gng/FV/caNcExfupWb8oA0+FhGB3uRP1OsJLweREP5QSIWtu7semM1W06s1MTPBlenKgg87/y7kaDhY3cfvAMG4dEIaXXMwNif6crz1JZRfquEgo4PuF6Wzt3OSPjvHp8XvwVEjw7JzY2mw2O7Ph86OOz/LbhVreP1DM6gXprDlVxkMjY/jyaCkioZCPZvehygVlXYB9SN+sNbksHBzfc52GCzXtLB8cwT+nKYj3VeEmkxDjoyLrwRF8eqSEXRfreHR0LKNifChp0nKpvoPdl+rYfqGWT+emMTUpoEfPhEkJfvx4pprnJ8Rz89qsbv4E1W0G/rm3gFduSGB/YSN3DY3EYrXx2PYLiIVC7hkWibtcwsJ12fy8ZCABbjJatEYKm7R8e6KMNr2ZUdE+BLjJ+G5BOp4KCWKhEJ3Jwmt/XeZAUSPvz0jhh8X9WZtVwbcnyxkX64u7zMp9w6O6GSqCPSkhyE3O9mWDCfWUAzYWrsvhSEkz6xdlOEUoXotT1zj5+qtl3DkkgoPFTbjLxExJ8mejC/nDFRwva2bJgDA25FRitdmY0yeQXZfqCfVQ8PiYGMbF+RLqaW981LYbemSkfHqkhGnJAUjFwm5mgmaJki+O5bEzvw6bzR4h9Na0ZL4/Ve5oHC1an82fd2QiFEC7wYybXEJZi54b15ziH1OSWDYovJuxzoMjojlf0+5o3MxLCwZs/Hq+hlPlLUxI6In4bkebwcyCtdn4q6V8MieVGd+e6OZdkRnhhc5k4aVJ8ewpcN10uAKrFfYXNXJr/zAWrsvu1myQioQ8NS6O2zfm8Oy4OGraDQz/5IiDoRDvp+KzuWkk+qlQysQ0dhhQSyU8vSPP0YyI9VXx6uQEvOQSQjxAb7JwsLiJm9dmOb4HuVjIk2NjifVVOcXlPTQy2hHNZDRb0Zss6MwWvBRi3pyWzANbuucUvzwpgS+OlfLchDh+OF3p0tvjeFkLExP82HTGtbfF9JQAoryVFDVqHRtflVTErRty+Hp+Oj+dqeLHM3Za5vTkAF6dnEi8nxqRUMDms1WOYh/sLIXHfrtAapAb39/cj9f3FDAgxIOxMb5sPF3F3oIGvp6f7nQ9q203sPzHM8xKCeSzuakE9Bb9vehFL/6H4K2SMiHel/z6Dt4/UMRnc9OY9s0JJ4q6Sirip1sHkHuNwesVvD4lEasNbl6bRZ3GiEoqYsmAMNYu7MetG3JY3D+UbUsHUdasQyEV0T/Eg8e35zkYU2KhwO60bzRzsU5Dor/aJSvgsdExTE7y5939xWgMZpYNjuC1yYkcKm5EJRHz+dFSNl/jWVTbbmDJhtPsuXMIGqOJ/Dq73EspFbFuYQZrTpXzwJZzWG32NW/ZoDDem9mH23/IsRsBD43kpd2XHMU+gKdcQu010cinylsd6974OF/i/FTsK2zkixvT2JBTSVZFK0OjvLl/ZDSNHUa8lVIUEiG1bQbaDWbmpgVxrKzZkXB1Ba/ekIhcIiTUU+Ew7r2Cxf1DifHpHsX7n4jegr8X/6thtFidtMTXorChg1HR3iT4qTlW2syXx0rZuLg/te0Gp2ipeWlB7C9qdFnYXqrv4IVdlxgc7smkxADCPF0bRQkEAuJ8ldS1G9EYzdw1JAJvlZS8mnYGf3AQT4WEPXcNYfaqU+TXaxyGczuWD7ZHts1MobpVT1ZlK0FuckZEe7PlXA0Dwzz55VwNExP8/9Z3UtWm56bvs7p9FqPFygNbz/HO9BR+PFNNeogHP52t5qXdlzh833De3V/I0dJm/NUywjwUTEsKYNuFWmrbDcT6qijooUhND/bg7p9zqdcYeWx0DCcr2mjVN5Lgr6ZVb2JguCePjIrh1T8v8+C281isNkRCAXNTg3h3Zh/mf5/FkXuHsT6nkoYO579ltI+SOD81VW166jSGHhsPfxU08uHsVGYkBzJ3zSmnhfBAUSPDo7xYPiicqjY9MrGAT4+U8mwXPdi67Er6BLrxjylJTP36ODtWZDLxy2MAvDAxnjPVbU6uvBtyKhkQ5sGnc9IwW218dKiYdoMZoQCmJAXw4Iho7vr5LOeq20kJVLNzxRB+uW0gZS06JEIBCX4qlxF6AIPCPZ3+b7BYuTEtmHaDhVUny1k2KJxAt56j+/zVMgfroKHDyDc39aXNYEEiFHSbhupMFlZmhlPVamDHxTqnBdtksdGsM1HZqncq+AubdIz74pgjGg/sEULTvjnBgXuGMi89mG3natmQU8nRkmYQwCeHi/lj5RA+OGifYDy5PY+HRkbz67JB5NW2Y7NBcqAb2y/U8n6ngY+fWsoTY2MZ99lRijsX8aQAN5exbmDfcMnFdspfabOOL46W8tuywfzjz8scLm3CUy5hyYAwRkR7s3hDDkFuMtYtynB4D7j6OzTrjDw+OhYPhYT99wzjid8usO18DVYbDIn04qNZfVBJhDw/IQGdycqyH51zii/VdzBz1Qn+unMoIe7gpZQx+tMjDvo82Kfji9bl8McdmUQYFZS36Jn69XEnc6IR0T5E+6iI81UyNNKL9dmV2LCxYnA4tR1GSpu09qjFIyXk13XQJ9CN5ybEs3nJAN7dX0RhYwc39wtm2aBwztW0c6KshbenJfHYb65poetzKtl2+0B+z6uj4xr2TXKAGolQwJSvj7Phlgzu2ZxLdbsBb6WUb29KZ8/lBvqFuHPPsEiUUnus0pXzrlVnctnY81NLeWNqMqM+PUKYp4Jhkd48NzGePy43sHxwBG/vK3D5299yvobHxsb0Fvy96EUv/kcR6qlELhbyyg2JWG02PpyVQqPWxLmadiK9FMT4qnhi+wXemJqEu1zsxMCblhyAxmBx+O2Anbn46ZESylp0PDEmllf/vMy3J8rxU0u5pV8oZc06dl6sQyYW8uz4ONKC3Slt0uGjkqKUinhpYgKTvz7udIyPj4lBa7Qwtkv88pqsCvqHeLDulgxq2g2sOtk9RQXsMrb8eg2RXkoe/dW+13lyTCwfHipib5fGuNFi5bOjpejNVpYMCCOnspUxsT6EeSooatTy9YlSSpp05NW1MyLKmx96GE5MTPAj3FPBgrXZ/HW5gfdmJrM+u8ph1qqQiNCbLQ427o4Vg1myIYe3piVjslg5VNyEl0LK2Dhfatv1vLuviA9m9uFcTRu7L9XjJhNzU3owI6N8rht1/J+Ef6vgb2xsZOzYsSQnJzv98/f/e4VIL3rx3w2ZWHhdXU+SvxoPuYQHR0axJqucDqOFz4+U8OHsPijEItqNZmQiAf5qGff80n0adgV5de3cPzzSYWZyBa06E3UaA1qTBQ+5BLEQpn5zHKVUhJtMTL3mqhFeTbuB7IoW1i3qR6PWRGOHEU+5BIPFyuWGDuavySLWV0Wiv5qChg7e2leAzQa/Lh3EvruGEPk3HanrNUYnpsC196mkIjbnVvPO9GR+OlvN4ZIm8uvaEQvht6WDCHCT4aWU8ua0ZA4WN/HFsVKeGhvbrZgB6BfiQZveTIvOxPqcSuakBTFr1UnH/TNSAnhxYgLP7LjoFHtnsdr48UwVerOFu4dG8sKuS+y/eyj/3FfIL+dqkIgELEgP5obEAJZuPI1CIvyXmds2mz1Z4ERZiz0ScEQ0Mb4qzFYrZosNL6WEJq0RsVDgVOxfwbmadnZerGNcnB8X6zQEdPohJAW4OUlGruBUeSu/5FZjsdn4cl4a3goJQqGAX8/XMnPVCUehdL5Gw+nKVqYmB1DbbuDn3GoeGhnNik3dnX7VMhET4q5OsbVGC7+er2XR+mzHwrc7v54vbkzjFxeeAwBLBoTycqeZT0aoJx4KKR7XnDoms5WiJi3fZ1WQX9dBjK+Sg/cOxWq1cbK8lU8Ol5Bfr0EqEnKxTkN6iAcNHQY0egu7L9U7FftXYLHaeOWPyyT6qdCZLPy0ZABbztUwKNyTj2enUdyk5UIXI8f3DhTx0aFikgPUPDIqhmatiYKGDgaEeTAlKYCZKYE8u+Oio9jvE2jX+b01zW4m2VUGIhTABzP78OmRq8XkrxdqOVnewvblgyho0NJhtLDxdKVDqlLYqEVjsLiU4MjEQp4eF4ebTMS3J8qYnx6Ml1zM+zNTeGNqEiKBAE+FBA+5mJ0X6+zuyaXNJPqrKWzswGSxpzDM6xuMxWrDZLEiEdmn2+0uqPIWq4339hfx9fw0Vp8scyr235uRQpPOyINbz9GkNaGUirgjM4IHRkRhtsEbey6T4Kfm/i7T/MsNHWw5X8Pqm9K5f3gk8f5qtp2v4YnteST5qzl633DEAnvxvr+wO8tBa7Sw9Xwtu1Zm8t6BIrZfqEUpFbGwXwgTE/y57YcctEYLL+++xJ1DIilv1fHZkRLWZVfy1rQk+gS6UdSkdRifKqUi3OUSzFabS/nO8kHhvLmnABvw9vRk5n53kuQAN35dOggrNoexnytsya0hNdC9W8xiV5Q0ddCiM2O22jrZWTKU0t55Ry960Yu/D7lExMbTJcgkIp7+/SKhHnIivZXsvFjnYO29d6CIWzJCnZhzt/QPZfmPp12+5m8XarljSARCgZ32b7bYmNc3iLf2FSIWCli7MIPPj5bwXBe9vJ9ayp47hvDR7D48/ftF2g1mlFIRwyK9mdll/3UFWZWt/JBTydTOxkNPKG7S4qeyU/YFAugX6sHzPTTE12ZXcOy+4ewpaGTB2mxKm3WkBbnz0qRETpQ10643c9fQSDbnVnfzOvJWShgd40uCr5I9dw7h1T8vcaSkCbHoqgmrzmRBKICpyQEMj/KmTWfms7lp3PR9FoFuMvoGu1ParON4WRNPjI1j9alyvj5RxsAwT4Z0svie3J7Hr0sHEeH9nxW/1xP+7RWvqqqK6upq/vrrL8dtPj4+JCUlkZycTEpKCsnJyYSGhv63HmgveuEKgW4yVmaGO7RCXeGpsGfSyyUiwj0VrL4pHRtwub6DWatO0tBhJNpHyUuTEihu0pHgp6InE9AYHxV9At1xl181wypr1nLvL+fY3pmNrZSKeHhkNB/O6sO9v5xzeWHNq+3g7X1F5HcWlG9OTXLaeBY0dHSbpLvJRHgppX/bkfra2BJX91ttNqcMdjeZhJvSQ4nwUqKQ2k0B4/1UnHxwBGtOlVPRqmPNzf14+Y9LFDR0IBMLmd83mPnpwSzqjJ4zW23djNK2na/liTGx3ShkV/DrhVq2LY3gnf2FvD0tCZlYwDfz+xKglmG22libXUGrzkRjh43kwJ5NV8I8FSgkQladLCc5QM1b05J56vc8cqvtBaanQsILE+KZlx7ER4dKenydddkVvD+rD/UaAwqJkBFR3vzaQzwY2CehD42M5ua12czrG4QAAT+6cIf/8UwVQyI9UUlFzEwJxIadWv3G3gJHARTpreCjWam4d2kq1bTruXVDjpPnRLPOxKmKFp4aG8sbewuc7ls+OJyGDiPlLTqGRHgR3gMb5WR5C+O+OOr4e+0pgG+Ol/HFjWmcKGvm5RsSKGjQUNSopV+IO9VtOrZfqGNEtDd/XqNh74rjpc3M6RPI+weLOVfTzidzUnlo63mq2/XsWJFJnK/a8TcB+zlztrqdJT+c5q4hEbw4MR6wy3FatEaHWSHAw6NiWP7jGSK8lGxeMoA/L9Vztto+XZmTFgQ2G3sLGh3n5pAIL4wWKy1aEzd9fzVNId5PRb8QDzQGM1tyq5nXN5jpKYH8c18hdRoDmeFerOzcgL2wK58ILyUhxU28saeA01Vt+CilPDIqmtsGhlHdrmdzbjUPjoxGKBSQEepB32APVFIR287VcMu6bMdk+q87M13qPq8gu7IVvdnK2S7fz41pQVS06nhn/1W9pNZo4b0DRZS36LgjM4JRMT4s29i9GWezwSeHS3hrWjJDPzrsaIpuz6vj/YPFrF+Uwd1DI/nmeLkTswPsEqcb04J4dNsFnh0fx4yUQExmK1vO1zBr1VWZRFZFK+93TlUe2HqOdQv7s+ZUOfd1aZ6mBrnxwy39UUhEdBgtfDirD2eq2vjqeJnDQ6F/mCev7yng3mGRfHyomFa9maOlzcxefZJtSwciFgp6vK6JhQI6jGaXBb/JbCG7qo07fzrLmU6qbayvivdmJDMgzJMAt15mQC960Yu/h2admeo2AyWdTeiKVn23BJ8TZS08dEs0XxwrdcgPhQKuW2hXteqJ8lYyJMKbR0fHcP+Ws9w2MAKFRMSOi7X8ddnZ36leY2Tkp0fYc9cQjj8wnIKGDqJ9VHzUJd7uWnxxrJQb04IJcJO5bNgDZIR4YO3cUKikIuqvw55dPjic1acqnPx/cipbWbIhh/dnpuCtlPDlsRJ+uKU/r/552XGtHxvry6OjY/jwUBGvTEogzk/F29NTsFityMQiatoMHC5pIspbySdzUtmeV8uXx0qRi4W8MCGenIdHsq+wkfIWHf1CPIj1VTH60yOO9eFkeQsnu8giW//FoOg/Cf9Wwa9UKpk6dSrnz5/n8uXLGI32k6GhoYFDhw5x6NAhx2Pd3NwcTYAr/2JiYv57j74X//GQiUU8NjqWgoYOJ12on1rK78sHOwqeFr2ZdoOZk+WtfHfqqulHUaOWxetzeG9GCjelB/PJ4RKXG8vnxscR1aVLWNOmZ/aqk+R00WtpjRZe/fMyz02IY3pygFOxcgX9wzx590ARerOV0mYdC9Zmc/jeYUhEApeO72GeCi43dKA3W3uUElwLP7UUN5nY5SRRIREhEQmZkRzoKNzi/VQkB6iJ8FI6NQEEAgHRPiqeGx9Pi96MQiKgf6gH52vbsdrg1/M1zO0SKycVCV1GuVW16XtMILDZ7N9biLucE+UtzOwTxIofzzAh3o/pyQFEeiv5YXF//NVSZCIhN6YFOTEFruCjWX1QS0VYbfDG1CQWr89xMtNr0Zl4aNt5hkZ60ax1bbIHoDFakIuFJAe4UdGiZ3ikyOX3eAUSoZA+gW58PLsPKYFuPcbGeCklnK1q56U/8rkjM5JF67OZnhzAmpv7YbHakIiEGM0WAt2kBHSh6x8va3F5Pr61t5Blg8I5/fAojpY0oTNbSfRTszO/jhd3X2LF4HCemxjv9FpXUNWqY9H67G7NGavNHvP21by+3PR9FqsXpPPX5XqmJvlzrqad6jYdlxs6CLgOPc5fLaNFb/9+z9W0ozVaKGnW0qQ1sfZUOY+OjubnHpo/i/qHcsNXx9AYLNw3PIoEfzen+z0VEqrbDFS32WP4xsT4Eu2jtGfSf3uCjYsHkBrkxj+np7DmVDnP78pHKRWxfFA4m5cM4PHfLvDalCRq2/QcKG4iyF3OjenBxPgoCPFQMirah8o2PfUaA1vP1fBtZyrEqzeE02G08MGsFMpb9Pxwuopnd17kWGkzr0xOJCXQjf7vHXDSwi/KCGF4lLcTDX1tVsV1WTohHnJUYhH9Qz0cHiM3pYdw64Ycl4//6Ww1KzMjECDo8RxdNjic2zbmdGNAma027tx8ll0rMvlhcQYPbj3v0D76qqS8MSWJpg4jtRoDeXUaHvvtQo/HLRYKuGtzLssGhbPlXHW3615udTuzV5/kixvTmLnqJG16MxFeCh4bHUN5ix9v7r3qwTI82sdpMtZuMLM+u5IZKYE9njfDorx7TMsobNIy/vOjTrKEgoYOZq8+xcF7hvUW/L3oRS/+NgTYC8hgj56vG8HucsqadWy9fSCNHUbaDRYSfK/vEB/np2LT4v68e6CY9w8U8sioWPzVMjJCPMj88KDL5zTrTBQ1aon0UjDj25McvncYzbrrGa2aKW/R8vS4WB7Y0j0WN8pbiUoqxl0uxkcppVlnxEvRc9rLtORApn1z3OV9r/55mc1LBnC5QctD285zZ2YET42LRSgQcLy0mcXrcxge5U1+fQfvHShyuPL7KKW8NS2JGB8lN2eEcNsPp52aEzetzWZwuCerF/Rj+aYzfHWslLULM7r5Ol2BQGBfV3thx79V8CsUCl5++WUALBYLly9f5sKFC45/Fy9eRKu1u0m2tbVx/PhxTpw44fT87Ozs/8bD70UvINhDzuoF/ahp13OpvgNflZRIbyUh7nJHAVvU2EGkt5J7e6Dtv/THJX64JYO1C/tx1+ZcR7EoEwt5fUoSgyO8kIivGvSVNuuciv2ueP9AMZuXDCCropXpKQGEusvJq9PQbjCRX9febfP96eFiXp+SxKO/Om+qRUIBr01O5J39hbw0KeFvfx9B7jLenZHskjL+5NhYfsmt4pb+YcxcdYIwTwVbbx9E1HVMTUQiIT4qu6u7XGzk1T8uc7a6+2dflBHichouE4u63dYVComIO4dE8tGhYvoGu/PL7QMpatQiEQlJ8FNR2aJDLhYy9ZsTfDWvL30C3fjyWBnV7XoyQjx4bkI8w6O8kIqE3DUkgvw6TY/O+U//fpFHR8f0GDk2Ps6X9s6OsNlq41hZMw+MiHLoyrpiQXowtw0M4629hZyuaiXcS8EdmRFMSvB3ot+BfVp650+53D4wjH/8dRmbzc5+2HbeuTg6cPdQatsN+KmkiERC2vU9Nye+OVHGxAQ/6jRGxsX50qIzMSc1iHuGRRLirnAwNQDKW3RcrNNwuV7DgDDPHnPd2/RmbIBEJOCJ7Xnsu2soT26/wNy0YCw2Aacr25iWEsBXx13rAB8cGcXnR69+t3sLG4jzVXG8rIWfcqtZMjCMNTf34+6fzzomHm4yMZ/MSWVjTqXjto8OFbN0UBhKqcjBgOi6qNtssKeggS5Gw1htNt6elsL8NaeudvU77HF9/UI82LxkIHO+O0lR41UH+a+Pl/Hm1CRWZkYgFgq4Z3Muh0vsMXjj4nz55/RkVp0o50x1GzE+SuamBjE9KYCb+4Vw5+YzGMxWHnehg1+XXUlGiAfj4nyZkRxAhLcSk8VGuKecb064dhl+ckws7xwoZES0LzKxEIPZitVmu26MaJPOhFzcc0xUuJfCKX3D6blaExWterQGM8+Mi8NXJcVqs1Mpo7wUvHewiJJmLckB6h6TTdKD3R1u/lOS/J2YFF1xqb4Do9mKQiKiTW+mtFnHvb+c4+1pScxICUAsFDAwzBOwNxq7vtn6nEp+WjKAY6XN3XKcn5sQj8lixU8t5VpYLFa+O1lBh9GCSChAIRE6zi+z1cY/9xfywcw+192896IXvejFFfiqpKQGuZEe4sHqHtzilw8O55U/L6M1Wli1IJ1wkQCpWMDYWB+XJrEBbjL8VVKyKlr59UINaxdlsDW3hrXZFaxZ2O+6hskVrTpH8tCOi7VMTvR3yTAEmBDnR2GjlkC1nGfGxfHBoSLH9XBEtDdPj4vjwS3neGhUNG9PT2b5j6epbNWR6K/uFqHrqZDQ2GHocZDT0GHEYLZy37AoFm/I4ekd3Qch89ODeXtfAYPCvBwFf6PWyLIfz3DonmH8nFvtkolwvKyFwsYOPprVh/oOA61aMw+MiOLNvYXdHrsoI+S6A4r/NPw/FrGJRCISExNJTExkzpw5gN0dvLi4mLy8PM6fP8+FCxfIy8ujtdVO5dDpXG88etGL/yp8VFJ8VFJSAt1d3i8UCFw60V9Bi85Em8HMn5fqOfXgCBo6TJgsVoI85AS6yVBInIvWvB4yxMHeSfVRSXh/ZgrfnijjXHU701MCmJ4cwJ7LDd3oqetyqnhoVAy7V2byzr5Cipu1pAW5c9vAML48VkpudRvJAW49vt+1kIpEzE0Lsk/nd1wkr05DnJ+K+4dHoZSKuDEtiIt1Gv5YmUmUj9IRBXYFDZrOPHG9PU/cTy3FWylFb7JwpKSJdYv6cedPVwsjocDuhDo+3s/lNLK4ScuwSC8OlzR3uy8zwgut0cz0lADcZCIq2/SM+vSIo8gbHuXNP6YksvV8DRarjaUbTzM00ovnJsThpZRyqU7Dszvy2LEiEy+FlClJ/rzyR896372FDXwxL40BoR6cqnCOZJOJhTwzPg6bDdQyMesXZbAjrw4fpZSkALWTM2xGiAcTE/yY/PVxx6JXpzFyqvwsD420072vbAgeHxODQiKipFlLhLeCczXt9IRfL9SSV9vOgDAvbh8UxpBI7x4fm+CnpqZNz4u78+kf6kGUj4pILwXya87VC7XtjP/8KEqpiAC1jLRg17+RKzBbrAgFAmrbDXQYzWzPq2PxgDC+O1XO1/P7siGnkjemJvH073lOU+25qUGkB3s4qNNg79i3dE4dJEIhcrGI+elBDIvyorLVgMFsQSCAN/4q4M9raIvHS5t5aES0w+hIKMCpAdAVSqmIIDcZH3XSwa9FTmUruTVtLtkST2zPY1pyACEeCiSdGsJ5fYN4eGQ0Oy7WEumtJN5PRVmLjhWbzvDypEROV7bw6exUvuth0wfw9Yky1t6cweIN2Q6DxuWDwvh8bir3bTnnmEoLBPDoqBgMFiuv7ynkUEkz3y/sxyPbLiC7TjEP4K+SYunUpbe4aHL9KxGQ3mwhzFPB9M7Je78QD96dkUzfEA/em5nC3cOiEAvszs9vXbOhkomFvHxDgqMZaLHZrisnKm3WsW5hBvf8nEt+vf37eHNvIUfuG0a4p4JQDzmrTpQxIznAyZ+iw2jhjp/O8smcVCpadWzPq8NHKWF2ahD5dRr6BLm7bCp2mKwUNXXw5Y1p+KiktOhNBKhlHCtt5q29hWRXtKI19dI9e9GLXvxr1LYbKG3W4qmUIBYK+HxuGvf+kut0zVs+OBytyUJBQwdvTE0kxluByQrLfzzDsxPiKGvRO0k2PRUSvpnfF43BTGqQO+/OSOGZ3y86BiodRgu+Kmk3M+MrSPJ3QyYWIBYKeP9gMYfvHU5KoBvnr9ljKCQiVmRGsOlMFS06Eyarja/npyMU2JmZJ8taWLg2G6FAgMZgYVd+HduWDmLnxTo+m5vKyk1nnZKF0oLc8P8XhbRIKEBjNHNzv2A25Dg3Ie4ZFsnFunaatGaELqSqb+wtoE+g6z2vQGCPEz5Q1MhD285js8EHM1N4fkI8nxwuoVFrRC0Tcd+wKO4bHoXHdVgK/2n4b3WtEQgEREdHEx0dzdSpUx23V1ZWOlgAvejF/z8Q5a2kXuNat3QFUpGQxAA3IryURPlcf6t8PZd0iUhAq87M/C7TrsMlTXx8yK6bXbUgncXrrxbGcb4q/NVSmnUm4vxUDI/2prBRy03fZ9FhtPDUuFhHbvq1sNls1LQbsFhtuMvFDo8BT4WUMbG+bFs2yDEhlImE9sg5kZCkHhoIpU1aFq7Ptrurd2JSgh9fzeuLxWpjxaaz+KmlfD43jWAPOW16M15KCQqxiElfHXOawsb5qliZGcHQSC8mxvvx6eFiPjlS4igS04Pd+WZ+X/YWNLA+uwIvpbRbUXGouInbfzjNp3PTeGefXZ92pKSZI12OTyERoTdZEQgEqGViUnpYKAAivZV0GMw8Mz6e/YWNrM2uoE1vZkKCH8+Nj0MtEXKmpp0vj5VR1apnSIQXiQFqNt86gINFjeTVayhr1rF8UDjLN5112eH+8FAx++4aiodczNg4X85WtVHZokdrtDhibbpqpr2VElRSMdVtejwVEoqbdfyWV8fGM5X8vmww8/sGd+vaCwTw3IQ4Xv3zMlabvZiy2iDR35k6WN2m59kdeXw2N42SJi3lrTpUElGPmwiZWIibXOyg+0vFQg7eMwybzb75EAoE5Fa3oTFY2LZ0EOdr2tGaLGSEeuAhE3P35qusEmnneXaluFs2KJxILwUikZAobxU2GxwrbSa/XuOygZZV0cqIaG/empZkj5Q8Wc5TY2O7sScAnp8QR6CbjJ35PfsLbD1Xw5AIr26xPYDd0G5sHA+MiOKOIRE0dBg5VNxMtI+ajw4Wcbmhg0R/N96ZkcLx0mYyI72J9laysYfYOrBvEHNr2pzSGL4+UU6D1sSBu4dR0NhBh9FCvJ+KALWMlLf3AXCwqInGDiPPjbd/ppHR3hwoaur2+qEecoqbtCT6q3lnejIrNp1xasCIhHYz0p6aAVKREH+1DJPVysG7h+ImF6OSih2OxhfrNIz/3O72/NyEONbc3I/vT5VT1W5gSIQXKwaH4yEXozFaeG1yIkKBoNu53RU+Kim3rM/i6/npTPvGzvxr6DCiN1uRikWkBrpz3wh7HNPB4ian87OsWccv56pZmBHCDRY/Dpc2cdsPOWgMFhb0C3H5fnKxkHuHRXH7xtNOrI7Jif6sXdSPTw6XIP8X7KNe9KIXvaho0TFvzSknD5YF6cHkPDySnMpW6jRGEv3V7Mqv59FfLzA+zpeR0b4YLDYWrsvmTFUbt/1wmtenJCEWCsjvHMLE+KhQSgQIBEIE2PeVXdmT350s54ERUS7XvKQANSVNWn48U8WijBC+O1XBLeuz2XiL3Ufl6xNldBgtTIz3466hkby4O586jYEnxsRy1+ZcfnMhOV2UEcLhkiZ+OVfD2ao2bs4I4WxVKz8vGUBBo5badgOB7jIu13egMVrwkItdNtj7BrtzsryFp3/P48h9w7l3WBRbztUgFgoYEunNX5freeWPy7w4Mb5bRDZAbnUbNyR2N4NfOiiM+X2DKW/RY7LY+G3ZYH7JreaBrecZF+fLOzOSSQpQ09hhpF+wJwHuzvv02nYDzTojIoEAH5V9kPWfhP9XbGpDQkIICQlhwoQJ/2+8XS960Q0BahmR3kp8lFIatd0LnUHhnlxu0HBjarCTjr0nhHrKCXKXUd3WvYlwc3oIa7Mrut1e0apn1clyJsT7MiTCi6OlzSilIn6+bSACgYAEPzV3DongoW0XyKlsJd5PzXPj4xge5e1kFngF1W16fjpbzbv7C2nUGhkd48OrNySR4K9CJhbRqjPR0GHEaLGiEIvwU0kRi3qeGNZrDNy0Nqtbtuuu/Hru+yWXt6YlMyjci7y6doRCAY//doE/LtmnsnF+StYvyuDZHRf583IDywaFMyrGhzf2XOax3y7gLhezcnA4px8ZxamyZrxVMho7jOzKr2N4lA+pQe7M/e6Uy+MqbNRitdrwUkhcUvWnJftjtUGz1ojFZo/AeX5XfjeNOsDT4+J48Y9LbDlXw8R4P16fkohcIuJkWQsbT1ciE4t4owtP/HJDBxWtOv45PYXLDR2cr9GQHKAm0ENO/1APqi50Z41YrDYKGzsoadLy3clyHh8Ty4+d0TS/59UyNy2IDTmVDIv05qFR0bRoTRgsVvoEuuGjkjjeP69Ww5GSJt6YmkhmhCcfHCympt3AoHBPHhwRzYacSgfVTiYRYrFd/bx6k4VWvQm9ycwDI6KZ/u0JB33vaEkz/5iSyEoXko+nxsby3ckKBAJ4a2oyAgTkVrfjpZSwc0Umj/12no9mp/LtiTJu/O4UYZ4KYnyURHc6FV+RucjEQjYsyuCDThOh1EA3FmaEIBIJqWs3sO18DW/sLaCyVU96sDvvzEhhR16tk1v++Hhf7vwpl3g/FS9MjMdLKcFfZY/Se3d/IZfqO4j3U3HPsCjyattp/hf0dqVU5JBrXIsrm5a0YHfmrD5FuKeCzAgvFnRp2tVpGjlQ1Mi7M1LwU0kpauzghgQ/lxsnsLNXsq5hkQBsOVfDn5frWbOgH09tz+P1KUk0XGOOdKFWw8qfzhLsLuePOzKZueqk02TIVyVl/S0Z7LxYR6veRKCbjO3LB7M+q5JLDRrSgtxZkRnBpToN70xPdpmw8f5M++doM5gpatYxMNTDKb6oq1fGm3sKeXVyAq9OSaLDYEYtE+GvlhHupaS0WYvFaiXUQ87tA8P4woVcJjXIDYvVRk27kYNFTYyK8WF/YSMCgb0RCSARC4n3U1On0LNrZSZbcmvYdakOL4WERRmhtOqM2GzwyG8XHI1FH6UUSQ/X6/oOAwvXZXdLLNlxsQ5/tZR/TEkk9G/6ovSiF734z4TWaOb5XfndDFd/OF3F9rw69tyZSainhfPV7aikIn5aMgAfpYQTpU3E+bs5GG+17QaWbjyNl0JCmKeCBq2BHcszkYmEvLg7n1qNkeSAqw37YHc54+P8GB3rw9677EOgDw8Wk1vTxsR4P16bnMhjv15gf1Ej396UTr8QO3NPa7LQojPx9rRkMkI9+OpYGTd9n+XweVFIRKQFuXeTZXrIxdw6IIz7fznHhlsyaNObuVinwV8tw2yz8caeS/QL8WSA0G5Ke7CokU/mpHL7xtNOHipeCgmvTU7kjp/OMinBn6yKVtxlYg4UNWKx2Xh7XyH+ahmfzkmlf5gHyYFujvSsK99xnK+KkM6oVQ+5mAX9QpieHMCx0mYnVqVAAM+Mi2P9ogyW/XiGvy43MDLah9cmJzjth3QmC6fKW7jjp7OOPdPIaG8+nZtGkr/6bxti/29Hby5NL/4joJCKiPdTsXnJAKZ8c9yJFhzkLuOd6SmEeMj+dnyHXCxk1U3prNh0lvKWqxPDsbE+rMgMZ9znx1w+b3NuNePj/eyTqgRf5qSF8M6+Qnbk16GWirh7WCRfz+uLSGifrvqqXDMJ6jQGVvx4ht+7dEd/u1DHzov1nHhgOB4KCe/uL2L1yXLHFPHlSQkMi/QmpMsmt0VnoqbdwNmqVqK8VZS36HhuQhx9At0xWqz8klvDtvM1bLtQy4rMCGb3CeS5wDju+SXXKQv9cr2WG746zvc39+OlSQlUtemZt+ZqsdSmN/PP/UWcrGhlVkogF+qaSA5wY112Jc/vymfDov490tbATkuf1SeQVddQqD0VEpYNiqDNYGTlptMcKW1mXloQW28fyM1rsx0NAqEAHhoZzegYH5Z3Fj+78usd2rHpyQG8NCmB/u8fcHr9pAA1dw2NYshHhxwNhD8u1fPx4RK+nt+XRq3RiW1wBf5qGa/ckMDmszWcrmolxsd+Xm08XcXmJQOQiARMjPdjyYYcJ0OxualBHLp3GG/sKWBDTiXfnapgYoIfif5qXp+SRIiHHIlISEOHfaIQ4CajTW/GWyElOcCN6jY9x8ua+bpTY//ixATmrclycgg+WtpMjI+K35YN4pPDJeRWtxHlo2TF4Ahyq9v4Obear+f3JaeilbR39jkWVy+FhB8X9ye3qpVZfQKZnRpEu8FMY4c96nBMrC8+Sim+KinxfmpEQjul/Isb05gQ70uop4IWnYlnd150HB/YNXkLvs/iyxvTyK1uJ7uylQlxfiT52zcCx8taHBsBgQDWLcrgyxvTOF3VRnmLjpf/yKekSceM5ECWDAhzMoHrijmpQT0a4E1PDgBgX0EjZ6raeH5CPLesd/3YF3fns/euoRjMVgaGe+H3x6VubsYioYAnx8Qyw0VEEtgdm0VCAd8vTCfUXUFhk9bl4yYl2JkxT42LRSoSUtjQ0ZlIIWLlprP8c3oyey430KIzMSsliBv7BlHWouNAUSMzV50g68GRCAXw5x1DeHF3Phdq24n3VfHR7FROlDUz57tT1LYbGBbpRfCkBNRSMe6dFMgrCUlioYC1i/qx6kS5k19BiIec7csGkxrkxm0Dw3lh10XmpYWgM1tYl13pKMqHR3nz+pQkmrQGTj44ghd35dM3yJ39hY1MiPfrlpHsr5ZjNNsYHOHJ1GR/lBIRZqsNi9VGdbuBEVHe7OuMEnxkVDRB7q41+Pl1mh7jSTfkVPHUuDiX9/WiF73oxRXUagysczHAAbt8M7uyjbNVrbjLJfzVeS0WCwV8c6Kcz+amdntOs87k2Jc060x8cKCIX87VkBHigbfSfu1NDXLj9SlJvLAr3xEhHOGl4KPZffBUSNhyroalG09z+8BwChrtUXp5te2Eeiq4f8s5jpU28+XxMu4eGklDh9HJ1PWBLedYtaAfJ8uaWZtdidZoYXpKACsGh/PnpTrem5nCsh9POw2zPORifl8+mM1nq3j0tzxkYiE39Q0m3FPBtqWDyKlsJa9WQ78QD+L9VHx2pJj7hkfhr5ahlAjpG+LBTR3BfHeqgunJATw2JoZ7fj7H3T/bG+IBbjJenBhPSqAb354o5/kJ8UT5KHl0VAxDo7z56WwVWpPdFLsrbDa7QeAvtw3gyH3D2JBTSVGjFqlIiK/q6vT+Up2GsZ8fdWKgHihqYuQnhzn14Egi/0Ni+/52wT979mwqKyv/J4+lF734H4WnQsrQSC/OPDyKA0WN5NdrGBTmRVqwOyHuMhR/M5e5ocPA2qwK5qUF896MZCw2aNIaCfaQIxYIWJdV0SOt1dK5cZ0U74fGaGHYx4cc+fK1wCPbLvDz2Wp+vHVAj8U+2Kn3v7ugQl2Jxluy/jSHSq7SgC/Vd7BgbTbrFmZwY1ogErGI2nYDL+y6yJfHypCKhGxdOoBP56Tx9r4CXvnjMiqpiEUZofx820AWr89Ga7Lw0Lbz/LxkAK6kui06E7dvPM0fd2T26Oq9v7CRJ8bEojdbWLrxtOP2doMZlVTkVPx2RYyvyqGlXptdSbvBzIQ4P+b1Deaf+y4zv28I+ztpz+tzqrjU0MGGWzJQSkXoTFaivJUEqKU06UzdaMejYny4pX8IewoaulH0HxoRzSO/nu/GFrBYbTy09TyfzU3tVvArpSL0Zit3bT7H42NjUEtElLTomJsWxOaz1SzZcJrdd2Qy5MND3c6TzbnVxPupuKlvENVtepRSEWqpXaZQpzHy6K8XHLnpwyK9+WZ+X3RGC216I3KJkAXfZ3Gw2P49yMVCbskIddlIWZtdwe8Xa9m5fLBdJy4QsOdyPa16M1tvH0B5i55Purilg31zMv3bE+xamUmgm5TteXU8vO3q31ktExHlraTdYGZcrC/9QjyI9lHx3oEi4v1URHqrqGrVOxX7XfHyH5d4e3oyLToTM1IC8VFKyH54JJ8eLiG3po1obyW3DQwjt7qNFq3JEesmFwuZlOBHXYeBW/qH8FterZOGMcFPzcJ+wYR5KNCbuv8ux8X6Eu2jollr5MtjpQgEdj16T2Z5bXozGoOZJH81Ed5K9t41lAe2nHNEJ6UEuvHixHhs4JJKD3ajwsQANblVbdzwld2M0lVc0qREfxavz8Z0pNSRH1/fYXQ0GA4XNzElyR+z1cZj28+zv7AJs9WGUAAbbsnAQyFBIRExRC7mg1kpWKygkAh5afclpwn+zvx6/rjcwPZlgxgY5oGXUsbctCBe31PAvL7B7LpY3416WdmqZ8KXRzn5wEjCvRR8OCuVWo2BZ8bF8fiYWCpadBgsVrIrWpn+7QladCbGxfryzowU3j9YRJS3kk/npOLpQmPpLhcjAG7feJq8Wg1uMjErMsOZlhTA4oxQfFVSJCIhtw8Kc5kMUttucPKSuBZGixXjdcywetGLXvQCwGC29pgCAvZrzeSkAOZ+dwqD2crzE+OZteokFqutG2V8QXowC/qFYDBbkYqEBKilDjlbTlUrr0xORCiA16cksWhdthNdvrRZx8xVJ/l5yUDHIMdXJeXzG9NYuekMla16ti4dyLHSq/uRr47bXewFAth0pgqrDdoMZr46Vsoz4+MI9VQgEgjoE+TG3DWn+HXpIFZuOtuNudqqNzNvTRavTE5wrGkfHipm96V6XrkhgaUDwxEKYG9BA6XNWoZH+XCgqJGb+4UQ6iHn8yMlRHsr+WZ+X9QyMUM+POTE1qxtN3DX5lx+uCWD0TG+9AlyQy0VkxHmwZzVJ7lzSASrejC7BXvk4PSkQE6Wt3BDgj9yiQhpp1yrXW/ihd35Lp38m7Qmtp6r4YGR0T2+9v8l/O2C//XXX/+fPI5e9OL/FYhFQmJ8VcT49uxKfz0064yUNutoN9izsGenBhHjoySnshUBdgr4jD5BfH7MdVEzIyWQsmYto6K9eXrHRUex3xWHS5rJrW7rcXIFOCbT12J8rC9KqZjnJsYjFwvZdbGODw8XOya8z+zMY2C4B74qGVvPVfNl53Fe0ZFP++ZqF7TDaOHLY6UcK23m3RkpDgOx53fls3xwOE9u7+5O3tBhp9325AwOcLGuvVu03qYzVSwZEOYUyXUFPkopCX5q9CYTJU0dvDsjGaPZxi+5VcxadYLvbu7HK39ccnrOqfJWbvjqOGceHsXwqKsmdVYb3JQezPdZVzv29w+P4ukdedyZGdn9vVVSl5pvsBdzEqEQoQBHA0QggHemJ/Pp4WIOlzQxZ3Uzf96RidVq5ckxsTw3Po7SZh37Cxt7bAp9dbyMBH81dw+LxFshQSYRYbTYGPf5Uafz5XBJEzd9n8Wx+4cT5C7n97w6R7EP9saDq/PrCpq0JkpadCxen8ONaUGsHBzBtOQAylv0vLHHdZqF3mzlZHkLh4ubuDkjhGgfpUMfrTFYyK1ux1MhYV7fEKZ9c9xhaPTegSIGhXlypro7xf0KKlr1RPso8VJIHOd+coAbz06Is5tM5tfzj78u8ebUFL48VsorNyRQ227AWyllZ34dW3JruDkjmHUL+3GkxO7oPjHej/O17VS16ilp1pLz8Ehe+/My2y7U4K2U8sCIKBakhxDgJqO5U+pjs4HoX1D85GKhgw6eHODGR7NTya/TYLJaKW/W8dTvF3lhYjzhXgqX589Do6IRCwTM/z4Lqw3+8ddlvp7fl9t/OO3UoFFLRY7NZovO1K2BIBEJiPFRUacxcEdmJE+NjUMAhHoqCHaXO8xGFRIx/9xXyM+5Nfy8ZIDLaEuL1cbjv+Xx1fw0BiplhHspWDYojIkJ/izpgRlRrzGSX9dOuJcClUxMtEyMyWLl+6wKB5OmK/4qaOB0VSv3DYvglRsSuhmGXsG+wkZmdWFHtBvMvLu/iKzyFl6elMjToXFEeCnw6kGDmVPRcl26vlomQia5viFiL3rRi16opeLrZtcnBqjRm62OIr5FZ3Lsoc5UtTIy2l78vjY5kRadiflrsgj1lOOvlmE0W3l9ShKv/nmJrIpWvjlexo+L+3OstNmlNt5mg0+PlLBicAQdJjP+aim78uscTKZrG9omi41b1mezYnAEv9w+EA+ZhHaDmf1FjUz88piD6frs+Dj8VFKqWvXkVLpeo6va9HjKJU77nYt1GjqMFnIqW4jzVTMxwZ/6DiNWm41b+oeSXdHKczvzifFVEuIpJ9hDzpbcmh5TlD44WMyW2wbgqZBS1qzlrp/sskMvhcSpkXEtKlv1VLfr2VvQyN6CRj44WMz+u4cS46uizWDm6HWeu+tSPXcMiehmdvx/Eb2U/l704m+iWWvkg4NFvNzFBf7bk+X0D/Vg1YJ0Mj88hNZo4dj9w7kh0Y+dF52Lch+llCUDwvBWiWnWmVyalVzBuuxKJiZ0Ny25And595/ugyOiGRXrTXWbnqOlzdRpDAyP9ObQvcOZv+YUl+o7KGnSoTFayK1u4K19Vw3ylg8O5+ntF112Qc9Wt6GSijhR2gLY89WjeqBAKSQirDYbIqGgx2xUX5WU+mumzlvP1/D9wgyq2vRs6eLQHeIh5/Mb07hlXRY39g1mcqI/D207jwABD4yI4tExsTy87UKPzvcHixtJ7XSlb9YaadaaWDIwjKyKFi7UanCXi2kzmMmv6yDOT+W0mIF90ns9eCrEPD0ulpPlrUR4KZmeEsCaU+UOx3mL1cYTv+Xx7U19UUvFBLrLSAv24OGt3XNwr6Chw4hCIkIpEdEnyB2zxcqqE+Uui/cOo4WvjpXxwoQ4Pjlc7HRfs85EqGfPTSMPuZhQDwWPjIqhX4gH2ZWt3PD1Rb67OZ2KLlRokVDAisHhTE7yx2C24q+S4aWU8MzveXw4qw+/XajlxzNVGMxWpiUHcPvAcB7eds7Jvbixw4TJYkP9L1g0FquNokYtviqZY/Ib6CYn0E1Ov2APBAJ7sX1HZgQ24Ghpk5M+/fvsCjJC3Pl0bhqejRLGfXHUaTqTEeLO5tsG8sbUJERCAQFqmcOzw0spZUVmBMfLWtCaenZHDvGQE+Qud5osx/uqkIuF/HGpntyadh4YEcXwKG92r8xk/posh15SJBRw55AI7hoSySeHi502To//doEPZ/XBYLFS125gaKQ3AW5S+2+4pLtpn69Kyvz0EKZ9e8KJ0ZAR4sGmJf1RyZy/677BHuTVapxMBK/F2eo2atsN1LbrCXCT88oNiVS3G64bDVV8TUOjtt1w3WnMl8dK2XL7wB4ZTNVteh7c6rrhtL+oCYPFyuXyFmJ8lFistm4TfqvVxupT5YyJ9SU5QO3y894/PApPF74ovehFL3rRFcHucl6fksjSjd0bmAPDPBAApytbGR7lzZGSJicj0Df2FLDhlv6kBrmhlorYcq6GjYv7Owx0UwLc0Jos/GNKEjO+PUGcr4qkAHU36eIViIUCpiT6kxrkzm8XatiVX8+oGF/UMgmv/HkJuUTYLQXKZLHx6ZESPjtawq9LBzH92xPdXtdLIaHDaOH6ux3QGC1IREInxuOmM1V2s2CBgC+Pl/FzbjUysZB7hkYyPSWAn5YMwAZ4K6XYbDb2FDT0+Pqnq9owdK7Xte0GR9Mjr07DwDBPTvfA2hoY5ulk/FvVpueVPy7x3swUpCIhQW7ybrK7K4jyViC5jrfV/yX0Fvy96MXfRGGj1qnYv4KsilbWZ1fy0sR4Ht+eh6dcwsezUzlY1MjHh0vQGCxMiPdlTmoQKqmIZH83LtRqkImFPVLYlf+i2zgpwR+4WjSmBbkzOsaHeo2BOzfnOortz46UEu+nYuPi/gz96DAmixWJUECH0eKkb00Ldu+mj+qKg0VNFDfbJ7khHnLaesiHv31gGDYbzEoJZHNu9ymiTCwkNci929TTaoMlG3J4dHQMOQ+PJLvCrolrN5h5ZNt5LtV3kFXZhp9axvMT4hnz2VH2FDTw4aw+yK9zsfbo3NSXNWspaNQSqJby9dESHhkdg1AgwGi2OIze1mdX8uKkBE6Vt+CtlHKhth2TxYa3UkKTtvvnlYmFBHvIuW94FPsKG1mbVcmc1Se70f9OlLdwvlbDsh9P88DwaO4fEcWoGG/e7zS0uxbJAWrKmnUMCPOgSWuPh9yV33Nz6K+CBh4aGY3xmve12eBAUaNDSnAtnhoXx5dHS8ipauODg0WOc7G2zeDI3hUJBaxekM7Oi3XMWX3KSZf9waxUlvyQw9AIb75b0A+pWMgPOZXMXn2yGx1+WrI/apmYRH81ConIJV1+SIQX3gopJouNxg4jbjKxUzF3JV6nqlVPXYcBkUDAa3921+tnV7bZz6cfcrr9LbIr23hjTwHvzUhx2dGflOBHeog7Hxws4r2ZKSy9xpBIJhayflEGIddktwuFAiK9lazIjGBFZoTTfbtXZlLXYUBrtOCjlKKWihAL4XIXDwywmzQuXJfdyXCQMTHBj9GfHuHr+enMWnWyGyPkg5kpLF6f0y2CKbuyldt/OM2qm9KJ8rnKZJqbGkRFi84RPegKQgFIREKMFhvVnZGPC/oG88DwKPLqNKilIualByNAwIGiRr7PqqBPZ+KHxmCmpt2A1mhGb3Z9XQPQmaxYO79Tq9VGWYuOQ8VNZFW0MDjck9Qg9+syhA6XNDEhzpevjttdqG/uF0y0t8rRuBEIQCUV89zOfL5f2I839xQ4NP8ysZDlg8NZ1CkL6EUvetGL60EoFDAjJZBvb4Knf79ITbsBiUjAwn4hvHxDIiIB/HW5nsfGxHDjd83oTBb81FLqNUY6jBYWrM1i860D+ORwMU+MjeWW9dlO+75IbwWbFg9g54rB/HNfIU9sb++R+fTR7D7szK/joW1X937vHihiUUYIb0xJ4rfztSzuH+qyYTA3NYi9LoptiUhAnJ+a+4dHEaCW9Rh9KxCAj1LiVOz7qaUMDvdkft9gxn1+jMq2q3vKu3/OZU1WBT/dOoDgzvWyw2ghKUDd7bWvINxTgdFipapVT1MXFsBvF2r5bdlg1mZXdts7KCQi5vcNYfq3x51u/+F0FU+MjSUpwI2nx8WyYG22y/e8Y0ikS1nY/0X8Z7Q1etGL/yIMZgtrsnqeWq06Wc7oWF/uHx6FRCRg45kqLFZYc3M/ttw+kIdGRpMc4MbAcC+UUjG+Kik3pQf3+HpLBoZd93iC3GV8MCvF8f+VmeEopELu/jm322T9Un0Hb+0tYPngMOamBnGuup1L9RoyQjwcj9GbrLjJeu7/KaUiB5346XH25IBrowmnJwcwIyWAOd+d5K6hkcRdI5sQCwVsXNwfD5mIYBdyBbPVxnen7JPsh7adZ+G6LJZuPO1kDvjegSL0JivDOvPpH/vtAvePjHJ5zCKhgFEx3lyobePTwyXMXX2SSV8dZ/GAMFadKCfITUZRo5ZANxkCgd0kcUSUN8Hucuo0BqYnBxDvq2L1gnSXr//ixHj8VFL81HIqWw38eqHWpdZPLhZisdrQGCy89tdlXtydT3qwB6Eerqfvj46OZW12BY1aE8lv7WVddsV1YyAD1FKEAnt2/LV4Z38RM1ICeXpcrGNiHuap4P2ZKfQP8WD1qQrOVLV1Ru7Bm1OTCPdS8OTYWMAe07O3oMHJhA3scYlP/Z7Hc+Pj2Xq+htmrT2Kz2Z3dr12Q/dRSpiUHUtaiJdxTwXc3p3dbYH1VUt6enszUb44z6tMjZH54iA8PFlHXJUqzocPI2eo2jpU2IxYKadaZXJ6z8X4qDpc09ai7XH2ynNoeIjpDPOwmRHdmRnK8tJmdKzJ5ZFQ0kxL8eHZ8HGcfGcXgCM9/y9XX301Gn0B34nxVXKzXMOHLY4z9/CgDwjy7PVYuFuKllBDppcRgtlLVZuCd/QUcvHcY05IDcJeLifJW8uLEeKJ9VT3SLw8UNZFf30FZ81UzwDAvOUsHhZEc4EZP+5vJif4YTVZEAtiQU8GsPkFszq2mqEnLi5MS6BvizsPbzneaOun5ddkgon2UtOlNrMuuIOHNPXx9vIyZfQJ7/D7m9Q3Ct9OoL7e6jX7v7ueDg0UMifTGaLGhNVkQX2cD5q2QYMPedPrrcgMD3j9IdmUrde32zaZAIGBFZjgNHUYWfJ/F0Ehvttw+kI2L+7N+UQYDQz3xVkr+Y5yZe9GLXvzX4N3JzjzxwAjyHh/DxSfG8smcVMI8FXgrpUxODMBdKubA3cM4XtrEp3NSHYMErdFCm8HMwoxQVvx4ptuQp6RJx+O/XUBnsrA9r47d+fVMTwng2stTnK8Ks9XG1nPdU2HWZVfi7yZje14tI2N8uHdYJEqpvaEtEwu5e2gEr96QyO95zoMDkVDA2oUZSIRwqV7D2/sKuX+46/3ULRmh7OxkpbrJxHx5Yxr/nJ5CQ4eJddlVfD4vjVsHhDo951hpM6cqWgC7z9V7+4vIjPDuscC+c0gEL+7O50hpE/Uao6Mpa7ba+D6rnEP3DuPXZYP4ackAvrgxjRvTgthwSwYv/5Hfbb03W63UtBswmq2MjvXl7qGRTveLhQK+md+XKK//nKSW3gl/L3rxN9Cis7uR94Q2vRm5WMjdQyPp996BbvTrj2enOl0MPRUSFvcP5a/LDU4FLcAdmRHE+top8xqDmWatifoOA1YbuMlEBLrJ8VBIuLV/GBPj/VmfU0HfEA+OlTT3WORsOlPNzhWZhHvJGfnJYYQCIe/NTOFoZ+zY5rPVLBscxvsHil0+f2SMD+8dLOLOIRHMSQ3CXy3lxAMjqG3XAwJEQgGtehNFjVr8VDJuXpfF9mWDudzQwdGSJgLcZKSHePDxoWI75fjW/oz7/KgTVVguFvL9zRnsyKvtUXueX6fBYrORFuzG4ZImDGYrVivEeCsdTufyzinefcOj2F/UxI+nq/CQi/l+YQbZFS3kVLbw7Pg4Zq46icFsRWO08MHMPhjMVsZ8dtTxXr/n1fH+gWJ+Xz6II/cO49mddpfzaB8lT4yJpV+IBz6dtOQpSf488uv5bqZ/we5yHh0dTZCbjNU3p1PWpGNNVgWPjY5lz11DuOuns/xVYJ8+BrrJeHZ8HFkVLdzaP9RhbvfO/iI+mtWH7Xmup/yPj4mlSWdiZLQPUd5Kirs4vlusNl7Znc83N6UzIyUQoUBAdkUrX58o5Zlx8bjJxA4H35cnJZJT2coT2/N4dHQMb05NIsFfzfwuaQtdcaaqrTM1QIDJYuOp3/PYvTKTl3bns+tSPUKBgGlJAdw5NILF67N5b2YKfioZY2J8OPXgCDbkVFLarGN4lDdpQe7c/sNpCjv9ABq1Rh759QKNWiPPjIunvsPIrRuynfLoR0Z7s/6WDG5e65xC4C4XU99Z0Mf6qpCKBBQ0aB0TcoPZisZg5khJE1KREE+FBD+VBA+FfXMR6qFg6eBwmrV2P4pR0T4YLXZ9pqvIznqNAYvNZo+I64FtYrZY2Zxb7RSFGOurwl8tpU5jRCUV8fKkBKK8lZitVmJ8VUhFQp4dH8e5mjY2ZFewsF8I9wyN5GKdhk1nq0jsnKz3BI3RzIGiJm7pb7+WSEX2a8ePZ6p4fUoST1zjwRHkLuPxMbFIhAKMFhveShkzvj2BxWrjyxvTuH9LLqfKrzYYfjlXw46LdRy7fzgioYC7Nufa86djfEgLcufr42UOJk+Qu4zlg8PJCPEkOUCNDTt1/7aNp3lufBzpIR7M/e4UrXozdw+NYHZqIJvOdGelSEVCIryVqKRihn18iO8XZvDEbxe4f8s5Pp7dB6sNAt3lxPqoWJkZwZfHSvnHX1eZS8kBarYtHUSAW89Sl170ohe9uBYCgcClL0h1u4H532dhMFvxVEi4fWAoEZ5Ksh4aSb3GiNlqw1Mh4nKDtkft+t7CRh4fE+v4f3ZFC5/PTeP+LeccE/W5aUGszXKdFgD2BKDpKYEs3XiaualB/LxkAJ4KCdVtBnZcrOWjw0X8sLg/2RWtHC9rJspbSZ8gdz4/UsJDI6P54lgZFquN16ck8ta0JN4/UExVmx4fpZRHR0eTGuTG/DVZCAX2QdbLf1zq1nB+bXIiSwaEOsXrfnO8jBsS/Kls1ZEQoEYkgAN3D+XeX3LJqWzr/G5h+aBwANZmVTKvbzDv7Cvk7enJLP/xDJMS/Jic6M+sVScdqVgRXgq+mteX1SfLXSYlTU70J7uyhYwQD0dq0r3DIzle2oJCImJAmAcBalk36dv/ZfznfNJe9OK/gF35dczsE8iGnCqX94+P80UlFbNwXZbLYvWBreeYlOCHuvPi4qmQEOOjYv2iDI6WNrPjYh3uMjErMyNI8FPjq5LR1GHkUEkTde0G/rHnMiVNdjruTX2DeXFSAh0GM8fLOi9oKilusp5lAGarjUA3Gb5Ke2TagaImfrtQy9fz+vLSH5fszuaPjWZfQWM3ndSHs/ogBP5cmUlygJtjOhfiIadZZ+L2H06T3XnhD/GQ89LEBIqaOthb0MB7B4pI8Le/33M78zu/y3qGRHqzZekg9l5u4FK9hng/NSNjfAj3kjle3xVifFR0GCy0668WeDKxkD13DeVwSRM5FS3c2DcYqVjI9G9PODVT1mZXcu/wSG5MC2LRuhzHQvrJ4RJOPDCCIR8d6vZ+jVojj/2Wx4sT41m7sB8dRguyLoZtVxDsLmftzf3YX9SERGQvqlcOiUCA3Um9olXPmFhfCus7eHpcHB1GMymB7qy7pT+17Qaq2vS06c0cK21iTKwvu/PrHd30eo2RvDoNT4yJ7RY599DIaDJCPGjUmdieV8vvywezPqeCddmVCLBH0Y2I9uHBredZu7Af9/6cy95OevPLf1zi+4X9uPOns+hMFmL9VI4IoH/uK2RcnC9DIr16NBcEaNWbGB3jg7tMzEOjYnCXi0gKcGPp4HBsNrtr77w1p+zshj8v89W8vkR4K/FUSLlvuBSTxYrRYiPprb3dmiVgb3bcPjCcFZvOOBX7bjIx5S16Pj1czEMjo3mli9Tmcn0H705PZmS0Dxdq29EaLaSHeJBV0cJrf14mxkfF/qJG7v3ZrhMfHO7JuzNSiPNTOenKuxrCyYXdf1tVrXq2na/hkyMl6EwWbkwL4o4hkS79Lara9Dz2q3NyxWO/XWD1gn68vbeAB0ZG89WxUu4eFsXu8/XcuTkXk8XGrD6BPDU2jtUny0gJdCPjvQMOpsXT43r+vQsFIBeLWJ9dyc39ghEJ7Y0Ig8VKiIeC7IpWti0dxPa8WuraDWRGeBHnp0ZrtDAg3IO6diMPbT2HxWojwE2GRCx0KvavQG+28syOiyzKCGX54HD6BLrxxp7LPD8hgV+XDmLVyXLaDSamJQXy9r4CXvvzMr4qKQ+PjGFuWhBvTE1CKrL/Vq/QSFefquDwvcM4W9VOfv1VXaZYKODLeWmUN+swWazIxCKe3XGRe4dF8dC2852baQGB7nJ8Ozd4i/uH8tmREtoMZhb3D2VIpBehPdBle9GLXvTi30W9xuDYS2iNFjIjvPniWClrsyswmK2oZSLempp8XQYl2N3z7xgSwZQkf/7Ir0cmFHLo3mEUNWrRmSz0DXZ38je6Fi06EzOSA7h9YBjTkwNo6DAy41tnKdi67Cq2Lx3E7kt1+KmkPLfjIudr25nXN9ixrjz1+0UyI7x4cWI8wR5yAt1kaIxmLtZq2L58MAJgy7kal+yyZ3Zc5Ndlg1jbhRHopZRQ3a7n3f1F/HDa7vWTFKDmzanJyMVCChs7iPdTU9uuZ+E6uzlsfbt9z/NLbjW/LxuEXCLqFqtX2qxj6jfH2b0yk5/OVjt9TjeZmHuHR7Hncj2qTqaDl1KKl1JKov/1G+X/l9Fb8PeiF38D56rbmJsWTEqgWzfNrFws5PExsQiBY53GdtfCYrVxqqLFKR3ATy3DTy0jzEvBjalByCVCx5QRoLCxgwaNkZU/XZ0Kmiw21mZXcra6jQdGRDvuk4uFbLp1AOPifB3xYF0R76fCWynBUynl4zmpDP7gIN9nVXCupp3nJ8ThoZBgs1l5cVICrXozh4ub8FJIGBHtzS+51by0+xJPjo1hZIyv4zVLm3WM+vSIk3N4Zaue5ZvOcOz+4SzdeJqadgM1LtxtN56uxGSxUdWmJ8xTwZHSJt7aV8C5R0czONyzR533AyOicJeL+fWCfeFTy0SEesoJ81KwwCuEQeGefH60BJPF1o05AfDxoRIWpIc4ddojvRUcKm7q0WTwQFEjWpMFgQCnv1+T1kidxkiL1oiPSopaJqa0WYvZauPjOaks2ZDjZCb47v4iXp6UwMGiRjRGM3G+KvzVMvxUUrwUYpq1Jvb+/9g7z8CoyvxtX9NrJr33SoCQAiH0qhQbTXqRKvbeVteyuqvuuvaOCkoRUBQQESyASIfQQgglIQnpvU+ml/fDJEOGTFh33939u7tzfYKZkzNnzsyc8/zafV+q5/Yvc7pVAp7/MZ+f7hjM1H4hHC1pAoGA6xIDCPWS4auUojdbOVXRyrM/XGRsfAB3DYnBTyWhb5AXnx4r5eMZqby0q4CJyUHOgP9URQtP7TjPyzf1plegio8Ol7i85u6Ceu4ZFttNBKgriQEqHhsdT4S3gi9yKtCZbLyxr4g39l3ZRiYWMj01lEgfBfYOWSCRUEC4t4J6rZHc6ja3wT44qvFNerNzBrtXkIr3p/ZDKRWjNVqw2u0Eecn46EipU0V5ZloY52u13PV1rosA462poXx4ayoikYDXughWHi1tZtbaE2xZ1LOQ3NVUtRqYufa4S2XhlZ8L+TS7jCP3DXeZnQdo0Jm7qS5fqm/ntg2neHtKX7blVbNoYBT3b8l1djkArD1RzvZzNey5cwj1WlO3sYqbege57fyYkRbGjxdrCfOWOYN9cMxQdo7nTF99nOsSA/BRSFh3spysSF/uHR6Dv1LGuWqt83gHRHg7rSDd8f3FOh4dHc+EXkHMWHOcNyf35fHt57hU386z4xKZkBTIjSuPOj/jWq2J3+04zy9F9UxNCUVrsrrMjOpMVm7/MocvFvQnp7KVE+UtBHvJGJPgj9lqZ39RIxfrtLw/rR/17SYiO4Qpm/UWJEKBQ6dEJHReXwdF+2CzOUZ2PHjw4OGfSdfryqOj453X7E60Riv3bsnl8P0jetyHr0JCgEpKkFrK5FVX3EnYeYGhMb58Pq8/erOV6xIDuFDrXnR1Ut9g+kdoMFptiIQC7DgKMF07/pr1Zj49XsZtAyJB4LAJfHLnBWf7fydHSpqw2Gz8bmwiY69yB9qyaCCrehAVBNh7qZ4h0b4c6HAMum9YLJNXHeNM1ZW10PkaLZNWHePzef1ZdayMNoOFZ8cn8cCIWBIClGRGevPChF58ml1GWYuevYUNbtdnZqud9Scr2Di/P8//lE+z3syYhABmp4fz7Pfn+WhGGuL/EUG+X4PnTHjw8Cu4LimQuZ+f5Iv5A7hvWAzecjFioYAbkoP4Yflgon3l6P6Gr3NPvs+BKhnBGrlLsN9qMFPcqOPlPe6F9M5UteGnlODbMZdtsNiYtjqbp65L7LatQACfz+1PrdbEi7vy2Zpbze47h/LqLX04XdnC8q/OsOpoKSKBEIlQwO++O0dhQzu/FDUw+dNsVh4rY3CUDzf1CSa3qpX8Oi2tBjPb8qp79BkvatC5FbrrpEFnRi0TcaC4kQ2nKthf1Ei/EC9aDBae+O48a+dmuMytS0VCfjc2gZFx/vxS1ECLwYJAAJ/OSidUI+s4v1beO3iZqSmhrDnec+vbhpMVjIrzd/5fIhRi6MFzvROLze4SPJa36Jn/+Un6vPIzpypbuW/LWSZ/ms0PF+vwUUj44NBlt84Bz/5wkdkZYTzz/QWnEn5uVRtpr+2joEHHqmNlPbb91bebGPfRET4+Wkqz3kyAypGx1pks/HFXAV+fqcJmg10F9Ty2/RzP7LzIcz9e4P6RcUz5NJujZc0MiPB22ee5Gi2LN55m/cly9G6+nzvP1zAjzb3WRK9ANWer2zhQ3MSHR0rYecHRxt+VSX2D+XphJiqpiCMlTfx5zyXyqtvQGs2UNOq43KTHSybm3akpPTo/aDtGDm7pE8SGeQNYcaSEyZ8e476tZzlZ3kJhfTvr5mQQ6iVjakowywdHc8dXrsE+OMZWLDY7ZU2Gbsrt5S0Gzla3OefA/xanKlrcthHWaU28sa8Io8WKzmThUp2WHy7UdkuYTOsXwqu39GFhZgQqqZicylaKG9tdgv1OmvRmVmaXdnPmeGNfEYuzopiVHuaciZSIBNyWGcGUlBA+PFzCskFXBARNFisSkYB+wV7MSg9j3bwMon0V+Ckl/GF8L25IDnTa+Nm6ZGCMFhtqqftugihfBcmBagJUUlYec4yghHnLya9r7xhBkrgddQHYeaGOMG85tdru5/x4eQsz1pzASy5mVnoYWZE+HChuZNT7h3j6+wu8e/Aycz8/yZc5lcT5q0gJ8aKkSUeDztzttcRCoSfY9+DBw7+EIJXDwhRgaIyvS7Dfic0O2/OqmdbviraJRCQgLUxDaqiGZ8cl4qOQuHSqBaqlDIz0oarVSEWLgbEfHuaWPiFOLZ6uBHvJGBDhzeC3D/LQN3lMWpXNE9vP8/6tDp2Brnx3voaC+nbmrDvJwCgfkoPUmK02gtSuIqZPjk1k8cbT3TpWTVbbNe1+m/UWZ1V9dkYYVW1Gl2C/Ky/tLmBmWhgj4vwoazFQ02YkUCXjp/x63jt4mYWZkaSFenO6wr06PzjuFeHechYMiODeYbHozVYe/uYsv78+iaBraB/9L+Kp8Hvw8CtICfFCIhIw4v2DvH5LHxZ3zBuZrDYUYiERPkpq2gw92kABZEX5/urX05utKCQitwFAJyfKW0gMVHGstBmgo6qt5fVb+vKHny7SarCQGqphzZx0PjxcwoddKrjP/nCR2wdHce6x0ejNNnwUYiw2O75KCd8tHcT6UxW8/kshNju8ObkPKqmE6z48zJBoP8Ym+JMapnFWXd2xv7iBMQkBbDhV4fb5kbF+bLpKOX5RZiR7Cuo4dLmJNuNFXr6pNxqZGJPVhlIqYsPJCgQCx+zWvcNiuH1wNHH+SqQix82lUWdm69lq5vUPd9sdIBYKiPCRIxQ4LOk6KWrUOa373NE7WI1CInQKyLTozdy/JZfvL9YR7i1HLhHyY/4VC8apKSEuXRlXc+hyE4+MjOd8jRaz1ZGoadKb+TavmtkZYW6TFbF+SnQmK20GC2er2zhbfZH0MA239A2hus3I6uNXMu43JAdx19AYypr1aI0W2k1WFgyI4FxNGwKBwOkL3JVWvZW5GeF8cdp1ZOWz42WsnzeAdqOFbV0WMv1CvXjl5j4s3niaN6ekdKjZ23j6+iT42bFNVpQPU1JCmfxptjM7f7ikiSC1DF+FhGd/uOgUMEoMUPHWlBSe3nnBaWEHkBHujVzsOPdPjE1k6DsHnLoPtVoTT+28wPikQOZkhLFl8UBOljfz0RHXToWuvLW/mKWD3Ati5la3MjG5ZyvMTqw2W4+2SQBf5FTy6Oh4vsyp4vc7z2O22lk7J51Ntw0gSC0jQCXlYHEjFa0GRsb5E+evZEi0Lz9erOtxn9vyapjcN4T+HfaJ4AjE5647yZKsSLYvycJH4XC18FVKuOHjo7x2Sx/iO5IoBrOVnwvreXrnBRZmRvLgN3l4ycQMivLBZneIjupMVn65eyhJgWqifJXIxA77pQPFjdw3PJZ3D152Hs9tmRHMTAsjv64dhUSIUCAgNdSL7y/UIujQ9LDa7ET6Kq5pA3iivJnB0X5AYbfnCurbeeibPL6/fRAtBguPbz/fbZsDxY18k1fN21NSWLYph7VzMjzBvQcPHv5thHnL+eq2TG5eebSb3XBXXt5zieMPjiDWT4lULGRojB/Zpc2opCIGR/tR3ODoSAz2kvHKzX2w2e3kVbcR46dAJBAQ5aPgkW/z2DC/Px8eKmH7+RqEAof6/iOj4pm1zlVrp7LVwP1bzvLEmHju3XLF5lQpEWGy2mjWm5m59gR77xoK2PloRhpz1p1Eb7Y6hYs79X26klPZyog4P/YXdbeKBRibGMCO8zWsnJmGt1zMrvye72ud7y8l1ItJq45httrZeLqSKSkh3DU0hoe35fH53Azi/JQ9Wi/H+SsJ8ZLRqyNxkRSkQjMkhuQglUer5So8Ab8HD7+CcG8FPywfzNM7L3D7pjNYbHaSAh1BSu8YRyAf7CXno+lpjP7gULeK3sOj4q6ptH41XjIxSqmox9Z2cGSAr66wlzcbeG58EtPTQrHY7HjJRJwob3EJ9jv5+EgpQ6J8ifJVsOJICZ8eK8NktSEXC1k+JJpTD42iRmukQWfiyR3nWTUrnc1nqvjTrgLGJPj3WJEFOFrSxHu3prIlt6qbh3eYRs6gaF+e2nnB+VhqqIZbU0P5vCNBkFvVxuKNpwFHh0Jn1e7R0fFsOlPFyplpRPu6vr5IKEAtE6E327ghOYgtHfNuYqGAJ69LIDPSh4u1WmJ8lcT7q6huMzpbxfYVNjC/fwTrTpZ32+fz43uRHKh2tkPVaI18k+cIfsclBbI113WuTioWurW16aS6zcjMtDBMVhsX69op6kjqfH6ygs/n9adRZ3apEiQHqXljcl9u7+I3D/CXny8xPNaPNqPFKdY4PTWUMQkBTF993GWmbXZ6GM9P6MX4FUf4cHoqj42JZ9WxUgTA8sHRpIZqMFpsDIn25XDJlcq12Wrnvi257LlzCH+6IZmC+nbEIgGX6tpZuOEUtVoTQgHO97u3sJ47hkSz4nAJ9w2P5cGteS6teL2D1UR4K7jza9eESEF9OwvWn2TN3AxnS2Okj4KXbkxmT2EDf5zQi+e+v+DWD/7H/DqWDY5CIhKglomp7cFvFxyfna+bCglAepgG2TUs6zoRIEB6jTbBCYkBXKxr5/Htjpn9WelhWO3wdW4lM1PDGbfiiMtnMyzGl1du7sNrv3QPejtRSUXUtBl59ZY+3L4px5kINFltfH+xltsHR7M1t4o/7ipgVKwfR+8fTrPezCdHSx0Cd7F+bDxVwS19QpwJpTajhV1Xjf+8e6CYrCgfZCIBf5qYzGPbz2G02DhS0sTjYxJ45edLPDo6HplIyKRVx5xdFAIBPD46gaevT2RXQR2T+gSz5Ww1crHIGfy7I1gtB7tj0VbkJrn5x4m9yC5rdqsf0MmHh0pIDnRYPf0911gPHjx4+GeQEe7N4ftHOAXl3GGx2TFZ7SwdFMX7By9zy8pjLs8/MCKWl29MJj3cm3s257pcD1VSEavnZPDirgJmrDnuWKvMzcBud9iUnq5scXv9LKhv76Y3NDs93KkFUKc10aQ3Udps4J39xfx81xAOFDfSYjD3WMX/5GgJH81I49Dlpm7X9X6hXgSrpfjIJby8p6DDMq9nNyqlVER8gIp7OjRrOtl6tpopKSGEeMl48Js8vl6U6VJw6Mojo+KI9FXip5TSbDAjFAgIVsvcCuz+r+MJ+D14+JVE+yr58NZU/jgxGbPVYWMXcpW93IBIb04+PJKXdxdw8HITYRo5T12XwOAoX6eP+K9BKRUT46tgbka4s1W2K1KRkDg/Vbc59RFxfohFV0Tl2gxmXr1GICEUCvjkaCkbu1R2DRYbb+8vRmu08NjoeB7Yepb3p6WyeONp5zz+lzlVfLN4IG/tL+rWOg1w55AYgtRSDt43jEe2nWNvYQNioYDJKSHcPiiKC7Vt5D46iha9BY1CjEoi4r0DxczqH8FTOy647Ksz2L8uwZ+jJU3sKahn0YZTbFo40MVLO1At4/7hcXyaXcrDo+P5qaAOrdHKylnpfH2m0qVdTiERsWF+f9JCNaw9Wc6+ogbeu7Uf43sF8MrPhVS3GRkY6cPjY+LRyCQ88M1Z+oZoWDQwEpPF5jwmoYBuyZ2cilaGx/o5Z9iuZliMHy/vLuDZ8UkuN1WLzc6C9ad4eFQcdw6JpklvJsFfRXZZM7d/meMcAeikvt2EyWrHSyZGIhJgs8OigZHcsupYt7bmjacrGR3vz9EHRuCtEOOjkDIuMRBBh+96J5/P68+mnEpWHSuj3WRhYnIQdw6JZueFGp77MZ+3JqXw7fkaF/EgvdmGn1JCo87M678U8fyEXqydm4G/UkqDzjX4XpoVxZv7i9yelxaDhdImPW9NSXG+p+WbztCgM3HgnmHctTnX7d8B7C9qJEAl5UhJE2MS/Pkmz7240ZBoH7eVAi+ZmNRQDTlVraSFavBR9uzRLhQKWD44ym33SrSvgkfHJPDAVodPso9CwpyMcKZ+ls3Pdw1l3IrD3Zw0Dl5uYuOpSu4aGsPmXPfHvXxwNNG+CuZ9fpKXbuqNv0JKabOeGD8lASoJNpuNwgYd/cO9mTsggt/vvODymxYI4PnxvegXprmmvWhdu4lGnZn5n59iVkYYWxcPpKLZgJ9KQpPOzA/LB2Gy2rstVu12RwJq7dwMPv/+Au9NS6W0WU9igIpb+gS7FZsSCQVkRnoz7/OTvDetH6/tLWT3pXrsdvBXSnnpxmSSg7xQSUXd7KS60qgzYbHb2bxwYDftBA8ePHj4VyMSCoj1UyIXCYn3V7rtzBwZ549I6FgfdO2W6uSt/cVsWZTJyqOl3YL3dpOVZV/m8MGt/Ziz7qRLx2afYHWPFr+df9uZdB0Q4U16uDcvdnEu0ZtsnCxvxmq3c6C4kbUnyonzVzEvI9zt/mq1Jr44XcHuO4bw+50XOHi5EZVUxOKBkcxMC6PNaCEr2pdB0b74KMREeCv4w4/5bpO+S7OieO9AsUuRoZOvz1RxQ3IQn2aXoZaKeX9aPx7alucUSJSLhbw9NcWZ7FXJxP9Tivv/CJ6z48HD38HfuqjIxCJSQjR8PCONFoMFmViI3zWCh2sR7q3gkdFx5Fa3Otv2Ha8h5LPZ6by+zzWQTwhQ0TfEVYHUZLXT0O5+JvyVm3vTO9iLxV+cdvv86uPl3D88lhg/Jd9fqHUR37Pa7Kw8WsoHt6by4Dd5zi4EgcDhpToo2pdYPxVWq5UVkxKwSvrRpDNzoVaLzWZnUt8Qwq9Sy14yOBqb3c6jo+N5da/re/OWi3nllr6MX3EEgF+KGqnTGl0CfnDY432VU4HZYmPbkiz2FzWQX6tlW55rdlhvtjJ99XEO3TecQdG+Dj/a4+UcLWvi4xlpKCRCbHY7lxraaTE4PHQFCHju+4uObg2NjOpWI6crWnlkdDw7L1wJSD45VsqK6akdwjeuN7mBkd70DlZz/4g4gtUyh9BYh62d4/Oy8ec9DiV+tVTMwfuGEeWr4K+39EEtE/PDhVreP3QZm93RXeCjEOMlc9xsCxt0/JRf16MA3l/3FjI0xg9wtPVJxd3nsmP8lNw7LJqb+gQ7LSHv2ZLL0Q4xytu/ymHbkiy2n6txvre1x8u4d1gsL/yUD8BzP1wkQCVl3dyMbvuP8FH0KDoEcLK8BZVUxBc5ldR1qdRXtBhcztPVyMVConwUXJcYSLSvgmAvmVPErxORUMBT1yex6qhrAi1ILWXF9DQWf5GDVCTgw+mp1wz4AXoHeTErLYwvclxHIJ4cm0BuVSvFTY4F29yMcD46UkKfYC/OVLb2ePyrsktZNjiKOelhbLhqrGJojC/RPgoEAgHv35rK678Ucby8iVg/FQ8Mj8FP6c1nx8vRm63cOSQaO7gE++AIyJ/94SIH7x3GiFh/Lje617iY3DeEJp2JvUUN7C1qYO2cdKraDNyzxZFsuWtINBUtPescrD1exh8nJnPX12f4csEAHtiay0Oj4jld2cLlxivVL4EAVs5Mw2i20WywMHvtCZYNiuLuYbFoZCJi/JTIRELmrz9FeYueh0bGdXtPnYxNCGBYtB+R/0N+yh48ePjtEeotZ9Ntmdyy6pjLddKhSt+b3Ko2PrvGONjHR0qdegBX06w3Y7ba0cjFLoWCR0bF8+5B93bKAgFEesuZkhLChKRARCIBS65a7zmU+OUsGRjFH3flU9FiIKeylfFJAaSFaWjWmxkY6YPBYmPPpXqHk0uED6/uvcR1if58cGs/cqtbGRjpy/Zz1Ty544JLUP7apL7sXJbFjZ8cc1kPZUZ6syQrkoFv7nd77Hqz1TmeZbbZWTgwkuuTAilqaEcgcCRYIrzlyCU9u9V4cMUT8Hvw8C9AKRWjlP7//bzkEhHJQV5snD+A8hY92aXNhGrkDIz0oaRZx6V6R1AhFDgW6q9N6tstiPaWi7mxd1A3C5U7h0RT3KAj2lfXY4BotdlpNVq4PjHA7UjAlrPVtBotfLN4II06E/XtJmL8lFS1GgjqYq3XWl1Geno6oiARQzoCTnckBapp0pm4c0gUE5ICeetAEbVaE9clBjA3I4LFG0+5VIwbdd1bt0M1cj6dnUF+fTt6k4Vb+4Ux5sNDbl/PYrPz86V6/FUS1p+sxEch4d5hcfyUX8fUfiFUNht5dW+RM9milIq4d1gMZ6vbeOWmPty24RQj4vzQyMQMiPDmRLnjHNe0GXn/4GW2Lh7I678U8nNhA95yCQszIxgdH8CYDw5hMNu4d1gsy4dE8cDwWF79pXvV+97hMazOLuP1fY7nhAJHO97KWencuyWX+4fHIusI2p8b34uvz1Syv4euAoDKViM2O2S+uY8Pbk3lht5BqNx8R2u0JpZ8cdolydSJzQ7bz9Uwvlegs+q6q6Ceh0fF8eTYBN46UIzOZKW+3eFhf/XipLrV0GP7NjhaApv1Zpq6CD6OiPMj2EvKzLQwPj/pXhPipj7BnKtp4+nvL7Bieip77hzCg9/ksavAkQBJCfHi6XFJvLKngMRANYfvH05Fsx61TEy4txy92cY7U1NQSETsyq9FI5MQ69/zyEqQl8yhXTAoincOFKEz2VgwIIL+Ed6sPFpKWpiG0iY98f5Kvj1XQ6SPnMrWngPldpOVVoOZ5yf24o6hMaw7UYbOZGN8r0D0Zivz1p9iWIwv1yUEcN/wGHoH9aOwsZ2KFgNZb+13/oYHRfu66DlczWfZZdw+OJqvc6u6jZ0EqaVMSQlhW0d3hFDgsDL6067Tzm00cgnHypp73H95iwEB8P3tgzFZbfyYX09udRuv3dKXJr2Zo6UODYfR8f4opUKCvKR8s3ggW3KrkYoFxHUs4tQyEU/uuMAvHVoTfkopCQEqLtW7djRJRAJeurG3J9j34MHDbwKLzc6LNyQjEQnQGq34KBzdUS0dQszXmvOvbTfSL7RnPaEmnQmVVOS8p87LCCclxIusKF+np31X5maE46OQcM/QGHRmK58cLXWZyx+fFIjdbmdCr0Au1GpdkhQv7y7g26WDOFXRwo7ztQSppayf1x+pSMDB4ia2n69l+/lahsX40TdYQ2FDOw9vc7We1cjFVLYYGBLty7EHRlCrNXKmqpUBET7E+ioobtQhFQuxuBmB7KzuB6mlBCglKCQiEgJUJAR4urj+UTwBvwcPv3Fi/JTE+CkZHntFWT7MW8b3tw+irNnhSX2pvp2KZj0+ComLiqtYJGTJQMfMWKf6u0AAN/cJ5pZVx5jY+9oiZUqJiMQAlVO9+2p2F9QjEQo6vOWtRPooGBTli3+XyruX16/3Pe30So3zV9MnRM3pyla+zqkk9bW93RITvj1UYUM0cueoRWmTzqVSfDUFde3suaRnzyXHLPPm3CqWD4oCO9zx1Rnsdjt9Q7y43Kij3WTllZ8LefGGZGanhzGtXyi9g7y4Z/MZXrmlL/m1Wr7McfjM9gn2QiYWsiQrijenpJBT0cqG0xW8c6DYOQLx5v4iInzkzEgLI9pPyUu7C6hqNZIWquHZ8YmYrHbmrDvpPFabHdafqiBEI+PUQ6OI8VVgNFkpbdFjtDh0C2L9lGzKqXL3VhkY6UOT3sQtfUOYte4Epx8e5XZxYbTYudzYs1jk5SY9YR3OCAqJiDsGR1PSpOdiXTufzU4HINpHQZSvgg9uTWXe51few6fZjm6Ah7fldduvUioiKVDN1rPVHH9wJC0GxyIpu6yZv/5cyB8m9GJfUWO3OcnfjU3AYrVhsTms7ka+d4gflw/mhQlJvHxjMja7HaFAQF27iWaDhXcPXGbxwEi25VVz19BY5n1+yikUGO4t55Wb+2CyXtu1ARziSuO8AhkR64fFZkMtk3C2upXVx8v4dqmjC6K6zUiMn4LzNVoeHBHX476Sg9SIBALajRYmrTrG6Hh/xEIhv/vuvLOzZvelet6akkJigAqt0UJVm4F7N591+V14y8XUtvX8fa9sNbA7v5YvFwzg9V+K2HOpHpFQwNS+wbx0U2+i/ZQEdqg1JwSoOFPpuog8X9tGZqSPM7l1NQMjfdh2roZXfylkxfQ0AKpajcz9/CSxfkr6hnhR1KDj9V8K+eDWVGJ8lWRF+XYTNL3cqHMRX3zwm7N8NjuDDacqnL+xkXF+vD4phV5BngWgBw8efhsEqqXc80EuIqFDB+VgUSMhGhmZkd6MSfCnXmvqZu3cyfUJgRQ2dLcT7mRYrB9PChJo1JkZEOGDv0rK0HcP8P60VB4bHc+KIyW0Ghwq+csHRzOhVyAZb+zDarMjFwt5YmwCfYK9eGNfEfP7hzOuVyCfHC1FKRExtV+ocwxPKIB3pznu3V1H4FYdK+Ox0fEMivIhQCWl1WChzWQlJ7+WA1eJ+N2QHMST1yXwp10FzhGCYTF+vDmlL9jho6OliAQCdt8xBLPVxjsHi9mSW43FZqdXoJqEABWFDTrWzMlAb/nb92MPfxtPwO/Bw38Ydrudny81uIhmdfLWlBSWZkW6dBfE+Ck4dN9wnvjuHNvP1RDiJaOyxYDdDpfq2kkN1bgoo3eSFeWD1mjBLoAFAyJ4bPu5btsA3Dc8juFx/gzvsLqz2x0B4w8Xa9ldUE+vACXzfXRE+Sp7TBy4QyERs+JwSbd2fIDhsb7dbGTc70PU4/sDSA/XsPuSq3DZR0dLuXNoNO9MSaG8RU9du4m+IV5Uthj4/c4LvH2gmFv7hbJyZhq1WiNvHRAze+0JBkb6MDMtDIlIwN7CBt46UMTTHYmQO3pQ7f/r3kLSQjV8cbqCv9zYm5RQR2X4cEkTGrmYb5dm8ea+InZ3EVf7+EgpDwyPpbzFwLqT5Xx6rAy92cqNyUHcOTSGbYsHMnX1cZeZOYEAHhwRS2Wrnht7B/FZdhnvHSzmnan9XGb4ARRiISkhGmcS5GoGRfkwPimQiclBhKhlRPjIOVnRSri3jPy6dm5MDkIgALVMzM19gjhy/3D++FM++XXtTOgVyE29g1BKhNy/9Symjhb3EC8Z707rx592FRDiJaPdZCG/VkuzwcKGU5W8dGMyN688yltTUiio07K3sAE/pYSFmZHYsTPuoyO8MakvgSoZla0GdpyvYUiMH8s35Tj95H0UEt6b1o83b1Fhsdl5YGQ8o98/5FLxqGgxMH/9SX64fTBx/qpu58YdjpZCx/faTyHFRyFhw8kKvrotkxd35fPgyHhu23CKNqOFvsFq8tyo1j87LonLTXqifRW0Gixuv/N2u6N6JBYJ8VFKsdvh09npyMRCBECzwUxFs4EhPVhDAYyI8+fL05W8e7CE+0fE8NdbeuMtl2BqriO2o0qeGeHTsc/uokffna/lu6WDWNMxQtAVmVjInIwIJq065nAvkQjxloud57+4UefiCd072IuAHpJ2RovN6eAAjrnRKZ9mMyMtlM9mpxPuLSfGV9lNkMqDBw8e/i8J9ZLx8cw05q47yY8Xa7l/RBxPfHeep3ZeQC4Wcui+4Xx2vMzl+gaOaviklGCyS5u7ORiBI4AWICAxQMXewkbWHC9DKRVhtTmKEzf3CeaDW1ORiBzz+nsK6imoa3euAwwWG8//mM/mRZmcemgk52pambn2JIsGRpJf306r0cJDo+J4eucFbkgO4qf8Ord6N3/dW8iOZYP4bHYaF2rb+Tavmhg/JUUd1/aRcf48OjqOZr2Fn/LrWJoVxS19gvndd+cZm+jfsfa47Nzfi7sLmJUexqLMSJYPjia7tJlJKSHsKahj020DeHn3JdLDNbwztd8/8VP638QT8Hvw8B9GUYOO5ZvOuBXLe+zbc9zcJ5hYvys/bYFAQK8gNWvm9KdJb0IAzsrdK3sL+Wx2OvdtOevSLts7WM3Kmemszi7ljf3F/HLXUIbF+HLwKu/xKX1D8FM6rFdkYiHlLQaSAlWMX3GEJr0ZqUjIramhnKpoxWixEemj6LEyfzWdAZrFZncR7RoV58fqORkEqP62InegWsart/Rh/EdHuj0X7i1nRJw/W89WuwQiI+L8KG02MOdzh0WNWibimeuTuD4pkCP3D6e8Y57cWyHBWyHhqbGJLNhwiuyyZrKvaneemxHOZ25s9jqpaTPSZDBzqqKVALWM2etOuAgxSkQCPpmZjtVmd9ogthktmKx2Zqw5zukuFdhV2WVszatm25Is3p3al7u+dljxxPkreXZcEr8UNhDuIyemw13hfK0WvdnWLagN9ZbzxJh4twG/UipiemoYX+VUsiq7lBXT0+j1l5+Z2CuIkXF+VLcZGfbuAXyVEvbdNRSDxU55s57lg6IJ0cj49lwNj20/R69ANUfvH4HBYkNnttJiMLPjfC3LsqJoN1loN1rQKCSoZWI2zu/P/PWnKG7UM+2zbNLCNGSEe6M1Wrh1TTYb52cCOCoORjNqmYgxiQFM+TTbpfrdrDczf/1JDt03nAillLUnKtzaDtnt8Oc9l0gKVBHl23NbvzvCvOV8NCONGz4+QkmTnvduTUUpEfGXm3rz5I7zrJvXnzXZZXyRU4nZaifeX8mLN/bGXylh+aYcvlo4sMd9+yulzu6deq2RilYDD2w9S2PH+EOYRs5bk/syNMaP7y/UdtOPCPaSMSUlhMl9QzBZbfgqJIR7y7HZbJy+3AA47AqjfBV8uWAAM9ceJ/Uqu0qrzc4ffrzIhvn9ef7HfOeoUGqohtcn9+XHi7VYbI75zfM1Wl6Y2MspYNiVW/uFEqKWYrY5rERNFhs+CglhGjnCDreNq1v4TVabw8niZAWbbhvAgHCfv+uz8eDBg4d/NVKxiJt6B5PzyChq2ozc8MlRl6C7RW/miwUDeOXnQqc97pgEfx4dncCdX+Xy8YxU3pzcl9d+KaKsWY+XTMyigZEsGBDBki9Pk1fdxuKBkTwyOp5Xfr6idbT9XI1LotdbLiYryqfb8T3/Yz4LMyOQiIS8eksfgtQy7tmci59CyrLBQRQ2tDM02pfffXeh2992svVsNeXNeh4cGcdHh0uw2hxOBf4qKbcPimLmmhMujjpZUT58sWAAbUaLS9diJ1+crmR4rB9fnani/Wn9EADrTlY4xwrDvWXY7XYEAo/y/v8PnoDfg4f/MBp0ph7ngU1WG5fqtG4t8zRyMZoO/3mjxWG/V9NmZOkXOTw/IQmNXEJFi2PGOkwj42xVC+HeClbPTmdVdim/vz4JncnKupPlSEQCFg2MpLhRR4POzHM/XOREeQsv3pDM678U0qQ3E6qRsXJmOhtPV7Dki9OYrDZu6h3Myzf1JilAhbhLoNmkM6EzW1FKRPgqpRjMVhp1ZsRCIatmplHbbqKh3YS3XIKvUtJNq+BaZEX58OWCATy0LY+KFgMCgUPo69HR8Uz59BgvTEym3WR1KsU+Miqe2WsdN6xIHwXbl2Zx+HIjv/vuPGKhgCkpIUiEApRSEcFecsYlBbJsUBSfdBGDEwkFvHJTbyrbDNecBQ/VyGjWmbktM4IVh0u6uS6YrXbu2JTDN4sHOgP+1FAvTlW0uAT7nTTqzKw8WspDI+P4emEmNjvUaY28ureQ2zIj2F/UiLxj7v/6xAD0Jgu1WgMmqx2hwCEUqJGL6RPixWez03ls+znnSERigIq/3OywhRMAq2alc7SkCbPVzrfnajhX08adQ2L48rYBJAWoMVhsfHK0lBPlzTw/IZnRHxzuUhWu4c39RayenYFUBKXNjiTKH368iB3IfmA4K46UcvhyE89P6OUi9JdT2UpOl/deUKelf5g3VjtojVYWDYxkzfFyt9oUdju8/ksh703tx8HLPesd5FS29miH+bcYFuNL9oMjeeHHfKavPk6sn5LXbunNlJRQSprauXNINL8bm4DWZKXVYOH9Q5fZeraaP9/Um1PlzdyQHOQiAtnJSzcmE6aR06QzUd1mpE5rItpXSaPOEXRXthqYu/4kP981lK8WZjoDcoEAJvQK4o8TexGqkeElu7ZbiFQsYkSsH8ceGMnlRh0Pj4xz6kgAHClp4rFvz7Fl8UCMZiutRgtnq9t4eud5+of7sH3pIG7flIPNbmdSn2A0MgnP/XiR0ia9c550/oAIxCIhkz/NdrpZBKmlvDG5LzcmBxPureCVm3ozbfXxbseXHKSmX4gGhdQj1uTBg4ffHl4yMRHech7eltdNnb5OZ+LezbkszYrivuGxAGSXNbFwwynq202UNOs5U9nKd0uzsNrtSIRC2k0WGrQm533v46Ol7LlUz0Mj49ic636E7/qkQI660eHJr2vHVyll8cbTPDwyjjg/JTckB9Ev1Iv+r+/j7qExZEb60G5yb8sH0G6yIBEJefTbcywbHMWFGi33Do+lvEXPjDUnnKJ9nRwrbeabvGoWZkbw5W0DAPjuXA0bT1c6t11zvJzxSYHsKqjjUHGji4bQ7PRwT7D/T8AT8Hvw8B9Eu9HiVP/vG+yF1W7nbHWby03l1/iPBntJeW9aP5ZtyqGy1cDtm86gkIiI8VXw6qQ+XKjV8vLuS6SGaRibEMDEXkEcvtzItrwa7h8Ryw3JQQx99wA3JgezK7/eOdObHKR2/vvtKf246+szlDRdmbn+9lwNey7Vc/zBkfQKUtOsN3OmspVnf7jAhVotSYFqnhmXRHWrgSd3XEAtE7FsUBSRPgqWfJGD3mwlQCXl64WZDI7yRSL+2y3XGrmExEAVb0zqCwIQC4UcutzInHUnadabufvrXD6ZmcbhtSeI81dS3KBzZqc3L8xk0cbTLqKHOy/UMjren2fGJeGjkBDkJeMvN/Xm9kFR7CtuRN0xi36+uhWt0croeH8CVFLq200IBBCslmGy2mjUmbl/eCyfHS/j4VHxzFzTPbgBR1WgVmvid2MT+POeSzw7Lom1J9yL1wHsuFDL4qxI7vr6jNOTfkZaKN5yCVP7hfLaL4X0CVYzMy2MqjYjudWt5FS08s3ZaobG+vHQqDgiveXc0juIIdG+mG02zFY7RouNtSfKOV7WTJ9gL8qbDVyXFEjvYId1mt1uQ2+2o5aKeWTbOfLrtaQEe/HiDb35IqeyWwBtttq5f+tZdt8xhFnrTiEWCpjfP5ynrk8iROOwpPzr3sJrit2Bw1bwzzf35p4O274Ib3mPtnzgWPDoTNZriv9E+siRioTUaY1UtRm53KgjSC0lSC0j2leJqIffmNZoRm+20TtIzZo56WhNVhenDplYwOUmPRtPV+KrkJAYqMZktfL76xKx2ezctTmXLxYMIC1Uw3uHLtNmtBDlq+ClG5K5LjGA7LImfvfdebLLWgjTyLhjSDTLB0dx9+Zc7HbHOV17opwF/cPZtGAAZS16pCIhgWopQaq/Hex34qOU4qOUEqqR0y9Uw3WJAbyxr4garZFRcf7c0jcEbUe1pqxZz73DYp0JQbvdzreLByIUCnj/UAlT+4Xw/e2DMJhtCAUCAlQSzFY7Q989QFXrFSeFWq2JeZ+f4rulWdzQO5jhcX6sn9efJ747T1mzHpFQwKQ+wbwwsZdHpM+DBw+/abQmq7OC3xWFRER9u4mXO9x4uiIUQK9ANUaLjfEfHXHqtwyO9uWDW1NdLP8KG3T4KCQkB6m7Od8opY51061uEqa9AlWUd+jgvH2gmOlpYSwdFEV2WTNfLRyI1WanRW9mfK9At6Nl4CiYPPvDRSpaDIxNSKNZb+bDQ5fJivbtFux3svZ4OTcmBzFzzQmkIiHTU0PZdFsm89efpNVgoUFnwksuZlNOFf3Dvbscr5qBbjoVPPz9eAJ+Dx7+AzBbbVS1GqhoMRCokvLzXUPZeaEGAQJevCGZ7edq+PBwCQqJiKhfMdeqkUsZFe/Pd0sHsS2vmrJmPRnh3gyO9uWjQyXcPjiKNyansPF0Bc/+cBGFRMistHD+OqkP1W0G8mrauNyo57rEAGZ0CVStHWXVfqFeFDe2uwT7nbSbrPx5zyXentqHrWerWXeigruHxSISCBAJBVS0GLBabaSHa9hxvpbHt59nWIwfr0/qw11f51LfbmL8R0c4++ho4n+FYqvZaqNOa2Lm2hNun28zWrDZHXY3PnKJU/1/WIwv+4sbuzkcAOwtbGBWupbEABURHWMKvkozPjIxfUO9KGpoZ1jHuMDpyha2L83ihwu1ZEb5UljfjlIqIjlITavezJM7LvDgSLvbEY1Oiht1DIry4Y3JfckI1/CVmxm/TuRiISqpiJduTKa61UhqmDf5dVoUEhE/X6rHZLHx0/LBtJutrD9VwU/5dfgpJTx1fSKNOjM3fHyEn5YPITFQRWuTnke/PUe0j4Kb+wQztW8Idw2J5mx1G498e86p6hviJWPD/P6UNLe7VGXz69rZklfNiltTGRrjy6GrRkLq203oLVaKnroOgACl1Fm5jfVT8tPyweRUtpIepnHb0SASChgS7esyCmG12UkJ8SK3yr0wUq9ANTVaI0uyolxEFLvy4Mg4VFIR01cfd3E+iPNXsn5efyK8FYR18T5u1pvIq9by8p4CBMCt/UIYERdAhI/c6aRQ2qRjxprjZJdd+T5JRUK+vG0A2aXNPLXzAhKRAB+FhOcnJnHn0GhMVjtKiZAwbwU7L9Rw88pjzs6FwgYdj28/z9yMcB4ZdcXK8nyNFgECQjVy4v5BRWOdyUJ9uwmrHTQyMQkBKh4fE095i4HzNVqC1VK2nauhtFnP2jkZbM6tYtKqK8eWGqphxfRUPj9ZwV/3FhLiJWXHskHY7A7NgzOVTS7Bflce/+48AyJ9CFLLmJ0RzsBIH9qMFqQdYzRhGrmn2uPBg4ffNCKBY8zs6uvcjxfrmJkW5tZm9A/jkwA7UpGQv97Shy9PV/Ld+RqOlDQx4aPDrJ6dwQ2fHAVgWr9Q1DIxK6anYrXbOVXewpv7ismM9ObpcUk8sCW3mxMLwH3DY50iehabHZHAob+y4VSFs4Mgxk/BxvkD2FVQ320f/cO9QeDQuxEKHB2nWVG+vPJzIQHX0FUyWGyYbVfsh9efqiCvxuF4dOfXZxgR68epiha8ZGIMZiuqjqTFQyPj/66OTg894wn4PXj4jdOoM7Erv57lX+Xw0g3J7C9u5IurbhaPjo7n8THxxPurCPFyP9te2WKgus1Ak95MhLeCAJWUWD8lMb4KLDYbx8uasdrsvDU1heo2Izd+chSJSEh8R4v/yDh/DGYrPnIJMrGQbUsGIhQIXAImrdFKqEZGZoQPP1/qnt3u5IeLtdS0JXCyooVb+gSzfFOO02omVCPj9Ul9eWRUvHN2/+DlRpYPiSZILaVWa8JosbH9fA0PXEP5vBORQMA1YmnAcePbtmQgLXqz059+SkoIn2aX9vg3X5+pYkxCgPP/oV4y+oZ6seJwCVlRvvR/Y58zAArTyKluM3JTx80aHJn+z2anMSUlhCadmShfBaVuEiQAfUO8eOGnfD6f159Za0/y7PikHn3JZ6WHoZaKmd8/ggadGb3ZSt8QNQazjYxwb54dl0hZi4GbVx51CqoB/HypgdsyI1gyMIod52u53hrAiz/l8/qkvuwvaqDdZCHGT4lIKOTQ5SYa2k0MjPRhYKQPerMVrdHKI27U9+12eHLHBd6a0rdbwA+OAD3STZJKLBIyIMKbQLWU1DANEz460k3o6MUbktGbrSzMjKROa+LG3kEk+Cup15nZeLqyW1u/UADzB0SgkIqI9XUE74s7Okc6n79/eCyj4vy5Z3NuN5vDogYd8z4/yR8nJjMwyod4fxU6k4W1J8p5eudF3pvWjyadifWnKvkyp4rbB0czONoXX4WEP/98ySXYB8fCZ+aaE+xYlkWzwcw9w2KI9VMiEYlc9ANKGnXc/XWu2zGF9acq2L40izf2FWG12UkOUhEfoPyHW96LG3U89/0Fp87A4Ggf3pycggBY8kUOADNSQ9l+robZ6WHsLqjvloA6U9XK/PUneX5CEh8eLuHFG3rzzoHL7CtqwE8p5Y4h0bw3rR/3bcl1Xj+kIiFqmYjzNW0YunSD/JqkngcPHjz8lgjxkvPQyDge337e5fEPDl3ms9npBKplfHykBIPFhkIiYsO8DGrbTdzw8TEqWw14ycQsyYpkzZwMFm08Ta3WREWrgeQgNYsGRtKkMzNn3Unnvat/uDdbFmey43wNbQYzL0xMZsGGU86kvFIq4okxCRTUt7vY4iqlIka+d8jp4gRwuVHP/VvPsveuofz150vsuFCLl0zMvP7hDI/157YNpwC4qXcw2/JquNyoY0yCH32Ce7YUjPNXdnNMyqlsRSMXE6pxJHcnr8pm25KB9O2w0Q1SS53rMQ///3gCfg8efsPUtDkqanM+P0FSgBqgW7AP8OreQvbcOYQQjRQvefe23bzqNm5ZdZTLjVcCyumpobw1JYV7hsXSpDcjEECQWobVZufdA8W8MTkFq81OndbIqHh/GnVmVmeXc7qihUgfBcsGRZER7k1igJKCescN5INDl/nD+F7suVSPt7zny4u3XILdDsNj/Zl9VeW9qtXIbRtOceT+EYiEAue4wq78OgZH+zrbzHLc+M66QygUEOEtJ1AtdWvRJxA4fL7HfniYF8b3YmCUD/1CvbDY7JitPacKzDY7oo5Ko8lipbzFwN1fn+FPN/Tmli7Vzn6hXmiNVj44XOLy93qzlTnrHCJyz3x/nj+MT3IGVF0ZHe/Ppfp2TlW00tBu5nh5C4X1Oub1D+/mS98v1IuFmZEEqRw3ylCN682yokXP6uNl7C9qdAn2O1lzvJytiwdS2KDj85MVLMiM5Lb1J3l1Ul8+PlLK8q/OIBQIuHtoNNkPjuCbs9XsKqhHIxcjFMBT1yXy9PcXugWmDTqTs9LdFblYSKhG3u3xTqRiEQkBavwVRrIfHMHq7HL2FzcQppEzJyOcmjYjn5+swGS1caFWy91Down1ltNmtLB2Tgb3dxG181NK+MtNvTlb1Uq8nxKVTMzklBByIrydbf59Q7zwV0poNVrZfNb9WEBhg8M7eO+leuRiIUaLjUe2nWPt3Az++nMhtVojv78+kWAvx7z9+Zo2Yv2UfHHK/RiGyWrjYp2WR0bGEePfPbgtadJxrqbNbbdMJxdqtYR7yylv1nPnkBiCvFzPqc1mR2+xIhUJe3QesNnsFDVpmfDREZfrxJGSZoa/e5Adywbho5DQrDfTqDcjEwuZkhLK/PXdRZg6z5O3QsKLNyRz6+psZ7KmsEFHdlkzs9LDOHTfcGrbjAR7yZCKhFjsdmRiIVKRp4LvwYOH/1yEQgHz+kewq6CeHy/WOR+32u20Gsw8NiqOO7PCsArE+CglfJVT6eJj32a08Nb+Yib3DeHxMQm8tLuA/UUNfDorjX1FjfzlZ9eRgJMVLUzqCJgDVFIifRQcuGcoNVoTVa1GbHY7n2WX8W0XYb/xSYHsK2p0CfY7OVbazCPb8nhzSh8eHhXPqYoWNudW8fq+Iux2x+jc3cNimLnmBFqTheVDoqlqMfboivTEmAQXdf5Ozte0OTWWZqWHkR7uTZD6bwsye/j78QT8Hjz8RjFbrfxS2MDm3GrsdpiZHsqn2WU9bv/RkRI+nJ7a7fHyZj3jVhx2zoN18tWZKkI1Ml6c2NvF3qpOq2dCryDu/PoMhQ06ti0ZyOUmHfM/P+VU/i5s0LG3sIEnr0tgzZwMhrxzEIDssmb6hngxv384Fpu9xyr0ggHhyCUiVhy+3MN7t7P+ZDnjkgL5vkPATCYWugTgw2L9ejwXVxOmkfPSjb25/cvuAfWCARH8eLEWmw2e/v4i3y3NYuP8AXydW8WM1FD+uKvA7T5v7ReCQiqkvt1EebOegnotz47rhVoqIjFA5WwxXzAggg+vCvY7sdnhqzOVvHZLCnKxkE23DeCZ7y9yoVaLRi5mYWYkI+P8mb/+JD4KCRUtjkDskW/zeGtKCvMHRLDqWCk6k5WZaWEMifElxlfpIojYlVMVLQ6dhO8v9niuDhQ3MjUlhOYgNTNWZ/P1ooHMXXfSuSiQiQWM7xXEDR8fpbzlynz9trwabsuM4PfXJfInN+fMXRf2CxOTsdvtNLab8FP13A7oq5Lhq5KxfHAURouNxABH10lVqwE7drxkYv4woRfeCjEysQij1Y7dDtuWZFGnNWG12zFbbZQ164n1Vzq/xyKBgIQANQkdybROqtpa3FbTO6nXmjh4uYEIbwVikYC3p6RQpzVR127i45lp3L/lLAVdFObHJQXy+bwBTP0s2+2M4+VGPe4mH2u1RmasOc6TYxN7PhhAJRUhEwn4YsEAF8FOm81OWYuegjotdkAoEBDuLSfSW46qyzy/VCqloFHP7oI6l2C/E4vNzuu/FLIwM4K39hfzl58vsXxwNHbsPc5sgqM7aXNuFe0mK+Hech4fHU+0nxKDxYZKKsJmhzmfn6RXoJo/TOjFa78UklvVyp1DolmSFUWQWor6V+oOePDgwcNviVCNnDVzMihp0rM7vw5vhYTrEwMI1chRiAXUFJ0nPT2dilYjf/gx3+0+vsmrZtngKIQCSApUozfbeHN/kdttK1sNnK5sZWxCAAKBgGg/FSqpGJVURFGDjgWZESwcGMln2WXsK2rgTzf04o19xT0e/5HSJqQiMSuPFnNbZiSlTTrm9Y8gOUiNTCzky5xK7DjutUaLjSe+O8e6ef1Zf7KCr844OsSifRX8bmwCZ6pa3SYCYvyU/FLYwKs39yHIS4blGkUWD/9/eAJ+Dx5+o1S2GjlXo6WwwRE4aGQS6tq7V6g7qW4z4k5LLL9O2y3Y7+STo2XcOSSG3nIv52N24PV9RRQ26JCJhYR4yZm97kQ3my+AV34uZE56OH8Yn8Rb+4tp0pv5/GQ5aomQ+0bE8eCIuG43p9Hx/oxO8MfcUZXtiZzKVuK6VDwnJgexsKOVzFsu5rrEgJ7+tBveCgk3JQfx3bIsntpxgTNVrUT6KLhzcLRDOXyLQ/At2EvGqYoWduXX0WKw8PiYBFafKO/Wat8nWM3YhAAsVlj2xUm+75LBD9XIWDE9jce3n+NCrZYQLznlLT1XZ4sa9FhtNsZ/fIy1czL444ReeCscWgKfn6zgvYOOOfNHRsU7s/M2O9y35SwBKimz0kIJDVNQ2NDO9LTQHoN9gK/PVHNTn6BrnisBDsX0/Lp2xiYG8m1ejUsFYHpqKJ+fqHAJ9jtZc7ycrxdmopSKXGb/gr1kxPgqGBrty7laLQkBSn5/XRLh3nJWHy/nSGkjb0xKoXewV7d9dsVHKWVErA+Rvio251ZRUN9OVpQPE5KCOF3Rgr9CQqBaTphGzvQ1x4nzU7JwYGSHqKCjWn28tIkBN/bm+wu17C6ow08pZVLfYEI1cvyUUloNZpQSEQ+OiGXNiXJnh0BXQr0dFYjyZh29QzQIBPBpdhl/GJ/E3V/nutg8AvyUX0egSsrCzEg+OtI9+ZMZ6YOXtPvtuLrVyPGyFk5VtDA81s+paN8VqUjIsBg/xiYEEK6Ro5Rd2U9xQzt1OhNPfHfBqUUR56/kzckpDI/1xUfhSLIoAsJYdaLcea1xx/7iRmamhwOO8Y+7h8bgJRMjFwtdLJi6khig5qFvzhHtq+DD6ak8si2PczWO37xQAAszI1g3N4Npq48zffVxvlkykGmfHeel3Zc4W93Gyzf2Jt5PiFTiaev04MHDfx5BahlBahkDI31cHrdar9wfm/Rm50ijO8qb9QSpZQyI8KZeZ+pR/wQcFfPrO9ZGFquN4iYdM9eccHaIqaQinp/Qi6evS+T9g5eJvoYAarSvklMVLbx/qIRZ6WFclxTIn3YV8EthAyKhgJt6B/HVbQO5d8sZZGIhLQYL01cfZ05GOOvn9SfGV4nWZOFAcaPb6r5MLKR/hDd/+qmGv+4tpMVgIdpXwVcLM8kI8/5VAtQefj1/W+LagwcP/yfoTFYK6ttJDnJUH89UtTIspueq9g3JQajcBA2FDTo3WzvQm61UtBhcZmb1ZivfX3RU1eViISaLzWXmqytWm53ztVrmZISzfWkW3yweyIb5A9BZbLz2SyFjE/zZungg9w+PZfngaNbP68/SQVFE+yrxVUicYwruSApUOyvadwyOJqeyhXaTleQgNb/cPfSaNyp3hGjk3JAczJZFA/lywQAeGx3P5rNV3L05lzg/xzz3ixOTMdvsjIz3Z3ZGOO8eLGL7kiyeHJtAvL+SpEAVL92YzLq5/VFLRby4K98l2AfHSMKSL07zzLgkAMI0MjK6qM5ezeh4fz4+Usodg6Opbzex40Itn2WXYbDYmJgchFQkZEKvQEbF++GvdK2C17ebeP9wCfuLGri5TwjZpS3kVLZQr3W/IAhWSzlY3Mj4pMAej2d8r0DUUhFtJgtZkT78XFjv8vyNvYP56oz7zg2AXQV1DI32df5fJBSwalYawV4yPrg1lTWz01k+OJrChnaq24zk12l5YEQ8kz89Rkljz99VAC+pCJVMwrB3D/DnPZf4+kwVT2w/z4j3DhLsJUMsEnCxVktVm4Fvl2QxNMaXezbnMnPNCeZ+fpKCOi0v3NCbhRtOc+MnR1lzopyjpU08ueM8p8qbOVjcyMy1Jxj/0REu1GpZMT2NpVlRLscwLMaP8zVaJqeEEOuvYswHh6jpSLapZeJuwX4nX+ZUMjG5e7IlLUxDWqiGQDfaG52Jog8Pl/DUdYkEXiWKJBTA+nn9SQhQkRiodgn267RG2s1WJnx01EV4sqhBx9TPsl2uC3q7mJzK1m7fr674KaVYrFcC+/nrT2G12bl9cLTb7XsFqtHIxRgtVv44MZnbv8xxBvvgSFp9ml3OvqJGJvcNwWS18Vl2GTPTQgFHx4jWaKHMTWLJg4ffAtWtBgob2ilt1mO2/mM2nh48KP5GQtNHIeGj6f14c38xOpMVP2XPXU8JASqUHfotpc16xn5w2GUcrN1k5dFvz5FX08aBy42MiPNH0sMI1X3DY6lpMyITC5GLRUxalc0vHfbAVpudbXk1LNx4ipUz0znUkYw2WmwcvtyEWCjk7s25jP/oCDckB5EV6boGkouFbF6YyYPf5PF1brVzxLCkyXHMpc09F0k8/GP8V1b4y8vLef/99zly5Aj19fUEBQUxadIk7rzzTqTSKwuaCxcu8MILL5Cbm4ufnx/z58/n9ttv/z88cg8erqCUiPjhYi1r5mSw4VQFm3Iq2bo4iy25Vd0qagEqKRN7BblVr+4V1HNQ7S0XozVZaNGbHS4ArQbkYpGznbnFYOnxZtCJAChsaOfGT451e85stfHQiDjao3zQma1E+SqI81cS0jFj/IcJSYz54HC3vxMLBcxIC2XF4RK2LRlIvxANDToTM9LCCFTJCO5BmPDX4K+UsPZEBds6rNsifRS8PbUfS744TU2XTogwjZxvl2bRpDMxOyOcMQkBGCxWxB3nOKeqjTUnyt2+Rn27Q1gwTCPDYLHxwIg4t9VZP6WEcUmBmK02Dpc08eSOC87n1p+qYHS8PyceGsn2czVMWnWMzYuy2JpX7ew4kIqErJmbwYmyZiZ8dIQmvZl+oV78+cbeRHjLEQkFBKpkCISgkohZkBnBiPcOsX5ef46UNHWb479jSDQxvkoe3HqWR8Yksjm3Co3M9TYhFOC226MTAQIm9AqkzWihb7AX94+II9RLyuaz1fx+5wWXinmQWsrqORn8eU8BdwyO4efCBhZ1aUm/mspWI3PWneymrWCwWDHbbLy85xIbT1VgsztGCG7uHcyhe4ez7kQ5/UK9GJPgz5v7izlV0cJ70/qhlonZlV9HaqiG4kY9y78649xnSZOe7y/W8faUFMYk+PNLYQM39wlm6aAovs2rITlQzRv7izFb7fxc2MC0fqEu35+rsdjsBKokxPkrKWrQIRUJmZMRzrPjEonp4T136hvUt5t4YOtZPp6RxoVaLSfKmwnTyFmSFUW8vxK5mwWj1mTh85MVtBm7V46sNjsv7Spg9Zx0hDjmTcclBTI42rfH8ZOHRsYxMTmQpVlRbDjt0CPYcraKR0cn0GIws+5EuVOALzPSm5du6M1XOVXMTg/HZre77QgB+PhoCR9NT2Pr2WqOljZx99AY53M5la0MiOw5WebBw/8FzXoT+4oaefTbc1yqb0ctE3HvsFjuHRbr4t7hwcOvIUAlZXS8P3sLuwsdB6ikpIZqHBa2BfVYbXaWD47mz25s/XwUEobH+hGgcqyPvj1X003otpO3DxSzKDOKN/cVsXJmOvduyXV2GQgFsDQrCj+lhJzKVmakhvHW/uJu1roANW1GTpS3MCren8xIX0RCAdWtBooa2nl6XCJGiw2rzc4LE5NpMVjIrWolUCUl2k+Jl1zsTCB0pc1oYVdBHcsGuU8me/jH+K8M+IuKirDb7bzwwgtER0eTn5/PM888g16v54knngBAq9WydOlShgwZwvPPP09+fj5PPfUUGo2GWbNm/R+/Aw8eIEQjY2lWFB8fKWXlrHSe2H6Odw4U8eMdQ3jqu/McuNyIQOCo7D84Ig6r3X1bbayfksQAlctMcSd3DolBKRHx6fEynvvhImarnVWz0gn2kjmDl/p2E32C1S7VuU6kIiGJASoadCbGJwWSEe6N2Wbj27waCurbCdXIEekamZkWhUjUPShJC3PYdz20Lc/ZAu6vlPLO1BROlrcQ5asgI9ybcG8F0dcIBP8evOQSXpjYix3na7DY7DwxJp4Ht57tFqxVthpYtPEUH9yayu93XqC4UYe/Usr4XgH8tLeQe4bFXHN+uUlnIjnIi8L6drLLWvhkRhrP/XjRqZo7MNKH58YnYbJY8VNJ3Vrt7S1sYG9hPT/m12G02Ln9yxx2LBvE1rNVbM6t5v7hsaw6WsqP+Ve6DHKr2rhp5TF2LMtCKBDw4u4CLtS20ztIzSOj4/lkRiqPbT/HxgUD2Hm+ln1FDcQHqHhiTDwigYCSJh3pET5UtRpo1JmY1z+Co6XNzv3/UtjATb2De/S6H5cUQJ8QNdclBtKgM1LVZuBEeTOFDTrenJyCyWLjse3naNKbqdWa+ODQZfoEe5EYqOLLnAoWDYzs8ZxWthrcCgwtHxzNuhMVfJlzpfPAbu9Y8JitbJw/gACVlIu1Wj49VsbHM9P4+Eip0yd5022ZLP7ilNvXfOb7Cxy4dxi1WhPFDe2YLHaifBQIBFBYr2X54GhEQhgS7UNbD4srcFRxJCIhD4+MI8hLht0OuVWt+CgkPdrMhXrJ6BviRV51GwX17Uz5NJvUUA29glQEqqTE+ClQuunqAThb1cZJN5aSnRwra6ah3URxox6jxcbKY6VcqNXy/IRePPeDq8bD+KQAZqWHEaqR8/aUFJ4b7+he8VdKadKbGBTlw62poRgtNmRiIUazjVg/BcsGR4EdZ4LAHVqjFXFHUjFYLaNZfyVB4aOUYDT3/Bvz4OHfjd1u58eLdcxed5JIHwXvT+tHmLecdpOV/DotYCesw0bMYrMhFnoaaT1cGz+llI9npjFuxWEXDRUvmZitiwYya+0JzlY7bGZ/yq9jdnoY8/qHs/5UhbM4E+4tZ/PCTOL9r6yTjpR0d8Xp5EKtlkhfBT/l15EZ6c03i7OoaNGjM1kJ91HwbV41bQYLuwvqmd8/nLcO9Dzrv/1cDTZbII9uP0+ASsrauRn8ec8lZzAvFQlZNiiKzEhvvj1XQ4vBTGKAmvSwnlX9s0ubPQH/P5n/yoB/5MiRjBw50vn/yMhIiouL2bBhgzPg37ZtG2azmZdeegmpVEpiYiLnz5/n008/9QT8Hn4TyMQiHhwZx5M7zvP+wcu8NcUx43zP12cYmxjAAyPjEAggt7IViUiAUiKipElHmEbuosQd6aNg6+KBLN90hoOXGzv2LWT54Gj6BKtpM1p4qktl+ZOjJTw5NoEHv3FYrN2/9SyfzEzjxk+OdcvwvjO1LwjslLUYeGBELAaLjQ2nKnhoZBwDo3yI9JZTlp8HuLZFd+KjkHJbZgTjkwKpajMAAmx2O0cuN5EapmF2iNc1Vdz/UXoFqjhw7zDu3ZJLhI/CbTIEHMFzo87EskFRTPk0G3BUOp/eeZFlg6LwVUjcBqAAiYEqHgyIxUch4YFv8jhX08bz4x3z+SKhgLNVrdz19Rl+XD6Er3J6bpH/6EgpU1NC2F1Qz/VJAZyubCHeX8lrt/RGKBS6BPudDI72pVZrYskXp51V11MVLWw4XcG6uf35fE4Gm89WkRSoYumgSMxWOw9szXN+Pxz2fQ7Ff5PVxk29g/iuwyJx3clyNt2Wyc+F9d3mDsclBRLsJeP2L88AAm4fHMWyL3NcEiN9Q7xYN68/01cfR2+28t35WjbM70+91kS/0J4XAIDL6MnVrzvts2y3z+0pqKdOaySgQxQwPkBJWZPeGewD2LGjNbrfd4vBQntHG+WJcjN7Cx32hbF+Kh4ZlcDXuVWYrTbyarRM6BVI/3Bvt4H2kqxIzFYb924563xsZJw/iwdGIhQ4POavJkQj55vFA5m++jinOzySz1S1EuWrYOHASLyuIWh3qb6diGtUG8O95djs0GqwMKXj3OVVt7EwM4LtS7PILmvGbLExPM6f3kEq5+9QIRURIVXQarBQ0WqgxWBmbEIgEpGAmlYjXgoxQSoZQR1dOBXNOgZH+fZ4HF4ysbNjY/HAKKf6tFIqwl8pJUgto7rVQF27CbPVRoBKSuhV1zgPHv5dVLYaeOTbc8T5K3lvWj8XgU6BAOb3D+eFCck06kzU60xIRULCNHKC1DK3v3EPHgDi/VXsv2cY52u0HC9rJjFQxYAIH5QSITG+CmfAD3D7phyeuT6Js4+Odlr4BXvJOhLRV5LHAyK83bo6ASQGqKhs0XN9YgAjYv2Z+PERREIBMpGQJr2Z5CA1j49J4ODlRtqMFvwUkh5tg4PUUqakhPLi7kv8aWKyi1YLOJxo3j90mUdGxRHjq+REeTNvT0lh3ucn3O4PHLo2Hv65/FcG/O5oa2vD2/tKa+Dp06fJzMx0afEfPnw4H3/8MS0tLS7b/hqsnvmtfwqd59FzPh0EqSS8OakPde1m9GYbyzflcKy0mYNX+Zl/kaPm4xmpTP40m4+mpzIuKQBllzZflUTEW1P6YrM7RgWkYgGtBjNioZAtZ6tRy0TOgOfQ5SYGRfny4a2pvLL3EoUNOv60K599dw/ly5xKDl5uJM5PyX3DY2k1mtmcW83nJysoatAR6aNgxfRUlm/KISXUi086XAOu9XmKBRDhLSPC+0qb/qAubbz/iu+CWADhGjmrZ2dQ28O8eycGi402owVvuZgWgwWzzRG8rjlezr3DY/jjT90V6fuGeFHZYuTOr8+wacEA4v2VnKxoYdkmV5eAJVmR+ChEaK9RGW43WRkQ4cM3SwZy+HIT7x+8zDPjk3hixwUm9w1x+zf3DIvhoW/yuLrz3m6Hu78+w0cz0thzqYElWZEYLXauX3HYJXg/VdHCrLUn+GbJQD48eJnnxvfisdEJfJVbiVggJEglZfcdQ/jwcAl7Ljls+eb3jyDKV4HZaudISTObF2UyffXxbl0QedVtfJZdytyMcFYeK3XaLgaqpQyL9b3m5x3lq0AsFHQbKTBabN3ea1dq2owkBSiRi4XcMTiaN/a5CkkKe6iwdyIWCkgJVtM7UIUdaNCZWfplDj900W/YXVDPsBhf1szN4NFteU5tB6lIyOKsSPpHeFPd5iq6OTs9jD/tKmBWehhZkd54ybrfkqN95OxYNoj6dhPNejOBaikBKik+cvE1z5VCKuLW1DBWH3cdOxEJBdwxOJplg6JoNVp4cqerT/Tq4+WsPVFOepg3H07vR4BKQoha6vJa1W0mHt1+jk05ldjsjhbQmWlh/PWWPoR06AxYLBbyattZtPE0D42MI8pX4XbBePvgKDaeqmDxwEjaTRaKG3VIRAI+n5uB0WKlyWDmxpVHna4XGrmYV2/uw9R+Ifhcw/rzfxnPffRfR6vBQkWLgXVzM1j6RQ6VrVdGVex2WHuiglg/FTf3CUIjk9BusrDuRDmTUkJI8Feilv79ApSez/O/D3efaYhaSojajzHxrlpNK6ancry8hbcPFGMw21gwIIKJyYGEa2QkBXR1ZXG9105NCeHZ7y+6FVV98rpEQjUyxCIhVpuNh0fGsTWvGgHw9PWJTE8LJcxLxis392HzmUoWDYx0FoGuZumgKCK9pZx4cAQFDTq33aAAK46U8MvdwwhQSgjTyHh0dAJzP+9u66qWibguMeA/7vv+f/U7/bWv9z9xtywpKWHdunXO6j5AfX09ERERLtsFBAQ4n/t7A/7c3Nz//wP14MRzPl3x8fGhEW+OdWmt7sqFWi1SkZD18wbw6Ld5RHtLETdXIJErqRP5snRTjlN4L8pXwQfT+rG7oJ6vc6vICPdmw/wBrDhcwvYOFfg39hWRGqrhlZv70DtQiUAgwGS2sHhAKHcMCsdiF/L0zgscLGnqsNtKoElv4skdF7h/61mevC6RezbnklPRTJhYTG5uLmKxGKlUitlsxmx2XxX/VyMWi5F5eWNV+LLyWBlv7i/m26VZCAW4DRglIoFDfVZvR9ShGGuy2PBTStCZrEzsFYRYKOSvey+hNVoRCGBiryCeGZfIzSsdmgYPfJPHD8sHM2vtcZcb4eS+wTw+PAJ9Qw3TU0PdzrIBTOkbQoK/gtOVrWRF+RKkljHv85N4yyU9BjxysYj6HhwdWgwWhAIBB4obkYmFDI3RuVUINlltrDlejkYh4a39RQyP8aO4QU/vYBV51W2khGrIjNCQFqbBaLEiFQnICNNwqqKVLYszqW839ajeviW3mvXz+7PyWCmj4/0pa9IzIs4PS1M1p8u6W/d0otD48rux8fxpl+v8olxy7Wqvl8TO6dOnUXt5kRkZ3C3BYjBb8VdKadB1P2fBXjLkdhOnT58GHBZ2Rfi7BPudHLzcxDe51UxMDuLOoY6RD4lIyNazVby+t5ClXVoUr08MQCIS8NnxMib1DaG0QYu59vI134cC0DZBz94WVxgZFcPbh8t5fVJfnvjuHGarHaEAVs5MY++lejLf3MeG+QM472ZxZrM7fJ03nakiu7SZMQn+zEz2RltbgdI3kKd+qeKbvFqX7TeersRksfLHkSHomupQh8Yy9oNjNOnNPPP9RT6e4XCu6LRmEgkFLBsUxYzUMBQSIe0mK1/lVPLG5L4MjvLFZrPjr5KQ9fYBl+9nq8HC8q/OEKISE00jJlPPziX/63juo90RCoUolUpEIhFGoxGD4deLQkqlUkSB0QSoJFhsdpdgv5O7h8aQEuLFs99f5FKDjj7BjkrpgaJGvCRCLpW7t3n9NXg+z/8+fu1nGiOV8u64UGx2AZh01BWdp/sdyBW5UsWOJZnM3ZDjdGqSiYX8bmwClxt1LFh/0rnuGRnnz+2DopjYKxBRaw21hefpvMJfF6RB7BPMobQwl7E5gN+NTSBSJeDMmTNIpVLK2nvWjNIardgtJmqLLlELpAeE8ML4BF7cU+QsDET6KNg4Nw19dQmnL/9nCvf9Vn+n/1EB/6uvvsrHH398zW127NhBfHy88/81NTUsW7aMiRMnMnPmzH/ZsfXr18/tjLKHvw+r1Upubq7nfF6F3Q75l+pRSUXMzQhndEIAVpudHedrOlqK7bQaLazJLmHTbQMcgVZADDahgPFv7nMROStt0jPp02y2Lcnig8MlbD1bzbfnalgzJ4OihnZnUHqmqpWihnYmX2XjtqewgRs+Puq8UVS1Gjledoa7hkZz55BoPjxcQphGjkAAn52s5M8jApF4B3K+VsvJihZi/TSkRmrwV0rw+ze1OLabrNS1m8mtasXWDglygVP9+7tzNSwbFMVHR0q7/d3SrCiKGtoZnxTIe9P6IRQI8JKJ2bYki90F9dy6+jhZUT58Prc/PgoJConQ0VJnt/P46AR+t+M8la0GmvUm7hgcTYy/kjaDBR+FhLJmPWqViuBgXyao9cT4Kbp5oPsrpSzKiiTeX4G3QsLoDw6RX+dI3LQaLMT4K5GKhJis/9icc99gL36+5D7RAHCstIk7BkeTHOzFbRtOsmpWBkdKGvnjrnxGxvkzIy2MxEAVx0ub+Tq3ijEJATz9/QWkYiG39gvtcb8Wm8O7VyER8dR1icT5KQnVSJGKrt3SD3BfqJnUUG9e+CmfokYdKSFe+Ckk3JgcxI4Ltd227x/uTYSfFwER6QA06S3clBzEB13E6d45UMxrk/qw9MscZ8cBOCr7a+akkxjihzDMH4BqrZEnNvV8Q193qpx5GRHOERBwJI6+WzqIrWeruTU1lJv7BNNutHDP5rPY7WC22dhd1Mz9w9P/5vv/tdhsdpYPFrHicAlfLcykqsVIqEbK/uImNp6udI44yMTCHrUo/BQSarRGnvshH50pnqevT6W8xcA3eTlut9+SV8NLN/YhPTqcz46XO8ddypr1LNp4ikdGxZMYqMJuh0gfOdE+cny6XAN6BarQmW3Y7XZCvaR8fKysR7uqZ3+6xPe3D8L/GorV/6t47qPuqW03UdSgY19ZC4FqKb0CAwgMkxKokiD9FSMixU16Pjlayqy0cLfdKjf3CSbaV8HMtVdalS/Vt/PtuRo2zOuPwWonPT397z5uz+f538e/6zPtZbdz9P7h1LWbMFlsBHvJEAkFPLzNtQOwokXPgAgfApQyfAPi3O7r7Sl9eXxMPNvP1SATC7mhdzARGhnecjEEO8a2Gq/qPu2KTCzEV60kquNeDPBQSBBzB0RRpzUhEwsJVEkI8ZIBPTtS/Vb5v/qddr7u3+I/KuBfsmQJU6dOveY2kZFXBJ9qamq47bbbyMjI4I9//KPLdgEBAdTXu9pNdf6/s9L/9yASiTwX4n8invPZnVhfJV8vzOSjI6Us3ngaiUjA9NRQvlmcxfKvcjBZbNw1LI5Ps0t592AJM1NDUUhE3RTNwaHSveZ4GTPSQllzvByrzc4z31/g0VHx3L3ZceFQSkXckBxMbrWWILWMMG85ZU067vo61201/MPDJXy7JIsVR0poNVqcav9CLz9GfnDIJZj1lotZP38AKSFqIn3+OWJ8PdGkM/Hx0RJ+v/OiM5gTCwW8MKEXQWopKw6XcPqRUQR7yXh7fzEtBgu+CgkPjIhlUkoI7x+8zO6CBkbE+pEYqOZkeTOXOxZ+4LAP25bn6Ix4Z2oK2/Kq2VVQzwsTevHwqDhWHSujrNnAAx3tcBKRwPmZGC027hseS0KAmh9uH8z7hy6z9kQ5FpudaSmhPDQqjmCVFLFYTIhGzLPjejF//RVxuXf2F/PBrf2446szLm3uAgE9Vqw1cjG2DqWfJr254+bqniC1DF+lhG/zqnl7Sj/+8MNFEgNVvD45hc1nqvjznkv0CfbijiHRzBTCzLUnKKhvRykVXXMeP8pXga9CwsmHRiAWOubXFdJfF7gFqkVMTwtjcLQvOrMVg9mKUAhvT01B92WOi9JxRrg3n81OR2u0EKSWIRAICFCLeHhUPBtOV9LcEZAeLW0mUF3FjmWD2JZXTW5VGxnhGpYPjibWT4mkYzzGYLaSW9VGlI+c341NQCgQsLugzkXU0Gy1MzE5kB/ya6lsMTAgwofHRsfz6t5CREIBUpGQJ78776y4qGUibHZH58U/85onEkH/CB+enyCnrt1EtI8CL5mYBp2F1XMyqNMa8VNKWD+vP4s2nu6m5i8WCkgJ1Tg7AN7cX8zywTEuonpXY7c7vlMikbqbK0V1m5HHtp9zHJtQwDeLB5IQoHJ5z34qkcsy7+rRpa7k1bRhtNo994lr8L9yH23Rm6lrN2G0WNHIJYRp5M6OrE7KmvVM/fQYJyuudBB5ycSsnu0QqR0Q4Y1U3PO5ajdaeO6Hi2zLq2HLooFunUqWZEUxz02Lst3u0ML5btmg/6/P43/l8/xf4t/xmUb6ion0dV1nvTkphaevT6KwoR1vhYRQLxkhXjL8VddYD3iJCPKS0z/Cp8dt4v1VRHjL3bqyLMmKIsRL7vJ+VSIRcTIJcf6qv/+N/Ub5rf5O/6MCfj8/P/z8fl3WpzPY79u3Ly+//DLCq5RS09PTefPNNzGbzUgkjoXmoUOHiI2N/bvb+T14+HcgFAjYeKqCCG851ycF8MPFOlYfL2fPpQbWzMlg+7kaTpS3MDjKF53JSmakT7f53a6cqWpldnq48/9FDToC1Y6LfZy/ktdu6cuyL09ztLSZKF8FX92WiVQkdI4GXI3d7qhmhGnk+Csl6M1Wlg2K4nc7LjIi1p87Bqtp1lvYeLqCkiY9izsU8GViEUHqf9xm729xpqqV3313weUxi83OUzsv8NXCTNadqODtfcUO67W7h1KjNSEVCShp0tP/9X3Ov9l+roYwjZzvlmXR/419V78MAM98f5H3p/Xjp/x6nvn+IptuG0C0r5JVx650D3RNwLy5v4gZaQ7188RANU9el8Ddw2Kw2xwJlwCV1MVybXyvQP44sRd/2lWA0WJjV0E94d5yjj84kt0FdZS3GMiM9EEpFvLKzb1ZtinHqeILjkTAyzf25oNDlwH4Jq+aTbdlunUIAHhkdDyZEd4cLmmizejoTJiQFMjkVcecSZ+9hQ18crSUncsG0bnG1pmsVLToGRrjyyE3QdtfbuqNRCRg/vpTXKpvp1eQmhdvSGZAhDc+ip694LsS4aNw+b/ZauXRUfE8Oy4JndmKUCDgfE0b1684zJBoP/5yc2+SAh3tht4KMQfuGcZLuwvYcrYaqUhAgr+SpEAVr0/qi95sRSkRIb6q6lfRasBqs9MvVMPq42XYbDCpbzCPj0ngjq/OUN9uYl7/cNJCNXyzOIs6rZE9l+rZc6meep2J3QWuSWaAe4bGsv5kOU+OTfxV7/vvJUQjJ6RDcC+3qpXnf7zo4ss8NMaXzYsymfxpttMpQyQU8P60fs7vCTiSU016E15/Y25e0/F872CvHreJ9lWglIhQ9+Aw0El6mIb1J90r/Mf5qZD+DctQD//9FDfqeGxbHhKxEH+llIoWPeN7BTE2wZ8AlQx/lZR2k4XffXfOJdgHh/3Xoi9Os2pWOpWtxh7tMQHqdSY25VRhsdn56kwlS7McycDiRsf9UCwUYDBb3VqXAdRqHRVWDx5+C0T4KojwVZAaqkEgoEenmL97vz4Kflg+mFtWHXNZK05JCeH31yWi+Ac0LDz8c/iPCvh/LTU1NSxYsICwsDCeeOIJGhuvVBoCAwMBuOWWW3jvvff4/e9/z+23305BQQFr1qzhySef/L86bA8eeqSyRU9FqwGzzc7JihZSQzVsX5rFi7sKOFDcSG5lKweKGzlR3sIdgx1zwrVaE7F+SrLLmt3uM9pX6WJFlxigom+ImuwHhnOsrIXHt59zqg+XNukZ++EhDtw73Ll9uLecrEgfTFYbewsbaDdZkYmFjI7z42BxI+OTAkgMUHHP8FhWHi3l46OlhHjJePr6RBp1Zp747jxmm53aNuO/LOBvNZh5aXfPM5MbTlUwtV8IR8uauW9ELPsK65EIhQyM9mXRxsPdtm83WcitanMJorvSrDe7VJa+yqni9sFRPLC1e6AH0KQzO6vtAEFqOUE9j8ARoJLxyKh4ZqWHU9tmxGq3Y7U79AUWDYzEVylFazBTozURopFx9P4RvLmviNzqVhID1NyWGcFXOVXOKrhSIkIjE/GH8Uk8/1O+y/u6fVAUCf4qonyVTOkbwsdHS7lnWAzLvszp1uFhstpY8uVpnroukTs6vOyf2nmBdXP7s/N8DZ+fqkBnshLvr+SvN/dBKhYy5oMr5/dYaTPjVhxhxfRUFg6MQHpVdlxvslLXbsJmt6OQCNGbbRwrbcZsszEw0odgtQyd2cpLe/J5ZFQC89afxNDFzu2bvGpOV7Y4EjptRpZ86dC0mJsRztq56fQKVBPjp0DV0WXgTgFeb3J0Ezz3Q76LCv/JihaSAlV8PCON+7eeZX7/CEQiIT4KIT4KR3tiTZuRqf1CeXXvJVYfL8doseGrkHDv8Bh85BLajQoC1VJyKlsQC4X4qySEeP1z3SkqWwxM/vSYS7APDpHO9w5eZufSQfyQX4uvQsr1SQE06kzcMSSazAgf3j5QTLPejFIqJkAlYVisLweLuydyRsb5EaSWUdKk47rEgG7jJhKRgOsTA7l7aAx9Q9QIhddeZE5JCeWZ7y+6HTl4fkISwf/kc+ThPwebzc7lJh0rj5WyIDOSTTmVnKtpIzPSh1g/h0jq6YpWHhoZh85s5csc90nNVoOFZp2Z8zVtbgP+Wq2R8zVtWG1257V6wYAInvgujw9uTeXp789zvKwFO3TrKriavyUO6sHDv5u/dQ3+R+gd7MX+u4dR1WakSWciwsdxf/NT/rpkvod/Df+VAf/BgwcpKSmhpKTExZ4P4OJFh7+wl5cXK1eu5IUXXmDatGn4+vpy9913eyz5PPzmaDOY+Sm/nsVfnHY+dqC4kVXHSvl8Xn+q24xszasmM8KH4kYd7SZHy+1b+4vYvjSrm8hKJ4sGRnLP17n0C/Xi+QnJlDfr+PhIKXH+yg5rP9cbgdZopVlnYmScHwszI7HbYfelevyUUj6bnUFOZQt9Q7yI8VNS22bgvuGxFDfquP7DI85Ff1GDjkOXm7hnaDSPjoqjRW+moQdxuX8GBrON0qaeRZnKmvVM7BXE7PRwrl9xmDqtiYxwbyra3P+N0WJD/DdukF2Dxao2o0tAfzXjkgId829d0JksNOpMtBmtmK121DIRYRq5s9Ivl4hICFCREKDCbLXSYrAgFwtRd1i0qeUS1PIr7fEfz0x1LGr1Zu7dfJbdl+oRCuDG3sHcOyyG787Xcn1iIKPjA7hQp0VrtJAZ4UOIl5SojjbAgVHeFDUFEO4tJ0Al7db+DVDSpHfOhTveh5WZa44zOSWElTPTSAxQcbqylYxwb3q/8rPb8/Hot+cY3yuQ6C7thyVNOl7aVcCaE45AeWi0L0+MTWDVsVKnJeEjo+IYnxTIizf05pmdF12C/a7Hd6Skied/zOd8raNNfeWxUlYeK0UqEnLq4ZH0Du55rKC23cCx0ma3lnv5de2crW5l711DiOzSeVDdZiCnopV2sxWhACb3DeHuoTG0Gi2UNxvYfq6GGWmhRPkqGPbuQWcCLjlIzdq5GaSFarp1GfyjlLfou2lEdLItr5o7hzg0OD7NLiPrrf3OTpQRcX5smN+f9w4WE6SS4qeS8sX8AWSXNWOxOYKcS/Va9hU1sGJ6KjqzlVqtEaVYxDeLBzJ73QlaDBaHd/SACL6/UMvHR0soagzk5t5BxPgpe6wuRfnK+WH5YKavPu4UoRQLBTx1XSJjE/7+0TsPvy3qtEaq24yUNesJ9pIRppH3aMNa3aqnXmdGb7LirZBgtdqoaDWgkYmZtfYE01NDuWNINEKBgEv17aSFabBY7aw/VcHE5CAXbY6rqdUa3Tpk1GqNfHG6gnBvBRq5mB+XD2ZzbjUqqYhzNVoWbDjJgyPiePr6JEwWG31DvFwcb7oS7i3HzjWsRDx4+C8i1FtO6DVsYT38+/mvDPinTZvGtGnT/uZ2ycnJrF+//t9wRB48/GPUtBkobzZw19dnuj1nsNh4csd57hsWw55LDejMVhZlRrKxw3e1xWAhp7KV96al8PC2c84qmUQk4Jnrkzh8uRFfpYQXb+jNgvUnaekijuWrkLB2bgb3bsl1CRK25dXw8Yw05n5+khPlVwKflcdKuW94DH4KCV4yMUOifGjQm7l3y1m3gnLvHSrh+IMjaWg3EvAvbOf3kokZHO3DxTr3uuZZkT5kRXnzzoEi6rSOgEIiErgNGAGn6ryfUkKjrrvTQGakN+e6+OWOiPVFJBC4tH52IhMLefr6RMRdxo0qWw0cL23idGUrbx8oplFnRi4WOkYjxiYS1nEDtdrsXKpv5+MjDlu8UI2Mh0bGkxGu6TaDp5CIUUjEBHvJ2bhgAM16MxabnXaThctNevLr2nl5zyVsdju9g9R8Prc/SYFqZ+tdrdbIhdp2DhU3sqegnsdGx6OUirh/69lugmpysWtwarHZ+fpMFRqZmJ/y6/g0u4xf7hrao3p/m9FCndbkDPjLm/WMX3HE2WkCcKikiVtXH2fL4oEcL2+mUWfmtV+KSAn2IjXcm8OlrpXnlBAvbk0NRSkRUdNmJC3ci9syIxgVH4AAOF7exHM/5PPmviLempLiMkLRlUt17aw50fOIzBenK5mVHu4M0Kta9Rwva+FsdStioZDztVou1mp56vpEVFIho+P9GZPgT3GjnqHvHHDZ14VaLaPfP0TOI6P+abONXbt5rsZmd/zmS5oMaGQSYnyVznO+v6iRR9rz+GZxFn4qKa0GM/uLG7l/61nnbyY1VMOns9PZX9TA/VvzqNWaUEhEPDMukV/uHorWaOFSg45Jq445u0i25dXw/I8S9tw5lNQw93oPUpGIYTF+nHhoJFWtBvRmK5E+CoLVMlRuAjQP/zmUNeuZu+6Ei05DUqCK7UsHOZOZWqMVi91GU7uF+7bk8lPHSIxGLubJsYnckBzIX/cW8vWiTDblVLJ442kMFht9gtU8O64X6eHeTPjoCJP7BhOoljq/r1eTFKQm3v9KkrGyxUCr0YzNBoEqKfduPkN1mwmhAKanhuIlkzAyzp+vzlTx+52OcbHbMiPIr9Py6s19uWvzGZduKYlIwMqZacg8IygePHj4P+KfUzrw4MHDP51GnYnnf7zI2Zq2HgOk/Lp2wn0U3JoaSmO7iawoH5c54Xu3nKVVb+bkQyP5amEmGxf05/iDI7m5TxAN7WZevjGZ+7bkugT74BDeevCbPB4ZFe/yeFaUD+tPVbgE+528c+Ay1W1GXtxVgFgkpLrVyCk31dBOfimqJ0AtJUj9r2vzUkhFPDYmwW1VXi4WsnRQFCWNeib3DeXrhZkMifblbHUbg6J93e4vQCXFbLWx+84hvD0lhYGRPs7ngtRSXpiQzLsHiwHwUUiYkRbOvPWneG9aP+b3j0DWERCPSfDnq4WZPLwtjy9yKmk1mGnSmVidXUppswF/lZQPp6fy6i19iPFT8u7By9y3JZdWvRmTxcaZqlYy39zH6/uKOF3Zys4LdYz/6Aiv7i2iWd9zx4S/Skp8gIp2k4XMN/czffVxvsypxNqhmn+uRsudX59BZ7ZislgpbdLxyLY8xnxwmC9zqtiWV8Pdm3N5a38xq2alu+w7UC0lKVDNzLQw5yy/VORIVoxOCOCz7DLkYhES8bVvO107S46XNyMTC3l7SgpfLBjA2rkZTO4bgs1u5619RSwaeEWkVSYRUdzYTmBHl4FEJGDlrDQWDYzkm7PVfHD4MudqtDxzfS9a9WZGvX+Qoe8e4Nu8GnYuG4RAYHfbudCJzmzjWst1gQCXbo0mvSN5seN8HSuOlKAzWXlmXBIfHb6M3e7Yk0ws4pmd593ur91k5YvT7rtzrsZgtlLfbkRn6n78Npud8mY94deotsjFQspbDIx47yArjpTw3PgkZqRdcVk4V6OlVmtEb7JyqqKFOetOugRPZ6paGfvBIZRSCbUdj+vNVp7acYHHtp9HLBKyfNOZbqMwjTozd28+w5nKFuq07hMSIqGASB8FWVG+jIoPIM5f5Qn2/8Np0Zu5Z3NuN1HG/Lp2bll5jII6Lc/9cJHixnbajVbeP1TM0bIm57Wh1WDhvYPFnKpo4c839ub3Oy6w5ni58z55rkbL7HUnqGgxoJaJkEuEbJjXn4dGxjEizlUHanC0LxarjTCNnDajmR3naxjx3kH6vLKXfq/t5dPscj6dnUGkjwKbHb7MqeK+rbk8NDLORdn/lj4hvPBTAT8X1rNtSRbz+0cwNMaXZYOi+GZxFgqJiDCNq+6IBw8ePPy78Nw1PXj4jVLdamTj6SoyI9wHn51oZGJ6BaoYmxjAkcuNiIQCl/bFDacrWZAZhVgIn2WXc7S0Ga3Ryi19gjuqeu7bfC/VtxPh7VigZEX5MDren74hXjz67bkej2XNiXIm9w3GZLXReo3gCRzBoNlqdwoF/quI91ey+84hLPsyx1m17BOs5pWb+3Dv5rMcvOzQ+FBJRayclc47+4vJr9VyY+8gdpy/YvM2qW8wS7OieOdAMYc2NxGslnHf8BheujGZmlYjfiop923JpbrNyOh4fx4bk0Blq57qNiNTP8tmRmoYh+4bTlFDO8fLWli88TS+CocdVFWrEbFQwK39wth+voZ1J8u5PjGQUXH+rJ6dgcFiQYCAA5cbifJVcP+WXNpN3dtG//LzJeb1D/+bwne78q/t4FurNfLGL+X0C9OwObeaqSkheCsknK1u5XhZC6cqWjhV3sLwWD8OFDciEMCKW1OJ9VPyys29mZsRjtHqGH/YeraaxRtPYbPD0qxIQrxkPVbbIn0UBHbpUGjUmbl/eCx/+fkShQ061DIRCzMj2bhgAEu/yGFhR8AfpJZix847B0pYkhXFS7sL+PONvfnydCU/XLzyXlccKWHD6Qq+WDCAdw+V0Ga08GN+PfuLD3PovmEoJD0nI8K9ZUxNCXFxAejK4oFRzpGGmjYDKw5f5p0Dl53PFzXo2HK2ivXzBnCuuo2EACVWk52cqja3+wPH6I7RbEV2VdeB1WqjvMWAUACtRgtv7CviRHkLiQEqHh+TQFKgCo1cQkO7iS1nq9iVX8f9w2MZEevH/qvU8wGWDopiU8foz4VaLQs2nGLTbZkcLG5yeo0fLmmips3IKz9fcnusLQYLpyta6B/u7TL2kFvVSlGjrkfryEOXmyhu1NNmtCISCjxznv8DVLcZ+O58jdvnLtZpKahvZ37/CPYWNpBb3cbUlBBuTQ2jWW9GKBSw+UwVey7VozM7VPnPVLW63dfj28/x2awMsktb+PhoKc16M2MTAnh8TAKPbstjYKQv9w2PcVx31DL2FzVw88pjzr+32+Gn/DrO1bTxxuS+zFzjsNv7/kIdvxuTwBcLBvDnPQUcLW3Gbrdjstr44nQlDe0mHhkdj6Sje2v7uWrSwjSMiPP/J59JDx48ePh1eAJ+Dx5+o2SXNdOsNxPkJUMsFLi1AYr0URDnpyQuwNH2OzE5mLOPjuan/Dqq2gyMSQigd5CaMG85g4S+bDhZ6Qy0vsypdKniucNqs/PjHYORi4W0GS0YLTa0bgLNTtoMFq5PCkQqElLZYmBYjJ8zoO6KQAADOtTfs6KundD4/0UmFjEizqHA39hhw1bc0M59W866tNm3m6ws3nia9fP6M2PNcT6akcb1iYGsOFyCRiZm8cBIpn6W7RSsK27U8fC2c0xJCeaG5GAul7fw55v6AHCivJmFG07x0Yw0wDH7v+5kOTf3DWbB+pOYrXb+OLEXqaEaXtxdQEFdO8lBah4fE4/JYuPFG3rz+i+FvPZLIQDjEgN48cbevPLzJRZlRV3TruyXogZ8lWLCvXtWnO6pQhqmkfP09UkMfGs/01JCCdXIWT+vP9/kVVOrNTKpTwhPX5/Eo9+eY+PpCh4eFY+PQsKz45JIDnKIsIVp5BQ36rlp5VGn6jvAiFg/nhibQKiXnC8XZPKnn/J5bkISGpnYIbi3q4Anr7sytmDvKAcv/+rKOIvWaOW9g5c5X6PljxN70d4xK3v7oCi+O1fLL4UNLB8czdSUEMJ9FC7BfietBgsfHLrMggERvN+hQq83W3njlyLev7WfczujxYpUJHTOl4d7K4jxM5IV5cOxLjZ8AL2D1UxOCXZu29Budgn2OzFb7Tz/40WeHOsY5ZCKBMT4KZzz6VfTJ1iNSCigts0IAghQSrncpGPtiXKOlTZxW2YkC9afcl4bcipb+epMFZ/OSmdGWhhf5lRyz+Zcti3J4pZV2ayZm0HQsTK2nK3CZgeFRMTSrEhSQzXc0WVsyG6H1/YWsmxQFC/8lA9AqEZOu9l6zQTFmapWEgJULgG/VCxEa7h28s9ss/FTfh2hGo+w038TZquNylYDrQYLComIILUUjVxCk97co/ApOL5/Uz/Lxl8l49HR8SzceNo5kiISCnhoRCyrZqWhkorZcMq9iwPA2eo2TFYb01Yfdz52uKSJEC8Zu+8cgs1mR6MQE6SW0dBu6jGZXdFioLrVSEKAiksdSeOC+nZe21vInP4RrJieCgjQyMXcMzQGH4WEBetPUd/uGAOYmBzE7R1iuh48ePDwf4En4Pfg4TeKWuao6q0/Wc7jYxK6qc0LBfDh9H7OYB8cVm69gtT0ciP1Huwl591p/Xjq+kQOFDeikYnpG6Jx8YXvikwspG+ImnM1Wm7b7KhcL8mKZFxSAJt6UDwe3yuQb8/VMKlvCPH+Sp66PpE56050m/X+44RebD1b7dIS/6+m056spEnHzLUn3don6c1WSpp0RPjIWfLFab5emMkLE3sRqpFx51dnuqnTA2w9W8OigVHcv/Wsi5p4cpCa0qYrCQWVVERSgIoN8wdQ2WLAbLUx+dNs5/OHO2bTjz4wgus+POxyzn7Mr+dI6WG+WDDAbWW/K3Y7fJtXw8z08B6Dp3FJgW4fv2NINH/alY/OZGVwtA9ao5Wpn105xh3nawlSS1k9J4OHv8ljXFIg8/uH49VFJFAsEjIsxpezj47mTFUr1W1GBoR7E+mrIEgto0lnIlwj444h0Ty8LY/yZgMZ4d48eV2CS9t5ZauBZ7+/6PY491yq5+nrE/nLz5d4YEQsg6N9udzRqbJ442nWzEnnoJtKdiffna/l83n9nQE/wE8FdZQ16xEKBGw5W83+ogZ6B3mxOCuSGF8lwV5y0sI0/PXmPpwsb2HTGccoxIIBEdzUO5hmg5n3DhajkooYEOHDkqxIVh0r6/baZ6vbCNFI8ZKJUMskPDuuF5NWHeu2nVAAt2VG8vovhXyaXY5YBJtuy2T66uOcq9Hy8YxUHv32nNtE4N2bcxkS48uz318k1k/Jpfp2mvRmZq45wZKsSH5aPhiFVITRYuPDwyXc8XX3dvsjpU3cPyIWgChfBQaLlYZ2E9G+Ci7UutfEiPZVcPyqcZ/yZj3p4T1b3cb5K6nXmrhQq6W4UU+c/zVsKjz8x1CnNbL2RDkv/JRPq8GCQAA39w7mnakp6E3WHu874LiPXWrQ8frkFGauOeFyrc6K9On4PgmQi4TEX0PjQikVUeVGu6K6zcgLP+WjkIj4+kwVv9w9FH+VlOPlzT3u63h5M8lBamfA76eUcqlBx3M/XCTYS0aMj4IXJ/bCYoOHtuU5/85md1w3C+t17L5zMGHenrZ+Dx48/PvxBPwePPxGyQj3RiISsPF0JU+MSWDNnAxWHSulpElPWpiGp69PpHdQz17X7vBXSfFXSekX6hDJajdZeHRUPC/v6d6me8+wGBr1Zt7cV0h1x6Jpw6lKti0ZyM4Ltd2UiPsEq1HLxCxYf4rLjTruHx7L+4cu88WCAezKr+NoaTPBXjIWZUaikoq4edUxzj46+h87Of8fmCy2Hr2SwbEY7BPsxe/GJDA8xo9LDe2Utxg4V+M+yAE4XdFCQoCKvA7BPj+lhNcm9XURW/zLTb15fPs59hY2sPfuoYxbcaTbfm7sHcxn2WXdEiTgqEzvOF9LZoQ3Q6J9OVzivsof769ELBRQpzX1GPB7yUS8PqkPD29zrWj1j/DmuR8uIhBAryA14z/qfoy1WhNv7iviyesSuVjbRoDKr9s2YpGQGD9lN5sro9lKUX07X5yp4tW9hc7Hd16o5YeLtXy5YABSkYAQjYIWg8XZTu6O87Va7HbH72TRxhzemtKXz09WYLLa+OhIKX2Cew4cxUIBtqsCZV+FBK3RypgPDzm/29+dr+X1fYVsXjSQG5ID8ZKJ6RWgIjFAyU19ghAKBIiFAp75/gJrT1ypNAoF8NaUFB4bLeWvXd5nJz5yidPNYUi0L+9N60ed1ohaJuZ0RSs7LzrEMd8/WMyKI6UA3D00hr2FDc7voa9SSkWL+/OjN1spbdLTbrIQ5i2juaOzRW92dEi8d/Ayw2P9GBLt26NOQKBKSpvBQmKAirenpnDHV2fwkol5eFQcyzd1FxEVCwWMSQjgjX1FLo/7KaXozVYWZkaw+rir6KFAAH8Y34u//HyJyX1D8IiY/3dgtdn5IqfSpWJut0ODzkRFiwGRUMjOZYP54PBltp6tdhlBG53gz5GSJlJDNZyuaHG5Vs9IC2VCUhAPbM2jQefoitl5+6BuY2yd3DYggi257pPTW3Kr+Wx2Op9ll7Fo42m2Ls4kxEtGVat7LYlQL7kz2I/3V1KnNTmTbSFeMuL8lfippEzrkiDtSueogifg9+DBw/8FHtE+Dx5+o4Rp5Kydk4FA4JjNfnz7OfpHePPgyFhevaUP/SN8nErq/ygqqZjbB0fx7tQUZ3U1wlvOm5P7EuIlY9LKbO4YEgM42pY/nZ1Om8HCT8uHMDMtFKVURIBKyn3DY3n5pt7cv+UsAK/9UkS7ycY9w2LQyESEe8tZlhXF/cNjudyoY9rqbHYuG0TE/4Fti0oqItq350XXuKRAPpmRxvIhMQR6yUgKVBPqJeNaFsqRPgoeHBHHHUOi+WBaP36+ayh7C+oJUEqZnhrKrjsGU6c1saugHovNTovB7DbpkB6mYX9Rz5XpA8WNlDbrefGGZFRuPvt7hsWw80Itm89Wuz1eo8XKsdImblmZTUF9O1sWDWRZVhST+4awalY6cR0Beq9ANcdKm3tsu/0xv45+IV5M/ex4j9Ved1S1GZFJRM5Rha7Y7PDY9vM06x3JDplYyLUcEANVUt6c0pc/77lEg85ETZuRm3oHAY5uibGJ7rsYwKG03VWfAeCuoTG8tKegWyJLJhbRZrSw4VQlN3xylAmfHGXtiQqkIhFx/ip2FdS7BPud7+W+LWeZ0i/EKdTYyeAoH+Rix2dnsdrQmax4ycR8k1fD2weKEQnh57uGEuolcwb7AJP6BLP5jPvgxR0CgSPxUNigc6uCf+hyI/+PvfsOjLq8Hzj+vr3vsvcOJIyEJBD2diOogMpyoOJEraPVatWq7c9qq23dW1ARBRQHKgIukL0TIJBAQvbeudxevz8ODo4kaK3aFp/Xf7nvfcfdJZfv53k+z+czMT28z9/r28elkhml584JadywopCqdhtZMQaSQjTcMiY56LMxqOQsv2oYxY3moCyYEI2C12flcOuH+xmWEMLzM7MYFK0nRKPg7P4RfDh/OKuKGihrsTA2JZTU8L6XoQj/O+o67Ty69nDQY4+en8n0rBgufWsXk17awiWLdxBrULHsyqEoZdJA28pXLh3CX74+QrxJzdHW4Aypq4YlcsMHhYFgH+D5TeW8NDMb2SlfFvkJJq4alsDHBxp6vUaPzxf43d9X34XPB/dO7tfrc2VSCRPSw9la2U5auJbnZ2bzf18dRimT8trlOcf+fhvw+XzU9DEIB/5leoIgCP8JYoZfEP5LqRUypg2KpuieSSzdU8uR5m6yY41MSg8P6lP+72judvCPDUfZVdPJH8/NIFTrL/SlkUvZVNFOq9XfXisjUsffpg3i2mUFtFic6JQyrhiawJuzc+kfqeOxrw4zY/GJ9e0Ot5dWq5OkEAPazhquHJpJs8XFloo28hJMbFg4FofbQ1WHjViDCo3yl/sqijNp+Nu0gcxesqfHtuxYAwOi9MSc1As6XKckMVTDlMwoVhc39dhHJpUwMimUK5buIVyn5OsjLdy5qogZWTGclxlJXZed3TUdfHjgRLAm6yPK6rK7g3rZnypCp6TR7KC8zcqq60awvKCObZXtROmVXDksgcp2Gw+vLWFMSiiqXvq3V7X7U9afnZHFhtJW7v7kANlxRuJNas7LjMDu8jI6OZRupxu7u+8sCJ8PqjpsuL0+nvimlKVXDEX3Az7DNquTw82WPgcSytustFpdOFweInVKLhkcw0e93LBrlTJkUgn7682BAYfff36Ipy8ZzMWDY1heUEdth40bRyXx6klBM/j7YV85LIHpJy2nOC8jkvGpYdx+bMDqZM9cMphXtlay6aQlAoV1XbywpYJvbhrNP3oZvDjurZ01XDs8gZe3+q/BoJLz9PQs7B4PS3bXMCzBxJPflgVaaQK8tauGFYX1fHXTKK4fmUCIRoUEUCukKE8aPOi0uYg3qXud5dcoZKSGaZkyIJqV++upaLMyMT2cDScVHPT64M2d1SyencuCFYVBM6RTBkRxbkYko5/bFPRZzc2L5+JFO7lmeCKrrhtBfZcdtUKGSi7l5a0VPDZlIEuvGEppSzfZMUaSQjUs2VVNWriWOJOaBJOaJ6YORKuQsbq4ietXFCKXSXhrbh5I/LOowv8+i8sdFJSflxGJBLj3sxMdKSxOD89vrqCizcqGhWNo7Hbw7bEB0dw4ExVtVialnyhy96fzM3hvb02P747PDzXhA769ZTT767po7HYyNjWMtDAtNce+o3pz0aDooAKc3U4Ps3Pi2FrRxoqTlqwpZVKWzMtDI5fy+YKR1HTauGFFITWddj6/fgRLdlajGBjNsIQQ1AoZWqUsqHbJyVJ+ov/bgiAI/yoR8AvCfzGtUs6AKAN/vmDAz3L8TeVtPL+5AiAQOEbpVdR02lk8O5ele2rx+Hz84ez+3PT+vkBxMYvTw6vbKnl1WyVn9YtgRFJIj/Xt2mOVxeVaIx/sa+CJr4/w1rw8/rimmG9K/TdaSpmUhWNS+P1Z/Yg2/LzV+k92Tv9I3pmXx72fHaKuy45MKuGyIbE8fF4GZocbldWJ23OiQOHdnxzg9vGpFNR19Ugz//tFg1h9qJGhCSYW7zyxZvt4ECeVwKrrRrC/vjiwrd3m6rVS/cr99Tw2ZQDflLbQm1vHpnDLyn3IpBKWF9ahVci4eHA0HTYXv//8UKCwVb9wXdDAQYPZzmcHG/nHhqM0dzsZmxrKb8alMiY1lEfXHWZVUSU5sSbOy4jkHxcPZuob28k/TX2FvHgTBxv9yxfK26zYnJ4fFPDLJJIeM96nUsgk4PNhtrv5y4UDKWo0c7jZEtiukkv55NrhFNZ2Mi4tnP6ROs7uF0GcUU1Zq5XaThujk0PISzChUciYkBbO+4X1dNr9FbrP7h8RWMpic3k4NyOSokYzR1otPa4lMUSDREJQsH9cVbsNi8tDo7nvNoh1XXZuHJXEgYZuxqSEMj8/kb99e4S3dtWiUchYesXQoGD/OJvLw4NfFPPyZUO4fkUhDo+XMSmhXDUsIZCZ8MzGcp6YOpBrlhX0SGd+YWYWcUY1f794EEdau3nwi2KWzBtKbpyRN3dW02l3kx1r4PqRSZjUcr5bOIb99V1YnB4mpoeTGKLB6vIwLuVEVX+ZVILN5Tm2ZML/tx+iUeA8lqUAcMMoKwtX7iMxRENxk4XfTkojOVSL2wevbq3kuhGJjE8Nx+x0c0FmFOcdK/CZYFITa1T/2xlLwn8Htdw/CHS8psn84YksXNlzGQjAZ4eauHF0CgtX7ufVy4fg8/n4x8WDeHFLBQMi9YxPDeOhczMI0yp485QlIcetPtREXaedf1w8GLnMwpbyNpJCNHjxMT0rpscs//FCow+u8Q9AJJjUhGkVxBjVPDltEPed1Z+d1R3olDKi9P4BN7PDRVKIFplUwj+OZcDtqGrnrknpdDs8LN5ZjQS4amgCr2yr7HGNOqXstN+pgiAIPycR8AvCr1SLxREoBJgXb+SvUwdhdXoorO8kLVyHRiHlmvx4VDIpPgV9rqf+prQlUNzruLx4E5F6f8BpVehZ+OE2ll81jDs/LqLwpBZKTo+XpzceRSWX8sj5Gajkv8wNf6hWydy8eCakhdNuc9FgdrByXz3D/rkRm8vD5PRw7j+7P2/urObaEYmsOthEYb2Z52ZkUd5mZXtVO1F6FVMHRuPx+qtAf3jNcHbVdLD/pCrmUgk8PzOb106ZZX7y2zLemJXLpW/tDCpc1Wpxkhtn4ubRyby8NfimccGIJOKMahrNDt7bW8szl2Qxd+meHjezEgncMSEtUIm/xeLgjo8O8P5J6eCrihr5oriJFVfl89C5Geyq2cFnhxqZlRNLo9nOZ9eNoLbLzuU5sT0KNMqlEh6/cAAOjxelTMqopFD0P7AvephOiUImRSmT9tqmbWi8iTCtgg/2N/DbT4vwAU9OG4RSJuVgo5l4k5qRSaFIJXB2RiRbytt4YUY2T288yvqyVrJiDNw6NhWr043L7aW0xcLrO6qYkRXDJVnRhKoVFNZ1sba4iScvHsT60lZmHysquXhOLtEGVWDQBGByv3A+O9gzq+O4NquDkckhPZYHHDcpPZzzMyIZlRSKTCrhhhWFfHjs88qONbC1lw4Wx31b1kpVh43fjE/jiqV7uPStXey9eyIXDvBnmuyr7+K9vbV8et0Ilu6pYX+92d+W76x+ZEbqUCtkJIVqWXP9KMrbrBTWdXJ5Tiy3jk1FJpUEghmPx0NZWRkLRqQjk534+3N5PDw/M5vaTjtripswqORBRRWBQG2A4+RSKZ12N50NZg40mLlqWDyzcuMACUqZhIhjLThjgYxIPV6vD+np1m0I/5Oi9SquHZ4Y+A6TSyV0nqZTQ6fNxTvzcnF5ffz12zIONJjJijEQolXwzPQs9tR2srakif4R+qDv15MNiNKzrqSZ1cVNXDYklnabE4kPfjM+lctzYnl2YzmddjeT+4Vz8eAYFiwv4DcT0vD5JCwcm0KoWs7Go6387dtS9tR2YlDJGZsSyqzceBYsLyREI+fxCweSE2fE4fYilfiXf7Vb3cxespsWixOZVMKyK4dxpMUSNGhrUstZfcN/ZgmbIAgCiIBfEH61nG4fTWYnz07PIjfeyKqiBuRSKWNSwlhX0sQXxU18dM1w5MCmqr7bwAFB1ekTTGreu3IokXoVLreHRbvqSAxRE2NQBQX7J3t2Uznz8xMYEP2vFSH8d0gk/qDnpg/28cUpqfrflrXiBf550SDWHOtZX9lu49K3djE4xsDgaANHmi1csm0H71+dj8vj48qle/j7RYNJDFGz/mgrsQY152dGsrmijU+KgoPyPbWdvLD5KHvvmsi7e2vYV28mO8bA3Lx4bv/oANMGR/PlTaP4trQFnw9GpYSy8WgbzRYHf7ogk3CtktRwLY9fOICH1x4OBM9apYxXLh1C/wgdbo+X2k47tV32oGD/OJfHx1++PsJvxqVw5dAEfD4wqhVEGlSsPtjI4BgD953Vj3MzInlmYzlN3Q5GJYVy0+hk/r7hKB6vj8emZHLhwGjUih82UBNvVFNi7+bVy4dw7fKCoPRcg0rOczOyaO12ctV7ewOPX7OsgCi9klHJoczMjmHBikJ8Ph93TUhDJZcFFRYsburmw/31vHZ5DisKannswoF02FxMz45l0Y4q1pQ0+VvRDU+ky+7m3s8PBQoklrdYePriwcxdemKpx+lahw1LMGFUKrjvrH6sLWnuMcseqVcybVA0CrmMCL2M4iYzH5/0e+Dx+gKF+3ojlfgzQZYX1HHjqCSe31zBRW9s54sbRrFgZBJv76rB5fXSZXPylykD0ChlaBUytKdkWhzvTjE6pWdxxePM5p5BlMXp4ZaV+9ApZdw4KhmlTIrb4yNCp+y1jWBqmJaGkwYFRyeHkhSiOW2RMhHsn5k0ShkPnpNBWauFLw+3oDzN7zlAmE7B0TYbN75fGMgU21vbyTt7anjt8hzSwrTc+ckB3pk3lI8O1Pf4u5RIYN7QeOa+sweL08O++i5W7q/nnXl57KzqwO72MLlfBDqljJ3VHUx7Ywcer48bVhSy5+4JpIRqqeiwUdtpZ2RSKDOHxKJVyHh03WG+Lm3lH5cM5sqle6jptOP0eNl4tI3ceBMZkVpWFNYF/h48Xh9XvruHh8/N4DfjU2kyO0gO05IZqSPepOlRZ0AQBOGXIgJ+QfiVMqrlvHBpFm/vquE3HwevXb5zfBqX58Rx20f7uSY/kZFJoX0eR6eUkRau5Q9n96dfhI6xqWH0P9Yq0O31Ut1p59YxKRw4Tf9um8vD0TYrnXY3UQYVCUY1iu9J/T7O7fFS22XnYIOZBrOD3HgT8SY1UfrvXyLQ1O3sEewf53B70ShlPSrdFzWYA9X4ZVJJIGjrtLu5/v1Cdt05nsemDAw8X6eSc07/CL46cmLGRymTcuvYNNLCtfzflIE43V467C6Km7rZUd3BhqOtKGVShsT5B0Ce2lCG2+vzD4pE6vnj2hJ+9+lB/jp1IHvumkCHzYXF5cbl8bGruoN2q4uKdiv3rz7EhLRw+uJPW5WTG2diRFIIUqkEvVLGin31HPzyMK9fnsOqA41ckRdPiEbBvvou5r6zB7PDHyT/6YJM0v6FQmtSqYT0CC1apYydd4znlW2VVLTZGJ0cyuzcOAwqGee+sr3Hfk3dTlYVNTJlQBStVidV7TZ/R4iTBgaO8/rg/tWHePKiwcxbuoePrhnO6Oc2BQL7Lrubv3xTyqcHG/n2ltHc+UkROqWM3AQTH+1v4IP5+bywuZx9dWaaux1cPyq5x4BNqEbBny4YwISXtrDsyqF8dE0+f1hdzIEGMxIJnNUvgienDSLlpOKQVqcnaNlLYV0Xj5yf2ed7NXVgNOtLW/lofz0fXTuc5zdXUNVh54qle/jm5lGB9c2hP1Pfep1SRm6ciRe3VPDlYf/vbl68iWenZ3HNsoKgDA2dUsbfLx7M7z/zV2XXKmU8Mz2LjEjRYu/XKs6kZukVQ6nvcmBxujkvI4J1h3suVQrXKonWq7jq3b09loX5fHDvZwf58qbRdDs8fFBYzwszsrlv9YmBOpNazgszs/mgsD6oZWlhXRc7qjoYmRTCWS9vpam75yCV2+vjy8PNXJ4Tx+Vv7+LQSZ1YInRKFs/J5berimjudvDs9Cy+KG7i04ONrJyfz1Xv7eWrm0az7tiA8HEOt5c/fFGMUiZlenYMr102JKhtqf91+V+o5HSVYAVBEH5CIuAXhF8pvUpOm9XFB73M/j698SjLrxrGi1sqSArVYFLLuWRwTI/AB/yDA6XNFi4YEMX+uk4itUqaux2o5FJ0Cinn9Q8jPlSPu5cU7uMUMn/g3NjtYPJLW1h9w0jGJofh8HiRSyV9ziC7PV62V3Vw4evbA0Eo+FOx356bR/z3tEA6NSX5uMQQDfed1Y+h/9zIsquG9tkzenpWDN+WBt/wnbqWPc6o5p0rhlLdbmNrZTsROiUjkkKIM6oDr6vZ4uCC17aRGWng9nEp/O3bMpweL7uqT/Q0n5cXz/uFdUxIC6ei3cYX148M3LBWdfhbNWbHGJFKoNFsZ8rr20kP16I5zey7VAJymYTMKD2pxyr021xerh2eyIIVhbh9Pj471Mhnhxp73X9XdQdjTjNz3BulXEZymJakUA1PTR2E3e1BrZBiUCupaLNS0tx31f/Cui76heuo7bTj8vr6LI7V1O1Eq5BxuNlCXZe91zaH+xvMlLdaWXXdcFq6nUx/cyf7682sKWlifn4is3LiaDQ7sDjcnJsREQh6Aa4dkcjT3x3F4vRwyeKdPDZlAG/NycXu9qKQSTGq5Lg8XtxeH8fD8RCNAo1CFujO4Pb6WFPcxF0T0nq0sovSK1k4NoVZb+/G6wvOoPEBLi+BJTM/F4VMxsKxKbyyrTKQvbC3tpNXt1Xy0bXD2V3TQWFdF6OTQzk3I5JXt1WgVki5Y3wqC8ekkBqmRf49M7vCmS1CpyJC5x94femyHC54dRtHWk7UyjCq5bw+K4dmi5M2a+/fxW1WF2a7m3Ctknf21FDTaeO1y3OQHguWvT4fMUYlb++uIT/RxNn9IvH6fKwpaWLl/nrGpoTy8mU5uDxeXB4vi3ZUB6XblzZbeGlLZVCwD9BicXLj+4X85cKBVLVZGZ0SxqcHGzGq5ZgdbqxOD1LJiVo1p3J6vFgc7qCBsSazgyMtFl7fXonL62N+fiJZMQZijSLVXxCEn5cI+AXhV6q529Ej0DjZyn31TBsYjdvr49aV+3ng3P4khWp4fXsVNpeHcK2S28alEKlTUljfhc3tYUJ6OF+XNvHIuiPEGlXcO6kf52dGsbeuG5fHS3Kohsp2W49zzc2NZ0dVOxmRekK1CjptbhbtrGJFYR0GlZw7xqeRFWMg8pRZ+5pOO1Pf2M68vDjm5MUjlUhot7lwerx8cqCBBSOTeq0L4PP5KGnuDswIjUoO5brhiSSE+Ac3dEoZ1y4v9Pct31TBSzOHcNPKfUFp2+nhWh46N4Oxz20KPHZeZiRRvQRiUXoVUXoVw/oo2nSgwUxRQzdFDd38bdpAHr9wAM9sLKfB7CBUo+C2samkhGu4YUUhVw6z8dS0gTR1O7ni3T1BbeQSQzR8vmAEjWY7VqeHogYzj19o6vMzvnBgNCq5jPxEU2CgoqnbQX2Xg1vHpiBB0mePa4AwraLXx38IiUSCQaPAwIljKGSSPlPGARJMGrZUtOPz+fi+ubHjk2enWzu8ZHcNFw2OBokksDa4udvJU+tPVN6fnRPHPZP6ccngGFYU1mN3e7g0Ozbwt+PPKCjmgS+KiTWqsbk8XDk0gYK6Tv58wQDGH8uwiDepuXNCKo9/XRo49gubK7jvrH58c/NoXtxSQavVyfjUcIYnhXDbh/sxO9xIJAQVOrx2eOJpOzn8lNLCtHy+YARXvbc3UGByb20nnTYXd09IQy2XBdLyH5syCIfbg0ktR/kL1eIQ/nekhmn59pYxHG7pZk9NJymhWhQyCRqFjNOsnAGgy+HmzxdksvDD/awvaw2qrv/weRl8UWzl/avzKW4ys6qoEakErs5PZMqAKO759CCfHquxEaZVcM+kdEYlhwbq10xMD+cPXxT3el6H28vgKAOjk0Jo6HbwxuwcVhbWYXd5GZZgwub08Oz0LFqtTtqtLp7ZdDSoxsD8/ETabW7CdSqazA7uWnWA9/aeKNL57p5aJvcLZ8m8ocSJoF8QhJ+RCPgF4VfK5fH1OasC0Gp1MjBKT7fTw+fFTaw53MzsnFi2/WYc1R02Wq0uGs12og0qlhXU8dKWClLC/Kn9t49L4eYP9vPV4Rb+NnUAlw6J461d1bx82RBu/+gApSfN8lwwIIp7J/dj/AubeGNWLm/MymXhh/uoaDsxMLCqqJEFIxJ5/MKBgcJfAMWNZj5fMAKX18fNH+wPzA7rVTLum9yP+i47KWG6Hq+tst3GuOc3c8PIZJZeMZTqDhuPrDtMXZedCJ2S305M56ZRydzy4T7WHW5GIZPwybXD2VndQaPZweR+EWTFGGjqtgdm/iekhfHaZTk/KsV69Ukz6Pd+dogxKaH83wUDMGrk2FxekkLUnPXyVnw+KKjtQiaVsmBFYY+e8dUdNm5euY+nLxkM+IPRD/bV8/B5GTy6LrgvdoxBxb2T0+kfrgvKStAq5Ty4ppiFY1JIDlUzfXAMK/f3zAKRSSW9zu77fD7quuy021woZFIitErCf2CAGmNQ87tJadz3ec8bcJVcyoT0MD7cX4/XB1KJBINKHpTZcVycUU2X3Y1cKulzBg7ApFYglUiQSyXoVbLA+xlvUjMzOxajSs7Y1FDmvrObUK2SaQOjUcoldNjdyCQS3CctJvb6CLTIU8gkuL0+fvPxAdbeOIoovQqVXMZvxvmLWz79XTk2l3+G8HCzhRtHJZEZqaPVquTLw8386csTn9WFA6IC7fQGROmZkR37i6UCqxUyzu4fya47J9DU7cDn82cfxBnVPWbvjWo54pZCOJ04k5o4k5pJ6RG4PV4ONpq54f193D0xjRCNoteMqxCNAovTzY7qDt6/Op+Xt1ZQ1GAmPVzL3RPT0StlDIk18uCa4qBZ+u1VHSwvqOU349ICAX+b1cX9q4t5dnoWQ+NNNHY7GBJn5GirNeico5JD+e3EdP81NpmJNarZUtHG27tquH1cCmf3D0etkDJ36R4ajhX5TAzR8NepA3lzZzXrDjczKyeWui47SaEaQEdBXWdQsH/ct6WtrC1u4toRST/hOy0IghBM/HcWhF+pUI2cs/qF81YfrY7Gp4YRqlHw3t5awF+Q6N29dXx3tI1Hzsvknd3VXDMiicvf3h3Yp7Cui9lLdvPA2f24Oj+Bt3fVcO/nxVw0OIbpWbE8+EUxd09II8aopsPmIkqv9PeF33SU60YkUdpq4XCzJSjYP+6NHdVcMTSBlDAPMQYVaoWMOJOGmk4bV767N+hmsdvh4cE1JQyINvQI+L1eHysK62izuqjusKFWSIOC4RaLk/tXH+La4YncOCqZV7ZW8vmhJj4/1MSwBBMhGgWjU0K58t095MWb2HPXeORSKQq5BJPmx32lntp/fEtFO1sq/IUSTWo5z87IDhSqGhyjp77L3ucs+JaK9qBicG/urGbhmBQ+vGY4q4oaaLE4mZIZyeR+EUTqlYTrgrMmovRKhsb7124v2V3NR9eOYE9tJ+VtJ26KpRJ494qhPVJRzQ4X60tbWfjh/kDwOyo5hDdm5TLwBxRklEklXD0skcK6rqCbY4NKzttzc1l1oJGZ2bH88bwMlu+t5a9TB3LrR/uDinjJpRL+Om0g/9hwlFtGp9Bu7btt3nUjE6los6BTKXhuehYLPzzAH8/tT5RBxdLdtbRYnNjcHt67chj3fHaQpzf6Z/XbrS4uHhzDh70MhABMSA/nuU0VOD1ezA53oJ5EtEHNH8/JYMGIJDpsLrRKGfFGNQa1gmtHJHHF0j1sr+oIHOfcjAjuHJ/Gw+tK+L8pmczOiScx5PTLVH5qMqmExBDNL35e4cwml0lpsjjZWd3Bi1sqeOLCgdzy4b6gv2WJBF6YmU11u40VhXV8drCRm0cn88DZ/QNFJVdcNYxtVe09UvIBdlV30mZ1MiBKT3HTie1PbSjj42uGo1fK0atk6JSyQLbXhLRwbhmTzLXL9wYNqE4bFM2fL8jk1o/2MTQhhOuWFwTVHKjusDF/2V6+vmk0t45LoaSpm3s+O8jeuyfSZnHy+vbgTi0ne3ZTORcNjg4sfxAEQfipiYBfEH6lNEo5953VnxWF9YF1xcdFG1RcMCCKrRXtrDxljX9Np51QrYInLx7MlNd6FlgDeOLbMr65eTSrDzXRYnGysbyNXdXtzMyOJUqvZE1JEyaNgih9GGuKm0gO1aKSSwnVKnj/qyN9XvM7e2potbiYn5/AiMQQlu6pJlyn6nMt/kNrihmWYMLn8+FDQrhWgQR/3+acOCP3TE5n9LObet33rV3VfHLdCF45qT3e7ppOJBL427RBPHRuJq0WJz4k3LxyHzOzYxgUbUAqkRBjVBGjVxHyA2f7Z2TH8sCa4l6rwl+dn8jygtrAz3aXt9c16Sdzur3kJ5jYVeOvAfDilgoW76zm/MxI7p2UztjUsD5niSP1KpZdNYwpr22jrNXq7z5w8WAsTvexVFwNUzLCSI0wBNUH6Ha4qWq3Ea5T8sm1I7C53Kw+1MTLWyuZ8MIWdt05nuSw7y/wF2NU8+cLBnDF0ARqO+2E65R4ff52Xdsq/YMgMQYVi2bnsq2ijW23j+P5zRUUN3UzOFrPrNx43tpZzRVD45mdGxdIv91d0xl0nptGJaGWS1lRWM/minbijSo2LBzD69sruX/1iQyDffVdvL69imVXDuPKd/fQZnXx7t5aPpifz5aKtsAM33G3jElmQ1krTo8XhcyfPXAylUJGWviJQSin24vT7SUtXMeq60ZQ3+Wg3ebCqJJT3mZhT20n953Vj+GJIUQbRNqvcOY4PmC28WgbiSYNH187nLd21nC4uZuMSD13TUjjlW0V2FxeFs3OITVUS3mblQfXFAcGRNttvdehOe6jAw2clxEZFPBXtds40mLhgS+KeenSbF65bAhXvusvAHrP5HQue2tXUN0MgM8ONpIdY2DTreP407rDPQoMgj9rbsnuGuwuD0v21HJ5TixHWy08+EUx90xKx+L09Fok1uL04O5j2ZQgCMJPQQT8gvArlh6uZevt47jrkwN8W9aKTCph+uBoHjk/kye+KWXpntpe91PIpHTZ3X3OMnu8PhrM/srGjWYHCqmEqQNjuGTxTqINKq7NT+T8zEiUMik5cUbe3FXNxqNtvDnH34u5Ly6PDx8+Lnt7F7vunEB5m43GXqovH3eosZsjLRZe2lzB1IHRhOsUjEgKISfOwLkZUZS1WrG7ey8m6PWB+Vha+Mk3Y3dPSOOlLRW8vr2KpFANS+bm8ecLMrnj4yL21HYSa1Tx+IUD0Sll1HbayYjUMzjGcNoZ0niTmsWzc3u0qhuZFMLkfhG8sLk88Nhnhxp54JyMPo9lVMtpt7l476phPPbVEZbuqcHl8RGmVXDZkFgGxxi+NyW8X4SODbeOpbzVypGWbhJNavpF6Lh+ZDIej4eCggI0sbmB59d02Lj3s4N8dKCB+fmJTBsUjVohZeaQWC4dEsvlb+/iy8PNXD8q+bTn9Xr9ywFaLE5mvLmTL24YxWVv7eoxoNNgdvDK1gqem5lNgknDK7FGLE6Pv1CW08OTFw0i1qgOtMH65NoRFNR18vauanRKOZfnxBGlV3Lxoh3UdfkDdqVMyoWDonl1W8+ZuC67m39sKOO6EUk8tb4sMLu49IqhFNR18WlRA2FaJZcNiaW4qTuQkj8nJ57IPpYz1HXZ2VXdwRvbq5BJJdw8OpmcOCND4owAuDweog1KRqeEEaVTIhMF8IQzTOhJ1evf3VvLqoMNXD4kjpnZsTR3O5BLQSGVMiw1hEidijs/KWJr5YkWsZmR+u9dLtTbIKpRLcfh9lLaYuH8V7fxzc1jePzCAXx6sJH9dV09gv3jXt5ayZSBUeyvN6OUSYMK8h1XWN/FhLQwrhwazw2jkvnmSDMfH2jg04ONfHLtcLw+f6HVk//NzcyOIfxn6rYhCIIAIuAXhF81uUzKkDgjH8zPp9Puxu31srWiHY/X12Nm/ziTWk5iiJqaDnuv249TyqXMXbKbyf0ieOaSwWiUMobEGdhXZ+aJb0t54ttS7hyfxsBoPdUd/hT+LRVtXDI4ute1jgDnZkTy20+L8Prg4wMNRBtUfQZUAGnhWg41mPnoQAMfHWhgQlo4v52Yxg2jkpn55i6enDbotK8hKVTD9SOT2FzRRpxBzZX5CZQ0dfP3Df7U7qp2G1Pf2M6q60ZQWN9FuFbJotm53LIyuAZBpF7JVzeNJjvW2Ot59Co5M7NjGZ0cytqSZpotDs7LiCLWqGL64p2MSQnjwgFRyKQSvi1rxep0Myc3jmUFPd+nh87J4OmN5UwdEMXzM7L447kZONxe9CoZcUb1D17/HWdUE2dUMzb19FX4m7odzH1nN9urOlgyL49PixqZ8eZOPF4fEglcPDiaD68ZzlPry1gwMqnP8zd3O/hgXz1/+vIwr1w2hIHRejYdbe0ze+PTg408ekEmHo+PWKMqcOPf7fAP0pzc8/r42mG1XIpJ7V+mcqTFEgj2AYbEGdh2bNYw7Vh3g9IWS+Dm/+vSFh44pz8r99WjV8m4dUwq8UY1mZFahsYbWbSjmls/3E/7sevtF6HjTxdkolX2/Ddb22ln9pJdgVlK8P8+TxsYxauzcogxqFHIZKftYS8I/+vm5MXz+Dcnilh2Ozws3lkNwE2jk3F7fUTolIxPDcXthTm5ccikElweLxcNiiEzSs+j60q4fEgc++tLej3HjKwYXt1eGfTYdcOTAllTXh/831eHuSQrhofPzeTLw723aQV/PYFQjYKnpw+m2eIkVKPgq8MtPLe5PFDYtH+EjpnZsby3p5bqDhtWl//7w+P1ce9nB1k8O5e/Th3Ijup2bvuwCKNazk2jU4KWYQmCIPzURMAvCAKhWiWhWiXL9tYQZVDx6LoSHjinPw+t6XkT9ej5mdjdHuq67D3WRh5nVMsJUcuxu718UdzEjaOSuCQrls+uG8mH++t5dVslbq9/1nnqoCimDozG6vKglEmwu72sKW4OBE7HTUoPp8vuClQLL2+zMjxv6TYNAAEAAElEQVTRRFq4Lqjd2cluH5sauIEE+O5oKzOyYogzqSltsVDWaiErxsCBBnOPfRNMaoqbzMzPT2ROXjzflrbw21VFPfo5dzs8FNZ18c3No+m0u3hkbUmPGgTN3U4uXrSDzbeNI87kT8tutThotrj45kgzm8rbyIoxMjcvjsuGxNJmc+H1+dDIZXxy3XCWF9Tx1s4aXF4vc3LjiDKoeOS8DDIidTy7qYIOm4vEEA0PnN2Pxm4Ha4qbiNQpuXVcKilhP+/XfF2Xnc0V7Swck8InBxqCBiF8PvjkQCMWh4d7Jqf3Gew7XB5e3VYZ+H1bX9rKWekRfc60gf9Gvardzs7qei4Z7J8hW1/WypLdNeiUMm4bl0pOrJEog39drNvrZdPRNib1D+eiwdGc88rWHsfsF6Hj0wUjONzUjdnhJifOxP76Lv705WE8Ph8ahYxPFwzHqFKQcFLGhlGtJMagJjNSR02nnQsHRJGXYOqzLeQXhxqDgv3jPjvUxK6qDqYNjunzdQvCmSLRpObR8zN5eG3w/5mB0XouGhTNjDd38ez0LL460so5/SP49GAjwxNDkEklfHSgnt01nUgl8I+Ls3h3b22P/0XDE03EGlVB6/unZ8UwIimEZzed6FCzu6aTy3PiWLK7hulZ0b1ea0akjudmZHPRoh2B73eJxN/FY9HsXK5Z5l8ScHlOHOe8sg2r08MLWyr45LoRPL3xKC6Pj4ON3VR12Jm/bC9L5+Wx/Tfj0KvlgZaogiAIPxcR8AuCAECX3cW+ejOtFicfHWgkNVzH23PzeGVrJaWtFgZG6blzQhodVhf/3FBOcqiGv04byBVLg1vDyaQSXr88JyjQfnZTOZP7RZIQouH2canMyY3Hh48Ibc9UZZ/Px447x/PCpgo+LqrHoJJzxdAE4oxqbny/MPC8YQkmhsSaeGZjGUvm5bFw5b5AMC6XSrhjfCoen4+Cuq6g4y8rqGVYor9V3T82HOX1WTlcu7yAxpPWYodoFLx46RCe2VjG7ydriTaoelS5P9memk6+PtLCXRPSgoqunayy3Ua92U6cSU1Vh43DTd3MWrKbDpuLEUkhDE8M4WiblTs+PsDBYzeoH8zP59G1Jew/aUDiL1+X8vauGr68aTQNXQ5en5VDhNa/zn1XdQcvbfHPZo1ICunzen9KR5r9HRfOHxDJjMU7e33OV0da+PvFg/s8Rr3ZwV9Oalf3yrZKVlw9FLlUGjQDeLKRSSHolDLWlTQzIS2cue/sCerx/enBRubmxfHPS7IIUcupaLdhc3v427dl5MUZWXXdSP72bWmgAn7/CJ1/ScvinUFtCC8cGMXrs3J4d08tUXoVYVoFRnVwO0K9Sk5mlJ4/nGapxXEt3Q5e2FLR5/ZnN5UzuX9EUOcEQTgThWiVXDokliGxRr4obqLT7mJyegQ6lYyr39tLm9WFUi5Fgr+t36uX5/DwmhKWFdbi8vjIjTPy3IxskkI0rL1xFJ8fbGTRzipkEgmXDoklM1KP0+Pl7bl5dNhc5CeGsKWijfnL9gal1McaVWRE6ihvs+Lx+XptH/unCwZw5bt7AgPO4B/QXFZQR4xBzWXZsUxID+eDwnqsxwoAen3+tf/nZkSy+lingBiDkhVXDaO6w4ZMKmGQyoDd5UF9mm4igiAI/y5xRyEIAgA+/P3iNx5tA/zBcLxJzVXDEpidG0dVh43HvjrCczOyuPnDfXx8zQge+6qE5Vfls6W8jf0NXaSEapk6MAqFTMrbJ1X/tzo9eLz+2VqJRBKYde2NRCIhPVzHE1MHcM3wBD4pamTZ3tqgwD3OqCYnzsi8pXt4fmY2TWY7r12eg1wmQYqEhBA1f19fFki9P5nN5SVMq0SnlFHXZef2j/bz7PQsHG4PxU3dpIXrSAvT0mZ1cvPoFK56by/3ndWP/hG6oIDyZBmROlbuq6f1NBXhATptbhrNDtaVNPH8pgo0CimLZg9nf30XeQkmpr2xI3CzOChaT1W7LSjYP66m0857e2u5fmQSbTY3ywtr2VLRTpRexRNTB1LfZWfysdZXp7ZP+6nFGv2fpcPt7bWQ1XGtfdR7AGizOoMyNGwuD7OX7GHl/Hxm5cSyojB4eYlCJuHh8zK5+r29DIk1sqqosdfP5r29ddw8OgWJBM55eVtgze3qQ02o5Ed5e24ebVYnBxu7uWJoAhct2tFjze/qQ03kJ4bw9CWDiDOpUMr+vRtzr4/TZi44PN6gAQdBOJPZXB7mvuNf+qVVynji2yNBGVJen48LBkQFstBeuiybP03JxO3xYVTLiTzWASNRqeHmMSlMGxTN9qp2/vzlEfbV+/9nGFRy5uXFoZBK+N2nB3tcw53j09hc3sYT35QSZ1TzxuwcnlpfxtdHWgDIijEgkxAU7J/sjR1VbLptLL9dVcRXx/Y5rrrDFujS8drlOawqauTvG8oC35VquZTFc3KZNihaDPIJgvCzEd8ugiAA/p7kOXFG9tZ2srnCH/TXdtp54qQZ1vMzI0kP11Fw90Q2Hm3liamDeHZTOY1mB/0itCSHavD6YN7SPUHHnpsXT4gmeFb0+yjlMlLDdOQnmHjzWLaARALnZUTy3IxsjCoZk9LDuPStnQyNNzEqOZQ4o5orh8bzeXETb/bRbnDqwCjCtHIemzKAOz8poqzVyuwlu0kM0ZAermVGVgxqhX8wQC6V8N4VQ4k3qYg1qJjzzp4ex9MpZeTGm3hoTQkyiQS1XNpnIcCEEDWNZjsROhVFjWZWXTeChSv30S9CR4fNFQj2ASamh/P5ocY+35/39tYyKzeOs17ZGpRh8eXhZn47MY199Z2oFdKgivA/h5RQLTEGFSr56QcWIk5Ta0HTy+yW1elh2hs7ePnSbM7NiOLpjUdp7nYwJiWM+87qx/2rD1HbaecPZ/fn/77qO/vitW2VqOQ9C2w53F7u+qSIP0/JZMmuGr463NJrgS+ARduruGFE0r8d7AOEaxXMyY3nkXW9rzm+elhijwwCQThTRen9LVZ7q16vV8mI0CmJO6n9p1YpJ/k0gXFCiAadUkZGpJ7lBbXYXF7Gp4Vjd3lo6XagkElweU78oV8/MpHRKaEM++dGwL9Eae47e7h+ZBK3jk3F5fF3+fjkQEOf5zQ73Bxu7u4R7APkxZnYcLSVvDgjJrWcJ9eXBW23u73MW7qHfb+dxOCY729dKgiC8GOIgF8QhICMSB1XDktg6Z6aXmdrHzong3CdknCdkoxIPQBDYo202Vw43B6e+KaU339+KKiqfWKIhksGx/zgYnEnM6jlTBkYzaZ4E512FwqplAidEtOxwYMXLx3Cw+cPoMPqRK+SE6X3F2+7cEA0KWGlPdbSJ5jUzM9PJFqv5oqhCSSGaHhwTTHFTd2o5FIev3AAb+6q4cUtFYHgT6+SsfzKYYxMCuXR8zP5y9dHAjO0iSEanp2exaPHgrcVhXXcNDqZZzaWc6orhsYTpVexs6odt9fLtIHRfFrUQGW7jQsHRlF4ytIDj5fTFnJSyCRsq2wLCvaP+/uGo+y8czyfH2zk9vFpP/wN/xESjqXTripq4Jz+Eb3e9ObEGU+b1RGpV5KfaGJXdXDrPI/XxyPrDrPrzvGcnxnJjqp2GrsdvLSlgm9L/an4MknwDfyp7G5vny2v6rrsxBnVJIZoaOp29PocgMZuBz/VnLtMJmV+fgKvba+ktjO48GVGpI7zMiN/ojMJwn+/WIOKVy8bwqwlu3ts+8fFgxkUZfjeSvynOp4NoFPKuGZZAa9sq8Tq9HDRoGhWzh9OVbsVhUxKSpiWtSVNHGzsDhoQ7LC5eGp9GeAPzldcNSxQe6U3YVpFoDjfcSq5FKVMGvh7np4Vw80r9/W6v88Hr26r5B8XDw4qNioIgvBTEQG/IAgB8SYNPh+8M28oN6/cF+j3rlHIePqSwQzqZQZCp5KjU/m/Sh44JwOdUs67e2qRSuGqoQlcnx9LgqnvYO+HiDWqiTX2vOEyqo+vpw6exU4K1fDtLWN4dWslb++uwefzZxncNDqZ9HAtEomEcJ2SGccq41ucHmRSf/Gm1YeagmZ6ux0eLlm8k513jmd0cijfLRxDl8NNt8NDc7eD+z4/REmzf8398oI6lszN469TB/LXb0tps7r8Fd3HpnLHuFRCNApijWoa67q4OCua+z4/BEBTt5PEkODXt6akiQfO7s+aXma+ABaMSOL17dW9bgP46nALYdpf5is+O9ZImEbBpdmxXP9+YVBBuuxYAx/OHx5Ia+1NhE7F0nlDOfvlrdScFASHahR8dt2IQP/5BrODZQV1QQMh35a1MHVgFG/1kdFx5bAEbvtwf5/nNqrk/OGs/uys6eDdvb23oRydHIpW+dOtsU0O07Lx1rG8srWSpXtqkEklLBiRxPzhiadt3ygIZxq5TMoFA6LYccd4HvvqMEWN3WRG6rj/7P5kxRj+rWyXaIOK28amcM2yAsBf1+PzQ408en4mkTolF76+HY/Xx8fXDj/tcRQyKfF6Za9r+wHunJBGUoiagVF6rhmeyMBoA90ON5lROnRKOTurO4g1qgLdaHpzuLkbl8eLTCrW8guC8NMTAb8gCEESQjRcOiSWEUkh1Hc5AB/xJg2xBhWq7ykslBqm5W/TBnLv5H6AjwitnAP79kF07i9x6UGSQ7U8en4mt45NBQlE6pS9zpjHGNW0W53UdNo52mrltrEpZEbpeXtXDSsK/RXn3V4f7+2tZVd1BylhWu4cn8YN7++kos3a43gJIWrm5MYxJy8Oq9OLWiEl1qBCKfe/d9EGFZuOtnB1fhLHyhrw+cFGVlydHxicAH/LP6/P1+useU6ckfMHRPHbU9ajHk+i8PnA4/ORGfnLpYjGHwtUP75mOA3dDuo77UQaVMQa1ESfZnb/uP6RerbcPo6DjWb21nYxIEpHbryJpJMC4AFReq4fkUirzc17x4LzD/fX8+l1I1ld3NRjje3YlFAGRxto66O1n14lo97soK7LQYhGToJJHTTgAP739LEpAwn7iftkp4Rp+dMFmdw+PhUJEKXrWcBSEH4N9Co5+YkhLJmXR7fTg04pw6DqPdBv7nbQbnMhlUgI1yoIPc3fpU4p5+LBMRTdO5mDDWaqOmykhWuRSeC8V7cHnlfUYGZ4Ygg7qzt6HCM9XEuD2U5SiJo35+Ryz2cHA5lIKrmUm0YlE6JWcKjRzLKrhnHDikJ2VB8K7D8uNZQXZg5h1YEGcuNMrDvc3Ou1TkgL+95lUYIgCD+WCPgFQehBIfOv/f4x679VchnxJn9w6/H0TDf/Jcll0tOmYoK/j/yja0t4aeuJXs0yqYT/uyATk1rOa9urAH8AHqJRsmhHNQcbu/lwfj53fHIgUOQwwaTm2RlZ5MWbkMmkJIb03mopUq/iD+dksKemg8uGxPLKtkrsbi/LC2p55pIs7v3sYKAGwN2rDvLJtcNZMDKJJbtrcHl8TBsYxYT0cNYcamJiWhgbjrYxMT2cW8akIJNI8OFDgoS0cA1Ruh+WWeHz+ajpsHO4uZvaLjuDog0khmh+UKB+qgi9igi9iqwY47+8b0KIhoQQDedlRvW6Xa+Sc25mFBVtVqYPjuHjogZcHh+3fbSft+fm8WlRA18UN6NVylg4OoWLs2KI0Cl44sIB/Objoh7He+icDF7fXkVNh43bxqby2qwcXthUzuriJrw+yIzU8/B5GaSE/Tyz7gqZNGh9siD8mulVCvR9BPoOt4c9NZ3cvHIf++v9hUwnpYfzwsxsBkTp+1wyplbISA3T0thlZ8GKApQyKXdPTA96ztMbj/LeFUPZWtlORqQej9fHB4V1bKtq56VLh/DAF4cYnRzKTR/s4+phiTx4TgZOjxe5VMr7hXU8u6mct+bmcvMH+9hxyqDBpvJ27v7kAC9eOoTJ/SP48khzj1ohBpWcWbnxP2rZmyAIwg8hAn5BEH7V1pe2BgX74F87fv/qYj66Zjjv7KnF5vKQE2fkvb3+Gf9tle1UtFs5q18Ed01IJylETYxBRVwffddPlRSqxaCSMzDayMdFDTSaHSzdU0ur1cV7Vw7D4nSjlElJDNXw2tZK1h1u5vzMKFRyCTqlnFe2VnJVfgIT+4Xz/KZyRieHceP7hYElGHqVjBdnZpM26PsHbHw+H4V1XZz36jZaTqqkPzzRxAfzh//XpZhLJBJSw3W8eFk284cn8tymcqwuDwcbzNw4KpkhsUa6HG4cHg9urxeVXMbE9Ag+uXY4j39TypFmC5lROhaOSWFHVUdgyUS4TsnsJbtZMCKJHedncrTNSl2nHZNaTvwP/FwFQfh5HG62MPHFLUH1ONaXtTLu+c3svmsCKd/Ty14mldLU7UQmlZARGfy9ODjagNvrY+PRVh5eW4JBJeeGkUk8PnUgRQ1dXJ2fiNXlIUSj4ME1xb0ePyVUy9bK9l63fV3aisvjpdvh5q05uTzwRUkgvT871sCiWbmkhJ7++gVBEP4dIuAXBOFXq7nbwePfHOlz+8cH6pkyIIr1ZS0MjDYE2jwB7K83835hHe8X1vH1zaMD68ydHg9V7XZWFTWwv97MuNQwzu4fQXKoJmgG53hhqc23juWNnVV8fKCB5m4HZa0WYo0q7vrkANMGR3PvWf24LCcOr89HqEZBl93F5H7pJJg0WFweFo5NZdSzG3vUHbj6vQJ23DGe/MSQ074HNZ12zn8tONgH2Fndyb2fHeS1y4f0Oev2c3B5vNhdHjQK2WlbCsYY1IxJCSVCpyBCp+TOT4p6LHF4ZmM5m28fi1Tiz+Q4u18E8/MTqO6w8/vPDwUVzZNIoMvu5p/fHWVUcii3f7Sfv1w4kJHJoT/baxUE4ft1O9z831eHey2+2W5z8cG+On47Mf20M+QxRhXhWiWtVicbj7YxOzeO5QV1hGkV3DO5Hxcv2hko3Ndpd/PUhqOsO9zC2/PyuP3jIpJDNDx4Tn8uXrSzx7GVcsn3ttK0OD2clR5OndnBFzeMxOr0IJdJCNMoSBLBviAIPzMR8AuC8Kvl8vhoMPddnb3B7GB0cigLRibxu0+DU8IjdEokwLtXDgsE+26Pl60V7Zz/6vbAzeNbu6oJ0SjYsHAM2bEn0tydHg/1XQ5qu+xMSgvn0uxYDjaa+eu3ZRQ1mEkN03Ln+HQyIvWBjginUvt8PL/paJ/t5J74ppS35uQGiir2pqzF0md/6Q/21fN/Uwb8IgG/3eWhttNGXZeD8jYrR9us5CeYGBJrJFKnpNXqX4cfqVfQbvVnMpS2WDjQ0EWTxcnakp5rYyvbbZS32rjy3T28MDObmz7Y12v3ieGJIRQ1+NOEVXIp/SJ0bFg4hv4ReqSiarYg/Ed12d1sLu999hxgXUkzC8eknrawZpxRzQfz8zn/1W08ub6UVy/LYXC0Aa/Px9PflfVo2wmwr76Lwtou/jJlAG/vrkEtl/HURYN48IviwLKrCJ2Spy8ZfNouHhIJmDQK5HKZCO4FQfiPEAG/IAi/Wka1jDHJoXzUR4/ls/pFEG1QccOKQuq6TswGa5Uy8hNMvHPFULJO6lxQ3+Vg5pu7etw8dthcXLF0Dyvn5xOhU6KSS1lb0szV7+3F4vTXOVDIJPzflAG8fnkOEgkkmDTfW3/A4vRwsLG7z+3FTWasLs9pA/6TX9epPF4fNtfPX4fB4/Wxs7odq9PL/GV7aTppACLWqGLl/OHc9EEhfzw3g8p2G2lhWirabXxS1IBUArNy4lg0O5fbPtqP1XnieqUS6LK7qGy38e6eWv54bgaPrDuMUibl0iGxDE8MwenxMio5lHnv7AHgxlFJxBiUxBpFGr8g/DdQyqXEGFR9flclhWpQyk4/MCeTShidEsKBeyaxdE8Naw83cU7/CCakhfPnr/rO8vqmtJmbR6dw14Q05r6zh7P6hbPmxlHgA7lMglImpc3iIN6k5sIBUazupavKjKxYok/TpUQQBOHnJkqCCoLwq6VXKXj4vAzkvczihmkVXDQomqfWlwXdaKrlUpbMzeOZjUdRyKRBaaQV7Vba+6gIf6DBTFFjNzd+UEhpi5XL3t4VCPbBn23w+88OYXG6GZEU+r3Bvv/6ZeTE9V0cLzvWiO572skNjO67kr9JLcd4msGCn0pdl52SJgu/+fhAULAP/kGUG94v5MWZ2fzzu6MkhWp49MvD3L2qiA1lrXxb2sotK/ezaEclL87MDtpXJZfR5fBnA7y7118jYe2No/j65tGoZFL++d1RluyuYWdVB49fOIAFIxK576z+ItgXhP8iETol95/dr8/tC8eknHb5z3HtVhcOt5c5uXEAvLGjmqJGM4bTfMcZ1Qq8Ph8vb62g1erk/X31THpxC6uKGrjn04P8YfUhBkQZyIjU8/JlQ5iRFRPoliKVwOzcOJ6dnoVJ88stixIEQTiVmOEXBOFXLSNSz7e3jOHmlfsCad0T08K5/+x+/HNjGS9fNoSKNisHGsxE61Wkhmt5an0Z0QYl0XoV3Q4XrRYnLq8PvUrOPy8ezHsFteyo6uhxLpfHi9cLz28q7zMN/09fHiYv3nTadlPHqeQy7pyQxlu7anqsIZVI4PeT+6FVnv5rPt6kZlxqGJvK23pse+jcjF+kinxzt4Noo4ojLZZetxc1mJFJJbg8PspaLBTWdfV4zqbydm4clUJmpI6SZv9xbC4P6Sd1mnhrVzUzsmKY8vo2uh0nBlvu+ewgF2RG8urlOcSKqvmC8F9nQlo4t4xODiqwKpXAM9Ozgv7Ge+Pz+djfYGbeO7s52NjNwXsmkRii4f3Cet7bU8uNo5L427dlve57TkYEXQ43nx8KnrmP1CvJijFwxdCEQDCfEKJh0excnuh20OVwY1LLidKrMKpFsC8Iwn+WCPgFQfhVUytkjE0N4+ubRtNucyGTSgjTKnC6vcfWcEOrxcnBRjPLC+rosLm4c0IaN41Kwuxw8+KWaoYlhPDC5go2lbcRoVNy7fBEbh2byvUrCnB5/IF4iEaBx+sjxqiiuKnvNPyjrdbA+tAfIj1cx6fXjeCak1Lhw7VKXp81hP6R31+lP0qv4t0rhvLAF4d4b28dbq+PEI2CP56bwRVD43/QzNm/y+P1of+egYkOm5spA6JYVlDX53MW7aji9nGpHGmxMDcvHgmgU8p4ctog1pY08diFA3jsyyN0OzwMjTdh0sgpbuqmvsvBmpJmjrZZSfgv60ogCIK/nen/TRnAbeNS2VTehkYhZVRyGDEGFfrvyUKqbLcx6cUtdBzLvmqxOsmLM/H+1fl8UlTPNfmJrCtppuCUgcQHzu5PabMFs8MdNECrkEmYMiCKJbtrAF/Q7L1JoxCz+YIg/NcRAb8gCAIQZVAR1Uff+eRQLfmJIdjdHhRSKbEGFQ3dDq5+bw93TUhn+uKdgQrSZoebP64t4YIBUfzp/EzuX+1v4/TA2f15fXsVCpmErBgj35a29nquvHgT+u9Jwz+ZRiHjvIxIdt45gRaLE5/PR6ReRZxRjewHFpxLCNHw4swhPHJeJja3F71KTrxBhewXCPbBP1tma7cjk/Ze7Vohk6BXyojQKU5bDdvr83FeZhR1XVWc88pWuh3+av83jUrmqYsGUdLcjQ8f3y0cw47qDmo6bNw+LpUYg4qbP9jHe3trSQ3T/te1IhQE4URnk9MtQ+rNt6UtgWAfoK7TjkQC3x1txev18crWCpZdNYx9dV2sLm7CqJJzTkYE9V12UsN0XLxoR2BflVzKK5cN4d7PDnJW/8igQqyCIAj/rUTALwiC8AOcmuq9r97M+ZlRPP7NkV7bRa0pbuLGkUmMTArh5jEpFNZ28U1pC1IJ3DUhjde2VfaYyZdI4I/nZmD4F1NApVIJiSGafytQ1ankpP4C6/V7Y3F6WFZQy/z8BBbtqO6x/baxqcilEkqau7k8J44DDSW9Hue3E9N5YXM5z2wsDzxmc3l4euNRajpt3H9WP+YNTWDyy1sDAwdPbyynf4SOD68ZztriJr441Mjs3HgxSycIZ4jNFcHLlZbuqSUrxkC71cXMIXGo5VLsLg/g477J6Tg9PqxODzF6FZUdNpbMy6Oq3Ua0QUVWjIEOm4sXLh1CjF512oKogiAI/y3EN5UgCMKP8PXhZkalhLJrTWefzznQYOamUcn8+cvDHG21AuD1QVmrla9vHs3V7+2l7Njj0QYVr142hMyo3lvwncksTg+vbKvk1cuGEKVX8crWStptLsK1ShaOTebcjEg2lrehksm4eHA0b++qDrxvx2XHGkgM0fDilopez7Fyfz2Pnp/J1e/t7ZElcKTFwiPrSnjsgkzK2200djtEwC8IZ4ghp8zCf3qwkcn9IpBIJFy3vIDFs3O58PUdPboAyKQSPrpmOLur2/ndpHR0v0B7UkEQhJ+DCPgFQRB+hOQw/2x6X2noAEa1nE0VbYFgXyGTsHBMCjOyY4gxqPnu1rG0Wp14vD7CtUrijOpfZd/3ELUCrULGDe/v4/zMSJ6enoVaLsXm8vDO7hrOy4iitNXCuf0jUculvDhzCOvLWvikqAGZVMKl2bEMjjFidrgDNRNOlRqmZUd1R5/bPznQwH1n9WN3TQf9vqcImCAI/zumDozm958fwuH2opZLuWJoAimhWvLijczPT2B9WWuvLf88Xh8vbi7n9Vk5ItgXBOF/mgj4BUEQfoQpA6L5x4YyLhoUzccHGnpsl0jgnP4RnJsRyW1jU3F6vIRrlcQaVYHK+bFGtagKD8QZVfxmXCqPf1PK2pJm1pY0B7blxRlJD9fyymU5AHTZXFicHuRSCXPz4vF4fRTUdtI/Unfa9lp6pZxWi7PP7W6vj26HG4vDg8Pt6fN5giD8b0kK0fDljaO4ZeU+ll01DLfXn7IvlUio7bSzpripz303V7Tzw0uoCoIg/HcSAb8gCMKPkGBSM3VQNAqphF3VHdR0Bs8QPXXRIHRKGfEmzS9S6f5/mV6t4JaxKXh9Pp7dVIHN5UEigSkDonh+RjYxJw2KGDUKYgwqInVKYk0afPiLFH53tI2xKWGMSArptSWiROJjZFJon9fQP0KHQiYlIUSD2eH+OV6mIAj/AQq5lNEpYXxy3QjWl7Xy8tYK6jodDE8M4e6JaZzVP4KPehm0BYjSK5FLfn1ZV4IgnFlEwC8IgvAjqBUyzu4XQVO3g1XXjWBndQdrS5qJM6m4Jj+R5FAt4Trlf/oy/2ckmDQ8fF4m149MpsPuQq+UEWNQ97qWPs6k4cr8RJq6HXTaXGTHGJmTG0eoVsnbc/KYtmgHpS2Wk46t5q05edjdHialh7O+rGeHhAfP6Y/N5WFwtJ5og8i6EIQzSbPFwVPry3h5a2XgsU+KGvj8UCNf3DCSfhG6oO+M4+6Z1C9owFEQBOF/kQj4BUEQfiS1QkZSqJakUMiNN3HdiERkUjGb/2OpFTLSI37Y+vkQjYKQXgYDMqL0fHnjKI62WTnYaCYtXEf/CC1SJKwraeKVy3J4bXslr22rpNPuJifOyP1n9SMlTIvF6UYllxEvbvAF4YzS0u0MCvaPc3t9/ObjAyyalcOkl7ZwcjmWS7NjuXhw9C94lYIgCD8PEfALgiD8RESw/98hOUxLcpiWyf0igh5fODaVLrub309O54aRSTjcXqQSCVIpOFxeYsN1RBtVKMQSDEE4o/S2zOe4Q43dqBVS9v9uElsq2ul2uJnYL5wEk5oIneqXu0hBEISfiQj4BUEQhF8FrVIeKJgYLm7kBeFXQ604/SCeXColNUzLwGjDL3RFgiAIvxwxjSEIgiAIgiCcsUYkhSLro+Xp6ORQQtRy1ArZL3xVgiAIvwwR8AuCIAiCIPxMWi1OSlu6OdpqoaLNSnWHjQZzz77vws8n1qji+RlZPR4P0Sh4cWY2KeE/rHaIIAjC/yKR0i8IgiAIgvAT83p9HGmxcKSlmy67m9QwLXtru/j95weJMah49PxMzsuIJEIvlpf83HRKOXPz4hmRGMqLW8qpaLdxVr8ILs+JIz1c+5++PEEQhJ+VCPgFQRAEQRD6UN1hY1d1B18daSYtTMeM7BgMKjkOjxef10e92cG6kmaMajln9YtAp5SREqalqNHMJYt3UNFmCxxrUno4S68Yyuwlu7ny3b08dG5/7p3cD51S3I793IxqBXkJJl68dAhOjxetQoZE0nuavyAIwplE/IcRBEEQBEHoRVmrhbNe2kp1hz9on5+fQFKohuc3lfPo+Zn8bX0pa4qbg/Z58qKBDE8I4bODTUHBPsD6slai9CquHpbAa9ureOKbUubnJ5IWLm7HfikKmVR04hAE4VdFfOMJgiAIgiCcosvu4o6PDgSC/RFJIYxODmP2kt0Mjtazs7qjR7APcM+nh3B6fAxNMJISpumxfeX+ei4YEAWAy+Ojwez4eV+IIAiC8KsmAn5BEARBEIRTNFucfFHSFPj5ljEpPLyuBIDrRyXzwpaKPvf9/FAjmyvaWTAiqcc2j9eHQnYilVwtF7digiAIws9H/JcRBEEQBEE4hdPtxec78bNeKafx2Gy8WiGjxeLsc9/6LjvN3Q76R+p7bNMqZcSb/DP/MQYV0QZRtE8QBEH4+YiAXxAEQRAE4RQmtYLk0BMp+Sf3cff6fIxPDetz36kDo6k3O2i39hwUuHFkMpXtVobEGvnwmuHEGdU/7YULgiAIwklEwC8IgiAIgnCKOJOa52ZkB34ubekmO9YAQIfVxW3jUpFLe1Z5Tw7VkJdgYnpWDEeauzleCF4tl3L7uFQGRuvZeLSN1dePID/BJCrFC4IgCD8rEfALgiAIgiD0YkJaGN/cPJqh8Sae3VjOExcOxKiWY3Z4eG1bJcuvGsbwxBAA5FIJlw2J5ZXLhuBwewjTKJmVG89H1wxn+VXDWDJvKE3dDm5euY/RyaHEmTTI/8erxbdanHTYnLg8HgC8Xv8aCJvLjcvj/U9emiAIgnCM6AMjCIIgCILQC6NawaR+Eay5YSRWlwelTMLeuyawt7aTCWnh3PHxAW4clcw9k9Px+WBdSTOFdZ1E6dWUNHVTWNfF0xuPBh0zXKtkeFLIf+YF/UQazHZqOmzY3V7e21OLxenhkqwY+kfo2FLRxkcHGgjVKLh1bCqZUXoidMr/9CULgiD8aomAXxAEQRAE4TQi9CcK69mcHlSKbsK1Cv46dRBPri+l+Otu+kXouHdyOpE6JUmhWkYmmlhRWI9GIcPm8s+AD4zWs+KqYSSHav9TL+Xf1mR2sKOyna9KW3h+U0Xg8bd31zAyKYTfTkpnbYm/XeGygjruGJ/Kg+dkEC6CfkEQhP8IEfALgiAIgiD8QA1mO5e+uQunx0tauJZrhyeSGOIv7jcyKZT99Wae3niUGL2KGdmxzBsWT6PZiV4lI8ag/tFV+RvNdswON3KplEi9Ep3yP3MLV9FmxaRRBAX7x22v6qCgtotxqWFsKm8D4JmN5Vw1LEEE/IIgCP8hIuAXBEEQBEH4AbodbvY1mHEeW59+tNXKQ2tKUMul7LhzPBct2sHhZkvg+f/39RFemjmESwZHEW3U9HXY07I43Wyv7OD2j/dzqLEbuVTCpUNieeLCgSSHafF4fdR12WnqduDzQaROiUbbsx3gT6Wqw8pnh5r63P7u3hruGJcWCPgB3ttby9CEkJ/tmgRBEIS+iYBfEARBEAThezSa7dR3OTDb3T22PXBuf/76TWlQsA/g88HCD/cxOmXijw74C2u7OPfVrfj89fBwe30sL6hjZ3UHG24ZQ1Gjmave20tzt78FoEkt57lLBhHvcGPSyn7UOU8nwaSm09bzPTjObPegVgQXI+x2en7y6xAEQRB+mP/t8rCCIAiCIAg/I5fbS2FtJ/VdDqa8vp0wrYJTu/Gd0y+SFYV1ve7v9cG6kibc3n+9an2rxcnvPisKBPsnq+mw02B2MPWNHYFgH6DT7ubq5fsoabH+y+f7IRJMGqYOjOpz+7kZEWyrbA967ILMyJ/lWgRBEITvJwJ+QRAEQRCEPpS1WSmo6+T2jw7QaHbw4f567hifFtg+IEqPWiHF5fFH5QaVnGuGJ3L/Wf2YnRuHSi6l3eYKtKz7V1hdHrZVdvS6bdqgaF7dVomnj+P+31dHMDtc//I5v49erSAnzkhmZM9lA3qVjGuGJ7G84MTgx6T0cEI0ip/8OgRBEIQfRqT0C4IgCIIg9MLm9PD39aXMG5rA5gr/mvRFO6p55LwM3pidg8XhRq2QUdthJzvWwPDEEKYNiuGd3TUU1nWRFWPgo2uGE6FVoJT/6+n1Uom/jV+r1dljW2KImp3VHX3ue7DRjMXhwaD6aYPtEI2CcJ2Cf14ymM8ONrKsoBar08PUgdE8eG5/PjpQT5hWiVEt5+phCSSHaYk1qH/SaxAEQRB+OBHwC4IgCIIg9KLT4WLD0TYuHhwT9Pgj6w5z9bAEsmIN/ObjIgZE6lk8N4etFR3MfHNn4Hl7azt5b28tq68f+aPOH2NQc+eEVB5aU9JjW02nnbx4E1kxRs7LjMTj9WFzeVi0o5rvjrYyMEqPTvnTr+EHSAnV0W514/H5+NvUQSjkUnZXt7Ojqp0LMqJINGnIjTfx+88O8eA5/UkJ/3H1CwRBEIR/n0jpFwRBEARB6IVKJiVar6LF6iTWGNxOb9rgaP705WEAUsO1GFQKHviiuMcx3F4fC1YUUtdp/5fPL5NKuG5EEuf2j+zx+JTMSBaOSaHV6mT2kt3MXrKbez47yKzcWLbfMY6/Th2IQf3zpNKbHW4ONHQxNzeeMJ0SjULK6JQw3i+sZ8zzmymo7UKnkLFodg7j08JRyn6egQdBEATh+4kZfkEQBEEQhF6EapXcd3Y//vzlYR45L5ObPtgX2ObzQbfDQ1q4lgUjEymo7cTm6r0afXWHjRarkzjTv57aHmtUs+SKPKrbbawva0Ui8dcNcHq8zFu6h8K6rsBzm7ud3PbhAZ6cNojKdgt3TkgnLVz3r7/w79FscfDEN2WcmxHB8KRQ/rmhjP0NZpJCNDw5bRDxJjVxJjXGn2nAQRAEQfjhxAy/IAiCIAhCH0YmhjA2JYxd1R0snZfH0HgTEglojrWeu2V0Co9/Xcr3leTz9VZq/weK0qsYlhjCzCExvLatijnv7Mbp8QUF+yf7+4Yy8hJCuOC17RxsMNPU7fjR5+6NVCJBrZDy/OYKHllbwmVD4lgyN487xqfy7t5a3t5VjezUVgb/IrfHS2W7lS8ONfL69kp2V3fQZP5pX4cgCMKvgZjhFwRBEARB6EOEXsVD5/anweygoLaTp6cPJlqvQiqBgdF6ksM07K7pRK+Uo5ZLsbt7tt+LN6mJ1Cl/1PlbLU4sTg8yKThcXkqauxkcY6C40dznPg1mBwaVnNIWC3tqO/n0YANPX5JFrPGnKZ4XbVAyPz+Ru1cVUd5m5cE1wUsZPrl2ODrlj7/FdHu87K3t5N29tYRrlZS3WbnrkyJy44wsu2oY8SZRE0AQBOGHEjP8giAIgiAIpxGiUTIgysCcvATGpYbTP1JPeoSepfOGopBKkUjgjR1V/OmCzB77yqQSXrlsyA8KtlstTqo7rFS1W6los3KgvotbP9xH/tPf8cTXR7C6PFyRF0eb1UnMaSrfK2Unbu8ON3dT0mThw/31/1aWwcl0SgUXDYpmbEpYj23Ts2LIjTf+W8ev6bRR02mntMXCewW1dDncvHflMKINah5dV4LN2fvSCUEQBKEnMcMvCIIgCILwI8QYVHh9Ps7tH8FnBxuJN6n5YH4+b+2sprzNSlaMgbsnpvP69kqGxpuI6SPot7k87Kvv4rOiBvISQnhhczkFtV0khWh4ZvpgrhyWwBvbq/ndpwe5eHAMc4YmoJFLMajkmB3uHsebnRtHq8XJ2htHEaNXcXlOHM3dDlotDiL0P80sf3qEjjfn5HK42UJ5uwW5RMLgGAOJIRoSQ7Q/+rh2l4d1JS3cvPJEvYRDjd18tL+e12fl8urWChq7HaSE/fhzCIIg/JqIgF8QBEEQBOFHsLk83P7xAZ64cCAFdV28srWS5QV1XD4kltx4I7mxJp7deJR39tRy98R0Yvo4zv76Lm5buZ+FY1O4/O1dHJ+Iv2VMCm/tqmHxzurAc9eXtRJvUrN6wQjev3oYs5bspst+IugflRzK7yals6emg9pOG79dVcSBBjMJJjX3ndWfy4bEEmVQnXoJP4pOKcPt9fJpUSMuj4/rVPJ/OxBvNDt4aE3PbgdeH/xh9SGemDoQRy/LJgRBEITeiYBfEARBEAThR9Cr5ExOj+DRdSV8vmAka0ua2V7VjtcHwxJC+LSokXf21CKTSlD0UcSu1eLk7lVF3DImhT+uLQkE+xqFjPzEEGa+ubPHPrWddv7x3VEWjEjk8wUjabc5KW2xkBSqRSWX8tnBBtRyGb/99GBgn5pOO7d9tJ8DDV38+YJMwnX/XtDf0GXn2mUFrD3cHHjsm9IWhsQZ+Oy6kSSE/Gvr7MtbLZS2WjjaYuWZ6VnYXB4e+KKYhpMK9TWYHZjUcnQq0eZPEAThhxJr+AVBEARBEH6ECJ2SmdkxVLbbaOh2sOpgA6FaBc0WB7OX7OaNHVUAXJodQ6S+9wDb4nSzpaIdo0ZObac98Pio5BC+OdLc6z4AywrqaOh28t7eWn8QrJSTHKohWq8iOVTLX74u7XW/V7ZVUtJsoaLN+m+8cthV3REU7B+3r87Myn+xXsDBRjOTX97K+a9u55YP9zNv6R4e/6aUxXNyiTil2GG4Tkn8T1R8UBAE4ddABPyCIAiCIAg/gkQiId6k5vVZOTSZHdwwMol3dtewqqgxkHaeFq7liamD0Kt6T6qUSiToVTJkkuAMAJlEgsvbd9Ds9vrweH28uKWCue/sJd6kZsbindhdHpRyKa1WZ6/7+XxwoN7MtDe2U/kjg36r080LWyr63P7qtkqauns//6kazXYue2sXVe22oMdLWyz8cU0Jd01ICzwWb1KTYNIgkfx7Lf8EQRB+TUTALwiCIAiC8CNFG9QMijYwNjWUUckhFP52In+dOpDbxqaw6trhrF845rTr2qMNSm4elcyRFgu5cSeq2++s7mByv4g+97twQBSbytsAqOuys6GslYxIPZ12Nwrp6W/v9CoZFe023tpdjcfT93r4Lrublm4HrlOe48M/4NAXt8d37Fnfr77LQXFTd6/bdlZ3MDjGAIBcKmHR7BySQ0VLPkEQhH+FCPgFQRAEQRD+DXqlnA6bm5s+2M+Qv29gbUkzQ+NN5CeGkPA9PeMVMhl3TEhjQ1kLf54yAKPanwnQaXdT02Hj/MzIHvsY1XIWjk3h7V01gcfWljQzNjWUHdXttFmdDEsw9Xo+k1qOXCbF6vSwvKCO8vYTs/wdNiclTd1sq2jjkwP1zHxzB+e8so2H1hRT1mLBeyzI1ynlXDcisc/XdPmQWDTyH3aL2dVLl4GTSYDrhifyzc2jGZkYKmb3BUEQ/kVnfMDvdDq55JJLyMzM5NChQ0HbiouLmTdvHtnZ2UycOJHXXnvtP3SVgiAIgiD8ryqs72TMc5vYUtGOz+cvXnfdikJmvrWLBrP9e/ePN2l4fVYuEVoFa28YxV8uHMBFg6JpMjt4bkYWb87JJTfOSGqYlutGJLLiqnx+/9mhoJZ8GoUUp9vHMxvLSQ7V8sTUgUTqg9e/K2VS3pyTyz82lPn3kcv4+EADtZ02mrsdPLr2MIt3VvHq9ipmvLmLb0pb2Vffxd++LWPY098FzcSPTQkj56SMhOMSQzSMSQ2jtsvRY1tvYgwq+orh5VIJSaEasmONpIRpMWoUP+iYgiAIwglnfJX+v/3tb0RFRVFcHNzipbu7mwULFjB69GgeffRRDh8+zB/+8AeMRiOzZ8/+D12tIAiCIAj/S1osDn7z8QF6y3DfVtnOkWYLMYbvLzIXa1QTe6wY3cjkUJq7HbRYnLRaXIxODuX8G0ZS2W7j7xvKuGjRdlye4BPOzYvn5a2VdNndzFu6m62/GcfXN41me1UH26va6R+hIyfOSJfNRVqYlh1VHczJi+Od3bWMSgqlsdvBS1sreX/+MC5Z1LMzQJfdzd2fFrH8ymGYNAqQwEPnZrC/vov3C+tweXxckhXNOf0jWbCikLsmpDEw2vC9rztar2Jubhzv7q3rse2a4YkYVHLm5MUT/RO1EhQEQfi1OaMD/g0bNrB582aee+45vvvuu6Btq1atwuVy8Ze//AWlUkn//v05dOgQixcvFgG/IAiCIAg/iNnhYVd1Z5/b15Q0MSYljLouO112F0q5lCidEpNG2ec+R1st3LCikG/LWgH/TPeCEUncd1Y/nG5vULCfHWvg1jEpDIzWkxSiobbLxltz83h7Vw2PfXWEoQkmYgwqCuo6+f3nh5BIYNV1I2jospEcqmVffRddDjePf13KkDgDWyva+7yuLw8302ZzYtIo8Hjhsrd2MSo5lEfOzyQ1VENVh53yNisvXTqELrvrB71/Jo2CJ6cNJkqv4pVtVdhcHvQqGTePTmbhmNTT1j8QBEEQvt8ZG/C3tLTw0EMP8cILL6BW9xxZLygoID8/H6XyxD/ccePG8dprr9HZ2YnJ1Pvat754PJ5/+5qFE++jeD/PDOLzPPOIz/TMIj7Pf59MAmq5FLu79+J3k9LDWbyzij+sLqbF4kQqgWkDo/nrtEHEGZRolcE95Ru6nVz21i4K6roCj7m9Pl7ZVolCLuGlS7O5Y3wab+6qZl5ePJXtNl7ZWonN7WFmdixPTx+M1eHmla2VuL0+dlR1BB3f54OtFW38acpAVhT6Z9X1Kjl1XXYSQtR87wp5n//3xaiUMT41jHMyItlc3sbsJeUc78Qnl0p4fkYWHVYHhj66E5wsSq/gsSkDuHVsKt1ON2q5FI1Cisfrw+Z0o5T9etfti7/RM4/4TM88/6nP9Iee74wM+H0+H/fddx9z5swhOzubmpqaHs9paWkhISEh6LGIiIjAtn814N+/f/+Pv2ChB/F+nlnE53nmEZ/pmUV8nj+ezhTC/Px4XtlW3WPbiKQQajrs3Pj+vsBjXh+sOtjIkVYLb87ORWtrxt5tBvxt/lzhKUHB/sle21bFLaOSCLXU8tDEJG74qJj1R9sC2x9rPMIb26v49pbRtNv6nmGvarfz2cFGFFIpGoUMtVxKfmII60qaeejcjD73Oz8jkrouO4ebukg2Knh55mC2VXfx8NqSoOe5vT5uXrmfvDgjivaqH3RTKpFI0Mck89S3FSwrrMfj9aGWS7l7QirX58di7TYj9Tixmrvw+X5YB4AzifgbPfOIz/TM89/6mf5PBfxPPfXU9xbWW716NZs3b8ZisXDTTTf9QlcG2dnZyGSy73+icFoej4f9+/eL9/MMIT7PM4/4TM8s4vP8adwf7mBzRQcHGsyBxyQSePaSLGa+tavXfQ41dlPaamFMcjwD+p3IRHx/X0Of53G4vXQ7vQzNyuKr0tagYP+4BrODF7dUcPeENB7/prTX44xMDkEulfD5oQY+uXY4D35RzB0T0viiuImNR9u4bkQii3YED2AY1XJuH5/GxYt20m5zYVLL2bBwDG/sqOrzep/fUsGT0wYRrv3+YnttNhdXv1fA2pLmwGNXDUtgWGIov19TRnm7lZFJodw6pj/JoWqUsjO+7jQg/kbPROIzPfP8pz7T4+f9Pv9TAf91113HjBkzTvucxMREtm3bRkFBAdnZ2UHbLr30Ui666CL++te/EhERQUtLS9D24z8fn+n/V8hkMvFH+xMS7+eZRXyeZx7xmZ5ZxOf570kK1bLmhlEUNZr57GADcUY107Ni8eGjrqvvKv0HG7pJCtGSHKYLPJYQ0neBP7lUgk4pB4mERacJtJcX1PH1zaP567elPYoJJodqGJsShtfn49yMSNqsLr460oJKLuWdeXk8svYw8/MTWDwnl3f31NJicXJWv3DOyYjk3s8OBjIHOu1uvi1tpbaz79dX3WHnQIOZs/r3bC0IYHd5aOp24Pb6cHt9HG62BLZdNCiajEg9l540YLKrupPXtlXx1c2jGJca3ud5z0Tib/TMIz7TM89/62f6PxXwh4WFERYW9r3Pe/DBB7nzzjsDPzc1NbFgwQL++c9/kpOTA0Bubi5PP/00LpcLhcI/8rxlyxZSU1P/5XR+QRAEQRB+3eJMauJMas7NOBHcVrZb0Shk2Fy9p7THmdRYnP7Weo1mO+VtNgD6RegobbH0eP6snDhCNP5bN+lp+tHLpBL0Shlf3TSa2z8+QFGDGZlUwkWDorlpdDJXvruHeXnxXDQ4mjijijijms8PNXGkxcKtY1KINanRKmQ8dE4/jGoFj311hKmvb+8xeFDUaGZ4YgiV7bbAYya1nGmDojGo5GRG6nhndw2DY4w9quyXt1loNDsCr2N7ZTtPXjSIZXtr+WBfPdeNSGLOO7t7vDanx8s1ywr4+JrhKGVSYowqjGrRrk8QBKEv/1MB/w8VFxcX9LNW66/wmpSURExMDAAXXXQRL7zwAg888AA33HADR44c4e233+b+++//xa9XEARBEIQzT4xBxfUjE3luU0WPbXqVjFiDirRwHTUdNmYt2c22ynbijGremJ3D3auKONR4ou/91IFRPHpBJnEmDQA3jUpmeUHPVnYAc3LjUcplDIjSs2hWDhIJuDw+ylos7K7uYMqAKN7YUY1cJuG3E9JZc+NILnxtO4ebLdzxSREAk/uF8+plORTWdfH+vvpez7OsoJbV14/kowMNeLw+7j+rHznxJj4orKO+y0K/CB2X58bh48RIgdPtYUd1Bzd9sC/w+vLiTTx10SCi9Ep+P7kfNqcHp8eLo49CiEdbrRxpsXDd8gLemJXD8KQQEkNENX9BEITenJEB/w9hMBh44403+NOf/sTMmTMJDQ1l4cKFoiWfIAiCIAg/Wku3A5vbi0wiIcag4veT+3OwsZuvj5xYRmhSy3ljdi6NZjuT0sN5YE0x2yr97fDquuxcu6yAP5zdn6EJJtptLlQyKXtrO3l+Yzk3j0mhf4SWgdEGpmdF8/GBxqDzp4ZpObt/BJe/vZO35gzlaJuVxTuq8QGzcmIZEG3gla2V/H5yPyQSH7VmB1kxRrb+ZhzlbVbquxykh2uJNqiwuzzUm+2khWs52mrt8Vq7HR7sLg+rrx/JlvI2Ouwu5iw5MSv/TWkL0QYV3y0cQ4zB/1hpq5WzX94a1Fpwb20nFy3aweoFI3n0yxKuH5mETnn6tFgf/mUFs9/Zw3e3jsGgkhNymlaHgiAIv1a/ioA/ISGBkpKSHo8PGDCAd9999z9wRYIgCIIg/JKcbi9N3XYkEglahYxQ7b8eHHbaXEgk9JpC3mV3sbumk999epC9tZ1EG1TcOymduUPjeXtuHjUdNrZXtWPSKIjQqdArpExMC6fT4WbxKQXyGswOfD4ff1xTwuaKtqCZ7rd217Dx1jEMjjHy9CVZXDw4hnf31GJzeblgQCSDog1cv6KQxy4cwIIVhXx3tDWw75eHm8lPNPGPiwbT5XDj9HhpOnauijYrN76/jw67i3ari3GpYbw2K4e9tZ38bmI6Cz/sWRgqKVRDU7eTv35bypuz8xj29Hc9ntNodvDAF8Usmp2LTCLhyW9Lg4L946xODx/sq0Mtl3HF0r18edMoFDJJr89NDtXQanEC4PH6eHtXDfef1U8E/IIgCL34dZQ4FQRBEAThV8nh9lDSZGZTeSubytspa7FS3maloLaDztO0rjtZTaeNt3ZWc9GiHVyyeCfL99ZSd0qxuvWlrZz98lb21nYC/kD3t58e5O5PilDKpAxPCuWa4YmckxHJyKQQxqdHEK5T4vL4sJ+Suh6uVRKuU/JNaUuPtPYOm4s/rTtMQ5cdjw8eWXeYjEg9wxNDWFXUyKVv7cKolmNxeIKC/eN2VXeys7qDB78oZuabuxjxzEbOf3UbGoWMly/LZmZ2LG6vj/VlrVzyxg7umpBGY7fjWLX9EwH1Wf3CeWdeHr///BAahYz39/W+vADgowMNNJjtdDlcbKlo7/N5u2s6GRClB+DlrZU8fuHAHs+RSSU8NmUAz20qDzxW1mLB7HD3eVxBEIRfs1/FDL8gCIIgCL9OBxu6mf7mTqo7ThSWmzYomofPzWBbZRvn9I9EdpoWbzUdNqYt2s6+uhMt9zaUtTI2JZTlV+UTZ1JT12nn9o8P9Lr/soI6HjinP+E6JXqVAr0qODtAp5SRHq6l7KSU+VHJIUFLAE4VplXQ2O3A4vDQYnHy4paKoO1TBkSxcn/v6+4Blu6pZerAaArqugA43Gzhsrd2seq6EczIiuGa/ERe3VbJW7uqOdpq5Zr8RPbVd7FkXh5yqYQwrYIDDV1ccqxFX1KIBqen9/X24J+Fd7p9qHUy4k1qjvRSkBD8RQxbrf6Z+5X76hmVFMoXN4zkuY3lVLRbyY41cnV+Ii9sLg9qgTgo2oBSJqW63UqMUY3iV9KyTxAE4YcQ34iCIAiCIJyRjjR3c+Eb24OCfYDPDjayaEcVRrWC2tO0zfP5fHxS1BAU7B+3uaKdLRVtAHTYXT3OcbI9NZ19bos1qvn7xYODHvP46DNovWFkEnEmDXn/+I6nNx5lXl58j+cY1XJcpwnAXV4vMmlwlf9YoxqX14vF6aHB7OCc/hEsmTeUjw80kBym5aLBMWRE6nhqfRmjnt3ENcsKAy36dEoZF2RG9Xm+SenhuDxeTBoF95/dv8/nXZOfyMcHGgAYmRRCbryRqjYr8/MTee+KYWRE6FiwfC+rDzUF9lHJpVySFcPRViu5//iOh9eWUHPss/D5fNhdHrynthcQBEH4FREBvyAIgiAIZ6RDTd00mh29blu8sxqVXEZzt7PP/VssTl7b1ne/+5e2VrCjqp2+G+T5mTSnbxs3MS2cj67JJyXMX4F/R2U7M7JiejxPIZNwcVYMD6/11yX6+EADFw2OJjfOGHjOsAQT52REMr2X/Y+7aFAM35adyCC4aXQy1w5PZMbiXVz61i5mvLmTN3ZUkxKq4dIhJ46jlEkpqOvEfSyATg7VsOq6EYxMCqXL7uKyIbE9zqVRyPjdpPRAEb6h8SYeOqc/J3cVlEkl/PmCTCxON2/PzWN8ahj3TO7HJYt38uGBBrQqGeuPtiCVSnhmejYvzszGoJKTFKph6RVDiTGoeHV7BQ+e05/0cC1fH2mmuMnMI+tKmPHmTu5ffYiSpm7sfbRHFARBOJOJlH5BEARBEM44bRYnxSe1tTuV3e3F6/OhkPYM19usThxuLz6fD6+v79lhjxfWljQhk0g4NyOSLw8393iOWi4lO9Z47JocNFucNJidWJ1u0sJ1xBpVmDQKLh4cw+AYAy0WF1anmwidivn5iby160RBv7EpYXx90jncXh9XvbuXJ6cNQqeUsau6gyuGJTDpxS0snpPLgCg9xU3B70FqmJaZ2TFkRukZlxLGt6UtjE4O5ZplBUHP+6a0hcNLuvnq5tGBx+KMal6flcsli3eglEl55bIcrlu+lz+c3Z+SZgvTBkUzJiWMt3dV02p1cVa/cObkxbOzqp3sGAO7qjsoa7Fw6ZBYZufG821ZCz4fpIVrWbK7hofWlDAwWs8784Zy/qvbmJAWzuVDYpmxeGdgkAFgRKKJ3XeNx+3xYfd46bK7uWNcOn/7tpRWq5M/nN2fvH98F6h/sLakmX9+d5TPrx/J5PRw5CLlXxCEXxER8AuCIAiCcMZxerykhffdmz1Eo0CrkGHSnLgVau52UNNhw+724vL4MKllzMmL58Evins9xvz8BJQyCb/5uIhV143gYKOZ2pOK+cmkEt6/Op94o4q6Thu7azpZsKKQlmMV5qUSuGVMCg+dk0GzxcnEFzfTZvWnyUsk8NVNo7h0SAyvb6+iy+7mljEpPQYVuuxubvpgH+FaJQtGJvLe3losTg+3fLCf12flsLO6g5X76vH6fMzKiWN2Xhw3rCiksK6L4Ukh/OXCgXx+KLi133E1nXYKajvJiPQX0pNKJUxOD2fPnRPYcLSVd/ZUc9HgGArqunh9uz8TYlC0nlk5cRhUctLCtWhkEubkJTBt0Q72159YGpESqmHxnFzu+fQgu05a8nCosZuCY10ObhubwvRTgn0AlxdqOuzctaqIwmN1CJJDNfz5ggGEaeXcsvJAj2KHbq+Pue/sZu/dE0gM6fv3QhAE4UwjAn5BEARBEH42dpcHh8eLQSlHKpXQbnXS2O2gsLYLg1rOoGgDcUYVSvnp+67/q0K1Ckwaea+z3AB3T0hDq5QRb/Kn0XfYnLRanMeK1dVgd3tJDdOycn4+i3dUBRXVAxgSayQzSo/d7aXd5uKq9/bwzc2jKazv4uvDLfSL0HHx4BgSQ9RYnB6OtFiY884ebCellXt98MLmCjIjdXTa3YFgH8Dng7Nf3saFA6N4bnoWzRYnVe02xqaEBYLrk7VanSSHannj2LZWq5MZb+5kfFoYV+cnIAFKWyx8UFjP9qoOADYebePsV7ayeHYuWTGGoEJ4x22qaGNW7ok6ATqVnJx4EyFaBfevLub9q4dx8aIdge0HG7t5ZN1hAPQqGXvunMDNHxQGBfsAFe02bnx/H3dOSGNXTXDLv6V7apmdE8e+uq4ewT7AY1MGcMninUGV+SvbbVyzbC8bbx3L+NQwhsQZcbq9fHyggT3HOie0WV00dDlFwC8Iwq+KCPgFQRAE4VfA6nTjA3TKH/+vv/1YqrtJrUCjPH2A3mpxUtzUzdPfHaXB7GDaoCguHRLHWzureOzr0sDzNAoZy68axtn9I9AofrqgXyWX0S9cxzPTs3j86yOsL2sNnG/hmGTm5cUTZ1QFnt9icXLt8oJAMAxQ3mblgte2sfr6kXx6sJEP99cjk0i4dEgsGZF63ttby9xjwXBFmw2vDy4bEsdlQ+KCrqW+y8HWivagYP9kT3xTxurrR2BQyQnTKjnaamHRzmqq2m2sPtTEwjHdzH1nD2aHm8Vzeg/O5VIJ+QkmPjuoCnp849E2Nh71Fxc8u38EelXw5+/zwaPrDnPPpHQWfhgceAP0C9f1es1SiQSlTEKr1UVfNfG6HR66HG6+Ke3ZHhDgSIuFOKMaicR/Hcep5VJijSoO9rIkY2J6OOvLWnptw+f1wePflDIrJ5ZH1h1Gq5AxNy+euyemccP7+7C5PLi8fRczFARBOBOJgF8QBEEQzmD1XXb21HTywpYK3B4v1wxPZFxqGEmhP3yWs6XbwfbqDp74upQGs53xaeHcMymd9AgtSlnPIL3D5uSZjUf5v6+OBB7bXNHGU+uPsmReHiGaSjqOVXi3uTzMeHMnh++bTGpY78GlzeWhoctBY7cDhVRCtEFFnFGNtJf19wBN3Q6cxwYmUkI1XJ2fwF0T0nC4vUTqlYRplFyyeAeL5+QxNN6EVCqhqt0eFOyfOJaTmW/t4umLByMBPMcq9++q7uSFmdkcbPIH3v0jdJjUvd9WuTxeKtqtvW4DqOuy09TtpMPm4r7PDzE4xsD/XTCAbZXtvLilArPDjUouxeyAuz4p4u25eXx+qJF3dtdgcXqYlB7OXRPTePLbUq4clsAXxU1Bx1fIJMzJjef2canUdNjITwzhrV3VgdZ/5W1WIvTKHtelkEmYOjAaAI/XS6PZQYvVhcvjJUyr4L7J/QLF+Ppi/Z5CeZ12F2q5LGgw5PKcOFJC1Kh7GQDqH6Fjb21Xn8fbVd3Buf0jOHosI+OBL4oZmxLGPy8ezJ2fHCDOqD7t9QiCIJxpRMAvCIIgCGeo+i471y4rYN1J676/OtJCbpyRFVcPI9F0+uDH4nTTanHyzMZy/vnd0cDjZa1W3t1Ty8bbxjI8MaSX8zqCgv3jWq1Ont1Uzvz8BJ7ZWA5AYoiGv188iPWlrTxeeYT0cB0zsmNJDNGgUchoszp5c2c1D35RjP3YuuwovZL3r85nZHJI0IBDq8XBhrI2HllXQnmblcExBv46dSBxRhVtVjden4/XtlXxwb56nB4vt324n+VXDUMll7Kjur3P96Gq3Ybb5wukqgPEGFSMTQnjksX+dPbnZmQR00cwqZJLyYs39Xn8fhE6Spq7uXhwDINiDKjkUr450sKASB2T0sPJjjHi8PgDYqfHy2dFDVyZn8Ad41NpMjvQKuVcvGgHDWYHmVEG7p6Yxj82+D8vjULG0iuG8mlRA+Oe34zT4yVcq+SO8amcmxHJfZ8fAiD0lE4CGoWMj67JR6eUsa2iDbPTw8KV+wJLGwwqOX+dOpAInZIovZKmXrodZMcaMKoUKGQSXJ7e0wAidMqgYH/KgCgsTjdqpZxEk5ScOGNgnT74MzESTvN7mxiiodkSfC2bK9pYMDKJ52dmE2NQ9bGnIAjCmUmUKRUEQRCEM9TO6o6gYP+4grou3t1TS1WHHVkvM/Ruj5dDjWZuXFFIUYM5KNg/zunxcvMH+2ju7tn2bl3JiXMqZVJU8hO3G2tLmhiXGg74C+e9evkQ7vqkiAUrCnl9ezX3ry5m8JPr+fJwMw63h60V7fzu04OBYB/8s+4XLdpBfaeDijYrh5u7qeu0caDBTIvFyZQBUeiUMnZUdTD5pa0UN1l4ZVslV767l3f31gLw+uU5XDksgSve3cO1ywuI0fcdCCpkEpTSE69hTEooX9wwkj99WUKETsmGhWMYnRzW5/6hWgV58SYidD1n0QF+OzGNlfvq2V7Vzqy3dzNj8U5qOu0khmp55LwMYoxKnrhwEENijay7cRSdDjcXvLadsc9t5uMDDbi9Ph49PwOJBB77+gjdDg+fXz+SF2dm88m1w3l+UzmLd1bj9Pjfw1arkz+uLcHidDNlQBQT08ORSKDwtxNZMjePzxaMoOieSQyJM3LzB/totbm49K2dQXUMzA43Cz/cj9frY+kVQ9GeMtMfrlXyt6mD8Hi93Dw6pdfXPW1QNFqFjKkDo5ieFcPiOblMGRDFA2uKKW+z8pevj/DmnFyuH5kY+B0qa7Fy4+jkoLZ+J7thZBJL99T2eHxdSROXD4ntNWtAEAThTCZm+AVBEAThDGRxunlxc0Wf29/fV09SqIZR4T0D1ZJmCyOe2UhiiJqsWGMve/vtre2k3eYi8pRg2eX1Mik9nIVjU3B7fLi9PkwaOW/vqmHlvvrA864fmcTf15cFVbYH8Hh9zF6ym/2/ncjfvi3lj+f2Z8rAKFQyGRIJFNV3Ea5T8eCaYlYU1vHgORnEm9S8tKWCijYbWbEGnp+ZzepDTby5s5o/fXmYZ6dnsaGsFYkEXr18CO/uqQ0aDLllTApquTRoYOG42TlxDEs0UXD3RJQyCeFaBRaXh79OHYQPHxaHh067C0MfKf1GtYLkMC1rbhzFguUFgRlro1rOvZP6Ud1hZ3hiCCsK6wD/WvTj79Ofzs8kTKtiTm4cE9PDGfPcJrrs/vXrVjw8vbGc1cVNvDErh0+vG8E3pS00mZ3YnG4kEh8uj49vSlt6va5nN5bz+qwcdEo5NqeH7H7GQAtBgFVFDdSZ7eyq7qDb0Xtq/m8/Pciq6/LZ+ZvxHG2z4PL6MCjlqBUyvD4fL22p4I/nZaJTyHhmUzk2lweFTMJVwxKYNjCahR/uZ1RyKB6vj/s/P0SD2cHdE9JwuD3cMCqZslYLY1LCWTgmFZvLQ22nnZWF9Tx98WDu/fxQoBq/VAK3jk2lxeKkvK3n8gm1XNajfoEgCMKvgfjmEwRBEIQzkM/nO22BMpfHS32XA19saNDjXXYXf1h9CJvLg9fnLwZ3OtJTplq9Xh/nZ0YSolZw3fKCQKColEn5w9n9mJAWxt5jVdPHpITx9w1lvR7X4fZysMnME1MH4PLC39cf5ZOiBrw++PLGUdz1SRGF9V1cNSwBs8PN9SsKA/tuKGtlQ1krL12aTUlTN1sr21HJZVw5NIGr8+OxOr09Mh+eWl/G67NyWLCiMKilW3asgYfPyyTepCHepOFwczf3rS5mWUEdPp+PS7JiuHZ4Er/5+AD3TE5ncr+IXgsjRutVSPHx5LRBWJyewGz74p3VtFmd3Du5H0+uP/FeyKQSPB4fEqDBbEenkPLU+rJAsH+yw80WjrRY+PuGo0TolISoFXTa3RxtseJw91FRD+i0u4kzqvmkqIG7J6YHbTM7XDy7sZyUUC2Heimed9yhRjMujxf3sdoG35S2Eq5VcvPoZJRyKfed3Z+EEA0Pn5fBjaOTMTvc6JQyInVKdtd0UtluC+qicOPIRObkxfO7Tw/y3VH/AM2UzCiGxBqQALOW7AbgwoFRLL9qGE1mB06Pl7x4E2UtFq5eVtDrdV4/MglJX2kBgiAIZzAR8AuCIAjCGUivUnDPxHTy4k3YXV5WFTVQc9JM+kWDotl0tJXpmSFB+3Xa3aw+VvStrNXC4BhDjyrqx41LDSNMG7z2u67Ljtnh4eaV+4Kqtzs9Xh5Zd5g1N4zk0yJ/YOv2ens97nGROhU2l5d5S3fT1O1EJpWwZG4uFqeHwnr/LPms3DimL97Z6/4Pry3hyYsGs7WynViDiswoHS9vrUIt77micVN5G1KJhA+uzqep20Fpq4XRyWH0C9dyuKmbOKOamk4bk17cQoP5xDKG5QV1fH2khbfn5jFt0XY23TqOUcmhPY7f7XDRZfcQY1Dh8vr4aH89rRYnd4xLpbLdxvz39gaemxau5fkZ2awqauCC17ejlElZNCunRzG+k32wr56pA6L42/oyzu4fQb8IHSEaxWmL5kkloFfJuWdSOuG64CwNj9dfLLGuy8PEtPA+jzEswUSHzcO4FzZjdfrPdbTVys7qDq4YGs/5mVEAqBQyUsKCC0WOTQmj6J5JFNR20tjtYHhCCFqVnPynvyMvzsTvJqXjdHv59GAj5726jS+uHxnYd/WhJlYfaiJcq0Qhk9BscbD37omkh2t7tFC8Ymg8/SN1mO0uGrsdtFv92RhROhVhfSyzEARBOFOIgF8QBEEQzjAOt4fqDjsHm7rZWtGOXiXn4fMysDo93P3pQeKMaubnJ9LY7UAmCw5+JYBGIaXb4cHng/cL6/jDWf157OvgInxGtZxnpmcRpg0OmKxON29sr+qzVdvjX5fy9rxcuuwelDIJyaEaKtttQc8xqeVcMTSeKIOSJbtqAwXh7p2Uzt7arsD6bb1KRlO3A08fJ2vqdqJR+Au/KWQSHlpTwszs2D7Xf393tJUDDV18vmAEPp+Pl7eWMzcvgWuWFVD5wNksK6gLCvaPa7E4WVfSzLn9I3l0bQlL5uURcdIyh0aznT9/eYRXtlXi8fpQyCTMzonnkfMzsLu8THl9e+C5MqmEF2ZmM/+9vTR1O5mRFcO1I5Lw+kCvlNHY+6VjVMmZOSSGcWnhFNR28tAXxbx4WTbFTRYi9UqaeymqN21QNCa1vGew7/Fid3n4y4UDeHTdYcamhqGSS4MyH47785QB/O6zg4Fg/2RL99Ry06hk0iN0xPZS0FAhlxKhUzIyOQSZRIpeJeOxr4/w3pVD2VXdwdqSZrQKGfdO9mcfrClpYlJ6eKDFIvjrEYB/8KKizcbzM7Op7rDx/+y9dXSU97qGfY1r3N2JQiAJ7tBS3Foo0CKFurvuvevd9e66IqW4FKeUllIcAkQIRCDE3WWSjM/3x4SBaZKe75zvW+uc7v1ea521DvPqvPPSzf17nue+N2ZW4iKX8vCoCKK81JwvbyG7uo1wTzVauZQNGZW0dBl5dXI8oR6qPp6qgICAwF8fQfALCAgICAj8G1HTpqespYvbvj/nVNH/5XI9sxP92bt8CGq5hGkrz1DeoifEXcVHsxKZGO2Nm0qGj1bOiiGhDhf9789V8MSYSLYsSWVzVhW17QaGhLpzU4wPerMFvclCm95MfYcBg9mGm1JCvc5ArI+WmnY9rX9oQS9q6kQqFpPob6/2fjqnPzNXpTu23z4wkIWDglh1poxNmVX8XGCvakvEIkZEePL4zos8OCIcALPFhkLy5/7DfloFmxen8mn39zlytZF/zU7sYewmEsHoCC/uGBTI7ku1/PO3QpIDXSlr7sJitaEzWtib25fchkOF9cxJCuDr06W06s0OwW+2WPnuTBlfnCxx7Guy2FiXUcGvV+r5cWkag0PcOVveAtg7L3ZerKFOZ2T5kBDifV2Yu+YsQ0LduSMlmNd+udzL1WHZ4BCe25vHseImex791Di+OlnCgyPC2bAohQXrMhziGGBAgAtvTonDesNiSWOngQadibXnytl6oRoRcGu30d2mO1O5Z2s2Dd0O+DKJiMdGR+KjkfPbld49AgB259ZiMFt4YUKMU4qB2WKlsLGDVw9e5qf8OtyVMr6dN4CJ0T7ctTmL8pbri0C/X21kSpwviwYF0RRochL815gW70d+bTvzBgZyS6wvCwYGIhWLKWrqZOgnxx33DfZov/V3pCARgc1mpbSpk3PlLbiqZPTz0RDspkLyX4yyCAgICPxVEAS/gICAgIDA/zI2mw2d0YxMLP7/5CLepjex/UIVWVXtTmL/Gjsv1bB8aAiz12TQ3GkCoLx7cWD/3UOZHOeLQirhiTFR/JRfx+X6DgA+OlrEynQpH89KQiUT892ZMn44X8Gns5PwUMmYv/Y8F2vaCfVQ8dWtA1gxNJSLNe2Ee6oxW228tD+fqjb7/QwMdEUrl6AzmKhqNRDtrebX+4ez62I1oyO8CPdUs+58BUeKGgl0U+LeHRfnp1VQ1NDB1cZOYny0KLoN9hRSCVqFpFdTuThfLU2dRpQyMZXd12/sNFKvMzI13pf9efbFhAnR3rx0UwyNHUY0cgnR3hrm9g/AaLGwZGMWk/r5UFjfgcufmL65KKR0mSyEuqucfA+q2gy8/7uzT4FCKub+4WFMiPFGb7Hy7bwBFDd1crq0mZRgN57ek4dKJmFmor9jXOFkSTOPjY5kWJgHp0udIwSXDw7BXSXjSFETAEn+LkR6aXhhfz5DQz0YFubB0YdGUFCvo7JVz4AAV/y0cj4/WYJMLObtafE0d5kobOjgzg2ZTqZ3b/9WyI851Xw2J4nP5ibhrpQhFolQysTIJGIqWvWIRfTZ0eGmlNLPx43ipk4nwX+5oYMJX57kwRHh3DU4BKPFiqdGTnlLF216U4/z/JRfx4ohoUyM8XYsRl0jwFXB65PjOHK1HrGj+0NGZWsXk7857ST2Aa40dHCsqJHUYHfWZVTSbjAzLsqbsuZOVmzOYvOSVAYHuyP9LxaTBAQEBP4KCIJfQEBAQEDgf5HS5k52X6rlx5xqPNUyHhsVSYK/S58Rbn9Gnc6IWi5le051n/tsv1DNmAgvdl2qcfr86T2XSAlyw9dFQaCrgp/uHsrZ8ha2ZFfjqpQyPcGP9LJmdl2sRSOX8MzYKPbn1VHVZuBiTTuBrkq+vm0A92zJdlpsCPdUsfL2ZJZuzKS+w8jfbo6hucvE278VsuZsOXKpmC2LU9HKpTywPYd2g5l/3NyPIw+OpKK1C2+NnGFhHnx/rhzXbvH/wZGrrJyfzN1bsvn0eDEfz0ri3m0XnFr7NXIJ/5waz1N7LvHqpFgWDgpk50X7d35uXy6fzE5iZoI/2VWtrBgaSllzF75aBd+cLuFESTN+LgqeGhPF8xOiUcokvLA/j0dHR/TpeL8oJYiPjhTxcrcjvc5gQquQ0WWyOHU5KKVi1t+Rwg/nK5i9+iw2m727YGaiHw+NiEAqBjelhOfGx+OqkLJlSSotnSa+Pl3KXZuz+GhmIvcND+PQ5Xp7p0a8HxFeal45UMCgIDfmJPkT7+fCvVuzkYpFxPq68PCPF/n5cj3eGjmeahkmi5VPZvfn96uNeKjkdJkslLV0sS+vrleH+8v1HeTVdZDgq8VksdLYZSS9vIU1Z8u5s9ttf3cf3Q/JgW68/stl3pgSi8FkQSGT0G4w8eYvl1l1+0A+PHKVVw5e71oYFubBhjtTWbTufI/ukB051dw3LJSD9w5jU1Yl9TojI8I9iPV1YdbqdEqbu1DJpNw9LAyAyla907vorpKxNC2Y2wYE8nNBHeO+POnY9t2ZMlKC3PhkTn8mf3ua7CfH9fAcEBAQEPgrIgh+AQEBAQGB/yWKGjsY/fkJqtuuz4XvyKnhsVER/P3mfv9tQ7HGDiOIwPonTngWK/TWrXy1sZN2g5nKVrtr+qcnSgh2VfDBzETWn69gU0YFS4eE4qWWozdbSQ5yY1i4B0cKG5FJRDw3Poond1/q0VlQ0tTFi/vzebHbrd1Pq+DB7TkOY8DP5/bnhf35Duf+T2YnUdzUybBPjjki8kaGe/LlrQPQm6y4KKQcudqIzQabFqdS1tyFRAxnHh3FhsxKCup09A9wZXSkFy//nE9RYyefnihmw6IUgtyUVLbqMVlsPLA9h3BPFXvuGsIbv15hwaAgbvn2tGNOvbS5i9vXnefuoaGsGBJKTk07nUYLc/sH8OMfFlRmJfrhprAvigwKcmX66nS81HKemxBNcHeXQkuXvWr9yKgIVp8tdxoPsNlg18VaDGYb70yLY+X8Qbz3eyGP7bqExWojxF3F8xOiya1t575tF/B3UTAt3pcXJsRQ3a4n1F3FP6fHY7HauGtTFv/4uQCwj0esPlvGz92JBA0dRke1e/HGTL6+bQBHixoRiyCnqu1PRxY2ZVYyItyDD44UOX2+9lwFJx4eycnS5h6V9GfGRdHPR8OTYyOpaNFT3NxJqLuKli6z3ZjweDG/FTq3558ubeb1Xy7z7PhoXvop32mbxWajw2Th7i0XSA1xw10lY1NWlSPmEGDXpRqWpIUgl4pp6rzeKdA/wIV3piWwMr2UVr2JN3519qQAyKhs5XhxI8NC7UkSguAXEBD4d0AQ/AICAgICAv8LdBrNvHbwspPYv8bHx4tZNiTkvy34NQoJv11pYGaCP+syKnrdZ3KcD4/vutTj829uG8DW7EoaO018e6aMJanBjI70orpNz6RYH/r5apm9+qxTFX1MpCevT45jc0AaEjF9xrdlVrby5a39cVFIaOgwcraihRcmRDMszAN/VyU39/OmrLmL1GA36nQGPjrqLCpPlDTx8I85rF80iHWLBjH/h/McLWrkaFEjoR4qYrw1vHyzhtKmTrw1co4XN/H2b4WO4xs7jFix8et9w3l+fy57c+uwWG0M8Hclt3uB4I1fL/dqSvfdmTIeHBGOSibmyT25vH5LLLcPDOSXy/XYbHBTP29ivDXYgH4+Wm77/jwF9fbn8FN+HesXDeKZcVEO8Tomysspfu9GDuTX8eHMBBauO0fuDc+yvKWLh37M4ZvbBpDk78LFmnbqO4yADQ+VnPw6HSqZBIvVRqSnmjNlLQDM6R/AXX3E1LV0mWjtMvHIqAgsNugyW5FJ+p5bl0nEJPhp7XGBN7wD/QNcCHRT8ut9w9hxsYbDhY14qWXcNSQUmVjEgPePYLRYmdTPB1ellOo2PRq5lDn9A3jzUGGv1zpd2syLE2N6fD45zpcrDZ24KKXsvtT74kSgq9Ixfx/uaTfjk4hFvDc9gXMVrTw5JqqHf8ONrDtfweuT43oYSQoICAj8VREEv4CAgICAwP8CjZ0mNmb1LTy2XagmOdDtv3VOX42Cy/U6Xpscx8+X63o4s98S60O8r5Y7UoKc5qBjfbSYLDb6B7rx/N5cNi9O5bPjxXxxsgQbMDXOl4dHRZDgpyWnut1x3NGiJrZfqEYpFTM+xvtP763TaMFVKaVeZ2D17QN553Ah/+wW5eOjvdi7Ygg+WhlZle1sXpxKh9FCelkzxU2d5NfpuNrYSX13hfr4QyM5VdbMlXodYyO9SPBz4bfCBrbn1PR67TGRXjR2GPnseDFvTo7jgxmJNHaYqGnX8+nxYu4bHs75itY+7/1oUSNPjInkrUOFvPhTPq5KKSPDPRGJ4KWf8tmzfAifHCvimzNlPWIGF2/M5MrzE6jTGfj8RAldfxKT56WWU9LU5ST2b+Sdw4U8NjqSJ3Zf4oHue75t7XnH9ptivPnXrCROlTVT0tSFWMSfXq/NYCbUXYVCKibJ34U7UoL7fA4LBgWSGuzOT3cPYcaqsyilYh4aGcEDI8LoNFqY/O0Zti1NpbnTiNFsxYaNKd/ZzRgfHBFOpJeauzZnObwWti9N6/O+ADqMZqfFhZtivFFIxXirZTwyKoKHfszp9bgVQ0Mdgt9Pq+CjmQlIumMZMipayahoRdFLLKPjmejNKGUS4ny1f3p/AgICAn8VBMEvICAgICDwv4BUDGtuH4hMKkYmFpNe1syZsmbifLXcPjAId5WMKw06fDVy3FT/7yr9vi4K1t+Rwn3bLvD9gkH8XFDHwcv19vn4EWFEemqoatczLd6PWwcEsi27iq9Pl/LEmAi25VQxNymA92YksmhdBs1d19uh9+XVcby4iU2LU5n23Rkng7Y158r5ZHYSfloFIhE9BK/9u4poN5p5aXM+385PZujHx+i4IcbtcGEjt3x7mgP3DGPppkzGRXnxyKgIgt2UWG0wK9EfD7WMy/UdrEwvI7dWx+RYH76el0yIu4radgMjwj17jZ/TyCUsSQvmWFEj46K9yapqo6ipk0hPNYND3DFZbX3G9F2jw2hhXLQ3x4ubOFrURJvezE/5dfhq5exePgSpWMTXp8t6PdZqg/TyFp4dF82kfj69xtNdI9pbzZmy5j63X23sJMxDxQ8LB1HW3MX2nGoGBLjyyKhw3FVyRCK4VNvO3uVDWXOuHIlI1GckH8DgEHeau0xkV7Wx7nwFK4aGMizUndPdHQLXGNUdy/fqwcuMjvAk79nxyMQi/FwUSCVicqrbiPbWsPtSLZ8cL2HFkFBWnSkHwM9FwZgoLxb8cN7pnDKJuM/3BSDUXUWCnxaNXMoDw8Po56Nh+4UadufW8Nz4aGYk+LHnDyMIf785hn25tYS4q5BJxBTU6ThV2sKCgYHk1+n4MaeaUA8VL02MYWNm74ttN/XzoaSpg5ui/3wBS0BAQOCvgiD4BQQEBAQE/n/AaLYiEtmFzH9FY4eRHTm1/OPnfJo6TYhEcP+wUD6fO4CmTiNNnSbKWrrYm1vDzf18GRPpSbT3/7uKY7S3lh8WDqK4qZNxUV7MSw7EbLUistlHBXZerMZqs8/xz0kKIPvJMbgopIR7qtHIpVhsNp4eF8XHx4qou0EoturN7M2tZWq8n9Osd5vejEomobpNz8KBQWzoRUgtSQtmz6Va/F0UfHGi2Ens33ieTZmVPDIqghhvDdNWpju1jod6qNi5bDCfnSgB4EBBPW/+epl/zUrCz0WB1Wplwx0pfHa8hL15tVhtNiZGe/PE2CjMFhvJgW48uSeXSzXXOxQGh7hz77BQzpa19Mh3v4ZIBMmBrsxefZZ/3NyPp8ZG0W4w46OVE+mpIdxDRWFjT6M7p3MgwtdFgc1mw2qzMSbSi6NFPa8V4akh8E8WBDRyCUFuSl7Yl8e7MxKI9lbTZbbywPYcR4xdpJear28bgMVqo06n57nx0Ty9J7fHuWJ9tAS7Kbn1+3MO1//fCuvZu2IoZ8pa2HWxBrFYxJwkf1wUEp7ek0etzsDitBBaukwMDLrefaKQivF3UTja4H21cjK6PRnuTAniqxsiCa/x+9UGZiT49dqaPy7KPkryw6JBdBmt1On0iMUixkZ5UdrSya+X63l+QjRPjYtif14tKpmEwSHubL9Qzeqz5SwYFMR3Z8ocoyF3pATx7Rn7gkxZcxdKmYREfxendwHshopPjY0kwlNNgFvfv4OAgIDAXwkhb0RAQEBAQOB/iMVipaixg/y6di7WtPHdmVIOF9ZT295zLv8aNpuNvXm1PLwjx2EqdkusLxP7+XLT16cY+dkJZqxK5+k9udwS68dP+XV8c7qUooYOp8z0PyPQTUW4h5q/H8hn8ren2ZtbxwdHi/gxp9pRnbfaYHtONdlVbXyXXsacNecY/fkJxn1xkh9zqlmzYBChHiqn8x4tamRQkKvTZ4OC3Chs6EAkgucnRPP0uCg0cnu0oFYh4YkxkYwM92RlehkDAl0d0XG9cbK0idlJ/jywPcdJ7INdqP3j5wJWzk92tFt/f66ie5YdAtxURHlquKmfNxvvSGHz4lTGR3vRpjdT2NjB16fLegi8s+UtuKtkHC9u5Nnx0Xh0pwDcyAsTYth+oZpOo4Xn9+Vx29pzFHUvpkR1z+5r5BLemBzbq1gXiyAl2A2rzUZVu4HxX57i2fFRDAvzcNpvSKg7d6YGEeym7LPlfPmQUGQSEe9MT+Cerdl0ma3MWn3WKbO+qLGTad+lMyvRn0+PlRDqruLd6fG4Ku01HpHIPtrx0z1DOVBQ5xD7cb5apsb7c7q0hQ+PXCXaW8PywSEEuyupbjPwxpQ4Nt6ZgkYuJqvKue3fWy3HRSGlv7/93Shs7CA50P7/h7irHJ4GN/L5iRKWpoUwO8nPqcNiUj8fnhgbydJNWdz01Wn0ZgtNXWbmrz3PPVuzkYhERHmp6TRZeXznRX4rbGBHTg0zV6Wz+mw5LgoJOoPZyQeiocNIve7638nHd17kn1PjeXBEOG5KKRKxiOnxvpx8ZBTJAa6EeghmfQICAv8+CBV+AQEBAQGB/wGVrV18faqUr0+X0tplZny0F89PiEYmEfO3n/J5fXKsU+74Nara9Ly0/7r7uFwi5tFREcxclY75BpFb227g7i1Z7LxrCEs2ZnB7chDS1q4+xYjRbKG+w4jNBh4qGTYgt1aH1WafYf/gSE+juNGRnlxp6OTlny87fX6+opV7tmbzzrR47tyQ6fg8zF1NvK8L706Pp6JFz/qMSp4dH8W7v11laKg7bx26QrS3hj0rhtDQYcRssbE5q4p/HSvCZoPWLvOfxg36aBS0dJkwWnqa5wHsy6vl3mGhvD0tnlcPXiarqtWpJTzcS82S1GDKWrroMlmpaTPw2i8FvD45rkcMIdjF+NGiRr6+LZk2vZEjD45ge041v19tJMBVwd1DQilp7uLDG56dqfs73T88DLPFxC9X6vn2dBlKqZg3p8ZR127g+f15jvt6a2o8fi4Kylq6eHpPLu0GM4vWZ/D8+GhenBhDS5cJT7WMYDcVK7ZkMTPBj113DWbOmnNO8/ejIjwZF+XF2nMVtOnNJPq5sPZcRY+FEQCjxcrWC1XsWTHEIfDnJQfS2mVGJRPjo1VgMFl4//ciIr3UvDc9gZKmTnKq24n301Lc1MmYKC9WnS3nQHeaAoCrUsrWJWlEeTm/g54aOc+Oj6a4qRN3lYxdF2vZtXww6zMqKG/pItZH28Oc0lerAODhkRE8NjoSo8WKr1ZBl9FKi97I2Cgv9ufVcaW+g4+PFzm6BzZlVQHwxalS1iwYxMxV6U7n/Xpecg9TvjNlLYyJ9GLbBXu6QnOXiTlrzjIt3pePZiWR4KclzleLq7Lngo+AgIDAXx1B8AsICAgICPw3qW7Tc+uac6SXtzg++7mgnsOFjey8azCz+/uTWdXGFFclLV0m6nQGatoMuCqluCgkfHXbABo7jWzJqkIjl7Alu8pJ7F/DaoM1Z8uZkxRAWUsXZS29C/6y5i4+OVbEqrPlGMxWZif58feb+nHv0FC+Ol1Gl8nS66z0srQQXtif1+t3rGzVYzBb8XNRUNtuYPmQEO5ICebdw4Xk1+no56Nl0+IUSpu7+OzWJL4+WUKYh5pvTpcS7a1hWS/u8NsuVPHm1DiO9NI6D7A4NZjcmt4N68A+7603W1mxOZu1Cwfx9akS3JTO/5RxUcpQSo3U6Yx8ePQqJU1dWKy2HsJYLILVCwZxuLCBgR8ecTz/J0aHs3J+Moeu1PP6r5eJ8NSwfWka35wuY9elGpRSMX+/KYasyjbWZVQgE4t5dHQEuTXtLN+cxYohoXwwI5HDVxt4dlw0CX5aXBRScmvaaevOlW/Tm3mx27VfIRVjMFv57f7hbLwzBV+tgja9mc2LU6lo6aKhw0iivwvFTZ3cuSETg9nC7uVDyKho7XV84hrpZS2cLmtGZ7DQz0dDgp+WMI/r3RmVRjNKqYgPZyWxbFOWoyulf4ALT4yJ5ERxk5PYv3bfs1ef5fwTozFbrEhvGF+J9dXiopDw091DuXdbNu//fpV1i1L48MhVnhoX5TQu4aqU8vVtA7hnazaVN8Q4ikTwwYxEjhc3MifJH4BjxU1Eemq49If3oqnTRHZVK6nBbg6jQY1cQrSXhsNXGpz23ZBZwZbFaey+VOtYTLJYbey+VMvp0mbOPDZaEPsCAgL/tgiCX0BAQEBA4L9Jbm27k9i/htFi5YMjV3l8dCQHL9cxIMCF5/bmOQmzaG8Nn8xO4l9Hixgf5c38gQG9xuRd41JNO3ekBKGWSzhYUMfUOF8UMolje0VLFzd9fYrChg7HZxszq9iXV8fJh0exPrMK1Q3734hWIXWa0/8jBfU6QtyVJPhpGRrqwcSvTjm2lTZ38cvlelbdnkyIm4oNWVXsumsIHx8rwmK1OeLjbqSyTU+inwv3Dgvjm9OlTtseHBlOYUMHAwKdRwZuJMJTTWOHkXaDmaKmDt6fmYjpD90Ala1dzPvhHEazlbemxLNkYyY6g5kAV4VTlXnRoGCOFzWy5my50/EfHSvhSFEzi1ODOXK1iSNXm/jhfAXfzU+mqk3Po6Mj+Pp0KYdvyI9fmV7GHSlBvDUljhf255PxxBjuGRaKRn79n1niPowBr0UByiRih09DUWMnM1elE+SmxEUhpbS5y6naX6sz0NxlJMxDRX5d7wskYR4qDuTX88P5CiI81WxenIq7Su7wmPBUyfnHpFjeOnTFaQTl5YMFHH1oJGM/P9nrebtMFk6XNqORSdCbrbTrzVgBtUyCQiom0kvNofuHU6czIhbB+jtSsNpsfDQrkb8fyEdnsLA0LYTPThQ7iX2wL+g8szeXnXcNZs7qs+y4azA5VW29dmeA3XV/UJBd8GsVEt6fnsChK/WMj/Z2zOwD6AwW3v/9KpsXp/LWoSucLW9BLILpCX68Nz2BMKGFX0BA4N8YYYZfQEBAQEDgv8nOi70LEIDfChuQikWMjfTkgyNFPaqwhQ0d3L0lmyfHRvGvY0UcyKsj2lvT5/kivdQ0d5kIcFFgtfU0Bfz9aqOT2L9Gm97MJ8eKyHhiDM1dRkZHevbYx2C29qiQ30iinwszEvz4cEYiz+7tafwG8OjOi5gsVm5PDuSfh67ww6IU3jt8lX9Oi2fZ4BCU3fPoAwNd2XhnKkeuNpIW7Mbu5UN4eVI/3puewMF7h7E4NZgPjxaRU93GlDjfXq/1t5ti+PKkfaGgulXP5ydKuPmb01yoanP4G5wqbSarso3cWh3fnytn9/IhlDZ39sh1n9Pfn7XnK3q9TkZlK+GeakcuvcVq49m9ubw4MZp6ndFJ7F9jfUYlAwPd2HnXYAxmKyaLc0eBq1JGhGfvwtJLLcdHe33U4dpvXNmqJ79O1yNaTy2TsDmrmruGhPZ6PoBFKcHsuGhvYS9u6uT1Xy5T23ZdYKvkEpL8XTj2B08FncFCUUMn7QZzn+e+Ut9BRmUrJquNGp2BQ1fqmbryDLHv/Mbkb8+QVdlGkKuSOF8XIr00tBss/JRXx6rbB7J1SRrLBof06B64hsVqI6+2nXBPNTlVbUyN90XcR4xCuKea1yfHkvfseM49PoYYbw06g4U6nYGJf4iJ/K2wgef35/LDwkFceX4CV16YyNqFKcT4CPF7AgIC/94Igl9AQEBAQOC/iXsv5m7XuGZYF+Wt5etTpb3uU9UtvNxVMt4/WsRDI8L7jIZbPiSESbHenC5t5vHRkYhvKBUbTBa2XahiVIQnE6K9e9zXL5frcVFKmBnvz5rbBzI01N1p+9nyZh4bHdHrdT1UMny0Cn4uqOdqUyet+t4FoM5g9w54e1oCnmo5r/1SwLMTorFabTw6KpyTj4zi4L3DuH1gIM/vy+Wdw4UoZBLmrjnLros1ZFS2YLRYKahrZ8eywcT6aHh5Uj9emxzrmPcfFOTG9qVphHmo+NvNMbx2SywDg9w4kF9HdlUbY744QWlLJ3qThe/PlrM4NZjtS9NYMTQUk9VKmKeaUHclq25PdhgR2mzXq+t9/UY3Ps96nRF/FyUr03uP3wP4+nQpO3KqGf7pce7alEVl63UzPR+NnE/nJKGWO3dbyCVivr5tAL43eBv4aOQk+bv0+bvYbPb7O1ncxOuTY5HfsAiklIr5YEYCe3NrHJn3dw8N5f7hYWRXt3OsqJGy5k7MffgkgL2DINxT1ef2GB/7mMKGjAq2ZFfxwv58ypq7sNogs7KVSd+cZn9erWMRpqy5i4OX65m/9jzz1p7jamMHf+Y/qTNYUMnEGCxWdl+qYVq8X499RCK4bUAAfi5K5FIxE748xS3fnmFYuAfP7s1jSVoIb0+LJ9HfhWA3JUvSglk1fyCBrgqivDVEeKodRoYCAgIC/84I/6UTEBAQEBD4b7JgYCBv/nql1213pATjrZFjs9l6VGZvpKKlCx+NnCsNHZQ0dbJ2wSDu337BEVmnkkn4YEYCyYGudBgs/Hihhl2XahkX5cXEGG98tHJMFhtvTI4jr66dM2XN3D00lDqdgef25fH46EhGRXjyz0OFtBvMzE4KYN2iFFr1Ji7VtOOhlpNf106Ai5KFg4LYlFXpmPMPdlPyxa0DeGavPcbuqbF//jwkIhFBbkpW355Mnc5IU6cRV6UUpVTC8E+P09DhPDbQoDMwM9GfH3OqyapqY2NmFQMCXJkW78sdKcGcK28hxlvDrrsGU9WmJ8xDzc6L1XxyvBidwUJaiBvvTkvgo1mJzFlzlja9mZ05NTw0MoJXJvXjYo2O93+/SlOnibuGhDAgwBUfjZzfrjTw2/3DMZitmK02JGJRr6Z3YDeVa+3qucih66Xy7aaUEuGpRiOXOMYndl2qQSYR8d38ZFyVMjw1cgYEuLBn+RAOXWkgr7adKG8NU+N9ifbW4K6+Lvh9XRSsvyOFcV+cpLnL5PhcLhGz7o4Ufs63R9l9cryYuf0D2LY0FbB7PlhtsPJMKfvy7BX092ckcLWxgxmr0h0i263bfC/BX0uQm7JHa/23p0t5emwUD++42OO7Rnmp8dXK2Z9Xx4QYb6avTO+xD8CTe3IZHOpBtLeGQFeF07by5i4S/LTk1vY+jjAoyI13DhcyKtyTnwrqGPGHRAOFVMxHsxIJcFWiN1l473ChYxFtf14tj46OYOnGTAYGunL/sDC0Cinny1vwc1GgFWb1BQQE/sMQBL+AgICAgMB/k2A3FW9NjePFG9z2ARL8tCxJDeZAQR1J/i64KKR9tkaHe6qp7Y4Kq9MZ6eejIf2x0RQ2dKAzWlBKxaxKL+PlgwV8fVsyGZWtnK9oJa+unUFBbnx4pIitF+xmf7fE+vLoqAhe+ikfN6WUQ/cPZ+25Cmbc4GC+Kr2ckeGerF4wEJFYxG3fn8NosSIWwSOjIvj1vuGYLVZUcgntejPP7M0jt7adAFcF/i4KfLXyXuf9vdRyfF3sgs5DLcfjBuFqs9n46Z6hPLDtAuOjvVHKxJwubWHd+Qq2Lk3j4ZHhfH6yBL3Jwu0Dg+jno6Gpy4i/q5wvT5YyOMSDEeEePLD9gsOYDeBceSsTvz7F7ruG8Ny4KN4+fBUXhZSMyhY+PVZMQ6eJf9zcj+YuE28eukJhQwdxvlr+cXM/3JQylDIxlS16bu0fwJbsqh7fKcZbQ2OH0SktwFMtw0st46YYH34uqGNagh9uSikDA+159Bdr2onyUhPsruJiTTvHi5vYnlPNm1PiHIZwwe5qlDIJYR4qDGYrapkErUKKVy/JBUn+Lpx/Ygy/FTZwtKiRUHcVw8I8+PD3QkZFerF7+RAu1+vw0cjx0So4XdrE6Agv0v51zHGO/gEuSMUixxjENVr1ZqatPMPFp8fx6Zwk5q4557Q9q6oNF4WUb+YN4KWf8qnXGRGJ4OYYHx4fE0lOdSvnK1uI+pNRlNp2A9VtesQikIhFxPpoHfF8X54q5fXJsdyxPqNHpX9avC8Xa9pI9LMbFRrMVgYGuZHxxBgyKlux2WwEu6sIdlMS4q6iudPIlYYOxCL7YseXJ0t5amwkhx8YjkQkIru6jXaDiQdHRtDcaeL9nELUMgljIr1wU0kJdlMh6qu9RkBAQODfAEHwCwgICAgI/DdxU8m4f3g4t8T6sv58BXUdBqbE+hLv58Le3BpePniZ6fF+3DsslA+OFPU4PspLjd5koU1vRiSCMVFerDtXjlIm4f0jVxEhchKbSzZmsHZhCnPXnOXj2Uks3ZTpZEB3IL+O48WNbFsymDs3nKfdYO5higdwoqSJvbk13BzjzfFHRpJd2UpZSxfJgW5crtcxI86PKp2ejbm1vDypHwDtejMnixtZu3AQ01c6RwdKxCJ+WDSo1/x5AJFIRKCrkqfGRbEtu4rJcX5MjPHBXSlDq5CSEuTKhzMS6TKZsWH3I9ibW4taLuHuoWEEuCpo6jQ5if1r2Gzw8s8FfDNvADqjhauNndy77QIA85MDOVLUyNu/FTr2z65q49bvz/HJ7CQWDQwkvbyZBYOCaOkycfByvWO/eD8tH85MZMXm7Bu+B3w7LxmZVMTT46IYEe7BjovV3D4wiqd2XSKzqs2xr0omYeX8ZGw2+/P+4yiEt0aBt8a54t3Xswv3VLN8SCiDglx5cHsOb3R3lRwqbEQqFhHgqqTDaGb/3UMZHuZJiLuKqXE+7M+3f5+laSE9xP41TBYb2y9U8+ioCA4/MJxn9+aRUdlKoKuS58dHMynWB5lYxJAQd4wWKyKRiLzadpZszOSuwSHIJWLH+EpfyCQiEt/7HQ+VjDULBvHs3lwuVLdR2NDB5qwq9t09lPcPF3KytAVfrZzlQ0KJ9FRzrKiRV26xLwi0G8ycLGnm/uFhfH+2nH/NSiTcU43JauPI1Qb25taSFuzOE2Mi2ZRZxbqMCqrbDGRVtfH0nlwsVhsrb0/m2X257M2tdfpN35wSx03R3iQFuKLsw9hSQEBA4K+OIPgFBAQEBAT+B7irZAwKcmNQkBsNHQae3n2Ju7decLTx78mt5atbB3Df8DBWpZc5TNyGhrrzyi2x3LUpyxFDdiC/jnuGhzHi0xPd+zmXPXUGC2XNndzaP4CMitYemebX9tmcVcnzE2JYe653MzqAL06WYrHC1gtVvD45jpyaNvJr27kjNZhADxW+LgqeHCtHb7bQrjfj5ifDRytHq5By4emxfHWylMyqVgYEuPLgiHDCPdVI+rCgr9MZeOjHCzR0mHhybBQv/5xPTrXduT/J34V3pyfw9ali3pgSz/wfzpN3Q4v31uxq3pgci87Y91hERmUrNmBynK9Ta/milCDmrz3f6zEv7M9jXJQXyYFuzFqVzuK0YB4ZHUGb3kSEpxoxItqNZgaHuHG5QUp/P1eeHh/F5bp29lyq45fL9ezJrWXZ4BC+OVXqJPbB7mK/Yks2G+5I4eT3TX9qivj/ltKmLs6UtTh9ZrbaKG+xewTYbBDiocJHq+Cbecl8d6aUj4+V4OeioKS5s8/zXqhuo05nIM5Xy867BmPpHnPwd1FQ32Hky1OlvHv4Ku0GMzKJiHkDAvlmXjIv/1zAfd0pBFqFxOEVcCNDQ9355XIDBrOVmnYDSzZm8PyEGKK81cjEYlwUUuQSEa9PicNDJUeE/X2paNXTrDcxd81Zx+JSZmUrGrmEgvoObvrmNBlPjGH+2nNkVF5/9u8chrenxbM0LYTbkgOYuSodmw3SQtyoaTM4if1rz+zF/fkkLR+MprGT+D48EwQEBAT+6giCX0BAQEBA4P8D5c2dFDd1sfZ8z0z0B368wOLUYDKfGMvVxg78XBQYzVa2XahicWowY6O8WJ9RSZvexJQ4X1pumNf+I6XNXQwP92DPH4TLjRy+2sDUeF8OFzb0uU+b3oRaLiG9rIU5a86S/uhoYrxUyGRSatr1bM6q4t3DhdS0G0gLduf9GQkEe6hQyiTE+brw3owEukwWVDJJj8SAP3K5Xse+vDp2Lx/CnNVn0d9gknexpp05a85y/OGRrD1X4ST2r7E9p4Y7UoL6PL9KJsFFLuWnyuuO7yIR6M1Wpw6JG+kwWsiv1/H2oUL2rBjC4I+PoTdZUUrtJnHjoryYFufHJ7OTUEjtVd/Hd17k0NUGPpiRyJ7cWjxUMhYMDHQambiRLpOFytYu7h4Siq/2v67m/1f089UiFsHoSC/mJPkjl4g5WdLM1gtVeKpluKtlji4LP62c+WFilg8Zi8lqtY8G9NIhATAi3IPfrzZistqI8lYT7aUh2FWFwWzhixPFvPbLdZ8Kk8XGhsxKqtv13J4ciEwi5lRpE1/MHcCKLVlOqQQ+Wjnvz0jktrXXRwXqdEae3G2Pn0wNcmVmUgAv/1zAqAhPpif4EeWlZl4fizQAZ8paSPDX4qWW8/GxYiexf43n9+Vx+tFR/HC+wuFHsWBgEF+eLOnzvHsu1TIg0JUobw1yqeBlLSAg8O+H8F82AQEBAQGB/yEGs4UanbFPcWmzwdpzFVhtNo4XNzHsk+MsXJ9BQX0HJ0uambkqnY2Zldw6IACL1UawW++t8WD3Byhv7sT9T0zHPFRyKlr1TInr6Wp+jYkxPpwpawag02hhZXoZVmw0dhh4Yuclnth1ieo2AzYbnC1vYewXJzmQX0d5cxcmsxWZRIyrUoZMIqZVb6K2XU+nsXefgh/OVTAz0Z+t2VVOYv/687OyOr2cps6e3gAAWVWtDA117zPBYNGgQFyVUocbPNifuayv0PtupGIxGZWtvPNbIf+4yT66oDdbsdngcGEj3lo5IR5q3FVSqtr0bMquYkK0NwcL6vh0ThKfze2PTCLuEb13Iy1dJp6bEM2ze3O5Z0sWp0qaqNf17My4/iwslDZ1klvbTmlzJ0bz9aq5j1rGsYdGMjzMg4+OFvHywQJEItizfAhf3tqfIBfn98ag70IhEWG22PhoZkKvHRjuKhljo7y53NDByvQy3j5UyG+FjRQ1dlDdZuD9XkZRwP58BgS68vz+PMZGehHvq+HwAyN4ZVI/lqYF8828ARx5YARrzpZT29779y1r1eOtkTM/OZBnxkfx+i+XCXFX9UgwuBFPtQydwcLc/gGs+pOkhPKWLmpuuK6bUkp9R+/vF0B9h5GaNn2vZowCAgIC/w4Igl9AQEBAQOB/SHpZCyM/PU55SxdBfYj1cE8VJquNxWnBRHiqqWzV83NBPSdKmrDaYGS4J0n+rgA8NyG613MEuynRyKWsy6hiXnJAn/ezODWYtWfLmRDjRZRXz8x3jVzCkrRgtmRdN6o7crWRdoOV6nYDm3sxsAN75fRAQR1nypqxWm00dxr5vbCB+WvPMfaLk9y/7QKXatrQ/yGVQCSCOB8tGX1UmME+5x7WRz69zQanSptZc/vAHqK/f4ALz4yPxs9FweQ4X6dt7QYzfi69V9bDPVXUttsd3TdnVzEp1sexzUUh5aNZiUyL98VktlLc1MnRokYAxCIRD4wIp7S5i89PFHO1oeNPF2iGhnkw/JPjfHumjJXp5Yz87ARP7L5EXS8iuKZNz8sHCkh8/3eS3rP/38s/Xya7qpXc2na6zDYe23mRt38rpLS5i3qdkR/OV3Db2nPEeGvR3jA2UKszUq0IYPHGLOb/cJ4fc2o4//gYJkR7OfZJ8nfhwD1DeWRHDm//Vkh6WQu/Xmlg+eYs/vZTPo2dRjqNPX/LO1KC2L40DXellIP3DsNLI+OHjAre+a2QNoMZg9nKR0eLeHTnRaK9e/9NAVKD3RkT6cmIcA9+Kahnx7LB+LsoWDSo924OkQiGhHqQVdWKQip2JFn0xqUaHeOjrn/XnOp2RoZ79rn/iHAPrDb+dLFBQEBA4K+M0NIvICAgICDwP6CmTc+KLdmYrTbeP3KVT2YnsXhjppNQ0iokfHXrADxVUmraDfy4LI0fc6rZl1uHXCpmfnIgQ0Ld2X2xBjeVjNRgN16Z1I8PjxbR1m32NjzMg8/m9ue5fblIxGCx2nh4VDifHS9xup+p8b5EeKp5d0YCT+/O5ePZSezIqWFzdiV6k5Upcb48MCKcl/bnO1XbA10VKGUiTpc29/ldi5s68VDLmPfDedIfG83x4kaaO00sGBjE6dJmNmRWsimril/uG8bYKG/HcUvSQlh3voJANyVZVT1bsMG+mBHg0tOl/hqxPlomxHiTGuzOntwaqtsN3BTjTYKvC34ucn4rbKCgTsf0BD/HnPaHR4r4dE4SSzZkOn1XjVzCRzOTeG5fLmBvU5dJxOQ+Ox69yYJHd2u8TCKmrKmTVw5e5pZYX/xdFNw1OISipk4aOoyMjvAi0kvDZ3OTmL36XI97HhbqTl6trkdleUNGJYtTg7kl9voCRZvexN8O5LMqvdzxWYfRwjuHC6nVGfDVyOkf6Mq5XhZN2vRm3jp0hQ9mJOLroqC6Tc/7v1/lX8eKHftkV7Xx7ZkyDj8wgup2PWqZBDellLXnKjha1ATY5+2nxvshEYn4rbABmViESISjLV4kgm9vS+ZcRQsL12U4Olomx/rw8KgI7lif4TRqYrbYmBLnS7inmuLGTlafLedKQwcAYhE8PtrumD85zgeVzB+NTIpGIeHhkRGkl7Vwofr6uyISwb9mJrI6vQybDfJq2xkR5sHJPt7XcE8VnmoZfi4KatsNrD1fwQ+LBvHL5Xonw0mAQFcl0d5awj1U6IxmOoxmPNVywbVfQEDg3wpB8AsICAgICPwPaOo0UdgtYvJqdbx7uJDNi1PJqGjlSn0HqcFujI70JNhNiY9WgUgkIqOylRnxfkyN80UsFuGrVWC2WFmfWck/JvVjwlenmBLnyzfzkhFhz12/WNOGr1bGukUpdBjNSEQixkR6cfeQUH7MqUZvsjEryQ9/VwVNHSZu+fY0TZ125/lZSf4cvn8EYrGIlWfKuP2H8z1iAh8fFYZKKqGft4ZZiX5EeWkYHemF0WLFBmzMqGR3bg1SsZgOoxmD2UJ2VRvrzlfirpIyt38A++8eytN7clmxJZtjD40koHuePMZbg9li5c6UYPbn1dEbd6YGk+TvirtK1sPDYEiIG8mBrmjkUhL8XUj4g7Ha6dJmJn1zGolIxFe3DmBclBffnyunocNIXm07Zx8fzb68WjIr24jz1ZIW4s5rBy9zud7+uwW5KVFKxcT4aHv+vl0mtmZXMX9gIN8vHMR92y5Q3HTdAO+93wv5bn4yO5el8diuS5Q2d6GQirl9YCAPDA/nk2O9t8R/cqyYURGeaOT2f4LV6YysOVve674/nK/g5CMjef/3q4C9PX1+ciDB7irKmrvYkl3F3txanhkXjW+3wL1R7F+jw2jhqd2XmJ7gy46Ltbw7PZ7vzpThppTy7fxkcmva2Zptj3ickeCHRCxicqwvP+Xbf7N5AwLJrm7jq1POjv8HCuqp0xl59ZZYHt9ln8//200xhLiruHNDJpfrO4j11fDMuChKmrvYkFnBe9MTkIlFhHqoCfVQ0aY3U6czUKvT46KQ8uOyNDIqWjlT1oynWs6gIDdWpZex7UI1vlo5A4PcGBftxcSvTmP5g4AfEOCK2WLj8xMlHLx3GM/uzeXg5Xo+O17MtqVpvHrwMpmVrYhFMDXej0dGhdNlslDa3MnyzVmAfZFqVqIfEV59Rw4KCAgI/JUQBL+AgICAgMD/D5wpa2HGynRSgtwIdleS6G+vHHpqFFyu1/FTfh2h7ipKW/S0G0ysOlvOfUPDmBTrw6u3xPKvo3aB+FN+nUNoXUOrkPLY6EjAuU19QHcGPIDRbOWJXZdo6rSLZrPVxu+FjcxK9OdqYwdyiQipWIRELMJitSESwT9uiiHUU8O+/Hq2X6gm3FPNLbE+7Mur45PjxWgVEh4YHs7GO1K4Uq/jq1sHcOf6DOo6jHw4K5HmTiOXatpJL2/hu/nJPLojh8ZOo0Pw+2gVvD4ljrLmLv5+cz/e/PWyI3ddLIJ/3NyPnKo2Pj9RzOEHhvPlyRJ2X6pFI5dw3/Aw5icHEurRe2t4U6eRZ/fkMiLMk/tHhKGQignzVPHJ7CSuNnTi5yJn0foMflw6mOZOM/vz6nj14GWnc7w5JQ5XRe+t3HqzFasN8mrayaxscxL7YM98v3frBQ7eO4wXJkQT6aVBJILV6eVMW3mGz+b0Z2P36IRELCLcwz7a0WEwY7VdF6o17foeWfTXsFhtmCxWVDIJywaHMCPBjzVnyzle0kSsj5YfFg1if14tVxs7CPNQcaCg90UVgGPFTbw5NY7XfrmCh0qG1Qafz+3Pm79eIfuG7ov8Oh378mrZuiSN6jY9WVVtzEsOZMnGzF7Pm1HZyks3xSCXiJkWb+9cuK87HhHsLfX3brvAe9MTOPHwSAJcVY5tDR0GTpc0IxaLyK1tRyuXkhzoyohwD1JD3PjudBlGi5VbBwSwcFAQ7QYzL/9cQJyPhlOPjGRrdrXdS8FqRSoWMSzMg6d35/Kv2UnMWn2WW/v7c8+wMKw2G40dRtYuGIhIJMJqs7//SqmYNw9dYc3Z66kWWbsvsTK9jB3L0oj27rkQJCAgIPBXQxD8AgICAgIC/wXNnUYaOozozVbcVfa2by+NnDhfLfl1zu7yGZWt5NS08d70BDw1Cpo7jJQ0dbI6vdzRqhziruK1ybHsy6thRLgHw8M9uG9bT5f6a5wsaeLRURF/2mosEtHDnC0pwIXc2nZC3FWMDPdkVKQXvlo5JosNm82Gv6uSud+f52JNu+OYj48V8+z4KD6fm8SV+k5KmjvxUstI8nfBbIOS5i6+XziI5ZuznOIBX5FL2L40DeUfnPv9XJT4uSgJ91RzR0oQ2VVt2GyQEuyGl0pGi8HM3AGBKKUS3pwSxz9u7odYLMKvuysCwGCyoLdY0cqlju/Y2mWin4+GtBB3nth1iYbu9vlILzXvTU/gXEULUV4aJn51ip/vHUZNu57sqjaMFish7iremhpHcoArEnHvdkYeKhkx3hpifV14+Q8LBdcwW21crtcR46PFZrPx0I85FHR3DwS6KRGJ4OmxUYyJ8uJidRteGjkjwjw5VdJMu8FMcqAbiv8i6aBVb2ZxajB5tTpu/f76+EBerY5dl2pYu2AQ5a1d6Iwmp4WE3nBVStl4ZwpSsYhP5yTS3GEkNdiNv93UD6vNhlIm5kB+HSvPlLMlq5LnJ0QjEYvx0cgdcZO9UdHShZdGxuK0EBat691p/x8/FzB/YCANHQaaOk1kVrbippCyKauSDZnXvSMUUjHfzU8myV/LP38rBHAsUsklYl6cGM3oSC/kEjFyqZh9ubW4KmUsHxJCaVMXS9KCeeXnAkqaOvngSBHcYD4ol4jJe24cEZ4aTGYLX54qdRL717hU087uS7XcPUSBq6pvk0wBAQGBvwKC4BcQEBAQEPgTrjZ0cO/WbA5ftZu3eanlvD0tjjn9A1h9+0DGfXkSwx8c6D+eleQw8avrMDJvrXMrfXlLF8s3Z/Hj0sHk1rYzONSDKC+1k/C+kZQgtx5iv01vornThFomwcdFgUwi5r5hYezIqXHso5SKmJXoz12bs5wWJoaGurN24SA+PV7c6zXfPXyVQ/cPZ0tWFaEeavoHuBLlpeaNXwt5ZFQEL/9c4CT2wd42fueGTE4/Osrp85p2Pfl1OjZmVKKUSVgxJIQQdyUeanu3godGTsQfPNXaDSby63QUNnQgk4hZc7acqjY9N8X4sGBQICFuCiRiETOT/Jm9+qzTsUWNndyxPoOjD40k0c+VRSlB5Na1cduAAB4dHYlYZBd+uy/V8MrPBXioZTw1Joohoe60GcwYzVbcVDLcVVLenBqL1Wbr0Tp+IxWter44WUqsj4a/3dyPJRszUckkqKRiVs1P5nBhIzNWXo/vk4pFvDMtnuzqNhatz+Dzuf15elyUo23/RgYFuXGxup1REZ689FN+j+02Gzy+6xJ7VwyhvEXP2EhvoKDX+xwd4Ul+rY4F6zJwUUh5ZFQ4d6QEc6a8hS1ZldwzLAwRcEdKMHcNDsFgtlLc2Mn9P2Zz8pGRSMWiHjPw1/BzVdLSZcZstfaaxgAQ56ulrl1Pm8HC3Vuy8dbImZXo7yT2wZ7csHRjJplPjkUssndSWKw25FIxaxcOYmNmJcPCPLnp69OORR6Ao0WNzO0fwHPjo/j7gd6fgdFi5VJ1OxGeGirb9PxwvqfYv8bW7CpmJfkLgl9AQOAvjyD4BQQEBAQE+qCipYuJX5+irLnL8Vljp5F7tl7AVSljdqI/2U+N5cuTJZwoaSLaS8vzE6IJ91Shlkux2Wxsz6nuMTcPdrH25ckSXropGl+tgldviXWq4F5DIRUzt/91Z36dwURZcxe7c2vYmFlFkKuSZ8dHE+2tYUCgK1Pirs9eT43zY8WWrB5dCGfKWiio1/2p4Nl9qQaJWMwP5ytYn1HBxjtT6e/vQj9fbZ+CqqHDSE27gcju+eeqNj1LN2Zy6EqDY59Pjxfz4IhwXp7UD59eMurb9WY2Z1VxqrQZfxeFo8oLcLy4iY+OXmX38iF4qWV8drznvDrY2/F35lRT1NTJpqwq5BIx85IDuCMliEBXJcM+OX79N2mEheszmJXoz9BQd178KZ84Xy1vTokjLdiDli5Tr50c1xgU5MYHR4q4UN1GqIeKW2J9ifJSc6SoES+1nLV/eMZmq42n9uSya/lgNmVWcd+2C5x5dDQ7L1ZT2HB9bCDCU81bU+NYujGTSC9Nr+8Q2N9HgMKGDuJ8XXhwRDhf/CF3XquQ8N6MBOattb9f7QYzbx0qpLChg8lxvoi67+vVgwWcKWsB7OZ3n83uz6/3DqOgTsfc/gFs6SXFIcxDRZyPlkmx3g5fAoAJ0d5MivVBBBy8XM+TY6NYmV5OU6eJ4qZOnhgTyQdHei5ygF3k/5hTzcxEf0LcVdwS64NGLmH3pVp8NHK+O1PqJPav8WNONY+NjkCrkKAz9N6R0NHdqXBtrKUvxCIRlj+JXRQQEBD4qyDE8gkICAgICPRBTnWbk9i/kef35dHQaaSfj5Z3p8ezY9lgXpgYzbmKFg5erqe4sQOdwczx4qY+z59V1eoQvaMjvXjtllhkkusqxEcrZ8/yIUhFIipbuyhq7GDd+Uqe3ptHdlU7L06MYXCoOxO+OsWe3FpEwMr5yexYNpiJ0d7089WSW9u7UO0wWtD9SbyZzmhGJbP/M8E+r57NpFgfTNbeK7jXqGs3OCriey7VOIn9a3xxsoTChg7qdAZyqtv4/WoDebXtNHYYqW7Xc9/2C9w6IIC3Dxf2OLZVb5/jrmk3kNNLd4Kfi4JBQW5cbexEI5fiqpQS4Kpgc1YVOdXt/O2n/F7F865LNcT4aNEqJOTX6bht7TmuNnaQ4Kvl41mJvYrDiTHeFDZ0ONrdV6aX8/joCIaEeiARi/jwaO/GfQB7L9UyKdYHmw3Wni9n9fyB/HzvUL6Y25+tS1L5+839WLE5G5PFhofqz+sztToDsT5amruM3Dc8jE13pjCpnw8DA115aGQ4xx4ayTenSyhvsccR2k3rfEkOdGNoqAcRXhru3JDhEPsAJU1dzFidbvcysNr4x839uCnG2+m6kV5qtixORSqBpakhKCQiBgS4sGv5YFKD3fjuTBnfniljdpI/WZWtjI/2ZsfFagC8NHKq2vR9fqeixk4+nZNEQ4eRGavSqW4z8M3pUiZEe7PrUk2fx/2YU83sJP8+tw8KsvteqOUSlqWFOG27uZ83axcOZOOdKbw0MRptH/4OAgICAn8lhAq/gICAgIBAH5z6L6Lqrgm9pk4Tz+7NZeMN7ckyiYhD9w4n0lPV1ykIcVehlNhFhcliJdJLxbGHRlLc2Im8O2/8+X15TInzZVaSP/PWnqP0hgWIzVlV3Dc8jGfHR/HC/jxGhnsyINCVWUn+TIjx4kxpS5/XTi9r4eYYbw4U1Pe6fVqcHw/+mOP4c6veTI3OgI9GjqtS6ogNvBGRyC6kqtr0KCRiPumjAu+llmO1wdRvz5BRac9WT/BzISXYjQeGh5Ec4MqF7ln/3vj9aiP/nBpPhKea2u5c+0gvNW9MjqPTaOFqYwcjwz2J8FIzd4A/de1G4nztYv7lg713JwAcudpAarA7R642YrPB679c4fuFAxke7snRB0fyzJ5LnC5rwVsjZ8WQUAYGubJ0Y5bj+JYuE94aORsyKpmZ5E/1nwja6nYDnmp7u3hJUxffppdxvLiRfcuHYrbZ6DBa2L4sDYPZgt5kxU0ppbWXZ+6jlRPppaal08SRq03syKnijpRgXpnUD4lYhJ9Gwd8P5tPQYcJXK0cjl/L53P4cyK9jzdlyNmdVsXxICJ/O6c89W7OdYiVF2FvsN2dXsXzLBZ6fEM2joyOp1xmI8ba3xb/+6xUeGRmORCLCZLGy8c5UZq0+60iwAMioaKVWZ6CfjxZTd9U8v66d1GD3PuMgJ8Z4s/VCFRszKwGQSkR0/MkC1TXMFitLUkNYn1HZ4/15dFQEft0LbF5qOaMjvRgY6EqdzsiPy9I4XNjAR0eLUUrF3Dc8jC6TlYYOA96anp0oAgICAn8VBMEvICAgICDQTZvehN5sF1cKqYQY796juVwUUtRyCXKJ2N62f6HaSeyDPeN90renOf7wSL48VdqreH1qbBQqub2K3tRpRCmTMuyT40jEdifxa8fE+mr55nSJk9i/xtenStmxbDCfHCumsq2Lfj4alDIJepMVP5e+hcq68xXsXTGEw1cbe3gQpHZXQWvanef0W/VmKvUmXpnUjyd35/Y454KBQfxcUI+HSk6Qm5L2PwjUOF8t9w4LY1SEB/dtyyG7qpXP5iQxINCV40VNDlH3t5tjyK3p28QQ7K3s9w0P43RpM0FuSj6f299hJJga7MbgUA9GfXaC5hui/qbE+fDDwkEsWJeBxWpDKRUzp38AYR4qKlv1qGVSp3n9M2XNGC1WtAopIyM82bo0jdp2A1mVbWzIrOSdP3QghHmoSC9vYf7AQILdlAwN9eiRuHCNtGA39nVHFQ4OcWdvbi0iRHSYLFyobuPLk6XUtBsYHOLOE2Mj+GhWIiu2ZDu9RxKxiI9mJrJiczZny1sYFeHJt/MHYjBbqGjTIxaJOF9h//x0aQvvz0gkyd+FKd+dcSyUgN0HYHiYBx/PSuSerdcd9qfF+/FTfh07L9YC8PLPBYhE9vdfLIJVtw9i4aAg7tl2gcpWPYsGBjC7fyAvT+qHQirGaLayKauKep2BEHcVBXU60kLcOFfeyqr0cj6cmcjtP/Q0+fNzUTAi3IOUj446PmvrMhPgquDQlQZmJfqz7UJ1r891Srwfl+t17F0+hI+OFpFR2UqQm5IXJsYwMdobt+6ZfLlUgq9Gzg+LBiEWiZjy3Rmnbp5Tpc2Mj/bm8zlJ2Gz0On4iICAg8FdAEPwCAgICAv/xNHQYOF/Ryru/FVKjMzA+yptHR0cwLsoLlUziqOTfNzyMGQl+1LYb8HNR0GWyUNbcwbu9GK6BfZY8v66d1bcP5P5tFxyGZmIRPDwyAm+tzFE9lIrFbMiwVzP/aBI3Ld7XSYj9kUNX6hkR7okIETqDmWNFjTy7L49lg0O4KcabX3tpq5+Z6Ed2VRvbl6bxxckSDl1pwFUpZUlqMHcNDmX4Z8ec9lfLJcjEIu7eeoHTj47iq1v78/bhQkqauvDWyLl3WBhRXmru2ZrNnP7+eKplTE/wc2S3PzwynEFBbrx7+CpR3mouVLdx8pFRfHy0iId3XHS61j+nxjEp1od//Nx7NT4txI3sqjbaDWb+fnMM3hoFT+2+5DASfHFiDEs3ZvZo3f8pv55ILw2zk/wxWazcOyyMjZmVHCyoJ8pbzawkP/xd5DwwIhyVTIxYJEItkZBV2YpMIsJbo0AuEfPar5d7HfV4elwU354u46mxkXQZzTw1LoqfC+p6xO55qeWkBLvzysHLeKplDApy4+WfC/jbTTGsPlvO5ydKHPuWt3SxJ7eGIw+O4MRDI/nyVAn5dR30D3Dh1gGBfHOqlLPlLYDd42DKt2fYsiSVBT+cRymT8MjICGYl+XHfthzaukdMav+wkAN2gbtiSCjBbkoqWu2dCfMHBvLg9hyn/eJ8tcxJCkAlE6NVSDBbLHwyO4kuk4W0YDdWppfz5ckSWvVmXJVS7h4aSn9/F3y0Ch78Mcch8itb9ey5VMvK25N57eBlx2LW+CgvvrxtAFabjSBXFdMTfJFJxKSXNfPEmEhe/vkyO5YN5verjT3m+BelBBHirkJvsmK02Pji1v6IEOGqlPYq2P1clShlEv556Eqvv+fhwgYuN3TQD5sg+AUEBP6yCIJfQEBAQOA/mpZOI+/8VmiP8Oomr1bH6rPlHH9oBL8/MJxJ35zm1VtiudLQwc6cGm6O9aHTZGH3pVoGh7gR463uc9Z/X1494yI9Of3YaLKr2ugwmAnzVJNV2UKCr6sjZk4hFVPZ2vs5pBIxRkvfs/MGsxVvrZwITxW/FTawYF0GCwcF4e+i4Jnx0bgopOy6VIPVZh81uCMlmJv7+SARi7hY087wMA+WDw7FXSUl2F3FTV+dol3v3D797rR4QtyVzEy0L3isz6jkmXHR+GjltBvMrDtfwVuHriCXiAlyU6GUSXhybBQbMiuJ99US66tlxZZsVDIJLV1mPpyRQEZFqyOr/kZe2J/PofuH88CIML48Weq0TSEV89LEfjy68yLlLV3MSw7gybF+PLbT3hEQ4q6iuk3fp8nd6rPlbFuSRn2HkVmrzzoWVzIqW9l2oZrv5iWz7lw5PxXUE+Cq4B839yM50JXZazLQyCVsujOFfSuG8NCPFzlaZE9u8FDJeHZ8FNVtBjIrWzFZrIyN9OG7M6WsW5TCqwcvU1Bvv78xkV68PTWO7TnVPDYqguVDQrl93XkkYhFDwzycHP2vYbLYuHfrBR4YEYafi4LHR0dyrqKFuWvO9ujOaDeY2Zdby+Q4X/bn1fHO4UJCPZQMD/NgQrQ3r/3Se8QgwL68WsZGebG+e+FJLhE7nqNcIubLW/vTpjezPrMCncFCc5eJO1OCuXNDJsPC3Dle1MTnNxgGtunNfHikiKVpwQwJdecfN/dj3bkKti9N4+NjRWzJrqKmXc/qBQNRSSV0miwk+Llgw0adzshDI8PYlFWFwWxlSpwvYyO9eHNKLC/9lMfahYM4dKWe3wobcVNKeXhkOMHuKsZ+cYKWLvs9i0T2Nv4XJsb0+Z07jGbWd48N9Maas+W8Ny0Bs9WKtI8IRwEBAYH/ywiCX0BAQEDgP5qKNr2T2L9Gl8nCwzsusvOuweQ+O47frjQSm6Bl5Zky7lifgdlqIzXYjUgvNW9NjWfox8d7PX9asBsfHSumcm8evz84gh05VcT7ablrSCj+LkrHfr5aOfcPDyMtxJ2c6naHmAQ4WdzIlDhf9ubW9nqNiTHeJPm7oJZL2ZhZRbSXmukJfixcl4FSKubuoaFsXzoYo8WKi0KKVAxTvkvHYrUxNNSdr29LZm9uLefKWwj3VPH5rf359nQZebXtRHtreHZ8NPvzaglwUeCnVdDUaWLBoCAe+jGnx728NjkWP60cgEhPNemPjeZqQwcrtmQ7nmuom5Jhoe4cLmzgoZHhbMiodGq9B1h7rpzbBgSQGuTOyvQyanUGhoZ68MiocHZfrKW8xb44sjW7mtsGBDqO81LLqGzte3a+02ghyE3JXZuzenRSXIu5W3l7Mj8V1FPdZuCB7Tm8PjmWzYtTmL36HKM/P0nmE2OYlejHE2MiMVqsmCxWVp8t59CVBiRiEd5aBe8evkqEl5pXD17mwRFhBLgp8dXI8VTL2Z9XR2FDJ4n+WqQSEcvSgsmqbqO8j0UjgIs17fhqlTz040U0cilbs6t6iP1rnC5rZkK0N/u7Rwbe/LWQVyb1w2CxIhX3bU0vlYicnomLQuqo+L83PZ5NWVX8cvm650N+nY615yrYuiQNsHHz16d7Pe8P5ytYOMiekBDmoaJOZ+SliTH2qrnNxtYL1bzx6xUkYhHFL06gvEXP3w/k81vh9b8D5yta+eF8Bd8vGESohxoXhZTbkwN5bHQkFpuV4sYuRn9+wuERcO33/PhYMcmBriwbHNrjvowWC12mPzehFAGIbH36SQgICAj8X0cQ/AICAgIC/9EcudrY57ZTpc00dppwU0oJ81DR3GVi/sBAFg4KolVv5qOjV5n/w3kO3TecSf28OXjZuXU+wFVBmKfaEem2+1INL0+Kc1T1r9HcZeJKvY6Dl+upajMwPMyDZ8dH8ezeXCxWmJUUgFwi5nBhQw/jssdHR9A/wJUfzleQW9tOnK+WFyfG8NkJ+yKG3mzlsxMlfHZDm/jWJam4K2U0dho5W96CRAxR3moC3ZRUt+mxWGw8MjKcnJp2Spo6aTeYyalu595hYRgtNs5XtLAwJZjsp8Zisdqo0xnYnFXJ3AGBDAv1QN0dzyYWi+jno8Votjr8AF6YEIVUIubJPbnk17YT46Pl2/nJ/JRXx8r0Msc9VrcZ8FTLCXVXMyrCk8puA7zn9+Xx0MgIHh4Zzuqz5XQYLWjkEkdOfGlzF/F+Ln3+poGuSkTQa1s72Cvk7koZi1OD2dItqj84UsSAAFceHx3BC/vzOV7cxKgIT8Z+cbJH7vzfbophQ0YlGzMryXt2PG/8epnHdl0i3FPFx7OTmLHqrKNqvusSvHv4KjuWDWZkhAfpZa193jfYR0EAWrvM+Lko+kxg8NUqHFVusC+y9A9wxWKzcmdKEO8c7n0EZVlaCPU6I0NCPRgT6cXvhfW8PKkfz+/Lx0sjdxL712joMLI6vYwlacGY/zi70I3VZu8QuOnrU9TpjLirZMgkIup1RsQi2L50MN4aOQ0dRgxmG1caOpzE/jVKm7vYcbGaB0eGc66shXAPNW16M5frdaSXtziJ/Rt589crTI71xd/1+gKb2WLlRHEzZ0ubmZ8cyEd9JCrM6R/Q3RkjVPcFBAT+mgiCX0BAQEDgPxrxn4VxA9hsGM12I7Xn9+c58r0DXZV8OCuRr06W8Mavl/loViKzVp+lqLETkQgmRnvz1LgoHth+ffb+0JUGnhgTiatS5visXW9i5ZlSXjl4mSBXJU2dJo5cbeTr0zJ23pWGWCRi9uqzhHuo2bY0jXXnK/itsAE3pYx/3ByDr4uSlI+OOqq9uy/V8smxYn5YlML5itZeRWF6WQvPT4jimb153D4wEDEiHv7xoiPTHWBAgCtvTY3j3cOFjIv25oER4dy/7QJrFw6iqk3P5G9PU68z4quV8/DICO4bHk6MtwYPtbzH9ZQyCSIRjI30Is7PldGfn3Bsu9rYyYH8Oj6elcjEGG9HjN+kWB+e2H2J9LIWXpgQzfQEP6ra9CxJC0YhEXHPsFAeGRVBUWMnCpmYe4aF8uXJUpq7TJisVvr5aLhc39HjXp4dH4XR8udu7216M1abjV13DeHvB/I5W96C3mx1LCTsy6tlwcAgzjw2mk+PF5NRYTeGuzM1mFMlzQ5n+Ta9iSMPjuChH3OY2z+A5/bm9Rg1MFtt3LEhg5Xzk4n11SIW0WPmH2BkuCeZlfYFga0Xqnh9chyHexHFAIsGBfH4rksA9tSAO1J4Zk8uJ0qb2L18CNtzapxc9AFmJ/lzub6Df/52BY1cQoSnmqf35nH60VF8cWt/9uX13l0CsD2nmvtHhP3pM5VJxNTp7O9Xyw3dHFYbfHK8iGWDQ1h3vgKxCHbk9B27t/1CNUND3dFbrGiVUq42duCqlPZqaHkNichugmm2WJF2C/eqNj1z1thHOtIfG82POdU9zjE+2os4Xw0eKllvpxUQEBD4SyAsVwoICAgI/MdS0WJ3te+LURGeqGQSrjR08vCOiw6xD3bBsHRjJs+Oj+ZESRMikYhtS9LYt2II25akkRzoyqJ1GZQ0XRcRIe4qFH+oFNbqDKhlEtYsGMiywSG8OyOeTYtTCXZTcqyoidXp5TR1msiobGX26rOIEPHChBiWDQ4hwc+FRevO92jt1putPLHrIk+Miez1e7kopCQHunF7ciDPjY/mlm9PATAk1J1ILzVAt1N8Cd/OS0arkLAuo4IILzUfHS3iqT251HeLtzqdkX/8XMC68xVcqm3v9XpKqZjJsT68ODGaR3f0HAMA+NuBAu4dZheNPlo5I8I9Se/OhX/ncCHNXSae3ZvHufJWmrvM1LQZWHu+ginfnWHiV6dIDnDjjcmxeKplPL8vj8/m9GdKnA/X1nM81TLemRbPmEhPpGIJPtqeCxMAWoUEG7A+o5Jbvz/LK7fE4q6SIZeIHc85OdANmVSMRCSiscPIpFgfwjxUnCtvITXEjZW3JzMz0Q+VXEKivys/LhvM6EgvR6fHH2nTm1HLpGzOquSVSbE9trsppTw/MZpvTtv9DCpb9VS36Xl0VESPfR8bHUFBvc5haPfaLbE8vusix0uasNlgxeYs/jk1nrenxTMm0otbYn1YOT+ZJ8ZE8vGxIup0RqbE+bLzot0F/2RxI6HuShanBrN9aRqPjY7AReFcL5KIRdhskOTfe2dFrI+2z44KgLPlLcT7afnbTTFcqG7rc79rBLqqeO3gZZI/OML92y9Q3WZgeLhHr89t7cJBPD0+iod+vMjSTZkcudpIvc5AZYsencFMh9HCqvQyti1N4+83x5AW4saoCE8+mZ3EixNj8NHI8RYM+wQEBP7CCBV+AQEBAYH/WLKr2tibV8uTYyP58A9z/C4KKW9NjaPDaOa1g70bnRnMVn65XM+MBD8qWrqQiEVUtxl4eEcOd6QEs3bRICQiqGs38uWpEh4bHYFCJsFssdLYaULSXc1dlV5ORuX1dm5PtYzVCwZiNFmc/AUMZivrMipYl1EBwKDuDPHeqGjV49VLfrhELCIl2I2vT5VyW3IAVxs7eXtaAgqJmMyqNny1csI91bx7uJCf8ut4Y0ocSzZmklPdzsF7hzH1uzO9Xu/r06VMjfejuk1PQHfrdGOHkd8K68mr1fHmlHh0RnOvWfJgb6UXi0RMifPlralxrNic7dhmtUFNm4GmTiNfnSrlq1Ol7L97KFe7q9Q2G9y//QKHHxhBiIcapVRMY4eRJ8dE8caUePQmCyqZhHaDidNlLYhtNr66dQDz1p7rUU1/Y3Icm7MqWDEkFK1CwqEr9bw+OZaMihYGBbsjk4iY2z+AA/l1XKptp91g5rfCBl69JZbPT5Tw8bFi1HIJd6YEoZFLqW7TsyW7isQ/GTMAMFmtHC5sRKuQsn1pGtsvVFPTbh/vGBHhyXN7c6nTGUkJcuO+4WHEeGsIcFVw//Awfi6ox2KzMS7Km63ZVbz+yxX6B7iQ4OdCtLfGqcujTmdk3tpzDAx0ZVy0N7cNCGDBD+d59ZZYLFYbL06MZnFqMAnv/c79w8NwU8mZt/Y8Fa16RCKYHOvL1iWp/HK5HneV3S9BIhKx9lwF705P4N6t2Q6Xf7CPtXx1W/9ekyKu4e+iJN5Hy85LNXx6vIR/Totj16Xeq/y3Dwzk3d8LHdX46jYDizdmcuyhkXiqZTR1Xu8eWLNgEC//XOC0iLAxs4q7BoewYmgIu5cP4XBhA4evNhLhoWZJajC3DQjAbAW1TILVakEulfzp7yYgICDwfx1B8AsICAgI/MeyKauS9RmVvDgxhg13pLAhs5LadgPDwjyYkeAHQJvBTF4flVmAgnod9w0LQyyCN369wswEP049MoqmLhNFjR3U64wk+LnwwcxEwj1UlDR1sjK9jG3Z1SxOC+Z8RYuT2Ado6jSxYnM2v90/HJlEhERsF8KRnmqq2+1xZnqzFVMfM9PXkPxhWkEiFvH5nP58c7qU8hY9XSYLAwJcmbvmnMNFHkAlk7B6wUAs1qtcaeggp7qdRH8X/FwUbFqcis1mnwv/4mQJp0ubAbuTfLvBTKfRgs1mo6K1iyv1HQS6KjlX3krKR0fZf/fQP73fAFcF70+PZ+H6zB6VXqVM7PR9f8ypRiG1d0ukhbgxMdqHxg4D685X9DprDnDu8dEk+Gq5WNNOXm07O+8awg/ny8mt1RHlpWZpWgg2m42ZiQFsya6ioN7EmEgvborxwWi28umJIvatGEppcydTvzuDViFh6+I0FFIx01el09ntr2DssvsmHC5s4J/T4nli1yXOPDrKMafe43cSi/BUyUgNdufLk6WsPVfB9AQ/Bga5MivJn6nfnaGhw8gz46II9VDxZneMnEYuYXFqMLOS/MmtaSe/to3BIW5kPTmWEyVNXKnXUdLU2euzyKpqI6uqjeFhHrToTQwKcuO9mYnoDCba9WY23ZmCQiph9uqzjmNsNvgpv478Oh1f3tqfx3ZeIspbzbPjo9mQUcED2y/w1tR4LDYbDTojfi5yYry1LNuUyfszExGJ6NX87plxUXSaLHx8rJhILzVSkYgJ0d78Vui8SBDmoWJijE+v8/b3b8vm4L3DuHtLNllVbUyI9uZUaVOvHQOrz5YzKdaHN365zOdzBxDuoSLaR8PnJ0v57kwpOoPd2PGVSf2YHOvb6/MTEBAQ+KsgCH4BAQEBgf9Y3JT2/xl869AVvNRy5vb3J75bEC7ZmMH+u4ex61INsT4aTpb2XkmP89UyKNCVRRsyOV7cxMMjwilp7mLJH3LgR4Z7snrBQMZ/eYLKVnt7c4KfC/84kN/reRs6jFxu0PHapH6EeWrYfamGzKpWIjzVbFmSxvqMCgJdlSil4h7GcWBvTY/x0bBtaRonS5rwUstJDnTl61Ol7MmtZcXQUMZHefPYrotOYh/AVSklp7qVz+f2x2C2sjg1mHnJAcxYle6IH/TRynlzchwRnmrHzLpSKkYkskfczVyVjkQk4tXJsbz3u90krqnTiI9W7hgHuBEvtRyVTMz35yt6iDQXhRS5VOwQ1GDvCFDLxOxdMYRWvQlPlQw3lYw3Jsfy8Mhw1pwtZ8fF61Xi+4aHsSGzktyadpYPDeXhHRfRyCU8PzGaRYOC2ZdXy4XqNspbuliVXu447nhxE9+dKWXnXUN4Y3IcFquNgR8dBUBnsHCgoBalVMKgQDdyatpou6GD4VKtjspWPRGeamrbDbw8qR+P7LjY47s/My6KKw0dDjPHDqOFzd1xhaMivFi3aBBVrXp0RovT8R1GC1+dKqWgXsekfj4UNXcxMtyTcV+epKXLhEYu4bv5yT2udw25RIxELOLr25J5eEcOJ0uacVFI+X7hQBL9XZm39lyvxxU3dVLe0oXOaGZ/Xh378+r4cGYiJU329z7MQ8XX8wZw5/pMfntgOK9NjsNDJeWb2wbwwPYcJ3O/eckBjIvywmSxcvKRUTR1GAEbr97Sj4WDAll9thy9ycrUeF9uGxDIlO9O9+pxcKlWR1WrnrULB2K22iP5Zq4623PHbnZdrOH7hYOYvfosy4eE8lNBsSPVAOxjE/dsvcAHMxN4eEQ4MqHSLyAg8BdFmOEXEBAQEPiP5a4boroaO418e6aM7TnVDA5x5/uFg7jcoGNbdjVPju19Fl4uEXPX4BDePHSF48VNuCikRHlruHNDRg9zthMlTbx7uJDREV6Oz8xWa6/i5RqVrXoS/V2ZvfosX50q5VhRE2vPVTBrdTqT+vnQ2mXi9ck9Z74BXpoYg05v4aX9eZzsNpKbvjKdPbm1yCQi7kwJoqS5s0fU3/LBIXx16wCOFTVz89eneejHHGYl+pFT3e4Q+wD1OiP3bb/A/ORA3FUyYn20KKRiTBYrE786RXWbgQWDglhz9rp4/vhYMZ/OTuqRUiARi/hsbhJNHSYCbogqBJCKRaxdONApphDg4ZHhPDEmChE2kvxdKWvRszGziuPFTYhEMC3el49nJzI5zpfvFw4i2E3Jh0eKOFBQj1IqRi2X0GG08PrBK4hFsO58BQMD3ZzE/jXqdEY+OHIVvdlKQ6fJsWBx1+AQFqUEIxGLmRLnw45lg/luXrKj8wDgt8IGBoe4szm7CoVEzM/3DmVkuCeuSikDAlz5Ym5/Al2VpAS74XmDOVyAq4LP5/bn54I6Jn97xr6Y8WvvoyWHCxuJ83XBTSnj0Z0XHaZ4HUYLnUYLEZ7qXo9bnBpMsJuSb0+XcrLE3qnRbjAT6KqkpKmTvD5SAMC+qHOj/8XfD+RzT7cHwxNjIpFLxLw3PYHMilZu/+E8oz47yZ7cWnbcNZjP5iTx8exE9iwfwmOjI/nhfAWjPj9J6kdHeWzXRdoNFrZfqOb934uYmejP29PiOVzYSHFTJ9VtfXsBmG3w2fESPNUyLlS10WXq25yxy2TlVEkz1e0G0kLcncT+jbzxyxVKWvo2BBQQEBD4v44g+AUEBAQE/mOJ8FLzzLgox5/fmBzH8+Oj2Z9fy5KNWaxOL+eNKXE0dZn4ZHYSavn1Kp+vVs6Ou9L456ErTE/0RySCEeHu5FS39YjOu8a68xXM7h/g+LPJYsP9TxzABwa6sXxLFkbL9Qq+WATRXho+OV6Eolu4rrp9IKnBbrgqpQwJtS9W1OmMvPHrZfauGEqkp4qLNXZDvUgvNT8sSuHNX69Q32F0WnB4f3o8N/XzYc6asxwrbsTPRYHJamPBugwaO40sTQt2uj+bDb47U8o9w0L56rb+BLgoyKvV8dWtA4jx1uClljkEmkhkN2dbl1HJL/cO475hYYwI9+CeoaGceXQ0KpmYw1cbuLmfD9/NS2Z2kj+Pj45k9/IhrDlbzshwT5IDXQF4ZVI/LtW0M+W7MwS4qpj87Wnu23aBT48X89SeXBatz8BLoyDGW0NasBvP7LnE3w8UsGywfW5bIhazZXEqK29PJspbzdGiRt6fnvCnEY27LtZgMFuRd5su3j88jFAPFQ9sy2FIqDtquZSd3R0Fpx4Z5TA/1MqldJksbLtQTUqwOz+cr2BMpCcfzkh0xME9uvMi89ae57kJ0Ry4ZyhblqTyxpQ4vj9Xzten7EZ9ZqutT78GgMv1OiI91VyqcTZOfPnnAr64tT/xflqnz2cn+TOnvz+jPjvB7zd8b63C/o43dBj/9N28lihxjQ6jBalYxA/dKQ4TvjzFG79eRiQScWeK/b3ZfamWGSvTeff3qyT6u3C5Xse/jhbx5qErjkWK3Fodc78/R7yfi70DY18eZ8qaGRnhQWlzJ4l9GAMGuCpo6TIR66clwEWOp1rG9Pi+2/FvHxjIZyeL8dHI+xx7AHtkZlsfvhMCAgICfwWEln4BAQEBgf9YPNVynh0fzbzkQC5UtZJbp+NvN7TY/1xQz8HL9aycP5AR4a6sX5SCVCzCUy2judPI334qoLylizn9A9h0ZypyiahPJ3awu+ffWNzekFHBl3P7YwOkEhFFjZ18faqU4qZORncnBBQ2XBcjD44IZ2q8LznVbYhEIrQKKZWtejZkVrIsLYQgNyXlLXr+fiCfsuYuBoe4s/ZcBSPCPXlmfDS17QauNnbyys8F5NfpWJQSjL+Lgpp2Ay9OjGFQsDsL153nrsEh3DoggOyqNkwWKynB7hwvbmReciDfn6tw+k6Xatt5d3oCv19t4IlduShlYvr7u/DZ3CQOXWnk7qGhRHtrsNpsiBBhtlp59WABXhoFz4yLpl5nYORnxx0O+B8cKWLTnSnE+mg4W95KVlUr8X5afi9s4KWJMWRVtjI13o8hHx9jwx0p/FbYwGOjIymo07E5u4pOowWdwcJ927L56tYByLvj4D6cmcjVxg7mrjnraCkPdFXy5a39WXe+gnuGhVHWS3X/GlabDbFYhKdSxrgoTybH+fLi/jzenBLPnRsynBIc/FwUbLwjhUXrM5iW4MeSjZkYzFbqdAbWZ1T2Osde2NBBY6eRkuZO7t9mTzJwUUhRySR0mexiuq/IPrCPRNy4MHSNilY9KzZn89z4KIaGeaAzWHBXSTmQX8ecG57FNR4eGUFzl4mNmZUsHxLSw8wSQCYRkRbizt8OFDh97qKQ8NzeXC53mylebexkycZMNt6ZwtHiRkeHSKCrEneljFhfe1fI0sEhHC5s4F9Hi/BQyblnWCj+rgo+nZPEmbIWvjxZwsAgV8ZHe7Pq9oFM6/Y0uMY1L4Uus5mUIFe6zDYS/VzxGi5n56VapxhAgORAV2J9tVyp70Atl+Ch/vPYPZVMaOcXEBD46yIIfgEBAQGB/2i8NHK8NHJcFVLu3Xahx3abzV4l/WbeAF7Yn8ert8TiYpHgpVHw2ZwkpBIxmzIrGRfliUIqISXYvc9rBbkpaemuiroppTwwIpw9l2r5/lw5erOVAQGuvDUljroOIxGeKiparrudv3pLLA0dRqavTHd89sL+PF6cEMOCgUG80kuSwNBQd85XtrA/r47VCwby+YlizpVfNwj87kwpz42P5tVfLtM/wIXGTiN3pgajlEqYsSrdSZguSQvGUyXDRSF1GleI8tSwKr2MdRmVfHlrf5QyCUWNHdS2G1mSGszFmjaWbsx0dD24q2R8MCOBX6/U466Scrq0ySlW0GC2ct+2Cxy+fzgzEv3Zc6mW9PJm/F2UBLopEYng61Ml/O2mGFwUUnZfqqWytYtBQW5sXZLGp8eLOZBfR53O3r0Q4qFkcIg7JouVz0+UOD2fqjY9d2zIIOfJsYR5aVicGsT7vxf2Kqqnxvvho1HgqpSydmEKbx26wrPjo7l/+wUnsQ9Q227gqT25rJyfTJfZ4vAe0BnNvYr9azR2GBke5sFLN0UzNNSThg4jMokIlUyC3mRhRoIfuy7V9jjORSHFTSVDK5firpL1ELhVbXqe2H2JC0+NQy2XMH1lOl/fNoB+PlpHR4BYBHemBjMz0Y/S7nb+ZYNDmNTPh4M3mCAqpWI2L07l/W5fhmu4KqU0dJocYv9G3v/9KvcMDeXvBwoYH+3F3UPDGP/lKaf3aOGgINYtSsFdJeOdw4W8/VshAPF+Wl6fEscP58qZ8u0ZJsf6cuyhkZwpaya7qo1xUV5Ee2u4UNVGnc5A/wAxarmBe7dcoK7DwKY7U9mcVcme3FrUcgkLBgYyPMyTLVmV3BLry0/5dUhEoh4O/9e4uZ83fn1EOAoICAj8FRAEv4CAgICAAJBfr+uzelre0mVfEBgWxvYLVdw/PJxlm7IoqNfhqZbx8MgIYn1deGzHRZYPDaW/vws5NT0z6d+YEsfOnCoUUjFf3TqAF/fncaH6+n4XqttYtCGDPcuHYLRYaTOY8dXKkYhFhHuqefln54qqzQZvHrrCpjtT8FLLaex0rnpOS/BjWneM3is/F/Dc+GjOlec49jlZ0szwMA823pnCt6fLWJoWzLAwD+avPd/j3teeq2ByrC8h7ipya6/f84qhobx6sIA1CwbyyI6LFN4g+PxdFKy8fSA+WjkdTfbqbkuXiXu2ZnP60dG8+WsBoyK8e1xLKhbRZbYy7bszTjF+GzMreWdaPJNifUkva2bGquuLH1cbO9l5sYYfFg2iuLGTgnodnSYL1a16lg8J4a1DhT2uE+Sm5MOZiRwtaeLwr1cI91Dx2/3D+exECdsuVDv2c1FIeXNKHK7dJo+Brkpau0xo5NI+8+UzK1sJcVcR4Krk9KOj+PJkKZ4qGXKJuNdKPECAqxI3pV24f/B7ISHuamp1Bs6UNfPNbQN4bkI0+XUdTiaLarmElbcnsye3mlcnxfL21Hju395z4eqhEeGoZGIsNvv7vGJzNs+MiyLCS43BbEUlk/BTfi1X6zsYFu7BP6fGsWxTFn+/qR8Pjgwnt6YdD7WM/v6unCptcorZE4ngk9lJfPGHBZVrnK9o5dnx0QA8NTaKuWvO9XgGGzMrSQt244fz5U6jFXm1Ou5Yn8HOZYMJ91Tz6MgI9GYrwW5KorzUlLXoSfvXMad5/RVDQpg3MNDuP7E6ncMPDGdu/wAC3RSsSi9jzpqzuCmlbFmSxtGiRt45XMi385JZuinTafEm0kvNM+OiOVfeysgIT7QK4Z/NAgICfz2E/3IJCAgICPzHU9XahfXPSq/YjeUCXBUMCHBlVXq5Q3Q1dZp47ZfLJPm70Gowc9+2C/y4NI2vTpay/WI1FqsNPxcFr0zqR53OwEs3xfLM+GjqO0xOYv8aNhv8/UABH89OpF5nr1BmVLby/dm+2803ZFTyxJgIR4v1yHBPnpsQzYv78x2LGKXNXYT3Yt72wZEiPFUyGjqMiMWwLaOqz+v861gRs5P8ya1tRykV8860eNLLWlgwKIg3frniJPYBatoNPPTjBV6YEMN9N3RPWG3wxYlihoR6cqWhA6lYxOQ4X8I9VIR5qBgf5c3jOy85if1rvLA/j6ynxrJwXc9FCbPVxt8PFPDY6Age3XmRJH8XfLVyFFIJ5X8wXnNRSPlufjL3br3gtE0sglW3DyTITcm+vDomRHlxW3IgH/x+lbuGhJIS5IqLUsatAwJoN/75bLfRYnN0kKQGu9NpMnP/8DA+OV7cY99xUV606U1IxPZ2+eRAN2QSEbk17Tw2OoJvTpXy+pQ4Dj0wnPzadk6XthDsriTRzwWFRMTAm/qhN1uJ89Xw49I0Xv3lMhdr2gn3UPHo6EjC3JX4aOVYrDAl1pf9+XU8sftSj2fy8Mhwvjplj23cdGcqn58o5ouTxaQGu3Fr/0B8tHLGRXmzNC2YvDod0V4alg0OobpN38NY8Ro+WjlRXmoO3T+czMrWPhc83j9ylVcmxfJTvnOsosVq45vTpTw2OoLGTiMvHcjnaFEje1cMZcnGTCx/WKlbmV5OPx8tg4Lc8NbI2X6hmg+OFOGjlXP/8DB+XDYYs9VKp8HMyUdG8dHRIr47U8qWxWnUthsoa+ki3EOFDVi8MZM6nYHTj4xicKjHn/7eAgICAv8XEQS/gICAgMC/JQazhaZOEzKJCG+Notd99CYLDR1GZq5O5+WbY/uMuBsQ4MrRokbe/PUKr02OJd7P7k7urpIR4Kqgrt3I1uwqZiT4cbq0memr0vnl3mHcmRaEzWYXUjtyqhgZ6c0L+/MwW23078N8DOzVYaVUwqasKjqMFl69JZZV6WV97l/VrmdkhCcnHxlJdZuBzMpW7tma7VR9dlfJCPVQoZCKnVrowe7MPjXehzOlLdT+iTFcnc7A9AQ/JkR7EeGlAWwkvvs7mxan8movIwUAJU1d+GgVPebPCxs7eWBkOG/8coXdy4ew61INF6rbMVqsjIn0wqePNmqrDc6UNhPuqaaosafZWmFDB/4uSpamhuCukhLtraHdYCbCU03xDeZsywaH8Nnx4h4LAVYb3L0lm/THRuOnVXC+spWp353BbLWx9nwFW5ekMicpgMGhHuTX6frMltcqJLirpJgtVqTd8XfNnSZu6ueNwWJlzdlyDN2eDjMT/e3RfPUdTF2Z7hgB0CokvDMtgU1Zlczq788vBfUsHxLC4auN/FxQx91DQpFKRJwpb8Vms+HnquB4URNzkvy5b1gY7ioZdToDlS1dzEjwQ6uwz6p/OCuRgnod1e0GFg4MYmyUFzabjTBPNYUNnXx7pow2vZlfr9SzJDWEuf0DqO8w8uahKyxJC2FgoAudJgujIzypajMwe81ZtixO7dNjYPngUJ7Zm4tSKiHQtfe/iwDVbYY+5+kL6nWoZBLGfnkSk8XG6EhPDl1p6CH2r/H16VIeGRmBm0rGU90LG/U6I6//csVpv39OjefNybHYRCJya9rYkl1JfYeRkqYuJ5+Avx0oYMviVNz+xMhQQEBA4P8iguAXEBAQEPi3wmq1cbWxg38dK+an/FrclDIeHx3JLbE++LvaI99KmjrZdamGooYOIrw0ZFW28dWpEr64tT8rtmQ7CTitQsJbU+N48MccWvVmHtt5iR3L0sh7dhylzV1kV7Xh66JAJhYxNMydT48XU9NuYF9eHUeLGjle3IS/i4K1CweyL6+OQ1caSAlyw0vT91ywRi7hcr2Ow4X2iumq9DKGhXqQ20dM2rhIb/uc9LAwFm/MdMqrv8aKISHoDCbOPzGGN3+9zKErDXhp5Nw1OAQvtRw/FwUbMiqYEO3Vp1v9sFAPvjlVwj3DwojwVKM3WXh6XFSPBYQ/0qY3oZRJnO5rQIAL2GwsSgli1up0TBb7Qz9a1Mh3Z8r4dl4y9R1Gjhc39Tif0WJFIhL1+Pwaflo5cwf4E/fOYf52Uz8eHhXBG1NieXJ3Lk+MiSTOV0uwm5IhHx/r9Xiz1cbvVxv59kyZY5FAJIIxkfZnMzrCkxB3FVarjaVpwaw5W9HjHM+Oi+bzE8XIJRJWDA1FKRNxobqd2WvOsiA5iPV3pGCx2pBLxBwvbqRWZ2DZ5iync+gMFh7ekcPOuwZz79Zsvl8wyC68f73CK7f0o1ZnJO1fxxyiVy4R89bUONZnVnLvsDAK6nVEeKm50tDBb1fqWT40DIPZwvrzFbw/M5FgNyXvH77KfdsuIJeIWDAoiMdGR6CSSWjTm2nqNPGvY86mfVVtXUxP8GVr9vWRh1tifdAqpKxflMKSTZmO3xJgUj8fBgS68s7hQqK9NUyO9enzd0v0d+nTMX/FkFBeOVjgOLePRkHFn8TlVbTo8dbKUUjFNHf1nM2/RnlLF50mK3KpiI+PFffoLrhGRkUrOqNZEPwCAgJ/OQTBLyAgICDwb0VenY4Rnx6/wRCsi7s2ZzEt3peV8wfS1GXk5q9O02W2cN+wMDZk2sVaP28NcrHIXm2+WEN5SxfJga5MjPFBJRM7ste9NXJclDKmrUx3qjD7uyjYu2IIJx8ZydnyFlo6Tbw/PZ4pK9OpaTcgl0gcmfSZVa28Njm2z4roHSnBbL9hhnznxRr2LB/KhszKHh0IGrmEu4aE0P/936nvMLJ24SDu2ZLtJHLmJQeQFuJOdlU79wwL45vbkqls1bP7Ug3rMyrJrmpjYKArPyxKobZdj4dK1kMkXXNTv3XNWZ7qjjJUyiQ8PCqCkqbOXjsHruGtkTuJfalYxOLUEHRGC0/vyXUSiGB/Jk/uvsTX85J7FfyjIrx4cndur9fqH+BCSXMnSzZmAfCPnwsYGOTGLbG+7Fmu4b5tOWRWtrJlSWqfng1gX6RQyyVo5BKGhbrz5LhoDhc2kF+n41/HirkjJZhAVwVvTo4jwc+Vdw8X0tBhJNRDxQsTomnXm/noqL11/7MTxey7eyhWmw2VVIK3Ro5EJMIqsqE3Wwj3ULPyTO8dHDabfWTj5hhf9GYrJ4ubmBzrw6BAN2atPuu0r9Fi5ek9uexYNphtF6r4/Wojx4qa8HNR0NBhZHKsDyKxiG/TS1kT4cVNX51yjE10meDrU6X8crmeVfOTmXaDOeSNTIj2RgTE+mgpqNdxR0oQw8I8mPLtGcZGebFtaRrFjZ2YrTYGh7hzvLiJZZsyAXv3RZC7Cj8XRa/eB29MjuPZvb3/rmOjvHjxp+sJGpfrdSxODWZTVu8jKClBrpQ2dSISiRgY6EpWVVuv+yUHulLdriezooUQd1Wv+wCEuCtRSIQ0awEBgb8eguAXEBAQEPi3obnTyEv785zcv6+xL6+OKw06OowW3puRQKveRGqwG8eKmrgzJYglaSEM/vgYcomYyXE+BLupOF3awruHrzIvOYCFgwJZlV7OY6MjeHF/Xo928g6jhao2PYcLG/n2TCkGs5W5/QM49cgoDubX02myOMSVzQYrz5TxyewkHt150Ul4pga5MS3Bl7lrzjk+M1lsvPZLAVuW2Fvnz1fYnfaHhbrz5W0D8FDJCHRVkl7Wwhu/XObzuf2x2Gy06c2Eeajw1SoY8elxMp4cA4BGISXKW8OkWB/259cBdkH1wv5ciho7WXdHCu//XujoMEgLceODGYn8/UABMxP9nczLfLUKNDIJj4+O5J3DPY3xbu3vT3ppi+PP/i4Kvri1P3tza0kJdqOyVd/jGIBWvRmpWNSjZf6hkeH4aeV8PCuR+7fnOB2jlkt4fXIcj+286PT5qwcL2LokjdvWnndEw9W0GYjx1nClF1d5gOHhnqQEu2Gx2nBRSJm+Mt2x2LI3t5YPjlxlx7LBDPB35YnRESwYGIjebKG1y8yF6ja8NHJ23jWYb06Xsj+vjqd2X+KjmYnsWDaYj48V8emJYmw2ewfJU2OimJ3kz768ul7v5WpjB+OjvJFLRPTz1fLQyAjeP3K1130BtmRXEe+n5d1p8TR1mtAZzAS6qbhUp6Oxw8SOpYNZlV7eq0dCUWMn5S1dDAh04UKVs8dEnK+WRH8XOg0WdixLo7xVj49GzvP78ugyWTiQX8eB/DrCPFSo5RKCXBV8dqLYaUHn2b25rL59IK/9cpnTpc2Afcb//ekJxPlqeXxMJI/uvOjUqn/30FBUMgkuCqkjgeBiTTv9fLR4a+ROrffXeG1ynN34Um/mjSlxTukW14jwVOPnosBms3FTjC+TYuGutGBsIhFlzV28erCAS91dNX+7uR/e2r7HEQQEBAT+ryIIfgEBAQGBfxsaO43sy+9dNAFsvVBNVZuebd3tyPtWDOHVybGklzU7hK/RYmX3H6LPdl6sYd2iFFallzMg0JW//yF/HODTOUm8/PNlMiuvx959dLSI9RkV/PbACBQSEfF+WvK6BcSOizUA7F4+hPMVrehNFkaEewI2Fq7P6DGbfLKkmRf25fPd/AH2BQIRdBosBLgo8NEqWDk/mW9OlzE0zJ0rDR12x/XGTh4cHk5+vY55yQEEuCgd55OIRUR5qfnmtgG06s0opGKSPzyCzQZLNmSyYmgID42MwGaDgjod9Tojif4ujI7wpLKliza9iQ6jlUBXOWYrjIn0RCSK5suTJbTqzahkElYMCWFxWjBFjZ1sW5qGCLuQ33C+guQgNyz/hVGiu1LGbQMCOF3agr+LgsdGR6CQitHIJYS4q9i+NI0t2VVUtOgZHOLGLXG+vHrwMqXNzq3erV1mrjR0OMQ+wBcnS/jHpH4s2ZjZYwZ/ZqIfEhHMW3ueT2cn8diuSz06K0wWG0s3ZrHxzhQMVivuShkrz5TxxqErjt9OIRXz9tR4vDVy1p6rwFUp5bFNWWTeUG3WGSy8+stlXrmlH5PjfDnQy/ub6OdCWUsX0V5a5n5/ljtTg3t4D9xIeUsXE2O8EYtEvHrwMn+f1I/b1p5zVNU/mpnIT3/y9+THnP+Hvf8OjLJO3/bhY3rJTHrvlVQgJPRelCZV6SAg2MDe2+rq6qprb4hdQRGkCUqzUKTXEEJJIL33Osn08v4xMDAkYb/7+z7P++y69/GXzNxz10nM+bmu6zxr+HBaT5ZtyuFCbTsyiYgZvUJZkBmOyWrn59xaVhwqoaHDjI9Kxj2DopjZO4S7N+bgcOC6/yuPlDGvTxhv/3F1LKCoUc+idaf55LZeeKtkSMUipGIRAyJ9EItFhHspGZsYwPHSZjou/0yEaBW0m60s7hvOeweuGh4+tf0Cq+f2cVs8CPNS8uakZDblVPP1iXK+mNmbpEAN38xxLjIUNeqRiEXckhzI8sHRhHupOFvTxgu7LrK4XyQahYSt52oRi+GdqWlUthrIq2tneIxft/dLQEBA4N8ZQfALCAgICPxpsNodSEQibHQtJO12B00dzgrhJ7f1JKe6jWd25PHcmARM1s5z71ew2BxcGRnvqm091k+N3mxzE/tXqGs389HBYp4eFcfbk1OZeDkmD5yi/8dzNdySHMhHt/akscNMXbuZdpONAI2c8YmByCViDpU0Eeen5tmbEihvMdJqtBDr50F+Ywc2h4OMMC8ifdSEeSlZebgUrULKor7hjE7wp91sJUirYEpaMAaLjcpWA15KGVa7g/XZlTy45Txmm531CzNdwrdRb+aNve4V5FVz0hkR58sDP57jnoFRbM+to1lvZs38PuRU61i26SwTkgJZcWtPZBIxDmBTThXlzUbu2nDGLe5sWKwvk5KDMFrt3eafq2QS2s1WPBUyHh4Ww4AoH/76y0UcDgfDYvz44UwVB4ubGBTlw609g/FSyrjli2NdtukPjfUlt9a9Wp1X1862C7Wsv70v7/xRyLGyZoK0Cu4cEMmc9DB6v/0HVrvTZb+suWtx3ag302ayct+mHB4aFstLv7kbF5qsdh756Txbl/Rj24Vamg1WN7F/Le/tL2bF9LROgl8qFjE7PYzyJj27LtVxrkZHfn0H6aFeXZoWAgyM8mF8YgCnL8fhLfkh2zWSAmCw2G4YMadRSNl6voal/SMJ93a61e/MrSWrooU9BoubgG82WHh9TwF39IvgnoFRfHKk1PVeWYueSSmBnfbfYnB6Ooz97Cjfz88gzk+NWCzCYLHSqDdjstrpG+GNv4ccH7Uck9XGy79dYmS8P38UNbl+zi7Vd7B43Wm+nZdBqKeCDpMNlVzCxTod/SO9uXdwFFHeKtZlV/Hx4RIeHR5LoFaBWCRid349h0qaqGwx8tWJcr6ek87qk+WurhZwRlHO6h3CKxOS8O/GRFJAQEDg3x1B8AsICAgI/CkobtKjM1qZ0SuE709XEuGtwkclo6RZT9vl1uXRCQF8ebzcWVGM8iHz3f2Ac7Z4Ub8I3vqjqMt9j4jz43RFKyKRs4X9+iz1YTG+rg6BrvjpfC33D4kh3l/NN3PSeeGXi5Q1GxCLYFJKEE+PjufpbRd4/qZEonxUrJnfB5sdfjxbjcFq57WJSTQbLIz6+Ijbce8aEInebONAURMmm90t7u2xny8wMs6PF8b24NZewWzIriLKV019uxmpWER6mBfHy1tc+zNZ7V3O7l/Bz0POysMlrLytF8FaBcNi/bDa7NTozHx13OlNsDOvrlPlWCwSMTklmLWnK12vze8TzvRVJ+gf4c1bk1NY8sOZTsd7cWwPvjlRRpPeyoLMMN7dX8TYHgEkB2l4evsFzFY7z9/cA4PZxqM/nWfT4n6oZBI6ujAsnJ4WgsHSuX39h+wqDhQ1ce/gKD6f1Ru92cbu/Dqe25mH9fLKwT/rQrDaHaSHefHa7s7jDFfYcraG3+8ZxKmKlm63aTFYiL7cYn6lEh/qqeTtKSmYrTZ6BGl5ZKtzVGFddiUbF/Vl6/maTp0gKpmEWb1DeHV3PoOifPHXyN3EPsDB4iaWDY7ioS3usXxXWNg3nKU/nKFRf/VzHnIJB+8fwoD3D3b5mVUny9m6pL+b4O8T6kXPYE885FefS6BGzjtTUnl/v/NnzU8tw1ct50BRIyXNev6y86Kre2FknB+fzOiFh1zCp0fL+PJ4Oe9MSUEqEXOgqBFPhYyxiQFIRSKCtQo0/lJqdSb6hHkDDmwOZwLFxpxqztXouP/Hq6MecomYjYv68vJvx0kL1tLUYXYT+1dYf6aaOX3CiPfXdHndAgICAv/uCIJfQEBAQOA/Hp3RwuM/nSfGV81jI2KZmxFGaZOeGp2JlCAtbUYrF+t0nChrxmCxMT0tmCMlza5q8C+X6nlkhNPJ/5eL7i7dV9qyy1sNbFs6gMKGDu4cEMnHh0tc29jsTgHRHXKpCL3FhsUu4otjZXw0PQ2NXIpGIcVosbH1XC1+Hgqq2414K6Vsu1DL2tNOMzK5RMx9Q6I7pQcAfH6sjBW39uSznFLenpLKe/uLXEIVYF9hI3e1mZCJQCwWM2v1KVdrulgEDw6N5eXxiTy/6yLfnCjnsRFx/GVXHtczKt6PnKo2tufWsT23ji9n9eZ8jY55GWG0Ga3Utnc2YLtCXbuJ5MCrEYQzeoWgVUqx2Z1iKlCjYO+yQfxjbyG5tTri/Dy4b0g0apmEEE8lJU16qtqMDI32ZX9RI09tz3Xta112FcNj/fh0Zm9e/OUia+Zn8NS2XC7WO8cmAjRy/jYukR/PVTO2RwDBWgU115nFVbUZaewwc7qiBY1cQoS3mvVnalzv2x3gqZS6Fo2uRSkVo5CICdQoKGvtvsW+uEnPd1kVpId6druNTCLCWyXjjUnJeCpkaBVSPOQScqpbeWFfEbPTQwGnT8F7U1Ox2uz8sCCTJ7ZdcCUJpARp+PuEZB7ccp6jpc3suljPvQOjOh3rzoFR2O0Ohsb4djJFvGtAJB4yCW9PSWFNViV17SYGRfkwNS2YsmaD24LTtdgd0G6yuowoxSJ4fGQcEpGI1XP7YHM4u2/azTbe+aOIrMpWbusZTIyvmoe2nGV+ZgSLLhstXmFfYSMjPj7MH8sGY7A4Fwzu2pBDsFZBepgXhRY9Kw4X88LNPdhT0MDyIdHoTDYe+PEs+y4nTTw5Kg7fLqL+UoI0HLs8BjA1NZjvr1mQUssl3D8kmqExfhgsNjyVMho6TN3GewoICAj8OyMIfgEBAQGB/3jqO8xsPV/DkBhfJqYEMefbU26V3t4hnqy7PZOMyxV9udS9Qt9isPBHYQMPDYtlZJwfq05W0Kg3MzzWj3sHRWG127lnYw7NegsiEayY3pMXbu7B+weKaDVaOVjSyFuTUtl8trrTuYEzh9xTIaW+w8zTo+NZf6aKeD81MomYZ3ZcFdjrsiv5dEZvl9gHZ+TZ1nM1XWa9A3x+tJQFGeEcLm4iPcyTk+XuYwW/XKzj2TEJ3L/yiNs+7A5470ARn8/sRbSvit35DQyL8eWdKSm8sbeQGp0JpVTM/IxwJiQHsmBNluuzj/18gd/uHsjgDw8xLyOMgZE+3ba9j0kIwFcl5cGhMdyeGY5MLKKoSc/KW3uit9h4ZkcuoxP8SQ/1ZEy8P1VtRpZtyqHuclX6pXGJbD5bw5SUYJfvwbXsL2rkluRARMDhkiZWz01HIRVjtjkobzHw1r5Cjpe3oJSK2XXXAGasPkXBZaM+sQjmpIeRHubF8h/PcmD5EPYXNdIzROtqG//8aCl/vbkHj/3c2T3+yVHxrD5ZTqBWQUaYV7f3oHeoJ+eqdfQN9yZQI3dd27XMzwhHBDy5LZcpKUGoZBKOl7e4ZtN/vVTPwr4RBGrkfHy4hMMlzaQEaXhiZByBWoVrgeD270+7FgCq20xE+6ndjpMe6snFOh1/+y2ftyencNfAKH6/VI9CKmZcYiAWmw2lTIKfWs7tGWEMiPKhTmeirsNMiOeNBa9KJsHucM7Rv35LMhWtBtadrmJ+ZjjzvstyW4zq4e/B4yPj2ZVXR58wb97pxoSwVmfiQHEjYxL82Z3fAECNzuQ2+hDv74GPSsa3pyo4VNzoEvsAXx4r54PpaWzMcf/ZtDtAKnHO6SikYtfvCw+5hLULMvn4cIlrrEUkglm9Q3l7ciqhXkoEBAQE/pMQBL+AgICAwH88ZpsDmUTM38YlMvmr453aus9Ut/G33y5y/5Bo3txXyM68Oh4bEee2zbM7L/LGLcmkBGv5y00JSMUivJQy9GYbt39/mubLc+YOByzffJbzj4+gZ4iWoMtiq6ChgympQZ0M/1KDtczsHYrOZKGu3cSsb08hFsGmRf2Y8pW7c/iYBH825bjHjPl7yLt1sgeobDPi5yGnuEnfZTa9Sirm90v13S4YfHa0jNszw3n5t3xe/PUSO+7szz8mpZAY4EFJs4EtZ6uZ8+0pN7HWYrBQ1uKs9v6QXcWWO/qy5VxNp+qvj0rGpOQgvjhWyr2DojlW1sw3J8tp6DAzJNqX2emhfD07nae25/LXsT14/OcLnKtxztorpGIeGhrDLcmBzEkP5ZGtXbefO0Wmgy9np5Nf385fduXx26UGeoZoef6mHiwfHMVHwT1Zd7qC3Lp2HhkeS5iXEr3ZhlYp5deL9Sz9IRu7AypbjTyxLZctd/Tj+6xKrHYHu/MbSArUsGlRX975o4jcOh3x/h7cOyiai3Xt/HiuBm+VlF/uHsRP52s6eQio5RLGJQayp6CBWp2JbUsH8NnREladrHC514+K9+Pl8Yl0mGz845ZkNpypos1kZVxiAE+PjueBH89xvKyFHxZksjGnmsMlzkWAC7XtLN98Nangsxm9sF/zoA0WG3U6k1ssXUa4F38UNWGw2Fi++SyBGjmDonyx2O3c8cNpPORSnhuTwMHiRmanhzH848OuEYOPpqeRFqx1PaNrifVTE+en5vADQ7DbYU9+PYVNemL81Jwoa2bLHf3Iq9ORFKjFRyWj3WwFEXRY7CQHaXh1d37XX1Cclf4nRsa5BP+1pAZr6TDZOFneQlmzgVuSg/n5wtXFgEa9mcKGDu4eGMnXJ8pZ3DeCCclBWG12egRqKG02cKysmZt7BJBX184TI+N4d3+hW3u/w+Ec/3A44LOZvfBUdu4YEBAQEPh3RRD8AgICAgL/8Xgrpfx29wBKmo1u5nDXsuFMNTmPjeBcTRu78xup1Rm5e2Aknx115p/b7A4e+/kCEd5Kfl7anx0X6qhuM9I/ysdNRHkppbw8Ponc2nbeO1BEsKeSuemhfHmsnHGJAUzvGcKPZ6sxWuxMTA5kQKQPCik06R3cvSEHm93ByAR/frtU3+kcZWKxq3X5Chfr2xkV59+tq3rfcC8u1rUzMt6fFYdKXK/f1iuEBRnh+KhkGCw2vpqdzjt/FHYSa75qGTf3CCAt2JPSZj0iESxae5pNi/oy59tT//Tem2121DIJGxZl8tIvl8i6XBkfGefH38YncrS0iYV9I3hzXwGrTla4Ppdb28667Eo2LerHgswwNuZU88qEJNc+ZWIxG85U0fe9AxQ/O4b2Lmbz+4R58drEZLKrWvj1Uj3g4JbkIJYNjmHxutPM+e4Uu+8dxBM/n+dAcRPfzcvgvssCWSIWdZp/D9AoWNI/Ak+FlA0LM3nkp/OUNBlYcaiEU+WtrJqbTlZlKxdqdbz060VKL/sw/H1CMr9fqufbeRk8uyPX5VKfGqzl7xOSMFls3NEvktWnKvjgYDHjEgM48dBwLtbriPfTEO6tRAQ8vzePb05cvUcHipoI81Lyxaze/GVnHnaHw631/HrWn6liYnIgKw9fnaN/bmcea+Zn8PnRUn6+UEu7yYaP6qpgrWt3dsdcIcJbhdFqY2HfCKZ8ddxtAePV3QV8Mas3S9dnU912dTTC30POh9N7Mvmr45Q0GUgO0rBhYV+OFDchloh4aMs51mRVsnpuH+7/8SwXLidViEQwPTWY4aPjCfNSdkpXuEKop7OqvvK2nrz8Wz5VbUYkYhFTU4NZOiCSBWuy8FU70wK0ys5/2r7wy0VeHpfE2cdG8srvl5i1+iRWuwO5RMyivuHMv/xzsi67kswIb1789VKnfQBsyKni5fGJguAXEBD4j0IQ/AICAgIC//GUNBtYtukcc/qEdruN1e6g3WzlrgFRPD06gQCNnOfGxDMq3p/39hdRozMxMNKbJ0bF88WRMrbl1TK7dxh6k43v52egVUhdFWyLzUFZi4Fnb0qg3WQj1FPJ3YMi+fViPb9cqmdErB9+ahleSiliEaw8XMbE5ECXCZpGLnV1DFzLwZImnhuT4Gpdzwjz4s4BUfQI8CAj3IsWg4UPDhZz5nK1ViyCR0bEYbTYKGjocC0WPH9zAg4HzP3u6sx+qKeS96el8e7+QleF+INpaVhsdhZ8f5qyZgMpQRpemZDEYyNib+igH3Q5Ju22XiFMSw1iw5lqfjxXw72DonhmTAJiERwra2b61yfZtCgTh8PhJvav0G6y8drufN6YlEycn4bbVp3o1J2RHuqJp1LK3D6h7C+6WnVVyyW8OyUVg9VGVauJHXl1yCUiZvUOJd5fxIrpPbl97Wn+sjOPUfH+7CloxGi1u0zxrhf7A6N82JVXi79azsmKFj47WsYbt6QQ7atGLAKL3UGH2UbPYC3BWgVWmwNftZwBUd7szm/g1d35zOgVwkfTe+KjkiGXijlY3EitzsSWczVuCzafHCllTVYlW+7ox+GSJpYNjuZUZaub2L9CZauRtacr+eS2noCzaj+2RwDzMsKcSQYmK9+cLOdAURMGix25REy4l5Il/SPpGaLFTy3HbLPz1Oh4XrslGb3ZSpvJ5maieC0LM8NpMVhYk1XZqVuhqs3IfZvP8u3cPjQbLJyr0ZHg74FMIubRrc7FEXAu5kz4/Bi/3zOQnXl1BGkUPDsmgSXrs13bgLNyvvlcDelhntw3JJont+VyPRKxiBFxfmzKqUYtl/C3cYl4qqSIRSJ+u1TPzNUn0Ztt+HnI8feQc76L7gMAhUzM0zsusOXc1Q4cs83O58fKMNvsjI73Z+PtfWk2dm1aeeV8W7vwchAQEBD4d0YQ/AICAgIC/9HU6ozcuT6b4iYDyUHabrcL1io4W6Nj6WVH+CCtgm1L+zOzVyhDon0x2+w4HA6GrzjMoyPieHZ0At+cLGdjThVDYnx5fEQcFa1GDpc08+7+QpcY8lJKWXlbL2J81ET7qnl1QhIyiRgPmYQgrZzfLjXg5yHHSylFJhFhsTk4XdXKs6MT+C7LXeCVNRuQSkT0DfcizEvFrb1CeHr7BVc1NcxLyT9uSeb705Xk1bXz4thEVh4qYXZ6KCmBWl6dkERunY5YXw/u+CHbbd9VbUYWrj3NhoWZTPryOMsGR3Gups3V4QDOFvFbvznJu1NSOVzSxFuTU7lrwxk3cSwVi1i3oA8gwlspQyoR811WBU16C8/t7Gz490dREzJJ51GDK+wrbEQhlfDJkUudxL5IBO9OTcNHLWdiciAxvmrXfPr8PmFIJCKWrHGvNr/46yUyw734+LaeRHirOFzazP1DYwB4fU8+n87oxcK1p91M+CK8Vfx1bA9u//40DR1mPpyexqLMcKfnwo5cihr1+Kpl3DswijsHRvFHThVL+kfy+6V6vjxWRnqolpMPD2fbhVq+PF5GpLeKJf0jnN8PlazL7gydycq7+4sYGOWDzmzpVoCDszvljn4RpAQpWLsgg7JmA1kVrfxwpopmg4UHhsQwNTUYhwNMNjtvTEph6/lq+kd6s2zTWZeJoYdcwl/H9qBXiCdPj47n9T3uyQJjewQQ4qmkvb6jU4zhFYqb9Dz60wWeGBnHvD5h3PLlMQoaOscDlrcYKG02MDreD6vdjkomcRP71/L33QUcfmAos9Nb+SH76kiLUipm1dw+/H6pnt/y63lqVDxv7y9kaf9IIrxVpAVrSQrQkFXZyq09g8kI83LzxLiW4bG+PLmtsw8DwLenKnhoWCy78+sZGeff5TZX6KqDQEBAQODfGeG3loCAgIDAfzRNBourRbi82cCgKB+OXDY6u5anRsXzxTXitlZnYswnRzjz6AiifJ3GZkaLjd/vHcR7+4v4/NjVbQsb9Zyv1nHf0Bjevs5crNVoZdG60xy4bwjxfh7E+atp0VvosNjYX9TE+suirKRJz/alA3hy2wWyq9pQyyUkBmhcYuwKj/10noP3D6FZb2XEx4fcqqyVrUYWr8vm8ANDOV3Ryj/2FnC+Rkd9h5mZvULYdLaaF8cm8syOzpVScFaHj5Q088Ws3mSGe7liCa/npd8usWpOOuvPVHH0gaHoTFYMFhvVOiMDI33QW+yMXHkYvdnGsFhfVxfB5JQg5mc6zefkEjGHS5oAB1Jx9wkGIpFz2/en9SJYm883J8oxWu30DNHy/rQ0MsO9AIjwVrNn2SA+OljMqpMVzOodytqsSjexf4VTFa2cr9YxJSWIH85U0XF5zCO3tp0Xf7nIDwsyqdYZuVDbTnKgBoVUzF3rz9DQ4YwstNntaBQSt/n4Jr2FV/cUUNSk57GRcby5r4ApqcEoZWISAjQMX3HIrfq74nAJe+8dxPozVZ3O7wo7cmtZPjgaMSLM1q5HUQCsdjuR3iqqdSbWnq5iR24tHnIJ9wyMwlMpZdmmszwwNJp7BkWxv6iJeWuy+HFxPxZ8f5qWa2IWO8w2ntyWy7fz+jAvI5QJSU5vgRaDlcHRPpS3GLhrwxkWZIQT5+/hmvu/nh4BHojFUNZi6FLsX+FkeQsze4cwq3doJ2+LazFZ7bQZrfQO8eSOfhEUN+nxU8tRySR8fqyUeRnhZFW2kRSo4fERcbyxt5CL9e1E+ai4b0g0ywdHMSjalwCNnJfHJbJs81m3RaoFGWEYLF2nC4DTwK+gsYMntuWyd9kgBkR6c6yspdN2E5ICCfKQd7sfAQEBgX9HBMEvICAgIPAfzbW147/syuO7eRlsOVfNuuwqTFY7YV5KnhwVR2WrsdNCQJvRysmKFpfgV8okOMBN7F9hTp8w3tjbdda6xebgt0v1qGUS5nx3ipfHJ3K4pJmfL1wVOVfauNfdnsn8NVk8svU8q+ams+FMFT9kV2G02hkS7cvzNycgEYn45EhJp5ZqcI4mfHSoGKPF7mpfbtSbmdYzhGk9QzBabORfdqHvioKGDrxVUrIqW7vcPzhN+UK0Cu4fEsMzO3PZnd+AXCJmXp9QMsO9efGXPPSXq/EHi5uYkBTIwEgfmvRm7lyf7fJRuLlHAG9MSu7kS3At43oE4O8hw89DwTtTUnl6dDxWuwONQkqgxt0VPspHzd8nJPHw8Fj0Zpvb/b2ejWeruTnBn/uGRLMu+2r1PLuqjU+PlhLpreJoWTPfnqpwmdJ5q2SsntsHtUzMrG78C9ZlV/HgsFgCPRRM+eo4b05K4b7NZzu1etvsDl7dk0/vEK9uz1EqFhOkVXCqopURcf58fM3s/bXM7h2K3QFDVxxynSvAsbIWxiT489bkFJ7cdoH5GeE8vT2X5CANBQ0dbmL/Wv726yV+XtKfhg49OZWtPDYqnlu+PEarwXkNG3OqWT23D5tyuk6dmJcRzqK1p9mzbBAahaRb34wIH9Xl73kf+oR1fx9UMgkR3kpskd6cqmzlZFkr+4oaqL+cZvDLxXr23DuIvQWNbrGRpc0GntyWy+Mj45iZHopWIWNOeihDY/04UtJEm8nK4CgfAjRydN2c4xUUUjFquYR2s41v5vRh8brTbqJ/VLw/n8zohbdaEPwCAgL/WXS/5C4gICAgIPAfgK9aTq8QZ755h9nGrG9PYrY5WDW3DxsWZvLr3QP57lSlK2Lrei7WXRXHFquNvQWdncDBOQJQ0tR9NfNctY4grQKlTEy8v6ZLMaozWVl5uIRXJyTi5yHjy+Nl3Dkgkm1LB7B+YSZ/G59IcZOenXn13VZXrxwrxvdq3NqExECCtXIsNju78xtIDNB0+9m0EE+2nK/BQ979mr+HXIJILGLUysP8fqnB2SputfP1iQpu/eYki/tHurb9/nQlT4yIo8Ni5bU9BW7i77dL9cz9LosOs41Hhsd2Oo63Ssabk1Pxu5xvrpRJCPNSIZOIKW7Us7eggcKGDnSmq8JVb7HRbrJhsdlvOCogF4ux2h2MjvdnSIyv23ulzQaCtAqOl7W4Ceh3p6by7I5cmgyWLr0LrlDU2MFnx0qxO2BIjK/LU+F6/ihs4paUwG73Mzs9FLVMwuhPjlDZamRcYkCnbbxVMl4en8TbfxS6nesVduc34K2SoVVK6TDbaOgwE+2jJreu65Z8gPyGDkQi53z8j+dr+eBAMe9MTiVI63wOOpOVPwobWDUnHY1C4vqch1zC+1NT+el8DWIRBGkU3DswustjRPuqsNodbMuto7hJj0om6fZ7ef+QaKRiEYvWZfPUtlw25FS5xD44v3siEfyjmwW3d/cXuaIONUoZSYEa7ugfyUPDYukX6UO0rwdBWgW9Qz27/PzQGF/OVev4Zk463xwvw1sp5acl/Tn7+Aj2LR/M+SdGsv72TCK8Vd3eUwEBAYF/V/7UFf59+/axYsUKLl68iEKhoF+/fnz88ceu96uqqnjxxRc5duwYarWaadOm8dhjjyGV/qlvi4CAgMCfikCNgs9m9mLUyiMYLDYsNgdrT1ey9nQlfx3bg0CN4oaxdpkRzspji97Mb/kN3ZpyFTV2kBai7ZRzf4VB0T70i/BiWIwffxR2vWgAsD231tmWfEsKPUM0VLaaeGFXHgOjfGgymPnmRAV3D4wixlfdrQFZrJ+aWp2R6WnB9A71ZGHfcHKq2vijqImVh0t4ZnQCd2440+lzarmEPmGePL8rj+WDHd2a8j0+Mo5/7ClwtepfS3GTnsoWI8lBGnJr29GbbVS2GfngQHGX55pX1059u5lAjZz1t2ey6mQ59R1mbu4RwKK+EcRdkxNvsdqdZn/fnHQZHErEIh4bEeuKUXx1dz7vHyjmwSHRLO4bwQu/XOzyuEsHRqKUihn32VFuzwzn56X9OVrSTG27iaExvqQFa3l9TwE6k/N5h3oqsdsdnKvRIbvBCAI4RxD0Fhuj4/27rW6Dc4TCanOwpF8EX50od3sv1FPJk6PiuW3VCQCe2n6BT27rxfjEQL7LqqDNaGVSShD3DIrCaLWxLrv70YBdeXUMi/FDKXOed2WrkaHXLXJcS5SPijaT1eXWv/5MFcVNev5xSzIecikiETR2mEkO1HDy4eHUtZvQm22YbXZWnSjHRy3nxMPDCPVUsrh/BDqTlS+Ol7na6NNDPXn9lhSWrs9mdnooYpGInOpWvl+QwX2bcjh6uXIuFYu4a2Akj4yIpc1oveHPaavB6npW12OzOyhvMRDn59Ht5wM1CjYu6svkL4+TV3d1jCY91JMPp6dR3KTnsyOlvDM1jaDLqQAB13WYCAgICPwn8qdVtr/88gvPP/88jzzyCAMHDsRms3Hp0tWYFZvNxj333IO/vz/r1q2jrq6Op556CplMxqOPPvr/8MwFBAQEBP5VMsK8OPnwMFYcKuZEeSuhnkrmZYTRorcgAh4eHtOlA3iEt4rUy0Z/p6vamPvdKX5a0r/LY3x5vJy3Jqcwu4tWby+llFg/Dx7eep63Jqfy5fHOIwFXkIhE1LSbWJtVSXqYJxdq25mYHMi4pED6vXcAgI05Vaxf2Jdt3bSsL+0fiUQsYlNONVvP15JV2crdA6OI8lExMTkIsRheGpfIP/YWuFrvI7xVrJqbzjPbnffh7X2FrLzNaWBnukbY+6nlzOwdygcHDnV7DXsLG8gI8yL3sneCzeG4YUU8v6GDddmVNHSYuT0znL+mhyEWQby/u0ArazUw9rOjbgsNNruDN/YWkhSoIcpHxfuXFxY+OFTCuSdGsi670uXhcIVJyYHE+qqpbDWypH8kBQ0d7L5Uz7LB0bz460We2p5LqKeS7+b34dGt5yls1JMe5smB4ibAOXs+LNaXA0VNna7lSjX9H7ek0C/Cm4KGDoK1Cmq6qL6LL1fRY/08+HZeHzacqaLFYGV0vB99wr2w2uyuc7fYHCxdf4aUIA239gyhd6gnXiopI1ce5uVxiYi7b2ZALBIR5aNCjIi0YC051W28MiEJtVziev7X8uSoOO7ZkMPLExLxkEvoMNs4Ud7C4nXZrm381HI+ujWNwdG+DI3xo0Vvplpn4tERcXgpZfio5IjFIjRyCQ8Nj2FiSiAmqzMl4GJdO4vWnWZOeii+ahn93z+A1e7ATy3n4eExvD0lFYlYhJ9aTrBWgYdCit7c4VpE6grPf2KWp5ZJbvg+QJyfB7vvHURVq5GKViNhXko85BLOVesI0Mr5bGZvwoUqvoCAwJ+MP6Xgt1qt/P3vf+eJJ55g5syZrtfj4+Nd/33w4EEKCgr4+uuv8ff3Jzk5mYceeoi33nqL+++/H7lcmNESEBAQ+E9BKhGTHKTllQnJNHSYsNocyCQiAjQK2oxWtAopr0xw8PqefFdFdlC0D6vmpBPuraJJb+aFX/KwO2DLuRqeHBXXaQSgzWghMcCDD6al8dKvl1wV6LRgLa/dkszHh4pJDtJytrqNxX0jeHd/EY4uZuSnpQXz28V6+oR5sj23jhPlLRwqVqJVXP1f8iPDY7lYp+OtySk8v+uiawZeLZfw8a09CdQqGPLhQZcwPl3Zyk/na3lpXA/81DIOFDVx54BIhsb40ma04q2Skl/fQZPeTMnlrPOsyla+PVXO/vsGU9VqJK++HT+VnAFRPpwob8ZbJaO5mxnwAA8FHear7zkcTkf1rjoCACK9nRXTKSnBjO0RQE51G1NTg6jRGREDXiopCqmU3y7WdbuPd/4o4rv5fViQEc6pyhZya9u5d+MZ1i7IZH9RIz+erUEhFTM7PZTkIC2VrQaW/pBDaoiWCG8V52vbWfJDNmMTA1l7uopanYlHt57n0RFxhHspCfFUuvLoVx4pYc38DO5uyqG85aqzvEomYe2CDHxVMu7/o5DHR8ax+Ww1L41L5J6NOZ3OefngGKrbDPxlVx7+HnImpQQR4a1iZ14dXx4vZ/e9A/FWSZmTHsaoeH9EIjhS0szGnCp6hngy9tNjAOy6WM+tPUP4ogtvCYBJKYEkB2k5WdbCpzN6MfGLY7zy+yW+nduH+zafdS1GSMUiHhoWg9XuIKuylff3F/PW5BRWnaygT5gn7SanL0Kr0cKrE5No1puw2e2UNDkN7TafrXZ9p4dE+/D1nHTu2XCGm3oEcLZa59aF4KuWMTja122BrFFv5vldF3meixy4bzBx1yz4RHqreP6mHsxbk9Xp+gI0cgI1ClKCNJ0WdwACNXJCL1fl/xkhns5nnRlx9bUbpXsICAgI/KfzpxT8Fy5coLa2FrFYzLRp02hoaCApKYknn3ySHj16AJCdnU2PHj3w978avzJ06FBefPFFCgoKSElJ+ZeOabPd2AxG4H/Glfso3M8/B8Lz/PPx7/5MtXIxWrl7hc5DJidEKycpUM28PmE0GyyopGL8PeT4qKTYbDb0Zht5tc5Z/i+OlfHkqDg2L+7LmlMV1OjMzE4PZWxiAGVNeipa9Gxd0o/6djMBGjkecmdlcUFmBCsPl7A7v4GpqcEcvH8It39/mqLGq3P/wVoFSwdEcucPZ1g5oxcv/ursPDNZ7WiVzvZqT6WUHgEaZn97ionJgayZn4HBYkMjl+CrllPeomfxutNdCuOXfr3ET0v68+Kvl1h1spzPZvTmm5PlPDA0ho8OFeOplPHwsBie2ZHHX25KIDlIy99/z6e+3cyoeD+mpgTz/K48qtpMLOwbzku/Xup0DICpaUGopBICNUoOlTRR3NjBkv4RXZrO+anlDIr2Zc08L0xWGyGeSiK8Vbz82yWmpYWgUUjZdbQOvdnGuKQAVs/tw53rz2C2Oa+vV4gnb05KRiGT8P6BYlqNFu7sH0mEj4oHfzzHPRvP8NbkFDLDvXA44FJ9O4vWnsZss/PpzF7ct/ksu/LqkElEPDsmgZm9Qhgc5UNJs57Pj5Wx5VwNDw6N4bmduTww1Okz0KS3cNf6M7wxKQWdycq5Gh2JAR6kBGmxOxxM+OIYTXoLB4ubCLp8D9YvzOSDA8WcqWoj0kfFPQOjyAz3Ilgjx1slo0lvZn9RIza7sxtiz72DCPGUs23pAN7aV8i8NVnYHQ5uTgjgi1npfHH06r3ceq6Gn5f2Z1deHRXXtb1P7xlMjwANU78+TkmTgZ4hWr6fn8HF+nYOFjWybkEmMqmIDpMNpUzMqhPlvP1HEeDsvOgd6sVtPW3syKvFVy3n69m9CfVSYrHa+S2/gS+OlZHf0NHJwO9QSTNzv8viy1npNHSY6RGgISHAg8+OllGrM/HA0BjWnHKPnbyWN/cV0itEe7Uy73DQL8Kbow8OJaeqjU+OlJJV2UpGmBdfz0kn2kfJ2gWZjPz4sNtClEomYfOifgR5yP5tfy/9b/h3/50r8K8jPNM/H/+vnun/9Hgih6Or+sN/Ntu3b+fRRx8lNDSUp59+mrCwML7++msOHjzIL7/8gre3N88//zxVVVV8+eWXrs8ZDAbS09P57LPPGDFixP/oWDabjezs7P9LVyIgICAg8P8P1L6B3LWtlMOlzYhE8MG0NAAMZhtDYnw5VdHCyfJW4v09uCU5CJHIAYh4+fdLDI7yZV9hA9tz3bPWAzVyfrtnEK/8folanZkRcb70i/Dh6+NlPDk6nid/Ps+B4mZSgjR8MSsduUREcZMehVRMVkULL/6a79qXXCJm8+K+TP36BD/cnsmMVSe7vZb3p6by5r5CKlqNeCmlfDqzNx8fLObzmb34/VIdUqmUQI2c3fkNfHSoxO2zPioZa+ZnMH9NFitu7cmnR0v5o7DRbZtHR8QiFol4d38RE5ICSQ3SYrRYmZAcxAcHi9lxzX0I1irYujgTla4ai8WCTCZD7xHEhK9OsvOugWy/UMvLv+e77f/mBH8eHBbL5K+O8+qEJMYk+GO1O6hoNaKQiilq1PPWvkIUUjErbu3Jneuz+du4pC49C6J9VTwzOoH0UE+0Cinv7C/i21MVrvSGl8YmMjjah7XZldjszgq4VCxy8wUI81IyISmQR4bHMvmrYzw6PI77fzwHOJ3dt97RnznfnUIpFbO4XwQJ/h7UtZs4XtbC9J4h9AtRIZZIaDE5OFbWglomYWCUNwqzDqtSy/CPj7gZ1AFoFVI2LerLxC+OYb08Fx/upWTFbT05Wd7Crxfr8ZBLuXdQFD5qGRM+v7rdFQZF+fD+tFSe2JbLU6PimfLVcbdtPOQSNi3qx+J1pzuNIzw5Mg5PlZS/7LzIj4v7cduqE90mOuy4cwAecglPbLvAwCgf+oZ5oZBJ0CgkPLsjr1tDw14hnqyflYiurhKPgFD+KDfwyp5CKluNRPmoeOHmHgyO9kFst2JpqsZgMKBQKJD4BHOkrI3jFW2kBmkYE+eDo60eo777ZAoBAQGBPzPp6elIJN2PNf1HVfjfeustPv/88xtus2PHDux2Z1Xg3nvvZdy4cQC89tprDB8+nF27djFnzpz/4+fWs2fPG95ogf8ZNpuNs2fPCvfzT4LwPP98/Jmf6YvjlIz97CgPDY3lZHkLv11q4PNZvZn81XG3+fSXf7/ExoV92VPQwN6CRmb2Cu0k9gHq2s28ua+A1yYkUdFqwmq302q0kh7mxeM/necvN/fgzT0FvDg+iTvXZ7talUM9lbw5KZm5fcJYe9oZJyeXiqhtN7lli3eHAxCJnAPfrUYrAR5yvpvfhxCtgrsHRdNssFKtMzH9m86LBs0GC+/vL2LrHf2o6zDx+sRkanRGfr1Uj0omYWavUH46X8Nre5xu6dsu1Lp8BgK0Sj6e3hPdLVYKG/X4q+VEeCsJ0coRibxd+5/2zUnmpofRarR2EvsAv+U3MDYxkOdvSqB/pDdrT1fy0aESl1hNC9by5ezeLNuUw7rsSkbE+ePrIUOrkHYydStpMrAzr46UIA13bjjD4ZKrsYyVrUbu3HCGlbf1pKRRz4W6dm7rGcKgaB+2L+3P3sJGjFYbgyJ9XO73sX4erpEIcHZmPPrTOdYtyORoaSOhXip81DICNHLSw7y4a/0Z9t83mPcPFLu8B8A5179uQQYXaqs7iX1wuuSvP1PFtLRgNl6urFe0Gpn61QkGR/vw1Kh4Rsf70WK0kvbWvk5iH+BIaTP7ChupaTMRqFG4tonwVpEY4MHwWF8+PVLSpffAG/sK+WlJf2QSEWabvVuxD85YTKVUzISkQOraTThEIloNFrbn1pAR5tWt4O8X4YWnlzehAb78fU8B/9hzdYSmtNnA0vVneGV8Ig8Ni0EZkOj22R7BPiy61moj2Lv7E/wP58/8O/e/FeGZ/vn4f/VMrxz3n/EfJfiXLFnC9OnTb7hNREQE9fX1AMTFxblel8vlREREUF3t/B+nv78/OTnu83YNDU5X5YCAzrE4/wyJRCL80P4fRLiffy6E5/nn48/4TPtGeLFiehoxfh5M/OIYr9+SzHM7cjuZ0VlsDm5fe5rPZvamsFHPb5fqu93n5rM1TE8L4bYuKvIv7LrIV7PTGfjBATquMVarajOyYO1pNi3qx68X62nUm7HaHCilzvtd0qQnLVjLuS4c/K8Y4V07dy6XiAn3vuqE76+R8M3J8k6fvcKv+fXcMziKGatO4aeW89jIGG5OCODdA0Us6RfR5Vz/sFhf+oR6olFKsQNNHWa+z6ogwlvFHf0iifRRoVFIaTUaOVzSzBuTUvjmRPfn8PHhErYv7Udefcdlb4Ykvs+qJKe6jXM1Opb+cIY3J6ew9IdsNizsS5i3klVz01nw/Wk3k7qkQA3P35xAaZPBTexfy99+u8Qr45P4NquSUxWt9Anz4rERsRwuaWJGzxC2nKthQ041mxZl8v7UVI6XOVMaRCIYlxjItNQgfNVSvJQyXv4tn8pWA33CvHh0RBxvTk7mZHmrm9gHpxHhweKmbhMfAPYVNnJHO1cdqQAAnPtJREFUvwiX4L/CsbIWkoO0eKrkNOgtN0wJqG4zMT4pgACNjJt7+LO4XyTtJisny1sYnRDAS791XnC5QlZFCwMjfVBIxYhFdCn652eEUdykZ8IXV//gXHm4lPRQT/42PgmFRMSarErXeMYV5BIxC/tG0G620mJ08Pa+oi7P4ZXf85mbEe4WQfnfyp/xd+5/O8Iz/fPx7/pM/6MEv6+vL76+3cfMXCEtLQ25XE5xcTF9+/YFwGKxUFlZSWhoKOBsffjkk09obGzEz88PgMOHD6PRaNzM/QQEBAQE/jvwVsmZnxHOkdIm7h8STb8Ib57e3tnZH6DNaMVmd6CQ3ji+TQS0d+GSDs7Z4y3nqt3E/hUcDlh5qJiFfcN5d38RRqszc16rkLLiUAlvTU5h3posN3d9gGfHJODvISfCW0V5i4EADzmRl/8bwE8tQyYWd3nMa499RZ816s08u+MiDw6NYVFmOL4qGb1DPdm/fDBFTXpaDGYCNApaDBaCtQoaO8wM/vCQy9AQ4J39RayZl8HUtGDEIqdQFsENXf37RXihM9n59Egpx8taCNIqWNo/Eo1Cwn2bz1LVZsRoteGlkhLmpUQlk/DRwWK+n59BSZOe6jYTqcFaYv3UvL67gF7d5K+DUxRrr3GAP13ZSn27mSa9hco2I9U6E/0jvfFSynhvfzFT04KJ9VXz7rRU9uY3UtVmZN8fjW6GdacqWpm/Jot1CzK6TVpoN9nwU8u6PS9ftYyUIA0SscjV2aFVSFm7IIMoH6dPhVomIc5PTeE1PhHXkhnuxdAYX5RSCW9MSqG0yYDOaOVoWTM39Qi4YceIzmRj2eBofrvkNAy8fuFBLII7B0QyauWRTp/NrmpjV14dywZFsXFRX574+QIX650dLIkBGl6ekMiLv17kkeGxWGyOLjsUAIxWOw0dJkHwCwgICPwvuPFfKv+haDQa5syZw4cffsjBgwcpKirixRdfBGD8+PGA06AvPj6eJ598kry8PA4cOMB7773H/PnzBYd+AQEBgT8xJosNvbnrPO8Wo4ULde3kVOu6dYu/QofJyqnyFsYmdt8VNic9DLPVxjOj45maGozkmmy1BH8PDnVTdQY4U93GbT1DSA/1JN7fg6IGPavn9qG8xcDHh4o58uBQFveLoGeIlnGJAayZn4HV7uC2VSf5YFoayUEatt85gEd/Ok/sq7uJf203d284Q5XOyJDo7hfPh8f6kVXR4vbap0dL6RvhTYPBwrBYP3YXNPB9ViUX6zoI81QxOt6fCG8VS9Znu4l9cC4gLF6XTY3OhK9aztgeAVS2GhgR1/U5xPt7MC8jnMEfHeSXi/U0Gyzk1bXzxLYL7C1o5KlRzkX5wgY9M3qFEuOrJt7Pg1cnJrP0hzO8f6CY3/PreXjrORo7zJyt1hF4gzx1qViEWOSeebf1fA039wjg5h4BTEwO5OFhTmH61Yly7A4Hm+/ox1925vHBwSL6Rfq4if1refSnC91+P366UMPtfcO7Pa+FmeEcK21h25L+bFiYyZ57B5Hz+AhuTghAednoLthTyWsTk12fSQnSMCbBn1g/NT0CPMgI96JJb2HcZ0fp885+pn1zgtf35vPEyHh0RitjEvy7OzyDo31QyiSszapkbp8wJqcEub2/tH9kt10TAKtPlXOxvoN/7Cngq9m92bioLxsX9WX54Cie25FHi8FKTpUOf48b/811pbNFQEBAQOD/G/9RFf5/hSeffBKpVMqTTz6J0Wikd+/erFq1Ci8vL8DZcvHJJ5/w4osvMnv2bFQqFdOnT+fBBx/8f3zmAgICAgL/N6jVmcipbuPjw8UYLXbmZ4QzINLb6davllPcpGfEikMuF/S7Bkbip5YT66fmgaExqOUSZ/Xb4eCTwyXE+zvnucuaDUxJDeKn8+6V3GCtgoeHOx3xK1oMDIjyYfvSATy/K48T5S3Ut5vo4e/Brm7ON9JHRZvRwvvT0siqbGVfQSMHixv55e6B1OqMzsq/xca0tGAaOyw8vPWcax48v6GdLYv7MfCDg64WfBvOdvBDxU3E+KqZnxHGmqxKt2Oq5RKeGBXH0h+y3V43We2uOfa5a7Lc2uY/PVrKhoV9yQjTkuCvYWi0H4WNHfx0vtbVym222TlT1cq0tBDenZrK/ZvO8vqkFKJ8VJReMxMPcN+QaJ7dkdtl9Xn9mSrXbHmsn5rB0T54qZxV8r7h3mQ9OpzSJj1NBgsJ/h74qeUkBmrw95CjUUi6bH+flhbMrjx3DwaRCMYnBtBusrLtQh0xviqeGBnHxoWZ+HvIuVTXztlqHWFeSgobujeLq2oz4teNoK1vN6OQirl3UBSfHHFPN5ieFoxYJOL1vQW8vrcAT6WUFbf2JDlIQ4fFhrdUjM1mx2Rz0C/Ci5+W9EMmFnOmuo3iJj0ze4UyJMYHuURM//cPuK5bKRUzPNaPVqOFgZE+9A7RsiWqlsxwbyw2O21GCysPlxLureRiXTuNejMJAR7MW5PFg0NjeHBoDGKxiA6zDaVU1Ok7fy3tJhthXgpu7xvG75fq+et1iQ8LMsI5U93K+KQAV0fK9ST4e6CRC4JfQEBA4H/Dn1bwy2QynnrqKZ566qlutwkLC/unJoACAgICAv/51OpMPPDjWbe25F8u1pMarOW9qanE+qp5fU+BW+TZZ0dL+XRGTzosdh77+bxLTHsppbw5KYUADzn9I715bmce701NZWJSEGuzK9EZrczoFcKYHgFM+eoExU3Oduvsqja+O1XB2gWZ3LPxDKGeSu4cGMmHh4rpKi/niZHxiMViatuNjO0RwKAoHyw2B6VNepRyMbsvNVDVZuz8QeD3Sw2EaJVu8/Yj4/y4f2gMf9mZx1Oj45nRK4QJSYF8fLiEhg4zo+P9mZYWwgu/5FHXhZGcQirmyW25bmIfnLPdC9ee5sRDw5iSGsSh4iY8lVK23NGPd/cXUdlqYGpqMAEecmw2O4kBGj6fnU5+vY4fF/fjzb0FbDxbjcXmYFiMLyPj/Hhk6/lun+WZqlYGRPowNMaX2GtavcViERHeKiK83WMZ/zY+kXs3nuGr2encsS7bbZyhV4gni/pFMPM6j4U7B0SSEeaJzmxn1dx0tHIJa7OreG5nHrckB7q2M1rsBNygewCcCz9SsahT27qXUopcIiZYq+DAfUPYdqEWkQj6RXhzoVbHA1vOubZtM1p5dkcexpsTKGs2MPWymd+EpEDe21/Ikv5RzFh90u3aAjRytt7RH0+FjHaTjYwwL16dmMyqk+W88ns+ngopy4dEMyTah1u/OYnRaifcS8k/JqXgp5Jxy1fHeW1iEkNjfQnSKojz90CrlNLYYWZDdhW39gxmULRPp6SHKwyO8iG3rp1VJyq4uUcA25b25+Gt52noMKNVSGk3W0kL1nKsrJkPp6excO1p2oxXO298VDLenZqK/c8XJiUgICDw/1f+tIJfQEBAQEDgCudr2jrNIDtf1/H7pQbG9vDnu+uq3cdKWwgcr2DUJ0fcqs2tRit3b8xh37LBvDc1lXaTs/Id7+/BmAQ/jpQ2MzTal9jX9nQ6XofZxqu781l5ay/6R3qjVUhZf3smC9dmY7A4xZpELOKBITFcqm/n+V0XSfD3YPXcPty/OYcGvQWRCO7s74xj607w+2vkVF5n3PfU6HimfnUCs83Ogz+eY9OivviqZcxJD6XNaCMz3IsHfzzLpS4q1n3CvNCbba457K6u63RlG3/ZlcfNPQKY2TuU+zef5aNbe1LbZmTF4VJ+vlDLrPRQbr9swhblraLDZOX1W1J4YWwPRIjwUcs6jQRcj1Yh5YtZvegRoLnhdlfoEeDBe9N68snhYr6dl0F1m5E2o5VBUT5UtBpYsCbLbXxjcLQPI+L8CfJUcqWJfUdurWsRwmS1E3RZ5DfqzST4e6CSSVzP71qGRPtS3mJk510DeGjLOVcSw+BoHz6a3pOKVgMBGgUih4Nlg6PYllvH7WtPd1pUAShvMRDmpcLugP7vH+Ctyak8tOUcj46IY+n67E6+DPXtZpZtyuGhYTH8fXc+r0xI4rZVJ1zb1epMPLL1PMNifXlzcgoP/HiOilYj89dksWZ+BuFeSnqGeJJzqgJvlYzX9+RT0mQg3EvJrrsGcLZGh1IqoVeIJznV7k78YhE8NjKOB348R1WbkSOlzYyO92Pjor6cqWx1/byEeyvJqmjlxV8usnpuH/LrOyho7CAxQEO0r5pnt+fy45L+CAgICAj8f0cQ/AICAgICf2oMZisfHy7p9v31Z6qYmhbUqYV8cmoQX50o79bY7K19hUT6qPj4cAlKqRij1Y6/h5y9ywaxv7ip2+MdLW0mKUhDsKfSeZyUIM49PoKCRj2tBgtquYSNOdW8d8DpXJ7f0MGqk+V8PbcPewsasNocDIzyIUAj556NOV0eY2n/SLyVUp7emQfA1LQg1mdXuVrsdSYrE744xrEHh/LglvOMiPNjSIwP383P4JYvj7lFxYV7KXl1YhKNNzDZAzBYbDTpzXx2tJRtF2r5bGYvlm3K4alR8ZwobwHg3K6LrDxcwqH7hxLtq0arkqFVXTWuazVaOFXewk0J/vye39DpGBKxiJt7BNAjQHvDc7kWhVRCvwhvYiel0mK0kBnuhZ9ailouo6LFwFuTU/nqeBkSsYhlg6MYEetP6OVnA9DQYeL5XRdd/95T0MDPSwbw+bEyAAobOvhkRk+W/nDGrYofqJHz3E0J/Hi2mpfGJ7L73kE0GyyIENGoNzP1qxOUtzoXZcQi+GBaGlqFFB+VjGdHJ5AUpMHhgNJmPSsOldCkNxOokTNz9UnsDojzV3OuRodSJu6yIwPgTFUbL45N5PbMcD4+XNKlWeOBoibuHhiFn1ruWmx5e18hn83sxbcnKzsthFW0GsmuamNknB/7Cht5ZUISP5+v4fvTlXSYbQyK8uGxkXF8faLctSA1INKbZYNjGLHiEK3XVPHHJwXy/tRUntiWy7SvT5AYoCHcW8me/AbyGzq4PSOcQA85pc16jpe1kF3ZSu9QTwZE+hDpo3LFTwoICAgIdI8g+AUEBAQE/rQYLTYu1Ok6udlfi8lqp77dzJTUILcugAgvFcfLuzcly63TsXRABB8fLnFViBs6zPztt0vcNSDqhud1rUyp7zCz4lAJqcFaPjhY3Cm3/ImRcUjFInq//Yer9V8kgj33DmJyShA/X+cC/8DQGHbnNzA81pdbUgLZfqGOHv4atue6bycWOavGc9JDGRnnz9SvTxCiVfLh9J60Gy3UtDur19E+KpZvPst9Q2II1iq6zG2XikUEeypcYq6qzcgfhY3E+np0MsyrbjPx4cFiXpuYhPw6Q7Y6nQmbA54encCZ6rZOGfUfTEtjc04Vi/pFEn5d6/4/w89DjsFqo9VgwWixEeIpItxbxdIBkdzWKwQRuPwArsVosbt1NrSbbHSYrSwbHMXKw6V8erSU+RlhbLmjHweLm6hoMdInzJNoXzUP/HiWT2f04q29+bwyIYUgrZKc6jaGfnTI7Rh2B9z/4znOPT6CT2b04sVfLnJqlzOyLy1Yy5uTU6jVmWg2WOgw25BLxLQZrcilN05cAKd/wtAYXz49crrbbfYWNNA/0pudl70MsipbkUvEfJdV4drG30OO3eGg3WTD30PGG3sLSQ/z4rMjJcilEj6Z0Qt/tRyD1c79l5MUrvDMmATmr8nqdK678ur4IljLnmWDGL7iEBfr2133OjPci1cmJlHcpGfkysNuqQ4+Khl7lg2id6jXDa9dQEBAQEAQ/AICAgICf2JqdCZaDFbm9Qlje25dl9vM6BWMv4eC58Yk8NulepdorWg1kBqk7daJPCFA41YJvsKWczU8f1OPbs9pQKQ3cokYi81GY4eF+WtOc7C4kR9uz+wk9n3VMvqEeTFvTZbb6w4HjP3sKEcfHMpdAyP59WI9CqmYEXH+7Mlv4NXd+fye782rE5LYfqGO+g4z4d4qsq/Zv8XmQC4RMy8jnKlfH8fhgDZjO3O+PUWwVkGwVsHL45N4YVcek1KC+PhwMa+MT+KujWc6eQ48MjyWH65zqt+ZV8etPUPoqj9iTVYFj46IJczLXbTrzTZkEjH3bsrh85m9OVet43h5M0EaBZNSg9iT30DPEE8KGzv+JcHfarCwu6CBx346T2mzAYlYxPS0YF6bmEycvwfeXQj9K6hlEnr4e7jdu7s35PDj4r7clBDAztw6EgI0PLrlHEq5BH8POZ8fKyOvrp3Z6aF0mG20m+20Ga1IxSJWdtNtIhY5x0XmfHvKTRifq9Ex77ssDt4/hNzLIwFmmx1vlQy92UaAhxyxyLlocD1ahZQ4PzV5de0opGKs3SwOKKUSLLari2IhngrKW5yCfWHfcGb1DsVqtxPupaKhw4xULGZOnzCMFhtLB0Rid8BP52tIDNDQYrS4if0YXzUlTfpuFyZWHilh+eBozj42kjPVbVS0GMgI9yLax+nPcOuqk50iHJsNFm795iQH7x9CSBc/gwICAgICV/lTxvIJCAgICAhUtBp4atsFxn12FKvDOYd+PYEaOROSgxix8hCfHinhyANDeWhYDHF+aspbDNwzKMotSu9a7hwQSUGjHvV1LuIiROgtNp4ZE9/pM2q5hGdvSmDiF8fYer6WRr2FuwZEsvOugaQGaRkS7eO2/W09Q1hzTZX1Wiw2B89sz0MEzMsIQymVcNuqE65RgONlLYR6Kflj+WC8lFKWD3ZeS88QLTcl+BPjq8ZktbP2dEUnAV+jM5Fd1cZnR0uJ8vUg2kdNapCW3QUNbFrUj5t7BBCkVdA/0psvZ/VGLZfw7Sn381TLJSikYpo6OrebXx+DdwUftZwLNToKGjqY9vUJNp+txkspo1pnYuaqU7x/oBhPpdRlhPg/5UBxIzNWnXQlAtjsDjbmVDPpy+OUdLGvsmY9m3OqeHZHLjsv1vHNnD6u70/fCC+Gxfry9clyvJRS7ugfwc7cWp4cHc/tmeGIENE71JM18zNID/Xk77sv0SfMC6VMgslmJ1ir4POZvfh8Zi9m9g5Bevn7NS4xkB+yq7oUxmabnff2F9EjwMO1/cnyFsYk+LMjt47F/SK6vO6XxyeSGODB8Fhfbs/sPgLwph4BbhGRDw+LZWCkN29OSiZYq2DLuRqKGg0MW3GY8Z8f46ZPjzDmkyOcrmxle24dd2/IodVopVFvYdJ18X3+HnIqW7v2mgBnx4TF7iDKV82U1GCWD4lhYJQvwZ5KqnUmCrpJQShu0nfqABEQEBAQ6IxQ4RcQEBAQ+NNR1Wpg0drT7C1oBOCBH8/y5ax0cqpb+SG7CpPVzsTkQKakBnPf5rNYbQ4+OVrGnsJGflrSn4wwL0qaDEhEIj6f2Zsnfr7gmm/WKqS8PD6RHbm1TEgKwnzduMC0tGDaTTYW94vgpoQA3thbQHWbiYFR3iztH0VFq4Fv5/Uhq6KVYSsO0mJwdhRE+qhYMy+DuzeecVVy/TzknKpo7f4624ycKG/l5d8v8fbkVGb0CmXtaefMta9ahsliRyERMSs9FJ3RStYjw/mjsJELtTqmpgUTpFWgN3c/7lDQ2MHcPqEEaZX89eZEmo0Wiho6+PuERFQyCY0dFhatO90pWg9gTnoY8f5q/rLzYqf3FvWN6NTqD+CrkhJ9jfN+VmUrWZVXr18pFWN3QA///5lhHzi/C0/8nNvlexfr27lQq3M7Zm6tjpErD7uJSa1Cyral/bHb7fxR1MTZGh0eMgn+HgpCtHKOl7fwj72FxPiqGRLti9lm54Efz9KktzA+KZCBUT6oZCJKmw3UtJn44EAxANN7BvPz0v7cuzGH5CANR26Qa3+ivIWSJj2Pj4zj9T0FvLmvkO/nZ/D18TLGJQYS46tmxaESanQmYv3UvDohiTEJAXgoZHgoZDw1Kp5fLtZ3Wiy5Z1AUx0qbXaaDt/YMIUCjYOa3J3l1YjJzv8vimzl9uPWbE26fM1hsPPbzBTYt6sv6M1VsOVcDwLAYX+akh7LucsdHcZOe+4ZEd3tdEd4q1DL3+lNlq4H8+g7UcglBWgW1XYyRABitNx5nEBAQEBAQBL+AgICAwJ+MJr2Zap3JJfbBGWs2c/VJBkX5sLR/JKMT/Hn5t0tM+vK4mylfZauRqlYjd244w/fzM7lQq2NvQT3vTUtFLZNgd4DD4eCzo6Wcq9ExLNbPzagtQCPnjv4RzFh9gv3Lh6CSifl8Zm925NaSHKRl1ckyvj9dRYfZys09Avh+fiZ/++0SR0ubKWs2OKvai/ty06dHsNgc5Na20y/S2030XkvfCG9y63Q4HPDYz+f5aUl/fsiuxO6A5YOjEYlErDpVwYmyFp4YFc/EL465OdIHaRVsXNiXI6VNXRq/pQVpaTFYueOHY+Q9NQpPhZQPDxVxulKHzmRl9dx0UoK0nQT/yDg/JiYH8n1WZScH92hfFcsGRyGTdG4y1ChlDI/1xUMu6bLSPbdPGEdKmnhiVOfuie5oM3WfLgCwr7CBicnOqnSdzsSc7051qhzrTFbmfpfFaxOTePGaPPn3DxSzbWl//jYukWEFhylu0rsEtbdKRoyvmuWDo/BVyciqaOO2VSfd2t2/Ol7Orrx6Pp3Zi01nqgj3VkJp1+cZ6qWkzWRlfGIAQ2N8+fvv+bywK4+vZqdjtTswW22u6rpaKiLWzwOJ5Gr3SZSvmn3LB/NHYSPrsivxVclYOiCSUE8l+wobeXNSComBGo6WNnPXhjM8MjyW1/cUMKNXCN+eLO/2/q0+WcHMXqF8edxpYrh881n+WD6IGb1CeXNfAc0GC5HeKhL8Pcjvolr/2sQkQq8Z7Shs7GDjmSqGRPtyvkbHS2MTCfZU8NHBYjcjR5lEhL+HvNvzEhAQEBBwIgh+AQEBAYE/FbU6EznXzcJf4UhpM0dKm/nh9kx+Ol/b6f3kIA17CxpZ1DeCH89Ws6egga/npLP1XA3T0oLx85BT3mxg+ZBoevhrqGzRMzren1ajhdHx/oyM9+f+zWdpMVg5VtbM337LZ2avECanBrN881nO1+hcx9qRW8fegkY2L+7LzNUnaTfZaNSbKW028PPS/rQYrHjKJUT4qFl9sqJT7JtSKmZ2eihTvjoOOOf69xc2MijKF7lExLAYX/4oamDl4VK+n5/BPRtz3MT+lXv1xM/nuW9INH/95ZLbeyIRLOgbzvw1WWSEeSEClDIxX8/uQ3mrEYfDQaPewuz0UG7PDGfLuWrsDpjTJwxPhZSDRU3c0S+CvhFevLu/CIPFzrw+YUxJDSbSp/v5+xhfNTvuHMAtXx6j3XT1mgdH+zC3TxgxfuouvRO6QyoWoVFI3PZ1LaGeV8+lvsPE2Wpdl9tVtRnRKKSIRLhGIKx2B7O+PcWph4fz0NAY3j9YTEqQhudu6oHFZqfdbMNXLafDYuPXS3VdxihWtRk5XNLE/UOiMdkcbDjTOT4S4MmRcQyJ9sXzst9AmKcSs83O0vVnOnk/pAVr2X5nfyK81W6vR3irWJAZzszeIUjEIvRmG4eKm3h+Vx4qmYTKVqNrASvAQ055i4HhMX5k3aDLpLhJT8+Qq6kJOpMVmwNu7RXCqHg/zDYHPiopv9w9kPs3n2XnxTocDmer/6sTkxifFOj6bJPeTE5VG6cr23hmR57rdaVUzEfTe6KWS1w/t/cNiXHFIwoICAgIdI8g+AUEBAQE/jTUtZt4alsui/t3PdMMTiGrlkm6fM9gseOjltEn3ItZq08S46tGJhYz5nJM3PsHirDYnILI30POx7f2ZEpqEDU6E8fLWnhzX6FrX1VtJjQKCZvOVjMgysdN7F89no1PDpeyICOcT444S7u5tTre3V9PdlUrDwyJwVctY+2CDP726yVXpb93qCd/HZvI33/Pd50POM3MXp+UzPHSZlqMFt7YW4haLsEBtBi6jtU7WtbCB9N78vHhUlfrtL+HnNcmJrHmVCV6s42XxiVyrkaHj1pGi95ChLeK7KpWFq7NxkMu4acl/VDLJZisDh748SzVbc79jIr3Y828DLYs7o/V7jSa+2dRalKJmEFRPuQ8NpJzNTqq2oz0DNbi7yHHRy3/l6u6oZ5ylvaL5P2DxZ3ek0lE3NzD3/Xv7hYFrqC32JCJxa54Q3B2j1S2GnlhbA/uHRxFjc7MzNUnabjGu6B/pDd/n5Dkim+8nl159SwfHE15i5GD9w/hWGmzy/hPJIL7h8RwsqKVFYdKeH96Gn5qGR8cLCY5SNNJ7IPT6G/7hTruHRzd5XUoLqcjeCrF6C22Lrs7Cho6SA/1oqhJT2qw1s208FpSg7VuYwK3JAdiv7xo4KO++qyifdWsmZ9BfYcZk9WGp1JGqKfSzSNDb7KikomZ0TuE23qFsLegge+yKmg32XhtTz6r5vahstXA9LRQMsI98VAIf8YKCAgI/DOE35QCAgICAn8amvUWtufVMjk1iDg/NYWNnQ3ZJiUHuQTbFe15pWJb2NjBqHg/LtV3IBHD+9PS+MuuPBZmhvPWNWIenBF8C74/zebFfXnkp/OdjO/SgrWUNBm4JTmQH892XbUF+D2/no9u7ekS/AkBGr44XobDAVPSghn/2VGCtQqWDY7mvWmptJts5FS38cjWc51a6QdF+XD3+mweHRFHpLeKylYjfmo5umuyz7uiRmfksxm9CNQoaDNZaOyw8MHBYsQi+PXugRitdpZvPkvZ5eN5KaW8ODaRewdFYbM7WHGolM1dXOPegkbO1+oYEeuHVNL9nxxmm43yFiO78urIrW1nWIwvg6J9OhnA/X9BLZfx4PBYsqpaOVDU5HpdIRWzem4fAi4vILTozWgUEtRyCfouxgnEImcc3LVi/woGiw0ftZxanamT2AengeKnR0pZ2DeCz4669+xLxCJeGteDNacqeXt/IfXtZhIDNLwyIZE4PzV2B2RVtPLAlnOYrHbOrjzCnmWDiPBW8ePZmm6v+4tjZYxPCiS3VkdurY6+kT4EaxX4qGSoZRLEYlDJpKQGe3b5+XXZVfxweyYzV59k/cK+rMuucht/uXLu8zPCWLzuNJNTgvBUSnlwaEy3C2peKlmX0Ycmq40Wg4UqnYlXfs/ncEkzErGIySlB7LhzAK0GK8VNerZfqOWpUQloFFKifAR3fgEBAYH/CYLgFxAQEBD402C123E44OXfLvH5rN4s33TWrfo4INKb96elUd3qrKQaLDYcDqeY+/BgMQ8Ni6XNaCXMS8na+Zl4KqU8NiLWbW77Wsw2OweKmhgc5cuhkqticmJyAAqJmG/n9SHQQ+4y0usKT6UU4+V2/QhvFTKJiPp2M0kBGjwVEqx2BxWtRp7bmUewVsGKW3vy7I7cTjFsCf4eyCRipqaF8OuletpNNhL8PSho7HDOhneDr1qGzmRj/posPpqeRkOHmfFJgTw6IpZz1W3YHTBj1Um3ynSr0cojP51n7YIMxCJYuDa72/1/d6oCu8PpN+DThdiz2uwcLmlm/GfHXGL648MlBGrk7Fk2GIVEjFIqJuxfiOG7nhhfNd/MSae0ycCR0mb8PeQMjPIhUCMnUKuk3WRl87katl2o5alRcZ3GGwDu6BfBzxc6j4GIRRDv7wHApfqOTmL/Cj+eq2H97ZmdBP/To+LYcKbaLeXgYn07M1ef4r2pqfyeX4+3SsbOOwfwyE/nOVPVRnZlK9GXxyICNHJ8VXIqWg1uvgciEWw4U4VSKkYsFnPPhhzKWw1khHrxxKg48uraSQnW0jvEk6X9I/jyuPucvs5kRS4RsfWOfnyXVcE3c9J5enuuy3E/zEvJB9PS0BmtfDqjNzty6zBYrJS3Gv7HUXl2u4OiJj3bLtSQEe7N2E+Pur4DNruDC7VOr4jb155261AJ1irYfe+g/9ExBAQEBP7bEQS/gICAgMCfBm+Vs024otXI3RtyeP6mBLzVMurbzYR6KkkM9EAqhrJWA/dszKHtcuXbQy7ho+k90SikTPrymKvFWSoW8cvdAynqolPgCkVNHfSP9OJQSRNeSikPD49lRq9QntmRy47cWhRSCesWZLDySNdubPMzwtmYU03fCC9eGZ/EnevPMLt3CE+Miqe6zYRMInK17dfoTKw+WcHaBZm8tjuf7Ko25BIxs3qHMD8znDvWZbN6bh9e31PAhdp2Hhkey/LNZ9md38C8PmF838XCw9Oj4/nimPPcfjxXwzOj49l8tpo+YV70i/RBLIIVt/Xkvf1FnebbVxwq4W/jEpFLxJi6aFUHkEvEvLu/iAeGRDMhuXPFvqrNxLSvT3SqnNe1m1n6QzYf3dqTd/4o5J5B0SQGeBCkVWKzO6hqM9KkNyOXiPFTyzFYbfx0vpajpU30jfBmSkowUT4qpJfNAWN8PYjx9aBvhBcSkRjVNXGKla1G7lx/BoCnRsWjkUt570Ax5S0GgrQK7h8Szeh4f4auONTp/J8aFU+gRk69zkSVrvv4OZvdgeq6yrdYBJNTgxn4wcEuP/P33fm8PTmVhWtPs/VcLXuXDWLKV8fZXdDAUyPjSA7Scr5GR43OREKAB/XtJp7bmUer0crs9FBsdgfZVW18feKqmD9Y0sTBr5tYtyADuVhEfkMHL9zcgwGRPrz8ez4VrQbSQ714Y1IymeHeeKlkJAVq6TBb+P2eQbSbrdS3m6luM4LDwYHiRj4+fPW7/f3pKgZEerNxUV/CvG68SJNT3caIjw8zJz2Ug8XNnb4DT42K5+4NOZ3GUWp0JuatyeLXuwcSIMzxCwgICNwQQfALCAgICPxpCPVU8s6UFOZ8l0V5i4G7N+agkIrxVEoZHOnLpzN7UdFqYN6aLLcW/A6zjTt+yGbTor6Yr5mJt9odHCxuIiVI02083qAoX25JDuTOAVEYLDasdgf3b85hfFIgt2eGY3c4aNJbeGhYDO8fcJ8j7xfhxcLMcIbG+JIcqKGi1cC7U9MI0siZ/NVxxiUGMq9PGKtOXq3+bj1fw5nqVp4eFU/vUC/KWwwEaxU06s18Pqs3BY1OJ/TzNToqWo28PD6Rt/YV8tbkFOL9Pfj0qHNWv0eAB4+NiCO/ocOVaOBwQKyfmlhfNfdudGaru+7r1FQ+O1LKnoKrTum5te3oLTZm9b7q0n49YxMDWbzuNJWtBjIjvDvF8eU3tLsWXq7nWFkLVW1G5vZxLmZ8Oas3Dgf8nt/AI1vPu6IS00M9WXFbTz47UsL52nbWnq7iLzsv8vs9AxkY5ePmG6BRdO4y+PnC1db4/IYOfjrvXPjw18hpM1hZdaqcsmYD38/P4P0DxeRUtxHto+KFm3swKt4frVLGTxfK6dlNezw4F6O8VVK+ndeHnbl1gDOWr6Sp+8Wk+nYzCqlzwUJnsvL6ngJ+uD2Ti/XtVOvMTPziGC0GC0FaBRq5BD8POVuX9KfdZCFQo0AhlfDMjj+63PdjP1/gb+MSuWvDGaalBvPO1FQmJgdisNgRi8FPJXMZBIZ6KYGrVfvKVgM4HNgcuIn9Kxwra+H7rEoeGxGHWNy1Z0ONzsjc77LQmaykh3nx0q/u8Y0ikdMD4EpHwfWcqWqjrt0sCH4BAQGBf4Ig+AUEBAQE/jSIRCLGJgbw05J+PP7zBS7Vd6CSSbh3UBT3DorGUynhvZ+LOs3bX+HrE+XMTg/l02uq8V+fKOPl8Unc/v3pTttrFBIGRfuQVdnKp0dKuVTfwWcze7J8SIxbBX5m7xAeHBbDuMRAdl2so8VgYWScPza7ncEfHSQ1SMsTo+KYseoUnkopK27tSXWbiW9PVfDt3D6YrHbWn6lytfGHapUMjvZl1MojNOrNfDQ9jZd/z0cEvDg20XV+r+7OZ0JSIJ/N7A3AqHgP5vYJ5WJ9B0WNet4/UMSFWmdkXVKghlcnJFLSZODeTWfdrrOqzcjC70+z5Y5+7CtscJ1HvL+a42XN3NYrhD0FDZ0y3hf1DedsdRsdZhvna3SdugCMFht17V1nrF/BZLXz8m+XWD44mi+PlzE/I5yFa92fRXZVG5O/PM6uuwbS//0DgHOufsbqkxx7cBjh/2Qc4NoYvkv17fQJ92b5Zvd7cKCoiZ15dfx4Rz+8lDI8FVICtU6xabPb2ZxTw9IBkQyI9OZYWUunYzw4NIaXfr3EqYpWhsf6AfDEtgusuLXXDc/t2vjC7bl1PDQshkFRvgxbcYheIZ48PDyWOp2JFqOFpEANFS0GPBQScms76LB0791Q2WrEUynD7oDN52ooatLz9pQUZq4+RYvBwog4f96clEJKkAbldZ0JYV4qQrRKll7uiuiKFYdLWJAZ3m17f0OH2RWXqDNZ8fOQu5kHyiVi2k039p4wWm9ssiggICAgIAh+AQEBAYE/Gd4qOZNSgukX4Y3eYkcmFhGsVSCViKlqM3CxvnMW+BUKGjroH+Ht9lpJk4GT5S2suDWNZ3bkuarR8f4efDgtjUt17eQ3dLCvsJEZvUJQSiVsOVvLxOQgEgM1bDlXw5qsSk5VtPL8TQncmhbCW38U8uyOXGp0JtRyCR9O78nsb08Czpn66jYjyUEa+kV4s+VcNZHeKn68ox8mqx2FVEycr5ryFqOrwp1V2crQGF825VQT4qVAIRUT66dmUnIQMomYDw8Wc7C4iRFxfrwxKZkntzkXQ64wNTWYeRlh/Jbf4Kr2X4/ZZmdHbi1jEwPZleesUD93Uw8u1ulYn13F+tszOV7ewtZzNWiVUqanBVPSZOD5X5zxatG+aqTXVXvrO0wkBWo7HesK/h5yjBY7Z6t1xPqpUcslPLczr8ttm/QWTpQ3MybBn92X89qr20zUtZv+qeAfnxToSljIrmrl6dEJ7Cto6ORMf0f/CL46VsbTYxJcYh9AIhYT4a1iznen2H3PYN47UMiGM9VY7Q68VTIeHBqDRiHhl4v1AG4Gh9E+KjyV0i67HIZE+3K6ssX1b5VMTH2HmTaTlcxwbxZkOmMTr41snJAUyDtTUhm64iBv3JJyw+u+1iE/u6qNhg4LZpudAZE+LOwbTnFTB3KpiEhvFZ5K984IO45ukx8AOkw27N2trIFbusQP2VUs6hvB09tzXa+ZrHZ81TLEIjr5VTjvhQRf1b+W2CAgICDw34gg+AUEBAQE/pQEaTtXFtUyCalBWk6Ut3T5meRATSfne4BfL9UzJSWIzYv6IZeKEAFnqts4WtZMRpiXq+V+Sf8I9BYb9R1mTla00CvUkx8X9+O9/UX8eqkeo9WOl0qKyWonUKNgUkoQs3uH4ucho7jJeVyHA27uEYBaJsFic24X6aNmb0EDL/xyEa1CysZFfUkK1CAVi7DaHazLrmLTor5sv1DLZ0dK2b98MIdLmvnhTBUmq50JSYE8OyYBhVTM7d+f5rWJyVysa2djTjW+ahkPD49lzCeHeXdKKnl17d3e07y6dmL9PFBKxTw9Op5DxU2Uteh5Y1IKzXoLY+L9OFfdhs5k48Et52jSXxWEz9/Uo1O1VyQSUaczdesv8MzoeL445hwVsDkcpId6klPddTwcwOHiZmb0CnEJfqBLV/3rifJR0SfUk9NVbRwtbaG82cADQ2MQiUQcKGrEUyllTEIA23Nraegw463q/OfT0gGRfHCwmBEfH+KeQVH8es9A7HZnosEnR0o6meKBc4Zfq5Dw7dw+zPr2lFsHRIingr/cnODWWTInPYzsyhaCtSoeGhbD9G9OuAlngJ15dfSP9KZPqBc+ajkqmcRtQeAK/SK8OXfdvbxU385fbkpAKZXw9PZcanUmp89AShDvTk0j2lft2lYqFrMgM4yt57tOCpicGoSvuvP4xBX81DJ81TKa9BZOV7Zy/9BobkkOZPvlcYcr17K4XwRfdXHvHhwajVjU/YKCgICAgIATQfALCAgICPzX4K2Ss3xINN9mVXSKGBOJYEn/SOauOdXpc48Oj0MsAqlExB+FjXjIpcT7e5AZ5kVeXQfNBjNTUoMobtJz3+Zzrs9lV7Wx9nQlq+f2oaLVwPGyZmp1JhIDPBgY5c35mnbmrsniyANDCfVUUt9h4stZ6XxzopyRcf6sOlnOpfp2EgM03Dckmm9m9+ZCXTsrDhXzzpRUfr1nIHesy6a02cDLv11i8+J+6C1Wnth2gf3XRNCdrmwlykfFF7N6U9DQwWu781lxa09MVjupwRpe35OP3QEVrUbi/NVUtXU9N50SpGV6WjATkwNZfbLCVanuFeLJ4yPjsTsczEoP49ZvTtB8uforFsEjw2OZmBzYaX9auYT8+nZGxPmRGe7FW38UUt1mIiVIw2Mj4sipbmN/USNBWgVWmwMvlYwoH1W3Jooxfmo3ga+Qirtc+LmWkiY9k788zuuTktmRW8earAqaDRbWnq6koPFqFv3Hh0tQSMUce3AY2i58AKJ8VHx8a0/u+/Es7x8odvk1LB8czeL+kXx7qrLT4sOrE5PxUsnpH+nN3mWD2J3fQE2biYxwLzQKKfduzHG5/icGaJiQHEhWeQtpwVr2FTZ2EvtX+PBgMW9NTuWjg8V8MC2VezbmuFXJfdUyXhyXyNIfst0+F+Gtwu5wsOSHq636dgdsPV/Lhdp29i4bROg1RnwDIn1IDdZwvsZ9kUirkPL06HhUsu7/zAzzVPLe1DTXeMY9G3L427hElvSPJKuiFW+VlJt6BFCnMxGiVfLJkVIa9U7zzQeHxSACylqMRPl6dHsMAQEBAQFB8AsICAgI/JcR5qXk+/kZPLTlHDU65/y4v4ecd6ekEuOrIsxT5Zot1iqkvDIhiWExPiz+4QxHS5td+1FIxaxbkEGr0cKwGD+W9I9k9redFwssNgfP7MjlqVHx1LWb2ZZby+GSq/tZNjgKtUzM4yNjOVraTHZlCz0CNEz/5oRrmwu17Ww5X8P38zMYGOnNG3sLeWtyKiPj/Dl0/xAaL1fSgzRyjpe3uon9K5Q2G/j9Uj3nnxhJs8FCq9HK+VodIV5KTpY7DQm/y6rgzUkpbnn1V5CKRYxLCmTc50fdjA0BVp+q4I5+kQRqFQyN8eX0o8OpbDXSYbYR7asmSCNHq+wskr1UcsYlBbK/qJHR8X70CvWk2WChtMnAP/YWuMYOPpiWRoingk8Ol7BsUDRPbLvQaV8yiYhbUoJ4/KfzrtdeHNuD4BuYuhktNv6xt4DcunZu/eYkk1OCWHlbL9QyCf+YlMyRkmZWHimlzWhhfkY4T4+OJ87Pw5USUNVqRG+xEemtIlArZ0FmOGN6+LOvoBGHw8HwWD8MVjtmq53sx4ZzsKiJDw4WE+Gt4qnR8fQM1qJVSFHLJEhEIgI1CtrNNjQyCfmNHQyJ9qVXiJWbEvwJ0Ch4+ddLPDMmgVqdyfXd7QpPpZTEAA96hXhyobadn5b05/dLDZS3GhgY6U2PQA2P/3zebR8+KhnJgRrmfJfV5T7zGzrIrWt3E/zh3ip23DmQz46W8tnRUgwWG1NSgnhhbCJxfjcW4hKJmEkpQey+dxDP7MjlXI2ONacr+evYHtw3JJpgTyUHixoZ9/kxxiT48+bkFDzkEtqMFr46Xs6R0mY2L+57w2MICAgICAiCX0BAQEDgv4wQTyUj43z55e6BVLUZcTicLvQhWgUBWgV7lw+iod2MyWbH30NOgIeM53ZedBP74Jwxnv1tFj8t6UdykJbqNmO30XQlTQYCNAoivVVubuSBGjmPjojjnf1FKKUSnhoVT1GTvkszNIcDlm86y09L+jMg0hulTMzFunZ0JitahRSp2GlU9+Wxzm75iQEahsf6YrY5UEol+HuI2JlXQaBGTnqoJ6FeTpf/6jYT56p1vDsllWd35rlawX3VMj6+tScfHyruJPbBuRhwxQhfIhYR6aMm0kfdabvrMVpsdJhtXKrv4OPDpcxJD0WrkLLqZDk1OhNDo315dkw84T4qhnx4CJ3JyvtTU7lzQCRfHi9zmS96KqV8elsvcMCJ8lZSg7X8bVwiw2P93OL3rqfFYKF3qCfrF2YiEYk4XNLEAz+ec82mvzohyblo4Kmgb5gXnio5Fqud4+UtzPr2JPXtZqx2BxKxiMdGxPLYiDgS/DUk+Gs4X9PGtG9OuBYtZBIRjw6PZfud/fFWyVxdAiVNeg4VN5IcpOXbUxVsyqnGWy3jsxm9mdMnlKOlzfyWX8/gaF+eH9uDJT9k46OS8cr4JD4+XOJ2PXKJmPenpSIVi3nhl4uucQ6T1U5Zs54wbyWzeoexcO1pcmuvVuX91HK+nN0bo9XG/UOiifRRIxbBweImvj5R7rofR0ubGZMQ4HbMCG8Vf725B/cOisbhcOCjkuGh+J/9eemtkjEq3p/tS/tjsNiRS8Ru3ggBGjlquYTd+Q1uYxpX+GeLCgICAgICguAXEBAQEPgvJECjJECjJCVIgwPnPPIVgrVKgq9pAy9rNvDZ0a4j58w2OxWtRlRSEb7qGxuIBWkUGCw2MsO96TBbmZYazNyMMCxWO2FeKv6xt4DJqUGIRaJuY+qutMl/NTudJeuy+f2yCJKIRTw0LIZFfSO4b0g0s9JD2Xy2mj8KG3lvaiqNHWa259Yhl4rJqmylvsNEWbOB+4fEsO1CDQ8Pi2Xp+jN4KaUMj/Nj24UavpvXB6vd4TLaS/D34ExV1/Pzdw+Mwt/jXzNQa+wwk1PdxseHS2g1WJjRK4R4fw/eP1DM/IwwpqQGE+AhRyEV85ddF9Fddmx/aOt5lg2O4ucl/alqNRKkVRCokRPiqUQtl5D/zGgU1wnHrmg3WTld1crb+wopbNQjEsFNCQGsXZDBvRtzKG02UNDYQYCHnHg/DZ6XDeKqdUZMVhvvT03D5nAgFYtZebiEN/YWkhyoZVG/CMqa9YxaecTVjg/OTo9/7C0k2FPJ3QMiAShp6qChw0J6mBfjPz/miqCraDUy+MOD3JoWzHM3JSCXiOkb7sXzuy5S326mvt2MzeEgykfl5jnx9pQUNp+t4bdL9a7XDhY3Ee/vwXtTUzHbHNy78Qxfze5Nq9FKXl07QVoF0b4qCho60FvsfHm8jAu17YhEcPPl+7FsUw4lTQaSAjVd3kupREyY141HJ26En0fXzyrUU8mTI+N48ddLnd6bnBKE3w08AgQEBAQEnAiCX0BAQEDgvxbJNUK/Oyx2e5emZ1eobjPyxMg4SpsNyCXiLk3ionxU+KllBGg1/G18IlqFlC+OldLr7T9wOGBglA9fzupNRYvhhhVpcFbT7/ghm+PXRL8t7htBzxBPZq0+xcX6dtRyCfP7hLF32SCWrj/jtu22C7VMTA5kfGIgoz45zOH7BiMSiVnUN5xwLxVv7C1gX2EjHx8uRSwCB87uggR/D96ektppbCE9zJOpqcFuWff/jKYOM3/fnc97+4tcr/2e30CEt4pPZ/Ri2tcnyKtr5+Nbe9FmsrhSAa6w8nApKw+X4qOSkRHmxdrbM/DvRjR2x9nqNiZ9edzVJeBwwG+X6jlfo+P9aWnMXH2SBRnh9I3wQnO5Gl/U2EFxk568unZCPZXoTTZe3HORh4bGEqRV8LffLjEhKYCsylY3sX8tr+8pYFxiANE+KgwWO58cKcFbJesyb37zuRpGxPsR76+mZ7AnL45NZNJXx7HZHTz603m+nJXO+wechpDBWgWeSqmb2L9CQUMHx8qaadZbqGwzkVvXTlqwlpt7BOB3eaGmqcPCgA8OuGb9HQ6nWWVOdRur5vbBYHa67n9+tJTMcC/CvVUE3mBc4v8EWqWMJf0jUcslvL6ngCa9BZVMwh39InhiZJzbeIGAgICAQNcIgl9AQEBAQOAGeMgkJPh7kN/QdZzf0Bhf5FIJ4V4q3p+WyrLrMuylYhGfzuhFlI+KI6XNWGwOhq845GaidrS0mQXfn2bTokyCtUq8VbIuI8/81HK0CqmbgE8N1jI4xoc71mW7XtObbXx+rIxzNW0syAh32x5gR24dM3o52+df3VPIP25JJtxbxfS0EP6+O9+13bXnmN/QQYingpW39WRTTjU2h4O56WHE+3tQ0WLAgQNftRwP+T//06KsxeAm9q9Q3mJg7elKZvQK4VRFK+1mKzKJuFu392aDBQ+FBPU1OfEmiw2d2YrVZsfPQ+GWY3+Fxg4TT/x8ga5S46rajFS0GLhnYCTJQRo0Chl6s5XCRj3Tvj5BcdNVw8BoX+cCxeJ12XwyoxdbztXgQER2ZWu3116rM1HZaqSm1Yivh5x7B0Wx6Jpndz0bzlTz9ZzeGG12/DVyTjw0DJPVztt/FDLnu1MsHxzNy+OT8JBL+Es3kYUAq09W8M3sdGL9PHhk63nKWgz0DvXk9YnJJAdpeG5XXpfxdzU6E4UNHXxzstztezQi1o/v5vch7P+y6A73VvHgkBimpQbTYbGhkkkI9VS4FmEEBAQEBG6MIPgFBAQEBARuQLCnknempDL5q+Od3usZoqVHgLPNuUZnoklvZsPCvqw6WU5ps54+oV48OjKOHv4e2B0OLtS2szOvrkth1WKwsLegkTl9Qvl0Ri/mfHfKTZCKRfDm5GSqr3PQf2R4LK/tLujy3I+UtvDw8Di0CqmrJf4KW85VMy4xkA1nqnhmTALT0oIpaera/f4KhY16PjxYzPBYPyRiEb5qGXbgx3M17C9qxN9DzsPDY+kd4on/Daq/P5yp6va9DWeq+HJ2OgaLDbVMgodCyuMj45i5urMh4pXrV8ul1OqMnK3W8fXxMmwOmJQSRIinggR/j05+Ao16C8e7iWYEOFXZyvtTU/G5PKZR0qRn4drTbmLf+bqBx3++wOMj4vjhdBXLBkchEUPPEE+37QZF+RDhraK8xUBhYwd+ajlbz9fwxbEy7hkYhaKLRYkrjIn340xlGxa7gya9hd8v1aNRSLlvSDR/n5CEWCzisa3n8FHLsd0g995md6AzWXn0GlPD42UtjP7kCN/Pz8B6g/jC3/MbiPVVuwn+P4oaeXNvIf+YlIxCeuOulP8tcpmE+ICuxwkEBAQEBG7MP+9lFBAQEBAQ+C9naIwvWxb3I+ZyDrlMImJR33B+XjKAEE8ltToj0745znM7L3LXhjOEaBXc0S+CoTG+ZJW3YLPbsdqdJn0nK1q6Pc6pilZ0RhuHipvYfc8gFmSEkRnuxbw+YWxd0p+deXVolVfX6hMDNPQO9aSgm+4DgDNVbcT5dTbQM9scSEQi1HIJpytbCfFUkBqsQSbpvjU/NUjLi+MSSQ7UcKqilfgADbNXn+LNfYXk1bVzoLiJmz89yku/XqKsWU+Tvuu2doO5+xEJy2UTvKdGx7vM34bG+DIvI6zTto8MjyU1WEuNzsg9G3IY+9lR1mZXsf5MFQvXnubV3fkcLW2mvOXqnHu7yTm7HuLZ/cx5rJ/aTey3mqzd+hecrdbRI0BDcZOeWb1D8fdQkBnujZ9azuBoH7Yt7c/IOD/sDgej4v35eekAfs2r46VfL1HZauTHczXMTg/tct9KqZhxSUEopBL+KGzgUn07SpmETWerGbXyCO/uL2L3pXruGhjNyDh/bkkO6vaa5qSH8lkXho4AD289xz2Dorv9bJBWTksXvhKfHyuj7BoPAQEBAQGBfz8EwS8gICAgIPBP8FLJmJIWzMH7h5D31CguPjWaFbf2JNLH2c5c1WbibLUOAIfDwch4fyQiET9dqKGyzVl5NllthGgVhN5AaEb5qDhe1syYBH+mfHUcB04jOYBZq08RpFHgp5aRGqwF4JUJSZS3GG4o0v3Usk7VfYBbkp1xeAszw+kb7kVzh4UIbxXLB8d0uZ9bkgPZkVfLrNWn+OhQCY+PiCWnqoXRCX78tKQ/b09O5d2pqWy5ox9lLQbO1eiY/vVxfjpfQ0P71fi3ylYDw2N9uz3fiUmBBHjI3AzigrRK3puSysmHh/HCzQn8bVwiZx4bwXM3JeDvoeBoaTM/XajttK+9BY3U6ExkXbPI0myw8Pa+Qpb2j+jy+GIRDI325WR5CxUtBm795kSX8/XXYnc4SA/1JMHf6Rof5aNi3/KBPDkynpmrT/HangI25lTz6u58pn51nOHxfqyZ34e3JqcgEUOkj5qBUT6d9vvcmASKmzrw85AhEYs5VdGKCPh+fgaL+0XwyZFS/DUKZn93itw6HSPj/BgS3Xk/YV5K5meGsyO38z0CqGs3E3SDjowJSUHszu/sDWCw2LhQ286GM5U0d7O4IyAgICDw/xahpV9AQEBAQOB/SIinkpAuXr9WEH4xK52Xf7vEpJQg7hsSg8Vmp8Vo5WK9M8P8hZsTuG1V1+3pdw+M4uGtZ3lhbBJrFmTw6ZFSduc3EOal5N0pqbQYnW3/mxZm8uS2XBwOO2erO7itZwjrsju3ycskIpKCNBQ2urei9w71xFslQyYRMSU1mNf3FjAsxo8IHxVPj45DKRXzwcFiDBYbMomIOelhTE0LZv4aZ0Z7fkMHM1afYs+9g8gI8+K2VSewXI7rU0jFvDI+iWa9BbtDxLSvT/DQsBj+OrYH3io552t0lLcYGZPg3ylqTaOQ8MqEJBL8PVDK3NvE/TUK/DUKMsK93V5vM1r54EBxl/cTYO3pShb1jaDDbMVDLkUEnK5q5Y7+kUxNDWbr+Rq3+/XBtDQ+PVqKzmhlRJwv2VVtKKUSxCK6HMUQi5yxhQ8Pj6Wi1Uh+QwdSsQgPuYTlm8+6GT7elODPw8Nj+fvv+RwsbiJA4+wEsdkd3D0wkjv6RbDtQi0SsYjpacEMifGhvMXE6JVHMF4T+fj96UrenZLKxORAduXVMSrOjzf2FnJ733C+m5fBxpxqvj9didFq47a0ECalBtHYYe7y/EUipxu+l1LK9LRgfjx39X5IxCJWTO/Jxpwq1/O9ligfFTU6I8s2neX7BRnM7h36L5k3CggICAj830cQ/AICAgICAv9Lwr2dVftBUT7k1bUzJsGfEE8FTXoLz+3MpaTJ2facHKThi5m9eeOWZJ7cnuv6vFQs4vNZvYnzV7NuQV+e3JbLzxdquD0znPGJgTR0mDlV2cKU1GDKmg2UNRt4aVwi23JraTdZeXZMAudqdJyr0bntc9WcPkR6q3h8RCwbcqpRSMUsyAhnaIwvhY16nh6dwNnqNk5VtPLdqUqGxfhS3mokIUDNwfuHIBY528qPljYz97tTbqIvQCOnvsPMMzvcjeJMVjtPbLvAvmWDUV9OHHj/QDH3DIrGWyXn10v1fHSwhM9m9uLmHgF8d6qCVqOVUfF+zOsTjlom7iT2b4TBYkV/gxQFvcWGSi5BelmIBmjkLO4bwa68Wl4a14OnRsdzoqwZH7WcGF8Vr+0pYEduHe9OSeX9g05jwZ15tczPCOfbUxWd9v+XmxKQScRM/uo4l+qdoxVeSimvTUxmZu8Q3r+8GBHupWT5kBimf3N1caTVaOW5nXlMTA5kaLQva7IqWTW3Dx8dLOLpHblsWdyPezaecRP7V3h6Ry5HHxxKUaOeXy86Uwy2nK1hTnoYm85WMyklEJlYTF27EaPVjtXuQKOQ0G66eq8eGBrDuMQASpqdyQNPjornkREx7C1owkMuISlQgwjIOtS1CeFfbkpg5eFSAJ74+QLDYnz/r5v4CQgICAj8awiCX0BAQEBA4H9JqFZJRrgXE5MD2ZhTySsTkhEBU78+ge2asmpubTs3fXqUrEeGMyE5iFMVLXjIJfQJ8yJYq0AtlyIRiWg1Wmg1WvnoUAkACzLCyQz3YvrXJ3h4eCzFTXre2lfo2u/nx8r4Zk46SqmYPQUN+KhkpIV48uGBYn7Pr2dx3wg2LerLH4WN1Leb+OJYGUfLmjFZ7bw3NY3c2naW9I9g9cly4v01lDQbeGZHHvXtZmJ81bw4rgevTkzmiZ8vuI45u3coX3YzEw6w8nAJDwyJdsXEHS5pIilQQ7BWgdlmZ/G6bNJDPZmTHoZaLuFEeQvz1pzi0P1D/qV7b7HZGZcY0CmJ4ApTU4PpGaxFcXkRQSGV8NiIWH7IrqbvewcQiSDGV43RamdBRjiPDI/lUn0HMokIg8UptD89UsqXs9PxVsn46ngZHWYbarmE5YOjmdcnnH7vH3Abm2g1Wlm++SzfzEkn2ldFSZOBewZF8eruS11Wynfk1nHngCjG9PDjYHEjU9NCUMokNBssrkWE6zFZ7ZyubOOTw8W8MDaRU5eTAT49WsKASG9e/s2ZtvDg0BgKG9rpF+HDt3MzmLn6JFa7g3empHKuxhlNeAWFVMw7U1Jp1ptZfbKWwkY9PioZv98ziL/vzmfr+RpsdgehnkpemZBIbm07WZePW9lqdFtMEBAQEBD490AQ/AICAgICAv9LArUKNi3sy+6CBlKDPGnusLDlsji6HoPFxtfHy3hsZCyj4v1RSsUEXJ6fNtts1HeYeWR4LIv6RSAGPj9ayuw+oUz+8jgahYSBUT7MWHXSbZ8tBgvTvj7B17N7U6Mzse1CLRdq213vf3WiHLVcgkIq5u0/ipCIRUxKDuKeQVHcveEMALf2DOH3Sw3sKWjg+9OVrs8WN+lZtDabt6ekMLZHAL9eFvBBWgW/X9eSfy3FzXoUUjGpwVrO1+iQX/YZmJgUxNPbc7E7ILuqjexrzPCWDY7CRyX/l+79kdIW+kZ4E+mj6mQgF+KpYE56GP4e7vts6LDw9I6rHRZXRPWru/NJCdLw5qRkLta3c0tyIF8dL8fugCU/ZHNrzxC+mNUbsUhEvJ+aHv4avjlV3skjIcJbRf9Ib7IqWrlnYBTP7MgjKVDL87sudnsdJ8qamdErlNErj2C1O3hpXCJquQSJWMTklCCmpQWjuNxtsepkBS0GCza7nfwGPbO/PcWGhX2xOxzc+s0J9i4b7OosGJ8YgM5sY/BHBxka48f++wZztLQZtUzCV8fL3c7BZLVz/49n+WlJf9diU7PBQkmznlBPBesWZALOboWt56p585pFJ5lEhFwqtPMLCAgI/LshmPYJCAgICAj8HyDKV830tGDGJgagUUrIruo+i/1QSTMfHiwh6pXfGfvZUX7Jq6NWZ2LjmWp6vfUHoz85woxVJ1m6/gxLBkRSeVnITkgK5Mez1d3u9819hQyI8HYT+1f49lQFs3qHkvPYCNYtyCTEU8H/r737jo6q2h44/p0+6b0XkhBCIIVOpIMg2GgiIoqiIoj9qb9n7+WJ+lTEhiKIUkUEFFCxIL33ACEkJIH03tvU3x8hA0MS8NkCYX/Wci1z77n3npkjkn3POXvftGAPWeV1BLnpOVFUzbAob7tg/2wv/3ScO89KdJdaVE23INdm2wLEB7iy6kged/QMQamAK9o1JOrzdtYy96auqJT2wWGvEHce6BeOr0vLyeOaYzRbuO+bRGaPi2d6n3b4OmvxdtJyd0Io8yZ0RaXC7p71JjMzN6e1eL9Pd5ziVFktw6N8mZrQjlV39uLjcXFEeTvzzaFcbl+yn7m7TuLnqsNJr2ZLeontWle9mnkTuvLcsA5olAqqDWb6tPPkySsjAZp85rP5OGt59vtkTKdfEr34UzJ+zlrWTumNn4uOh1YdZtLi/SQXVrPo1u70D/PA31VPaa2RaoOZrenFBLjoGBvrj7ejhhvjA9Cplfi76pm4cC96tYqxsf4UVBkY1sGH97c2n/fAaoXvk/IZFtWQLDLa15m4AFduiAvAy0mDQtGwnWDGbyfsrru5S9B5E/8JIYRoHTLDL4QQQvxFPBy1DIzwJK+ynhB3B9KKm69rH+7pYEukdzCngomL9rHyjp5MWrzfrl1prZEJC/by0z190KuVuOjU5FbUN3dLoKG+/JAO3nx1W3fm7DjFr6lFNJZmN1msaNRKnLQqJi7cawssoSHLvJteQ25Fy9noy+tMdgHrodwK5ozvyrKDuU1WMmhVSm6IC+DGL/bwyfh43h4Vg//poNvXWdewBP/hAfyUXEhhdT0Dwr2I8nEi1N2B0hoDpbVGFArwdNDi5qBpsU8APUPcyS6vY+S8XVzfyY+XRnREgYKfUwp5fM1Rfp7Wx659ncliy6nQ7P2C3fBw0DD80x0UVTdkng/3dOSdUTHUGE2EuDmQUVrLkbwqlCjoFujGVwdyUCjgi5u78eJPyXYl/ObuOsUD/cKwWC1c38mXb480zZSvUECUjzObM85smbBaodpg4dHvjti9wPnxWAEbUov4ZXof5p21pWJXZjlueg1uDhrMVvj0xjiqDJ159ZcUXHRqFtzSjcdO32vd1ITzVh7ILq/D21HL8I7efDg2HrPFSoy/Cx4OGrZmlDbZPtEl0JVXr4nGUSu/VgohxMVG/s8shBBC/IXCPJ2wWuHePu3YeKK42TbjuwQy8XTGe2iokX72nvyzWaywcE8mo2P92Z9dweSewfxwrKDZtoMjvPhydxbfJOZyY3wA/xoYwdSvD5JbUc8Ncf74OGnxctTy07QrmLLsIOklNaiVCt4ZFUOUtxOpLbygaBTi5sAzQyOJ8nXBZLHw9YFsvpnck4dXHebk6VUIkd5O/OfaaN78LZVoX2e6B7kR6KrHWXfmVw5/Vz3+rnpC3R0wWy3oVCqctCqO5lfx8KpENqaVoFDA8CgfXhzeEb1agbeTjiD3pgnh/Jx1PDGkPW/8doJvj+TZsu6rlQp+u7dvkxUDzhoVg9p7sTWjpMm9vBy1DI3y5rrPdtkdTy+pYeLCvaybdgWDP95my3bv5qBm0339eH5dMoPbe7Eprdgu2G/0wdYMbukezMtXd2RPVnmTYPvF4R1ZdjDH9nIGGl4yHMmvbHa1Rp3Jwn83nCDA9cxni/B0YHhHX7asO8Z1c3exZFJ3PB00JBdWc3+/cN5Yn2q710/HC+kR5Mavqc1vyRjc3ovrOvlxrKCKB1Ymkl9ZT592HjzQP5wrQt05/O/BtrKFCaEeRHg54n+ecpNCCCFajwT8QgghxF8szNMRBQpeHBHFKz+n2GbAtSolb1zfiW+P5FFjOJPgLNjNgfUtBF8ASQVVDOvgw1cHcvh8QhcCXfXknDMbr1MrmdwrhBu/3EONwczr61MJ83Tgkxu7cOfSAzx1ZQd8nXVoVEoGR3rz6/Q+JOVX4u2kZcb6VFRKBf8aGIGXo5biZmqq9wpxZ3dmQ6WAacsPcTCnApVSwZ5uQXx9e0+sWFEpFKQVV/PsD8c4XljNj1MT6OTn0uLn8jprb/3xwir6frDF9r1YrbAuuZBdp8pYeGt3nvr+GB+NiyfM09HuHm4OGh4b3J7+EV68/msKORV19GnnwVNDOxDp5dTkmSqVkjt6hTBzc5rdGABM7hnMe5uaX+5fZ7KwMjGPKyO9bbkLymtNPLHmKGvv7s2p0lqe/qGhYoFKqWiy6mHxvixevzaa9dP7UF5n4mBOBSmFlQyO9OG7I3l8uce+AkCPYDfWNLMaoNHPxwt5f2wcH3MShQLu6BXKzQt3MyY2kIERXhzIriAh1J0YPxd6h7rzn19TbNd+sSeLT26MZ/2JIruXDAAeDhqGtPfmo20ZtjwA0JBv4cu9WWy8ry/dg90JP2ccAEprDBRUGThZWoOno5YAV51k7RdCiFYmAb8QQgjxF1MoFIR5OfJQvzDGxPhzrKAKixU6+jjz4k/JrD7aEMi56tVM6R3K0Chv9maVtZiRPdrXmVEx/mxMK+ZQbgXzb+7KZztPsSIxF5PFyqAILx4b3J7XfkmxC2IzSmrZfaqUNXf3YuHeLDr6OtM92J12Hg5U1JsYv2AvX07sZqu93iXAhWW392DkvF129wlw1fHy1R2ZvGQ/GpWStVN6M3v7SYZ18OHTHSf5Ym8WNQYz/i46HhkYwR29QvB30dE71P13fV/1JjPvNROAQ8O2hg2pRdSbLSzel80D/drhek5iP28nHdd18qNvOw/qTBbc9OrzLi8P83Bg0319mbLsoG1GvqOPMzd1DWTJ/OZzGAAcya9sEuj+mFzI9L7t6BHsxuOD29PBx5mqehMuejW7TpXy3w1puOrV3NwtiEe/O8qXe7OoN1m4MtKL/1zbCbVCwWfNVDvoHuTGqbKWtx646tXUGc04aFTMHB1DWa2RYwU1zFifygvDo8ivrGdoBy8m9wy2rb5oVFRt4KsDOcyb0JUX1yXbzvcOdeejG+KpMZrsgv1G1QYzD608zLd39bZ7WQOQW1HHv749zNcHz+SYCHF3YM2U3sQFtJzrQQghxN9LAn4hhBDib+LuqGNjWikPrDyMo0bJ4lt7MKKjD12DXPkpuZAXR3Rk5qY0rp6zg/kTurHqSF6TGVeVUsHkXiGM+3I3t/cIIchVz/GiaiZ1D+aWbkF4OGpIzKvg7mUHKKhqOjP/TWIuGpWStzaeYOsD/dmSXky9yQMXnYrhUT5sP2tp+3PrjjO4vSc/3J3AodwKjhdW0aedJ2qVgnu/OWS7/wMrE1l8aw+mf3OI75PObC/Iq6znibVJvDcmllu6BqE9XQqvOQWV9dSbLaiVCpQK+OV4yysctmaU0DvEg093nuTGLgFNAv5GHo6/L8O/WqWke7A7a6ckkFlWS05FHdnldWw8UUy4p2OLeRLCPR2brKwAOJJXSai7I/VmC6dKayiuMbJoXxah7g4smdQdo9nC7Uv22+V0WJ9azKCPtvHj1ARWT+nNx1sz2HGqDE9HDXf2CuGaaF9yKuqYvf1ks32ZmtCOcE8H1k1LAGDkWeX13t+SzsJbupNbUc+qxFwm9w5Fr1ZSZ7LY2iw7mMOxgiqeHtqB+ABXcirqOJJXyQs/HuPqTr4tfnfbTpZSWmu0C/jrTWbe2XiC/dkVvHJ1RwLd9JwqreXz3ZkM+2Q7ux8eSKiHzPQLIURrkIBfCCGE+Bv1DnVn6hWhjOjoyzsbT7DjVBmBbjoeHdiejJIa1iU3lLn75lAuH90Qx9PfH6O01gg0ZG7/7/WdG7KfWxvKxv3n1xRmjYmloKqeH5ML8HPRkZRf1WywD6BRKTFZrBjNVtJLarj3m0SUCnh6aAeeu6oDq89ZNr7hRAmDPtrGFaEePDwwnI4+zhwvqub9sXFsTivmvc3pVBvMFNcY7IL9s72wLpnRMX6EejTMhpstVupMZvQqJRUGM9sySnhqbRJH8isJ83Bk8a3d8XbSklLU/AoHbyctFfVGCqsMdskG/6xANz1uejWeTlp0qoaEhoMjvbhj6QGSztk7r1IqGBXjx9j5u5vcZ3SMP9nldWxNL2FPVjkBLjoe6h+OwWzl852neKB/WLMJHOtNFt7blM5jgyO4r18Y9/UDdwcNyw7m8NCqw/x3ZGceGRjBu+dsM+gd6s74LgEcyavEZIHZ209SXnemNGBJjRFPRw3XfraTkhojAyO9eKh/OG+ekyfiUG4F3x7JI7Oslld/aVjyH+3rzP/6DedV1uPmoOHxwe35cFsGJ4qr6eTrwitXR7Mvq4zDeRUS8AshRCuRgF8IIYT4GwW46hnWwYehs7fb9nXnVNRxy6J9TLuiHQ/0C+ODrRks3JfFybIaPrwhDgeNCncHNZlldby/JZ13RnXm53v6UFZrRKlo2N9eWW/k6aEduGXRXh7sH9FiDoDx8YGsPJyLSqlAq2qoxuvuoKG8zkS9ycJtPYJw1KrIKqvjq4M55FfW4+2k5YURUTz7wzH2Zp0pL3h9Zz8W3dqdE0XVTQLis5XVGimuMQI1WKxW5u3KZPvJUuIDXLm5ayAfb8vgcF4l0FBWr9po5o5eIWw/Wdrs/SZ0DeLBlYn0DfNAr/prKwo76dToa4ykFFWzYG8WOrWSRwdGoFUpmf5NIrVGM656NZ/eGM9nO09hNNuHw1d18Cansp5r5+6yjW9+ZT0PrDzMXb1DCPNyRKVsuc/rTxQxNs6fyUsPAA15Hv49uD1XdfShzmTBaoUN9/blm8RcKutNDG7vRb3JQp/3t1BVb0arUrLs9h6sTTrz4kavVmK2WCmpaXhxdPOCfWx7sD9qlYIPtmZQUWdCp1ZyS7cgrunky6RFZ6pDHC+sIuE8WzH6tPPA45zKCWazlTqjhWnLD9mO7c4sY/KS/bxxXSeqDSZyy2sJkP38Qgjxj5OAXwghhPgbpRVXc+83h5okcQP4dMdJ1kzpzUfbMrBYYXNaCZvTGpbYf3VbD25fsh+VUoFCoaDnzE1UG8woFHBttC+PD4kkp6KW167phMlsZVB7ryZVAboHuRHp48TerHJu6hLIuuQCJvcMZlSMP9szSqiqNzN7Wwq7s8oIctXz1vWdOV5Yha+zjn+vPmoLyhutOZqPs1bFk1dGklHa8v5yhaKhtNuAD7dyTXRDPfs1R/N5d1Ma729JZ96ErhRWGdidWcb9/cL4v++OMLlnCLd2D2LRPvs99E8MiSQpv5LyOhOPD47E0/H8Zfr+V6dKaxny8TbSS87MwG8/WcrgCC823teXtNPHi6rq6RfmydaMEgqrDCgUcFUHH2aNiWHU57ubHd95uzJZM6U3BrOlyblGHg4aIr2dWHFHL0wWC2qlkvm7TzEuLoCSGgMzN6cxONKLo/mV6NRKnlibRH5lw5aD3qHu3N07FD9nHUtv68HCvVmsTcpncq8QPtiaATS8QLi+sx9fHchmUIQXk7oHU1prJK+ynhWJudyycN85JRrBWavm0YERvHPOygJHrYoPb4hrsn/faLG2WGXitV9T2HBvX35LLeKG+ED059nmIYQQ4q8nAb8QQgjxNyqqNrSYjA8gKb+KUA8Hu9rwLjq1LUgcFxfAl3uyqD4re/3Px4uI83fl+hg/TpbUolbBOyNjOFFczdxdpzBbrIyK8cfdQcPUZQe5OtqXCV0DeX9zOjd1DeTfa47y5vWduX7uLttzkvKr+CWliCeGRNIvzIOHVh229adXiDu3dg/C3UHDsYIqTBYrQa76FjP6D4/yYcOJImoMZr45lMtPyYV8fXtPxny+izqThUe+PcLMMTHctng/UT7OHMip4ODqIzw5JJJv7+rFzpNlqJTQO9QDnUrJ67+msGJyT6L9nHD/nfv0fw+T2cK8XSftgv1GG9KKSSms4rl1x0grbhibARGevHV9Z3yddbjq1XxzKJekgurzju/R/Equ7+TX4vn7+obxxvpUvjudyNFB0/BCpbjaaNvaoVMr+TXFfgXHi8OjcNGpeenn42SX1+GqV3NXr1C+n5KAs07FkI+3c20nX+7vF87XB3PYcKKYzLI67k4IJb+qnuSCqiYvVwCGRnrj46Tl/wa3Z3hHH97dlEZuRT1DIr24r29Ys9n5C6vqW3ypUVFnorLexPHiGgqrDYQ0U1pRCCHE30cCfiGEEOJvVGtseXYXGoK5c5eJ39ErhGUHcugW6ModvUIY98Ue27lIbyfeHxvLkv3ZjJy7C7VKwY3xAThp1by54QQDwj24qoMPQe4O5FXW8cPUBH5IKuDWRfuYO6ErD65M5JmhHXhhXXKzQdqbG1IZ3yUAhQKUCgWf3hhPbkU9721OJ6+ynoRQd0Z09OFAVjnzb+7KrYv3UXHW/vGOPs78a2AEExbstR2rrDfxxZ5MbuoayJd7siiuMeB4eqa3cXLZaoXX16eiVSmJC3DBbLHyn19TWXRLN+bc1AVPB80fDvYtFis5FXWU1hrRqBR4O2rxdtZRWG3gi3PK4Z1tyYEcXr06munfJFJRZ2LXqTLaezlxXSc/xny+G4PZQv9wz/M+202vIbmgmmeGduC1s0rjQUO9+zBPR55Ym2Q7Vms088K6ZD6f0AVPRy2f3dSFKG8n2nk42LLpj+jog0Kh4LHVR23XVdSZmLf7FDH+ziS082Dt3b2pM1oYNe/MVoOdp8pYciCbxbd2p3uQG69dE827m9IoqjY0lHXsGczzV0Xh7awDwN9VT58wD+pNFlx1arTq5mfndS0cb2SyWDmWX4Xl3IyUQggh/nYS8AshhBB/I5PFQu9Qd3adKmtyTq1U0N7LiezyM5nfr4n2ZVL3IMxW8HTUkPDeZmqNDbP7SgXMGhPLbYv3U1R9Zmb9420nWZdcyJvXd+bGL/bw7qZ01kzpTZiHAwazle7BbswcHYu3k5aSGiOhHo4cOWe5fiOrtSGZW7CbA3f0CmbN0Xxb2T6ADSeK2Th7OwsmdmPuzpPMm9CVgqp6KutMdPB2orTWyO1L9tu9BAD4KbmQV6/paKs337iMvKTGYBfMGswWW94AhQK6BbsT4eX0v37tNhV1Rn5KLuTBVYdtS+F7hrjxyY1dcNVeeHl5bkU9P069gvzKeowWC98ezmPiwr22/h/MqaBPO49m8w+olQp6hbiTMGszUxPasf7ePmw8UUxlvYkh7b3RqZWMmreryXWhp8etvZcTMf4ueDhq+WR8PNfM2YnVCpN7hjD9mzP75TUqBRO7BfFAv3DWHM3j/pWJzB7Xhae/T2qy1cBqhXuWH2LjfX0JcXfg6o4+oAAnrZpQdwe7Jff1JjMVtSYq6k2U1xkpqjJgsTaU2ws+a6be31WHt5PW7r/JRmGeDng4aiivM+Kmk187hRDinyb/5xVCCCH+RuGeTrxwVRS3LNpnl0kd4N3RMXg6qpk7oQulNUY6+DhxvKCKsjojV0X5crygChedmkHtvTCarThpVaw5mt9sYJVWXMPxgiq6BbkR7umAi07NLYv2cyi3oc58mKcDs8bEMTbWH4Xi/H1WoGBAmAc9Q9x55eeUJuetVnjl5xTu69uOG7/YQ5CbnmujfQhxd2DKsoPN3tNFr6Lu9GoHR60KtbKhEx9sTefVq6OZvHQ/526Df2JIJH7Of24J/57Mcm46a7VB47Hhn+xg2e09GBcfwDsb05q9dlSMH6/8nEJBlYGtGSVsSS9p0uaTHSf5+vYejJq3m7LTS/AbzRwdw39+PY7RbOWj09nrnx3WAaPZyuL92RRXG+xK5QEM7eDNfX3DePWXFO5ZfgiFAoZ18OG/Izvz49QEZqxPRatW2l6oXNfJl/v6hbPmSB6PrT5CtI8zK+/ojYKG7PnNqagzkVlWx0vrjjE2PoCJXYMI83REcdZ/GHkVdaSV1DBnx0mOFVTR3suJO3uH4KhVMWz2dpbf0ZNYf1cAAl31LLu9B1d/utNu1YijVsXnE7rx/qY0Xr+201+6HUMIIcTvIwG/EEII8TcKdNVxqrSGJZN6sCmtmD2ZZQS46pnUIxi1Evq8vxVPRw3OOjW5FXU4aFQcfHQQeRV1FFTV8/bIGFYfzcdBo+TmbkHszSpr8VnrjhfSL8yDu3qHMuDDrbZ9/wAZJbWM+XwXq6f05lh+FV0DXTmQU9HkHkoFdAtyI9BNd9696cmFVQSezrqeXV7HnJ2Z3NMnrMX2t3QLZsXhXADeHtkZvVrFnb1DiPV3oZOfM9/fncB7m9PZl11OiLueZ4Z2oF+YJ676P56kL6eilqd/SGr2XHGNgd2nShkV48+RvErGxQXgcTogLas1sD2jhF4h7nTydWbhvixeuybaLuC/KsqHW7sH4aBREeiiY+8jA1iVmMdPxwsJctUzKtaftUfzSSmqoZOfM8cKqri3bxgz1qcS5ObAsYKqJtsBnLQqHh3UnjGf77Jt82jI2VDIlR9vZ+Et3egZ7E6wmx5oyK1wS/dgu2X7m9NK+Hx3Jr9M73Pe76bWaGZ/TgV7syt4Z2Ma2x7sT5SPMwD1RhM7TpYyfsHeJtsBPp/QlReHRzHi0x3sfGgAwe4OqJQK+oZ5cPjfg1m6P5v92eX0DGnY+vFLSiGPDG5PlPcfX6UhhBDij5OAXwghhPgb6TUq+oR5kFNRh4NawbAO3rTzcESrUvDcumSgoW56SY0RPxcda6b0JthNz4HcCv695ig7z9oKMGfnKe7p047nr4ri5Z+PN3mWk1bFtCtCWbI/xy7Yb2SxwifbTxIf4MKLIzoyceE+23aBRi8M78hbG1LZmlHCQ/0jWvxcDXv87X+uM1mY0juUubtO2bXtHeJOn3buFFbV88qIaGL8nfFy0nFNJ1+gocSgh6OGWWNisWLFXa+x7SP/M6rqzBzIbvpSo9GBnAo0KgWPDmzPtOUHbdsKQtwd+OiGOF77+Th3JYTywo/JJBdU8czQDry1MZVZo+PILKvl0e+O2GrePz6kPePiAuke7IaDWonJYmVKQijj4wNw0atx0ak5mFtBvcmCWqlga0YJTw3twKnSGm7uFoRWpcRVr8ZBo+Lr23vw7qZ0u6oLxTUGtp1sWGWgVSkZF+/PE0MiySqvY8mk7qxPKWLB3obkjiaLlbzK+haTKjppVXg5anDVayirbfhv77kfjzH3pq4469Rkltdz74rEZrcDPLzqMFse6EdRtYGM0hrb0n6tSkWktxPPXhWFyWyhrM5IncnCvX3DcNH9tZUVhBBC/H4S8AshhBB/M51aRbinE+Ge9rOcM0fH8tSVHUgvqcHHWYu3oxaL1UpOZR2rj+TbBfuNPtl+kqW39cBVr26yT/7OXiF8ezifXZlNr2u0N6uc56+K4ufjhfxwdwLfJOay81QpQW56JvcIwWSxsnhfNlYrdPBxQq1U2JVtazSsgw9bM87MeI/o6MvXB3MIcNWx4b6+LNiTRY3RzIiOPiSEulNcbSTY3YGtGSV4OWnRqJS22XsXneZvCQpzK+sJcddzorhpFn6Ajr7O9A3zYsCHW+0+Y2ZZLWPm7+a7u3rzxJqjPNA/jAV7s5h3UxemJIQyc9MJZm3JsLUvqTHy5NpjZJTUEh/owuD23uw+Vcb8PZl09nVmVIw/Fit4OWp5oH84vk5a+oV7YjJbiPZzYfyXe6k/vbQ/2E3PhzfEcVevEHqFuNuVu9txsoxYfxeSCyp5aEAE936TyN6sclRKBdd38mP55J5MXXaQrPI6Zm5K4+Mb45iwYC/n5sqbcV0n9mSV8/G4OE6W1vLMD8fYnVlGQVU9ORV1mEwWCqua3w5QXmeisNrAoPZeZJfVNdtGrVLi7fTnX9gIIYT48yTgF0IIIVqJu4PG9s/JkhoW78uik78rEZ4OLNjbcvb41YfzGB7lw/JDubZjN3UJJNTdAbPFSkZZbYvXBrvpWZmYx4GccrLL6/Bz1nFle2/qzRbcHTQ4aJXc1y8MnUqJh75h1v3+lYl2QWOAq45HBkZwy6J9QENywYf6h3PLon10D3LDz0VHXmUdWpUSs8XK8+uS+frgmb4+88MxXr2mI1OvaIfP/xgY1hrMFFbXY7JYcdGp8TnPSoCs8hru7RvG/52Vzb6RWqlgbGwAMzedaPaFhtliZeHeLLoGutEvzJMJXYPwdtJyoriaj7adbNLeSavi2k6+uOk13LZ4P6W1RmaOjmV3Zinvb03niSEdmLPjJCsP52GxwhWh7kzr047nf0w+p8913LJoH0tv60F7L0di/V04fDrBYqCrHgeNklG9Qxk6e7ut32aLlW+P5LE3q4x3R8cy/ss97DhZSnsvJ1bd2Yv5uzM5mldFpLcjd/QK5afkAubsbFiFMS4ugF/vuYKUomruXnaQ0lojI6J8WHt3Av+3+mizyR3LaoxM6BJElK/zeUZKCCHExUACfiGEEKKVGE0WDuSWU1lnorzORGJeJS/8dJz3x8ZSWW9q8bpKg4kXR0ShVipQKRVc18mPrPJaRszZSTsPB167Jpq5O081e+2/Bkbw5Nok2/J1aKgv/8HYOF5Yl8yqszLya1QKVkzuxa/T+7DuWAHpJbUMbu/FFe08+HBrOp18nRkS6cXACC/e2XiCx4e0b0jc99VBDGYL0b7ODG7vZRfsN3r2h2T6h3vhGqq+YFm3RqdKa3ntl+N8uTeLepOFbkFuvDOqMz2D3XBqZoVAl0A3NqQWc2evEObvybS9tHDSqvj0xnjK6wwcym2+WgFAYm4FN8QFoFUr8XZq2N9fXG1o9gXBm9d3ZvnBHDr5uZBcWMXXt/fkjqUHyK+s5/2xsTy4MtEuZ8L4LoHMWJ/a7HOrDWb2Z5WzO7OMqQmhPPztEYDTOQOU/OfX1Gb7kFVex6nShpwBjZUf5u/K5LnhHcCqYM7Ok0z7uiGob9TZ35n5ezKZv/vMC6aDORV8uvMUi2/tzs0L99qtJHHWqTBbG176hLjpySyrobLehEqhwNNRe94XMEIIIf55EvALIYQQrSS9tIYvd2fSNcidb4/kseZoPgA7TpYyrIM3Sw/kNHvdzV0D6RrozszRMTz63VHuX5FoC+LKao18dSCHd0fF8MTaJFvWdKUCHuwfToyfiy1DPjQEvzOu7cSqw3l2wT6A0Wxl1Oe7+GnaFUzoGsSXezL5YGs6z69LZkysPwMiPHF30JBWXMMr10Tzwo/J/JhcaNfPz3dntvj5Z2/LoL1XZ4LcHFps0yi7vJZrP9vB0fwq27H92eVcOXs7v9zTh57Bbrick+DPWaviQHY5TloVq+/qzcnSWhy1Klx1arydtCw/lEOYpyP7ssubfWaEpyMJ7dzxcTqTXd5B0/TlhJteTaCrjiA3B75JzGVS92BmbztJfmU9jloVfi66JgkSg9wdSClqOSli47lANz0PDwjn5q5BWK1WXB00uDu0/OvbtpOlxAe4Mr1POxw0SroFuXHrov08MiCCqnozr10TTZ3JworEXPZmldMtqPlKDGW1Rj7cms5jgyIor2sI6H87UcSt3YKZs+MkM8fEkFJUTWGVgdTiarydtHg4aIj2dSbS28ku478QQojWIwG/EEII0QqMZgufbj9JbIArQW56W7AP8NWBHFbd2Zs1SflU1dsn1YvycaK9txOJuRX4u2gJctPbzdgCLNibRUmNgf2PDuRwXiVltUaifJxw1Kjwd9Hy6/S+fLEnky/3ZHJjfAAFVfV81sKKAKsVfkstpt5opkuQGzM3pwPYte/g7cT3UxOa5A5w1WsobKaEYKPCagOpRdW/K+A/nFdpF+yf3b+nv0/i43HxdA1ysztnNFuJ9nPG00HLW7+dwGy10CPInTt6h5BTVsfYuAD0aiUrEpuuQACY1DOYWZvSeOnqaCrrjSQVVBPq5kBHH2eSC8/0JcrHmQM5FSgVCkxmK0MivW3bHYJc9aQ2U+0gq6yWKG/7+5wtyseJX44X0tnPhQV7s+j7wRas1oYXNPf1DWPWmFgeWnW4yXW+zlpu6RZMbmUdj685ypqjBYzo6EPPEHd+O1HMCz8l46xVc2v3IF4c0ZG1Z/13d64fjhXw/FVRPLb6KEazhUndg+kW5MberDLUSiX/t/oo20+W2tp7O2n5fEJXHLVKgtwcW7yvEEKIf46ytTsghBBCXI6qDWa2ZpRQVW+i2mC/fL/OZOGp75P4+vaejI31R6dW4u6g4d6+7XhnVAzXfbaLLm9v5KWfUri3bxhdA12b3H9YlA9BbnoGRngS7unAb6nFPLk2icX7c1Aq4OkrI/lp2hXc0j0Ig9lKXmXzCdgATpbUkFZSQ2GVgaWTetDOoyFAVykVjO8SwE/3XEGEpyMb7+vHFe3cbddlljdsAWhJvzBPTpY0n1DvXD8eK2jx3M5TZeRU1DVJNKfXqHhj/Qle+vk4PULcuCrKl6yKOnrN3Mzo+btJL6lBp1Iyb0IX9OozvxLp1EpmXNeJDanFrDteRL8PtpKYW8XUZQe5ft4u3hsTg5/LmaXrlfUmfJ10rE8tYmSMHwoFtgz3JTVG/F31Tfo8b9cpHhoQ3uzncdap6BLoxuBIb97fnM53R/Jt2xGqDWbe2nCC7PI6Rnb2a3LthK5BpBRW4qxVset00scnhkTyf6uPsGR/NoVVBtJLanj1lxS+2p+NYzMrFs6WUVrLlvQSdp4q41/fHmHq1wd5fnhHZvx63C7YByiqNnDH0gPkVbT8kkcIIcQ/S2b4hRBCiFagVyuJ8HJk6YEc3h0d0+T8/uxyxn+5h1u7B7PvkYHsOFnKt0fyGP35blsw+dG2DIZEerF6Sm+O5lex6nAuPk46xncJJMRdT1mtieGfbCfIXY+DRkVSQRW/fXuEebtOseKOXrRz15OaU8ip0lp6h3jYZd0/29AobyK9ndh4opi3N57gxeEd6eznjIejBn8XHc6n98/H+Luw+q4EiqoNmCwWPB20FNcaWH4o15aFvpGPs5Zeoe6463/fryIBzQTNjVz1aoprjLYSgxV1JqwWKzq1kq9u68GcnSd5f0u6rbY9NCQv1KmUaNVKbu4axOD23hwrqKKw2oCbXs28Xaf47kjD7LfZYuXtjSeY0juU135N4YGVh3l/TCxatZKDORXE+LnQ2d+Zh789zONDIkkuqGRIpBe/pRZTXGPAQaPE01FDSc2ZlRhH86soqKrnxeFRzFifSt3p76edhwPvjYll04liJvUIotu7m5r9zB9ty+DT8fGsPj1Dr1DAu6NiMJjNzNudhcVqZf7N3cgoqWFdciH39g1nfWqx3T0W7M3i53v68NqvTZf0A1zbyY9NafbXHC+s5uuDOaSXNJ8Ysrim4YVCjxD3loZLCCHEP0gCfiGEEKIV6DUqHhnYnt7vbUatVNAl0JWD5+zzrqo3czSvkr1Z5UxZdrDJPRy1Kn5NKaJ7sBtXRflwVZSP7ZzFYmVDahHvjonhRFENVfVG7usThq+Llhm/plJVbyKluIY6hQ5fZyOPDIpg28mSJiXcAl31XBnpjaNGhY+TjtEx/ng4agh01Te7T9vLSYvXWXvevZ20rJ/ex7b8W6mAq6N9ebB/OLO3ZfDxuPjf9X2NjvHnqe+TmvQPYHLPEH5Iyqd/mCdrj+ZjNFvIKq/l891ZlNYaGNrBhzVTEnhqbRL7ssvpFuTGf66N5rOdJ7kqyge9RkWYpyMfbk3j4+2nqDGYmzxjS3oJD/ZvmJFPLapm8f5snhkWSX6llj1ZpYS469l8fz92nyqlT5gnfcM92XlqJzUGM6/+ksLnN3dlylcHKTpri8Mvx4uYcV00AyK80KmUaFQKnLQqzFYrJ4p0/JpS1OznhYZVBeGejjx1ZSR+LjoivZ1Ysj+bf51O8AcwafE+vpnci/tWJDJ7XDxfTuyKo1aN1QoV9UY+3JJBRmkNU3qHMHeXfa4FDwcN9/cLY8KCvU2e/cWeTO7oGcJvJ4qbnAMorG6+pJ8QQoh/ngT8QgghRCuJ8nFizvh4Ji7cx/Lbe3L70v0knbVPvUugK29e35mXfrYv3aZUwIvDOxLj78LW9BLm7cxkXHwAoe4OeJ4OtnMr6nDUqimpNZJaVI2TVoVVAauP5PPatZ3YfaqUqcsPUW+yMG9CV47lV/LFzd145efjpBRVo1DAiCgfZo6JJdSjYT+29x/IwK5RK4n1d2HWmFhyK+upN1nYllHCD0n5vD82rtnl7s0JctPz+YSu3PXVAc5OUJ8Q6s6QSG+OF1SycF8mOrWKTWnFfJ90ZgvA3J2n+OpANuun96Wwqp5DuRXM353JO6Ni7bLKuztomw32AVx0atss/KgYP4ZH+ZDw3hb8XfR8Mj6erw7m8N2RfJQKmNQ9mBu7BLD9wf7M2pzGLylFfLE7k+/u6k1xtYHjhVVE+TpTazCz5kg+A9t78ewPx2wvRK7r5MtD/SOoMTbfF2goK2g0W/F11nI4r5JHvjti93JApVRQUmNkc1oxPYLdyCyvJbmgitJaI0MjvdFrlLx8dUdOFNcwtIMPfcM8WbI/m+IaI8M6eHN9Zz+mf3PILkN/I6u1YdtDS7oFurV4TgghxD9LAn4hhBCilbjqNdzSLZgrO/iQVlTNwondqDdbSS2qxlmrIrOsljfWp9It0I0fj53Jfv/emFg2nijm+XVnXgS89msKD/UP49lhUXg766gxmnnt1xQ2njML+8LwKHZnluLvpifMw5HkwiruWX6QV66OJsBFx8fj4tCqlXg4aPB20uLn8vsC8vNx0WvoEeJOXkUdVQYzPUPc8HPWob/A/nGAkhoDhVUGqg0mBkV4sveRgXx3JJ/SGiMJ7dwpqTHyzaEcnhsWRa/3NjNvQheeXJvU5D5V9WZe/imZd0fHEOHlyJ29QvBw1Nq1GRcfwHM/Jje5FuC2HsEsP9hQNeGePmGMmrcLixVm3xjPAysS7cocPr8umSUHsll1Ry9u7xHM+C6BhHs68viaJFKKqnjz+s6kFlaxJ7uc6VeEMfST7bYtDxYrrD5awM5TZfx2b1/8XXTkVTadMb+pSyB5FbU469QsP5RrC/an9A5ldKw/VfUm9BoVaqWCijojHbycGBDuyS8pRczfk4lSoWBcXAC39gjihs93U2kwc3PXQG6ID2DOjpMk5lbYvXw62+SewYR4NJ9osVeIG+08L5yEUQghxD9DAn4hhBCiFTloVYR7OhLu6UhZjYGNacX8d0MqSQVVGM1WFAp4ZFBfPtqWQXmdiQgvR1QKBcsPNc0sP2tLBqNjAxgUoWX5odwmwT7ASz8d57u7elNaY+Devu3417dHMJqtPLk2CSetiq9v78mVHVpOtPdn/N7Z/EYZJTXc9dUBNpz+HFqVkrdGdmZyz2Ayy2rJLKtlYIQnN3UJ5JWfkxkV42dLVNectccKeGFER/ZklvF9UgFatZJpCaHEBrgS4KonyE3PJzfGc8/yQ3bXdQ9yY1x8ADct2EtnP2cOZJdjtlgZEunF7lOldsF+o6T8KlYdzmP7yRIySmp5d3Rn3hnVmcyyOm5dvI/s8jru6h3Ce5vTmuQ3ACioMrAiMZcVd/Rk/Jd7yS4/k1RxYIQXzwzrwMnSGk6U1BLoqqOs1sj7Y2M5klfJ2Pln8jwEu+mZN6EroR56rpmzi/SzkiS+9msKKw/nMvvGLgz+eBtvb0wjPtCN5YdyGR0bwBWh7uw45/ts7+XIpB4hOGqUvD2qM6/8nEJZrRGVUsENsQG8NbITAa4S8AshxMVCAn4hhBDiIuHuqKVbkDuPD4nk9iX7gYbl0498e5if72nYB39FO3cW7stq8R7vbjxBuKcDH2/LaLHN90n53NQ1sMke/GqDmXXJBVwd7fuXfJ4/I6+ijuvn7rQrxWcwW3h41WEKKut57qoO9As/82LCTa/mwQER5/3caqWCvMp67v0m0Xbsm0O53BDnz6wxsQS6OXBzt0AGRnix6nAuhVUGRkT74qBWsiYpn/fHxKJRKdibWQ7AnT1DmPFbaovPW5OUT/cgN1YdzmfJ/lyevyqSdzedsAXvfdt58Ny65lcUAGxOK6HGYGbtlN4cK6iiqNpAtK8zPs46Vh7OpdZgIbW4iqkJ7fj6UA7ltSZmbz9pd4+s8jrGfbGHH6cm2AX7jY7mV3E4r8KWQ6LWYMZBoyLARcfS23qw4UQxH23LwGi2cnvPYG6IDbDN7j/YL5xxcQFUnl5N4OestSVwFEIIcXGQgF8IIYS4iIR6ODBA4cXWB/rz9sYT7M8ux9NRi06l4LlhHXDWq23Z45tTUW+izmShpNbYYpvSGiMnS2pw0TcNzroHXRz7r0+V1doF+2ebuTmNe/qEolAoKKwyYLZauaNXKJ/uOMmAcC/e2ZjW7HXj4gJY0czKiBWJeUzpHUqgmwMuOg0dfTU82D+czeklPPLtYeIDXFEpFXx1IIcobyeeuSqKGb+l0tHXGY2q5b3sGqUS0+mZdietiqIaE6uP5hPl48Rr13TC11mLt5OW3Irmk9x5O2nJLKtFqVCgQIG/i46Fe7MoqjYwvKMvvs5KThRXo1YpeHdUDIXVBr66rQc6tZKjeZXM3JxGQZWBynoTuzPLiPJx4nhhdZPnLD2Qw5D23hzKrSDKx4m1UxKI9XdBr1Fxe09Hru/khwUrXo5au5dEapXSlt9BCCHExUkCfiGEEOIiE+LuQIi7A59P6EplvQlHrQpXvYbKeiMl1QaGdWgoIdecqVeEcqygigHhnqxLLmy2zehYf7afLEGB/Qy/q17NgIi/Zzn//yqlmcC0Ue9Qd44XVjN56QHbbPl/ro1mTVIBFitMTQhlzs5TdtcEuOqYekU7rp+7q9l7zt5+kiGR3ra8AqfK6jiaV8mTV3Zg9dE86gwWnh7aAbVKgcVsZWCEJyU1RsbHBzaprtBoSu8Q2wz+kEhvqutNBLs78O7oWCYv2Y+fi467eoXw2OqjzV4/Ni6AXadKqTSYmLCwIVv+1IRQnhzagaX7symrNTK0gzf9wj2ZuzOT97ekYzA3bA/oEezGFxO7cfeyg2SX15FaVE2gq77ZgF+jUmC2WvlX/wg6+Tk3ydvg6aRtco0QQohLgwT8QgghxEXKSafGSXfmr2oXnQYXnYaHB0Tw5d6sJhnUvZ20DI304eNt6TzYP5z1qUV2tecBIrwcifV3IdzTkZHzzgS/7TwcWHFHT0LdL4791y0lflMq4PEhkVz72S5bcAtQXmvCWavirQ0neHF4FItu7c7ygzmU1hoZ3tGHYR18eOy7I9S2kPm+1mjGfFaa+9yKOjallfDtkTzbsVWH8+gV4s5TQyOZN6ErxwurifRxokewG3uzyonycWJMrD/hno5olQriA91IK67h34Pbsy65gOl92vHS8I48+u0RiqoNFFUbcNapGRvrz8rDeXb9eeXqjpTVGrmzdwhrjzZUHLizVwjtPBzo/8FWW7uiGiMZJbW8vfGE3fV7s8qZvvwQr10TzR1LD9A92I3vjxXQnJu6BOLrrKN/uKdd1QIhhBCXPgn4hRBCiEtMuKcj2x/szxNrj7I2qQClQsHYWH9euyYaf1c913Ty47kfk1l2W0/e2pDKtoxStColN8YHML1PO5w0KvRqJavv6k21wYSrXkOAi46giyTYh4bPGOLuQGaZfUK8q6J8WJdcaBfsA6w8nMv9fcPYeaqMF386jqejhus7+9Ev3JN+YR688vNx4gJc2Zxe0uzzbukehJP2zK9FxdUGu2C/0e7MMhJzK3HVqWjv5ciVs7cz47pOtPdyJCm/ijk7T/F9UgHXdvKlR4g7R/49mK8OZPNzSiHPD4uis78zyYVnVmfctyKR56+K4raeIew6VYqXk5ZOvs5sSivmhjgPdp8qJbW4iquivLm3bxi939ts3+9uQTy06nCzn+lkaS0KhYJILyf6tPPA00HDuZsdBrX3Ykh7b8I9HdCoL1w1QQghxKVFAn4hhBDiEqNUKujk58LCW7pTenqvvpejxpYwLcLLCb1ayb3fHOLuhFD+NTACs8XKL8cL8XDQEO7tBEC42UxSUhKdIjqhUl08wV5BVT11Rgtrp/Tmhi/2kFp0Zhn6NdE+rDnadKb6eGE1DhoVIzo2vBAoqTHy5Z4sdGolW+7vR7cgV/qEefJNYi7555S56+TnzMCztjLUGc0s2NtyYsSlB7LpGeLGmqP5fHhDHGnFNSzel80PZ82gH86rZP7uTBZP6sGIjr7cndAOHxcd6aX2ifPMFisvrEtGr1YSG+DCq1dHc93cnZgtEObh2PBSob0XL17Vkfl7Mpv0RadWUnaefA0nS2qYO6ELOeV1LL2tB3syy5iz8xQqhYKpV4TSI9idME/Zhy+EEG2VBPxCCCHEJcpVr8G1mcR7vs46Ph3fhR+OFfDupjTm7crkmmgf/j0kkohzgrv6+uYTxrWGepOZ/dnlTP36EEfyKglxd+CN66KJ8HKiqt6Eh6OWQznlRHo78UtKUZPr71+ZyNybuvJg/3BWJuZhsVoZEe1LUbUBbycterWKNVN688XuTFYk5qFRKbijVwgTuwUR4eVku4/Zam1x6T80LP9PK65hzs5TbLi3D05aFY9+d6RJu4IqA1/sziTO35lpfcIA8HLUolUpm6xQqDNZOJBdgcFspfHUysN5vD8mlhWJuQzt4NtkCweAyWLFWaeiqr75/sb4u/Cvbw/zxcRuRHg5EeHlxLWd/FAosFvRIIQQom1qObWsEEIIIS5ZAa567uodyq/T+7Dr4QHMGhNHlI8z6vNklW9tJ4prGPTRNo7kVQKQWVbLLYv2c9Wn2wn3dKTWYGbq14cYGeOPWqlocr3RbEWnVvLk90n4OWt4YkgkdUYTXx3IppOfC8XV9XywOZ0AVx1zb4rn+7sTuDHOn9TCSrv7OGnV3NYjuMV+juzsz8/HC/F20uKi17B4X3aLbVcdzsPXRU9RtQEAB42CRwdFNNv27oRQViaeqSLgqlfzyY6Tp8veKbm2k1+Ta5YdyOGuXqHN3s/PRUedyUKUtzMhbme2azjr1BLsCyHEZeLi/VtfCCGEEH+ar7OOQDc9DtqLZ8l+c2qNJt74NbVJkkGAyjoz8/dkEuyux1Wv5qOt6Sy8pRuejmdWNzhoVMwcHYNWpeCZoR0Icnfkjq8O4K7XYDBbeHxNEo+uPoqXsxaD2crs7afoOXMz6aW1xPg3LUU4JNKbaF/nJsd9nLVc28mXNUfzeWJIJA4aFed7h6JQgMXa8DIir6KOz3ZmEuSmb8i34NKQIM/XWctLIzoS4+/C57vPLNsfHx/A4v1ZPDU0CketmkhvRwZGeNrd/7ujefQMcWdyz2DOqphHey9H5t/clYPZ5fx3ZGfcHJquBBFCCNH2yetdIYQQQrS68joTW082n1APYH1KMY8ObM+3d/Zm+Kc7KKo2sHZKAlUGE2W1Jlx1agJctZTVmVh2IIeUomoGR3gR4+/CtQY/lhzYj9UK72w8k7buxeFRhLo5EOSmb/K8YHcH1k27gnm7TjFvVyYGs4WRnf24MT6Q+1cc4p4r2tE71B2ASd1D+Gxn0/31ADfEBXAwp5wrI7148vskvBy1XNfZD51KyYiOPmhUSupNZl5Yl8wPx86UUby9ZzAlNUZWTO5FpHfDNgw/Fz2Lb+3BF3saSvCV1Bi5MtKLWH8XBkV4cmevUMrqjPg4NWwbsGLlX4Mi8Hdp+vmEEEJcHiTgF0IIIUSr06tVBLrqSSuuafZ8Ow8H9BolCaHuJP7fINanFvHVgRxGdvYlLsCF44XVJOZVkl1ey8AILwa192J7RglatYr+4Z6sm3oFszancyivgghPRx4f0p4oH2dC3R1a3OYQ4u7As0M7cEfPEGpNZo4XVnE0v4KVd/Yi0EVvq0/f0deJ8V0C+Ppgrt31ga56JnQNRK1QYDJbublrIC56Dfd8fYh92eW2dj2C3Ph8YlfCPTJQKhVM7BaEt5MWN70GXxf7MnmBbnoeHxLJ5J7BWKzgolPbZu/dHLQUVNZRXFmDh4sTAS4X/8oOIYQQfy8J+IUQQgjR6twdNDw9tAPXfraz2fMPD4xAd7psXGPyuUZWqxUF8OrPKSxPzEWjUjC5ZwiPDIwg5HSpQQ8HDbNuiKXOYMZZpybAVY+qmTwA51KplLQ7negw2tel2TZ+LnreGx3Lrd2CmLUlg8p6E8OjfLiygzeuOjUh7nrSSmrIKqvj890pdsE+wN7scu5dfojPb+5GpLdTs8+w65NSQaBb0xKKrno1ThoHyk8l065d14uq8oIQQojWIQG/EEIIIS4KPUPceGpoJDPWp2I9vZVfpVTw7ugYos4TCCsUCjr4OPPxjXG8dm00CgV4O2ltLwgAXPQaXJqpaPBX8XfVMyo2gMHtvSmrM6JVK9EolXg5aTmaV4HZYsXfVc/2k6XNXr81o7RJ5n4hhBDiz5KAXwghhBAXBW8nHY8PjuSOniHsOlWGWqWgZ7A7fi46nHUX/pXFUavGsZWzz7s6aHA9J0Heb6nFuOjVOF5geX1VfdOye0IIIcSfIQG/EEIIIS4abg4a3Bw0dPBpmiH/UlVrNOHvqkOvaTngVygatjUIIYQQfyUpyyeEEEII8Te6qqMvNUYLezPLGNnZr9k2N8QF4Oesa/acEEII8UdJwC+EEEII8TcKdnMgOb+S3qHu3J0QyvguATTmC1QpFdzSLYiZo2Ns2faFEEKIv4os6RdCCCGE+Bt5OWl5aGAER3IrMFvMPDwgnH8PjsRotuDhqCHITY+LToJ9IYQQfz0J+IUQQggh/ma+zjp8O/hQXmvEaLbg5qBGI2XzhBBC/M0k4BdCCCGE+IfIsn0hhBD/JNnDL4QQQgghhBBCtEFtNuBPT0/n3nvvJSEhge7duzNx4kR27Nhh1yYnJ4dp06bRpUsX+vTpwxtvvIHJJDVwhRBCCCGEEEJc+tpswD99+nTMZjNffPEFK1asIDo6munTp1NYWAiA2WzmnnvuwWg0snTpUmbMmMHKlSuZNWtWK/dcCCGEEEIIIYT489pkwF9SUkJGRgbTpk0jOjqasLAwHnvsMWpra0lJSQFgy5YtpKam8tZbb9GpUycGDRrEww8/zKJFizAYDK38CYQQQgghhBBCiD+nTSbt8/DwIDw8nFWrVtG5c2e0Wi1fffUVXl5exMTEAHDgwAGioqLw9va2Xde/f39efPFFUlNT6dy58//0TLPZ/Jd+hstV4/co32fbIOPZ9siYti0ynm2PjGnbIuPZ9siYtj2tNaa/93ltMuBXKBTMnz+f++67j+7du6NUKvH09OSzzz7Dzc0NgKKiIrtgH7D93Ljs/3+RmJj45zsubOT7bFtkPNseGdO2Rcaz7ZExbVtkPNseGdO252Id00sq4P/vf//LnDlzztvm+++/JyIigpdeegkvLy8WLVqEXq/n66+/Zvr06SxfvhxfX9+/vG9xcXGopJ7un2Y2m0lMTJTvs42Q8Wx7ZEzbFhnPtkfGtG2R8Wx7ZEzbntYa08bnXsglFfDfddddjB079rxtQkJC2LFjBxs2bGD37t04OzsDEBMTw7Zt21i1ahXTpk3D29ubQ4cO2V1bVFQEgI+Pz//cN5VKJX9o/0LyfbYtMp5tj4xp2yLj2fbImLYtMp5tj4xp23OxjuklFfB7enri6el5wXa1tbVAw9L+sykUCiwWCwBdu3Zl9uzZFBcX4+XlBcC2bdtwdnYmMjLyL+65EEIIIYQQQgjxz2qTWfq7du2Kq6srTz75JMeOHSM9PZ033niD7OxsBg8eDDQk6IuMjOTxxx/n2LFjbN68mZkzZ3Lrrbei1Wpb9wMIIYQQQgghhBB/UpsM+BsT9NXU1DB58mTGjRvHvn37+PDDD4mOjgYallzMnj0bpVLJhAkT+Pe//82YMWN46KGHWrn3QgghhBBCCCHEn3dJLen/X8TFxTF37tzztgkKCrpgEkAhhBBCCCGEEOJS1CZn+IUQQgghhBBCiMudBPxCCCGEEEIIIUQbJAG/EEIIIYQQQgjRBknAL4QQQgghhBBCtEES8AshhBBCCCGEEG2QBPxCCCGEEEIIIUQbJAG/EEIIIYQQQgjRBknAL4QQQgghhBBCtEES8AshhBBCCCGEEG2QBPxCCCGEEEIIIUQbJAG/EEIIIYQQQgjRBknAL4QQQgghhBBCtEES8AshhBBCCCGEEG2QurU7cKmzWq0AmM3mVu5J29D4Pcr32TbIeLY9MqZti4xn2yNj2rbIeLY9MqZtT2uNaePzGuPRliisF2ohzstgMJCYmNja3RBCCCGEEEIIcZmJi4tDq9W2eF4C/j/JYrFgMplQKpUoFIrW7o4QQgghhBBCiDbOarVisVhQq9UolS3v1JeAXwghhBBCCCGEaIMkaZ8QQgghhBBCCNEGScAvhBBCCCGEEEK0QRLwCyGEEEIIIYQQbZAE/EIIIYQQQgghRBskAb8QQgghhBBCCNEGScAvhBBCCCGEEEK0QRLwCyGEEEIIIYQQbZAE/EIIIYQQQgghRBskAb+4aGzYsIHx48cTHx9Pr169uO++++zO5+TkMG3aNLp06UKfPn144403MJlMrdRb8XsZDAZGjx5Nx44dSUpKsjt37NgxbrnlFuLi4hg0aBBz5sxppV6KC8nKyuLpp5/myiuvJD4+nmHDhjFr1iwMBoNdOxnTS8uiRYu48soriYuLY/z48Rw6dKi1uyR+h08++YRx48bRrVs3+vTpw3333UdaWppdm/r6el566SUSEhLo1q0bDz74IEVFRa3UY/G/+PTTT+nYsSOvvfaa7ZiM56UnPz+f//u//yMhIYH4+HhGjhxJYmKi7bzVauW9996jf//+xMfHc8cdd5CRkdF6HRbnZTabmTlzpt3vQR9++CFWq9XW5mIdUwn4xUVh3bp1PP7449xwww18++23LFmyhOuvv9523mw2c88992A0Glm6dCkzZsxg5cqVzJo1qxV7LX6PN998E19f3ybHq6qqmDJlCoGBgaxYsYLHH3+cDz74gK+++qoVeikuJC0tDavVyssvv8zatWt56qmnWLp0Ke+++66tjYzppeX777/n9ddf5/7772flypVER0czZcoUiouLW7tr4gJ27drFrbfeyrJly/j8888xmUxMmTKFmpoaW5v//Oc//Pbbb8ycOZMFCxZQUFDAAw880Iq9Fr/HoUOHWLp0KR07drQ7LuN5aSkvL2fixIloNBrmzJnD2rVreeKJJ3Bzc7O1mTNnDgsWLODFF19k2bJlODg4MGXKFOrr61ux56Ilc+bMYcmSJTz//PN8//33/N///R+fffYZCxYssGtzUY6pVYhWZjQarQMGDLAuW7asxTYbNmywRkdHWwsLC23HFi9ebO3evbu1vr7+n+im+AM2bNhgvfrqq60pKSnWqKgo69GjR23nFi1aZO3Vq5fd+L311lvWESNGtEZXxR8wZ84c65VXXmn7Wcb00nLjjTdaX3rpJdvPZrPZ2r9/f+snn3zSir0Sf0RxcbE1KirKumvXLqvVarVWVFRYY2JirD/88IOtTWpqqjUqKsq6f//+VuqluJCqqirr8OHDrVu3brVOmjTJ+uqrr1qtVhnPS9Fbb71lnThxYovnLRaLtV+/ftbPPvvMdqyiosIaGxtrXbNmzT/RRfE/mjZtmvWpp56yO/bAAw9YH3vsMavVenGPqczwi1Z39OhR8vPzUSqVjBkzhv79+3P33Xdz/PhxW5sDBw4QFRWFt7e37Vj//v2pqqoiNTW1NbotLqCoqIjnnnuON998E71e3+T8gQMH6NmzJ1qt1nasf//+pKenU15e/k92VfxBlZWVdrMVMqaXDoPBwJEjR+jbt6/tmFKppG/fvuzfv78Veyb+iMrKSgDbn8fDhw9jNBrtxrd9+/YEBgZy4MCB1uii+B1efvllBg0aZDduION5KVq/fj2xsbE89NBD9OnThzFjxrBs2TLb+aysLAoLC+3G1MXFhS5dusj/gy9S3bp1Y8eOHaSnpwMNWxj37t3LwIEDgYt7TCXgF60uMzMTgA8++IB7772X2bNn4+bmxm233UZZWRnQEDyeHewDtp8LCwv/0f6KC7NarTz55JPcfPPNxMXFNdvmfGMq+xIvfidPnmThwoXcfPPNtmMyppeO0tJSzGYzXl5edse9vLxkrC4xFouF//znP3Tv3p2oqCig4c+bRqPB1dXVrq2Xl5f8nXmRWrt2LUePHuWxxx5rck7G89KTmZnJkiVLCAsLY+7cuUycOJFXX32VlStXAmd+d5X/B186pk2bxrXXXss111xDTEwMY8aMYfLkyYwaNQq4uMdU3apPF23af//73wsm7Pr++++xWCwATJ8+nREjRgDw+uuvM3DgQH788Ue7gEK0rt87plu3bqW6upp77rnnH+qZ+KN+75i2b9/e9nN+fj533303V199NTfddNPf3UUhxHm89NJLpKSksHjx4tbuiviDcnNzee2115g3bx46na61uyP+AlarldjYWB599FEAOnfuTEpKCkuXLmXs2LGt3DvxR/zwww+sXr2at99+m8jISJKSknj99dfx9fW96MdUAn7xt7nrrrsu+AcgJCTE9kbs7IBCq9USEhJCbm4u0DBLeG726Ma3ZT4+Pn9lt8V5/N4x3bFjBwcOHGgyuz9u3DhGjhzJG2+8gbe3d5M3no0/nztLLP4+v3dMG+Xn53P77bfTrVs3XnnlFbt2MqaXDg8PD1QqVZMEfcXFxTJWl5CXX36ZDRs2sHDhQvz9/W3Hvb29MRqNVFRU2M0KFxcXy9+ZF6EjR45QXFzMDTfcYDtmNpvZvXs3ixYtYu7cuTKelxgfHx+732sBIiIiWLdune08NIzh2YmNi4uLiY6O/uc6Kn63N998k2nTpnHdddcB0LFjR3Jycvjkk08YO3bsRT2mEvCLv42npyeenp4XbBcbG4tWqyU9PZ2ePXsCYDQayc7OJjAwEICuXbsye/ZsiouLbUtltm3bhrOzM5GRkX/fhxB2fu+YPvvss/zrX/+y/VxQUMCUKVN499136dKlC9AwpjNnzsRoNKLRaICGMQ0PD7fbFy7+Xr93TOFMsB8TE8Prr7+OUmm/K0zG9NKh1WqJiYlh+/btDBs2DGhYGr59+3YmTZrUyr0TF2K1WnnllVf4+eefWbBggd1LOWj4e1Wj0bB9+3bbyrm0tDRycnLo2rVrK/RYnM8VV1zB6tWr7Y499dRTREREMHXqVAICAmQ8LzHdu3e37fVulJGRQVBQEADBwcH4+Piwfft2OnXqBDRUujl48CATJ078x/srLqyurg6FQmF3TKVS2cryXcxjKgG/aHXOzs7cfPPNvP/++wQEBBAYGMjcuXMBuPrqq4GGxF+RkZE8/vjj/Pvf/6awsJCZM2dy66232iUIExeHxhc1jRwdHQEIDQ21zUKNHDmSDz/8kGeeeYapU6eSkpLCl19+yVNPPfWP91dcWH5+PrfddhuBgYE88cQTlJSU2M41vtWWMb203HnnnTzxxBPExsYSHx/PF198QW1trd0so7g4vfTSS6xZs4aPPvoIJycn20o5FxcX9Ho9Li4ujBs3jhkzZuDm5oazszOvvvoq3bp1kwDxIuTs7GzLv9DI0dERd3d323EZz0vL5MmTmThxIrNnz+aaa67h0KFDLFu2jJdffhkAhULB7bffzscff0y7du0IDg7mvffew9fX1/YSVlxchgwZwuzZswkMDLQt6f/8888ZN24ccHGPqcLa+FpCiFZkNBp55513+Pbbb6mrq6NLly48/fTTdOjQwdYmOzubF198kV27duHg4MDYsWN57LHHUKvlvdXFLisri6FDh7Jq1SrbW09oyHD68ssvk5iYiIeHB5MmTWLatGmt2FPRkhUrVrQYuCcnJ9v+Xcb00rJw4ULmzp1LYWEhnTp14tlnn7WtwhEXr3NrtDd6/fXXbS9s6uvrmTFjBmvXrsVgMNC/f39eeOEFWQJ+ibjtttuIjo7mmWeeAWQ8L0W//fYb77zzDhkZGQQHB3PnnXfa5b2xWq3MmjWLZcuWUVFRQY8ePXjhhRcIDw9vxV6LllRVVfHee+/xyy+/2JbtX3fdddx///22yceLdUwl4BdCCCGEEEIIIdogKcsnhBBCCCGEEEK0QRLwCyGEEEIIIYQQbZAE/EIIIYQQQgghRBskAb8QQgghhBBCCNEGScAvhBBCCCGEEEK0QRLwCyGEEEIIIYQQbZAE/EIIIYQQQgghRBskAb8QQgghhBBCCNEGqVu7A0IIIYT4Zzz11FOsWLHiD10bHx/P119/bfu5oqKCVatWsWnTJpKTkykrK0OtVuPl5YWfnx89e/bkiiuuICEhAaXSfn5hyJAh5OTkADBo0CA+/fTTFp/7ySef8M477+Du7s7OnTtbvM+FjBw5kv/+97+/9+MKIYQQbYIE/EIIIcRlIisrC29v7ybHa2pqqKmpAWj2PEDv3r1t//7DDz/w4osvUlZWZjvm7OyMxWIhMzOTzMxM9uzZw6JFi9i9e7fdfUpKSuyC9G3btlFZWYmLi0uzzz1y5AgAnTp1avE+bm5uaDSalj52k/4LIYQQlwsJ+IUQQojLxIIFC5o9/txzz7Fs2TICAgLYsGHDee+xcuVKnnrqKaxWKwkJCUyZMoUePXrg7OwMQEFBAbt372bNmjUYDAYUCoXd9UePHrX9u7u7O2VlZaxfv57Ro0c3+7zDhw8DEBMT0+J9lixZQvv27c/bbyGEEOJyJHv4hRBCiMtc4yx6586dz9uuqKiIl19+GavVyvjx4/nyyy8ZNGiQLdgH8PX15brrruPjjz/mww8/bPFZHh4e3HDDDQD89NNPzT6vrKyM7OxsoGnA33gfJycnIiIifs/HFEIIIS47EvALIYQQlzGTyURKSgpw4YD/xx9/tC39f/DBBy94b71e3+RYY6AeExPDiBEjANiyZQvV1dVN2p49i99SwB8TE9NkFYEQQgghGkjAL4QQQlzGUlNTMRgMwIUD/rS0NNu/u7u7/6Hnnb2aoEuXLvj5+VFXV8fGjRtbbOvi4kJoaGiz52JjY/9QP4QQQojLgQT8QgghxGWsMXCGprPo5zo7sd5HH32E0Wj8n55VXl5OVlYW0BDwKxQKrrrqKgDWrVvXYt86depkN4t/9n3i4uL+pz4IIYQQlxNJ2ieEEEJcxpKSkgBs5fTOZ9iwYXz22WeYTCZmz57NsmXLGDx4MAkJCSQkJBAQEHDe65tboj98+HAWLlzIpk2bqKurs9sG0Nj+fAn7XnrpJV577bUWnxkREdFiskIhhBCirZMZfiGEEOIy1lLZu+bExcXx9ttv2wL7kpISVqxYwRNPPMHgwYMZOXIk8+fPp66u7rzPcnV1tS3R79mzJ56entTU1LBlyxZb28rKSk6dOgU03Wpw9qqEsrIyioqKWvznQi8hhBBCiLZMZviFEEKIy5TFYuHYsWPAhZfzN7r66qsZNmwY27dvZ+PGjezcuZOUlBSsVivHjx/n9ddfZ/ny5SxdutQuez+cmZk/++WCSqVi6NChfP311/z4448MGzbM1tZqtTbbt8b79OnTh/nz5/9Pn7m6upp58+Zx+PBhDh8+TFFREWPHjmXGjBn/032EEEKIS4HM8AshhBCXqfT0dFvW/Qsl7DubWq1mwIABPPvss6xevZpt27bx6quv2mbtU1JSzluS79wAfvjw4QBs2LDBlkCwsa2joyPh4eHN3qdjx46/u8+NSktL+eCDDzhy5Igk/BNCCNHmScAvhBBCXKYa9+/D75/hb46npyfjx4/nyy+/RKPRALB37167NlVVVZw8eRJo+nKhT58+uLi4UFlZybZt2wD7rQZKpbLZ+/yRgN/X15dNmzaxZcsWZs2a9T9fL4QQQlxKJOAXQgghLlNnl70LDg7+0/cLCAjA398fgNraWrtzZy/RPzfg12g0DBkyBDiTrf/s8n0t3eePBPxarfaCyQmFEEKItkICfiGEEOIydfae+rPL3v1RtbW1FBUVAdC+fftmn9XcEn2AESNGALB+/XrKy8tts/jnLrtvvI9araZDhw5/us9CCCFEWyYBvxBCCHGZ+r0J+44dO0Z+fv4F7/fmm2/aZvbHjx9vd+7w4cNA0yX6jfr374+joyNlZWXMnz8fi8UCNJ3hb7xPWFgYWq32gn0SQgghLmcS8AshhBCXoaysLMrKyoALl+Rbvnw5V111FU888QQbN26koqLCdq6srIxffvmFiRMnsnjxYgAmTZpEv3797O7RODPfUnJAvV7PgAEDAGyZ9/V6fYsrBf7Icn4hhBDiciNl+YQQQojLUGPgDBee4U9KSqK+vp5Vq1axatUqAJycnLBarbYs/9AQoN9///1MmzbN7vqamhrS09Mv+KwRI0awbt062z2jo6NRqVTN3mf9+vVNXiqcq1evXsycOfO8bYQQQoi2TAJ+IYQQ4jLUGPA7ODgQERFx3raffvopGzduZMeOHRw5coTs7GyqqqpQKBT4+PgQGRlJ3759GT16dLMJ8ZKSklpcon+2QYMGodVqbaX5zm179n1qa2ubJAY8V0hIyHnPCyGEEG2dwtqY6lYIIYQQ4jJSX19PfHw8Y8eOZcaMGa3dHSGEEOIvJ3v4hRBCCCGEEEKINkiW9AshhBDisrJw4UIqKiowm80AJCcn89FHHwEN+/579erVmt0TQggh/jKypF8IIYQQl5Urr7yS7OzsZs898MADPPjgg/9wj4QQQoi/hwT8QgghhBBCCCFEGyR7+IUQQgghhBBCiDZIAn4hhBBCCCGEEKINkoBfCCGEEEIIIYRogyTgF0IIIYQQQggh2iAJ+IUQQgghhBBCiDZIAn4hhBBCCCGEEKINkoBfCCGEEEIIIYRogyTgF0IIIYQQQggh2iAJ+IUQQgghhBBCiDZIAn4hhBBCCCGEEKINkoBfCCGEEEIIIYRogyTgF0IIIYQQQggh2qD/BxDVLLncD1LNAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "ag_fc = AgglomerativeClustering(4, metric ='euclidean', linkage='single')\n", - "predicted = ag_fc.fit_predict(fc_data)\n", - "print(silhouette_score(fc_data, predicted))\n", - "#plt.figure(figsize=(6,5))\n", - "tsne_res_ag = plot_tsne(fc_data, color=predicted)" - ] - }, - { - "cell_type": "markdown", - "id": "48e3ebcf", - "metadata": {}, - "source": [ - "Вообще не очень, попробуем другие параметры\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a7c6f81d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0.5758170177979756\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "ag_fc = AgglomerativeClustering(4, metric = 'chebyshev', linkage='single')\n", - "predicted = ag_fc.fit_predict(fc_data)\n", - "print(silhouette_score(fc_data, predicted))\n", - "#plt.figure(figsize=(6,5))\n", - "tsne_res_ag = plot_tsne(fc_data, color=predicted)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d9e7fd02", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0.48444469053321304\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "ag_fc = AgglomerativeClustering(4, metric = 'cosine', linkage='average')\n", - "predicted = ag_fc.fit_predict(fc_data)\n", - "print(silhouette_score(fc_data, predicted))\n", - "#plt.figure(figsize=(6,5))\n", - "tsne_res_ag = plot_tsne(fc_data, color=predicted)" - ] - }, - { - "cell_type": "markdown", - "id": "284a1a4e", - "metadata": {}, - "source": [ - "И тут, поверьте мне на слово я перепробовала очень много комбинаций. Вот это самое приемлимое" - ] - }, - { - "cell_type": "markdown", - "id": "fe78762b-cadb-4eeb-ae2b-1a6ca7be05dc", - "metadata": {}, - "source": [ - "#### 3.3. Аннотация клеточных типов\n", - "\n", - "4 балла" - ] - }, - { - "cell_type": "markdown", - "id": "1552d02d-3579-45b8-84ca-d44bee4882d1", - "metadata": {}, - "source": [ - "Теперь когда мы подобрали хороший алгоритм кластеризации, можно аннотировать наши клетки. Для этого мы нарисуем t-SNE и покрасим точки в зависимости от интенсивности экспрессии поверхностных маркеров. В датасете присутствуют следующие типы клеток:\n", - "\n", - "* B_cells\n", - "* T_cells\n", - "* Monocytes\n", - "* Other cells\n", - "\n", - "Вам нужно будет выяснить, какие клетки экспрессируют определенные маркеры и присвоить каждому кластеру один из типов клеток." - ] - }, - { - "cell_type": "markdown", - "id": "74ac9a1c-2d5a-4296-a07a-0d43fcc1aa56", - "metadata": {}, - "source": [ - "Для начала нарисуем все это безобразие:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "828d2d2e-b74f-46c1-82f3-ee44477d0761", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Результаты t-SNE уже есть в переменной tsne_res\n", - "fig, axes = plt.subplots(3, 3, figsize=(20, 20))\n", - "for col, ax in zip(fc_data.columns, axes.ravel()):\n", - " scatter = ax.scatter(tsne_res[:, 0], tsne_res[:, 1], \n", - " c=fc_data[col], cmap=\"YlOrBr\")\n", - " fig.colorbar(scatter, ax=ax)\n", - " ax.set_title(col)\n", - " ax.grid(False)\n", - " ax.axis(\"off\")" - ] - }, - { - "cell_type": "markdown", - "id": "387a5192-36d9-4806-854b-bcf6eb00c103", - "metadata": {}, - "source": [ - "Дальше дело за вами, нужно определить клеточный тип для каждого кластера и записать их как значения в словаре:" - ] - }, - { - "cell_type": "markdown", - "id": "3185f3aa", - "metadata": {}, - "source": [ - "подпишем какие маркеры где больше экспрессированны" - ] - }, - { - "cell_type": "markdown", - "id": "b3abfb53", - "metadata": {}, - "source": [ - "используем последнюю модель ag_fc" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "94452812-efc3-4fbe-8c75-a802aa5f24a4", - "metadata": {}, - "outputs": [], - "source": [ - "cell_type_cluster_map = {0: \"T-cells\", # CD3\n", - " 1: \"B-cells\", # CD19\n", - " 2: \"Other cells\", # CD56\n", - " 3: \"Monocytes\"} # CD14" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "13ea2cbd-6df2-421b-895f-2a9bccedc7af", - "metadata": {}, - "outputs": [], - "source": [ - "labeled_fc_data = fc_data.assign(Population=ag_fc.labels_)\n", - "labeled_fc_data[\"Population\"] = labeled_fc_data[\"Population\"].map(cell_type_cluster_map)" - ] - }, - { - "cell_type": "markdown", - "id": "e26897e3-8161-4816-a4fe-3717d03433cb", - "metadata": {}, - "source": [ - "Посчитайте, как распределены типы клеток:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2c3b11f5-41d1-42f0-960b-4cea03301a01", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Population\n", - "T-cells 5771\n", - "B-cells 2038\n", - "Monocytes 1100\n", - "Other cells 1089\n", - "Name: count, dtype: int64" - ] - }, - "execution_count": 35, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "labeled_fc_data[\"Population\"].value_counts()" - ] - }, - { - "cell_type": "markdown", - "id": "a1efdb04-814c-4418-b6fe-5811ac3e34bc", - "metadata": {}, - "source": [ - "Сохраните ваши результаты в csv файл, мы сравним их с правильными ответами по метрике `f1_score(average=\"macro\")`, которая хорошо подходит, даже если классы не сбалансированы." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9a1feed8-fe0b-4ba3-a3b4-4e7c9c84b62f", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "id": "fc064d4f-6451-42ee-a129-640b7a4b333e", - "metadata": {}, - "source": [ - "#### 3.4. Атоматическая аннотация\n", - "\n", - "**дополнительные** 5 баллов" - ] - }, - { - "cell_type": "markdown", - "id": "6d11fd03-325d-4267-b532-c2e2a6b261b6", - "metadata": {}, - "source": [ - "Это задание является дополнительным. Вам нужно построить классификатор клеточных типов на основе размеченных вами данных. Пока что мы прошли не так много разных классификаторов, но уже есть из чего выбирать.\n", - "\n", - "Оцените качество полученной модели при помощи `f1_score(average=\"macro\")`. Попробуйте его улучшить, каким-то образом поработав с дисбалансом классов ([помощь](https://elitedatascience.com/imbalanced-classes))." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "61d60f3f-421a-4d86-911e-1b727792276c", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "id": "d5d0a9c8-9285-47b0-a419-c69d3cdc6270", - "metadata": {}, - "source": [ - "### Задание 4. Любимое место\n", - "\n", - "дополнительно 0.5 балла\n", - "\n", - "Расскажите о вашем любимом месте, куда бы вы хотели съездить этой весной, если вы уже там бывали, то прикрепите фотографию)" - ] - }, - { - "cell_type": "markdown", - "id": "446bef7d-f230-4bc8-9fe3-ba838c6bcac4", - "metadata": {}, - "source": [ - "Не думаю, что этой весной, но обязательно доеду до Гренландии!" - ] - }, - { - "cell_type": "markdown", - "id": "824b9905-57ad-4206-a6dc-a606bebf0d29", - "metadata": {}, - "source": [ - "### Therapy time\n", - "\n", - "Напишите здесь ваши впечатления о задании: было ли интересно, было ли слишком легко или наоборот сложно и тд. Также сюда можно написать свои идеи по улучшению заданий, а также предложить данные, на основе которых вы бы хотели построить следующие дз.\n", - "\n", - "**Ваши мысли:**" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "90d85915-bfee-47d5-bb82-00b1460807f2", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/HW3/data/flow_c_data.csv b/HW3/data/flow_c_data.csv deleted file mode 100644 index 489d264..0000000 --- a/HW3/data/flow_c_data.csv +++ /dev/null @@ -1,10001 +0,0 @@ -,FSC-A,SSC-A,HLA-DR,CD3,CD45,CD14,CD56,CD19,CD11c 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-9998,0.894134609375,0.137300478515625,-0.2261861444813615,0.2468036771513223,4.4302119985313775,0.4578806929091285,2.404284224076486,-0.1129987442914436,0.0692386313753887 -9999,0.826940703125,0.186521875,-0.2435229975045753,0.6063060166565595,4.466969899377792,0.1046865594339563,3.7382597161131454,-0.4414549477160054,0.3783314060508278 From df4d3529ee0f96e229bb4e4fe55523592ca50ca0 Mon Sep 17 00:00:00 2001 From: MariaLuk <144106192+MariaLuk@users.noreply.github.com> Date: Sat, 13 Apr 2024 02:44:04 +0700 Subject: [PATCH 6/7] Delete HW4 directory --- HW4/Code/dt_lecture_practice.ipynb | 1232 -- HW4/Data/train.csv | 17997 --------------------------- 2 files changed, 19229 deletions(-) delete mode 100644 HW4/Code/dt_lecture_practice.ipynb delete mode 100644 HW4/Data/train.csv diff --git a/HW4/Code/dt_lecture_practice.ipynb b/HW4/Code/dt_lecture_practice.ipynb deleted file mode 100644 index 1ab6669..0000000 --- a/HW4/Code/dt_lecture_practice.ipynb +++ /dev/null @@ -1,1232 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 147, - "id": "b084d51a-694e-4cc8-99cb-f2e8cc62269d", - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt \n", - "import seaborn as sns \n", - "import pylab\n", - "from sklearn.model_selection import train_test_split\n", - "from sklearn.tree import DecisionTreeClassifier\n", - "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix\n", - "from sklearn.preprocessing import LabelEncoder, OneHotEncoder\n", - "from sklearn.tree import plot_tree\n", - "from sklearn.tree import DecisionTreeClassifier\n", - "from sklearn.model_selection import train_test_split\n", - "from sklearn.metrics import accuracy_score, f1_score, precision_score\n", - "from sklearn.model_selection import GridSearchCV\n", - "from sklearn.linear_model import LogisticRegression" - ] - }, - { - "cell_type": "markdown", - "id": "ab8e95f5-5349-423d-8c28-e80f50a61ce2", - "metadata": {}, - "source": [ - "Будем учиться классифицировать жанры музыки, полузуюсь не аудио дорожками, а уже осмысленными признаками (правда, не все из них имеют понятные названия). Сами данные можно найти [здесь](https://www.kaggle.com/purumalgi/music-genre-classification). Будем использовать файл `train.csv`. Нашей задачей будет предсказание переменной `Class` (жанр песни) при помощи деревьев решений. Можно попробовать также другие методы классификации, которые мы прошли, и сравнить результаты. При обучении всех моделей не забывайте про разделение на тренировку и тест (или кросс валидацию [ссылка](https://www.youtube.com/watch?v=fSytzGwwBVw))." - ] - }, - { - "cell_type": "markdown", - "id": "04e0c9f5-2043-4ed7-92e4-e53677b60df8", - "metadata": {}, - "source": [ - "### Задание 1. EDA (10 баллов)\n", - "\n", - "Как обычно, начнем с того, что посмотрим на наши данные: типы переменных, пропущенные значения, баланс классов и все такое. Ваш ход:" - ] - }, - { - "cell_type": "code", - "execution_count": 148, - "id": "1ab19c5c-4a2b-4388-8063-ec56e415408a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "количество (строк, колонок) = (17996, 17)\n" - ] - }, - { - "data": { - "text/html": [ - "
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Artist NameTrack NamePopularitydanceabilityenergykeyloudnessmodespeechinessacousticnessinstrumentalnesslivenessvalencetempoduration_in min/mstime_signatureClass
0Bruno MarsThat's What I Like (feat. Gucci Mane)60.00.8540.5641.0-4.96410.04850.017100NaN0.08490.8990134.071234596.045
1BostonHitch a Ride54.00.3820.8143.0-7.23010.04060.0011000.0040100.10100.5690116.454251733.0410
2The RaincoatsNo Side to Fall In35.00.4340.6146.0-8.33410.05250.4860000.0001960.39400.7870147.681109667.046
3DenoLingo (feat. J.I & Chunkz)66.00.8530.59710.0-6.52800.05550.021200NaN0.12200.5690107.033173968.045
4Red Hot Chili PeppersNobody Weird Like Me - Remastered53.00.1670.9752.0-4.27910.21600.0001690.0161000.17200.0918199.060229960.0410
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Popularitydanceabilityenergykeyloudnessmodespeechinessacousticnessinstrumentalnesslivenessvalencetempoduration_in min/mstime_signatureClass
count17568.00000017996.00000017996.00000015982.00000017996.00000017996.00000017996.00000017996.00000013619.00000017996.00000017996.00000017996.0000001.799600e+0417996.00000017996.000000
mean44.5121240.5434330.6627775.952447-7.9106600.6367530.0797070.2470820.1775620.1961700.486208122.6232942.007445e+053.9240396.695821
std17.4269280.1662680.2353733.1968544.0491510.4809490.0835760.3106320.3040480.1592120.24019529.5715271.119891e+050.3616183.206073
min1.0000000.0596000.0000201.000000-39.9520000.0000000.0225000.0000000.0000010.0119000.01830030.5570005.016500e-011.0000000.000000
25%33.0000000.4320000.5090003.000000-9.5380000.0000000.0348000.0043000.0000890.0975000.29700099.6207501.663370e+054.0000005.000000
50%44.0000000.5450000.7000006.000000-7.0160001.0000000.0474000.0814000.0039100.1290000.481000120.0655002.091600e+054.0000008.000000
75%56.0000000.6590000.8600009.000000-5.1890001.0000000.0830000.4340000.2000000.2580000.672000141.9692502.524900e+054.00000010.000000
max100.0000000.9890001.00000011.0000001.3550001.0000000.9550000.9960000.9960001.0000000.986000217.4160001.477187e+065.00000010.000000
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" - ], - "text/plain": [ - " Popularity danceability energy key loudness \\\n", - "count 17568.000000 17996.000000 17996.000000 15982.000000 17996.000000 \n", - "mean 44.512124 0.543433 0.662777 5.952447 -7.910660 \n", - "std 17.426928 0.166268 0.235373 3.196854 4.049151 \n", - "min 1.000000 0.059600 0.000020 1.000000 -39.952000 \n", - "25% 33.000000 0.432000 0.509000 3.000000 -9.538000 \n", - "50% 44.000000 0.545000 0.700000 6.000000 -7.016000 \n", - "75% 56.000000 0.659000 0.860000 9.000000 -5.189000 \n", - "max 100.000000 0.989000 1.000000 11.000000 1.355000 \n", - "\n", - " mode speechiness acousticness instrumentalness \\\n", - "count 17996.000000 17996.000000 17996.000000 13619.000000 \n", - "mean 0.636753 0.079707 0.247082 0.177562 \n", - "std 0.480949 0.083576 0.310632 0.304048 \n", - "min 0.000000 0.022500 0.000000 0.000001 \n", - "25% 0.000000 0.034800 0.004300 0.000089 \n", - "50% 1.000000 0.047400 0.081400 0.003910 \n", - "75% 1.000000 0.083000 0.434000 0.200000 \n", - "max 1.000000 0.955000 0.996000 0.996000 \n", - "\n", - " liveness valence tempo duration_in min/ms \\\n", - "count 17996.000000 17996.000000 17996.000000 1.799600e+04 \n", - "mean 0.196170 0.486208 122.623294 2.007445e+05 \n", - "std 0.159212 0.240195 29.571527 1.119891e+05 \n", - "min 0.011900 0.018300 30.557000 5.016500e-01 \n", - "25% 0.097500 0.297000 99.620750 1.663370e+05 \n", - "50% 0.129000 0.481000 120.065500 2.091600e+05 \n", - "75% 0.258000 0.672000 141.969250 2.524900e+05 \n", - "max 1.000000 0.986000 217.416000 1.477187e+06 \n", - "\n", - " time_signature Class \n", - "count 17996.000000 17996.000000 \n", - "mean 3.924039 6.695821 \n", - "std 0.361618 3.206073 \n", - "min 1.000000 0.000000 \n", - "25% 4.000000 5.000000 \n", - "50% 4.000000 8.000000 \n", - "75% 4.000000 10.000000 \n", - "max 5.000000 10.000000 " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "RangeIndex: 17996 entries, 0 to 17995\n", - "Data columns (total 17 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 Artist Name 17996 non-null object \n", - " 1 Track Name 17996 non-null object \n", - " 2 Popularity 17568 non-null float64\n", - " 3 danceability 17996 non-null float64\n", - " 4 energy 17996 non-null float64\n", - " 5 key 15982 non-null float64\n", - " 6 loudness 17996 non-null float64\n", - " 7 mode 17996 non-null int64 \n", - " 8 speechiness 17996 non-null float64\n", - " 9 acousticness 17996 non-null float64\n", - " 10 instrumentalness 13619 non-null float64\n", - " 11 liveness 17996 non-null float64\n", - " 12 valence 17996 non-null float64\n", - " 13 tempo 17996 non-null float64\n", - " 14 duration_in min/ms 17996 non-null float64\n", - " 15 time_signature 17996 non-null int64 \n", - " 16 Class 17996 non-null int64 \n", - "dtypes: float64(12), int64(3), object(2)\n", - "memory usage: 2.3+ MB\n" - ] - }, - { - "data": { - "text/plain": [ - 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "количество уникальных значений по колонкам:\n", - "Artist Name 9149\n", - "Track Name 15129\n", - "Popularity 100\n", - "danceability 909\n", - "energy 1208\n", - "key 11\n", - "loudness 9002\n", - "mode 2\n", - "speechiness 1194\n", - "acousticness 3930\n", - "instrumentalness 4253\n", - "liveness 1459\n", - "valence 1320\n", - "tempo 13562\n", - "duration_in min/ms 14121\n", - "time_signature 4\n", - "Class 11\n", - "dtype: int64\n" - ] - } - ], - "source": [ - "data = pd.read_csv(\"../Data/train.csv\")\n", - "print(\"количество (строк, колонок) = \", data.shape)\n", - "display(data.head())\n", - "display(data.describe())\n", - "display(data.info())\n", - "plt.figure(figsize=(10,7))\n", - "sns.heatmap(data.isna(),yticklabels=False,cbar=False)\n", - "plt.title('Visualize Features with Null Values')\n", - "plt.show()\n", - "print(\"количество уникальных значений по колонкам:\")\n", - "print(data.nunique())" - ] - }, - { - "cell_type": "markdown", - "id": "d19b38c0-2bbd-476d-8ec8-c244fb8b2a78", - "metadata": {}, - "source": [ - "Видим, что все переменные кроме строки и названия численные, строку и название уберем, так так предсказывать жанр музыки по исполнителю и название вряд ли то, что нам нужно. Есть пропущенные значения в колонках instrumentalness и key.\n", - "Что-то странное происходит с длиной композиции, по разбросу значений, видно, что представлено в двух единицах измерения, приведем все к минутам \n", - "Колонки *mode*, *time_signature*, *key* и *class* являются категориальными. \n", - "*Mode* принимает всего два значения, \n", - "*time_signature* это такт, и пока мне не очень понтно, скрыто ли что-то числовое в этой кодировке (подавлющее число имеют значение 4, и возможно это количество четвертей), возможно его стоит обработать OneHotEncoder, а возможно, нет. \n", - "\n", - "*key* это тональность, думаю тут тоже может быть смысл в распределении от 1 до 11. Так что ее оставим без изменений.\n", - "Class обработаем Label Encoder\n" - ] - }, - { - "cell_type": "markdown", - "id": "b038701c", - "metadata": {}, - "source": [ - "Посмотрим баланс классов" - ] - }, - { - "cell_type": "code", - "execution_count": 149, - "id": "e1e01584", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.figure(figsize=(14,4))\n", - "sns.countplot(y=data['Class'])\n", - "plt.title('Distribution of the Music Genre')\n", - "plt.ylabel('Genres')\n", - "plt.xlabel('Count of Genres')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "925467e9", - "metadata": {}, - "source": [ - "Не очень сбалансированы, надо будет это учесть при разбиении" - ] - }, - { - "cell_type": "code", - "execution_count": 150, - "id": "1dd00b0e", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
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"number or outliers for column Class = 0 \n", - "\n", - "Number of dublicates = 0 \n", - "\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = data\n", - "numeric = []\n", - "for i in range (0, df.shape[1]):\n", - " if df.iloc[ : , i].dtype == 'int' or df.iloc[ : ,i].dtype == 'float':\n", - " numeric.append(df.columns[i])\n", - "\n", - " # создание heatplot корреляции\n", - "tr = np.triu(df[numeric].corr())\n", - "plt.rcParams[\"figure.figsize\"] = 18, 15\n", - "#pylab.subplot (1, 2, 2)\n", - "sns.heatmap(df[numeric].corr(), annot = True, cbar_kws= {'orientation': 'horizontal'}, vmin=-1, vmax=1, center= 0, square=True, cmap=\"vlag\", mask = tr)\n", - "pylab.title (\"Корреляция между переменными\")\n", - "pylab.show()\n", - "\n", - "# анализ выбросов\n", - "for name in numeric:\n", - " q1 = df[name].quantile(0.25)\n", - " q3 = df[name].quantile(0.75) \n", - " outliers = df[(df[name] < q1 - 2*(q3-q1)) | (df[name] > q3 + 2*(q3-q1))]\n", - " print(f\"number or outliers for column {name} =\", len(outliers), \"\\n\")\n", - "#display(df.head())\n", - "#display(df.describe())\n", - "df.isnull().sum()\n", - "print('Number of dublicates =', len(df) - len(df.drop_duplicates()), \"\\n\") \n", - "\n", - "\n", - "df.plot(kind = \"box\" , subplots = True , figsize = (18,15), layout = (3,5))\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 151, - "id": "ba49b348", - "metadata": {}, - "outputs": [], - "source": [ - "#проверим дубликаты, вроде нет, но возможно это связано с тем, что имя и фамилия написаны по-разному\n" - ] - }, - { - "cell_type": "markdown", - "id": "d2d6c501", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "id": "d7dfab66-247d-423e-a4f9-5891ce11627b", - "metadata": {}, - "source": [ - "### Задание 2. Обучение дерева решений (10 баллов)\n", - "\n", - "Предобработайте признаки так, чтобы их можно было подать в модель дерева решений и обучите ее, постарайтесь подобрать оптимальные гиперпараметры, которые вам известны. Постарайтесь также обосновать выбор метрики в данном случае. При подборе гиперпараметров может помочь `GridSearchCV` [ссылка](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "77a0d2b1", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 152, - "id": "f69d6a02-fac9-48ec-9ae8-1613f27283d5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "число дубликатов = 45\n", - "\n", - "Index: 17951 entries, 0 to 17995\n", - "Data columns (total 15 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 Popularity 17951 non-null float64\n", - " 1 danceability 17951 non-null float64\n", - " 2 energy 17951 non-null float64\n", - " 3 key 17951 non-null float64\n", - " 4 loudness 17951 non-null float64\n", - " 5 mode 17951 non-null int64 \n", - " 6 speechiness 17951 non-null float64\n", - " 7 acousticness 17951 non-null float64\n", - " 8 instrumentalness 17951 non-null float64\n", - " 9 liveness 17951 non-null float64\n", - " 10 valence 17951 non-null float64\n", - " 11 tempo 17951 non-null float64\n", - " 12 duration_in min/ms 17951 non-null float64\n", - " 13 time_signature 17951 non-null int64 \n", - " 14 Class 17951 non-null int64 \n", - "dtypes: float64(12), int64(3)\n", - "memory usage: 2.2 MB\n" - ] - }, - { - "data": { - "text/plain": [ - "None" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = data\n", - "#переведем все песни в минуты\n", - "\n", - "df['duration_in min/ms'] = df['duration_in min/ms'].apply(lambda x: x if x <= 100 else x/60000)\n", - "#заменим нулями NA в колонке с instrumentalness, это кажется логичным, так как там совсем нет нулевых значений, возможно NA это как раз отсутсвие таких звуков\n", - "df['instrumentalness'] = df['instrumentalness'].fillna(0)\n", - "\n", - "#удаляем строковые\n", - "df = df.drop(['Artist Name', 'Track Name'], axis=1)\n", - "\n", - "\n", - "# заполним NA самым частым значением в колонках key и средним в popularity\n", - "df['key'] = df['key'].fillna(df['key'].mode()[0])\n", - "df['Popularity'] = df['Popularity'].fillna(df['Popularity'].mean())\n", - "long_df =df\n", - "# теперь еще раз проверим дубликаты, так как трудно поверить, что у двух разных песен совпадут настолько числовые параметры\n", - "print(\"число дубликатов = \", len(df) - len(df.drop_duplicates()))\n", - "df = df.drop_duplicates()\n", - "\n", - "# удалим их\n", - "display(df.info())\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "4457af7c", - "metadata": {}, - "source": [ - "Перепробовав и передумав разное я выбрала метрику balanced_accuracy, как общую метрику, которая показывает долю правильно классифицированных образцов и лучше работающую на несбалансированных данных\n" - ] - }, - { - "cell_type": "code", - "execution_count": 153, - "id": "7aa9c6c1", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'criterion': 'gini', 'max_depth': 10, 'min_samples_split': 20, 'splitter': 'best'}\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Accuracy: 0.4394319131161236\n", - "f1_score: 0.4127907408452206\n", - "Precision: 0.4143576695888733\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.27 0.16 0.20 125\n", - " 1 0.14 0.01 0.02 274\n", - " 2 0.36 0.21 0.27 254\n", - " 3 0.41 0.41 0.41 80\n", - " 4 0.28 0.06 0.11 77\n", - " 5 0.68 0.62 0.65 289\n", - " 6 0.31 0.28 0.29 517\n", - " 7 0.70 0.77 0.74 115\n", - " 8 0.54 0.52 0.53 370\n", - " 9 0.44 0.45 0.45 504\n", - " 10 0.42 0.64 0.50 986\n", - "\n", - " accuracy 0.44 3591\n", - " macro avg 0.41 0.38 0.38 3591\n", - "weighted avg 0.41 0.44 0.41 3591\n", - "\n" - ] - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "data = df\n", - "X = data.drop('Class', axis=1)\n", - "y = data['Class']\n", - "\n", - "# Разделение выборки\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=111, stratify=data['Class'])\n", - "param_grid = {\n", - " 'criterion': ['gini', 'entropy'],\n", - " 'max_depth': [ 5, 10, 12, 15, 20],\n", - " 'min_samples_split': [2, 5, 10, 15, 20],\n", - " 'splitter': ['best', 'random']\n", - "}\n", - "clf = DecisionTreeClassifier()\n", - "grid_search = GridSearchCV(clf, param_grid, cv=5, scoring = 'balanced_accuracy' )\n", - "grid_search.fit(X_train, y_train)\n", - "\n", - "# Получение наилучших гиперпараметров\n", - "best_params = grid_search.best_params_\n", - "print(best_params)\n", - "# Оценка наилучшей модели на тестовом наборе данных\n", - "best_model = grid_search.best_estimator_\n", - "y_pred = best_model.predict(X_test)\n", - "accuracy = accuracy_score(y_test, y_pred)\n", - "\n", - "best_model.fit(X_train, y_train)\n", - "y_pred = best_model.predict(X_test)\n", - "# Отрисовка дерева решений\n", - "plt.figure(figsize=(22, 10))\n", - "plot_tree(best_model, filled=True, feature_names=X.columns, class_names=True, fontsize=4, rounded=True, precision=2)\n", - "plt.show()\n", - "plt.show()\n", - "print(\"Accuracy:\", accuracy_score(y_test, y_pred))\n", - "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", - "print(\"Precision:\", precision_score(y_test, y_pred, average = 'weighted'))\n", - "print(\"Classification Report:\\n\", classification_report(y_test, y_pred))\n", - "#print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred))\n", - "#визуализация\n", - "cm = confusion_matrix(y_test, y_pred)\n", - "plt.figure(figsize=(10, 7))\n", - "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", - "plt.xlabel('Predicted')\n", - "plt.ylabel('Actual')\n", - "plt.title('Confusion Matrix')\n", - "plt.show()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9031cd99", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "id": "c0106f30", - "metadata": {}, - "source": [ - "Тут я перекодирую категориальные признаки с помощью OneHotEncoder, но лучше не стало, так что можно особо не смотреть" - ] - }, - { - "cell_type": "code", - "execution_count": 154, - "id": "18218d75", - "metadata": {}, - "outputs": [], - "source": [ - "data = long_df\n", - "#print(len(data))\n", - "#Повторю, прекодировав категориальные признаки, с помощью oneHotEncoder\n", - "encoder = OneHotEncoder()\n", - "cat_data = data[['key', 'time_signature']] # предположим, data - это ваш датасет\n", - "cat_data = encoder.fit_transform(cat_data)\n", - "#print(cat_data.shape[0])\n", - "# Обновление датасета с закодированными признаками\n", - "data = data.drop(['key', 'time_signature'], axis=1) # удаление старых колонок\n", - "#print(len(data))\n", - "data_encoded = pd.concat([data, pd.DataFrame(cat_data.toarray(), columns=encoder.get_feature_names_out(['key', 'time_signature']))], axis=1)\n", - "#data_encoded.head()\n", - "data_encoded = data_encoded.dropna()\n", - "#print(len(data_encoded))\n", - "X = data_encoded.drop('Class', axis=1)\n", - "y = data_encoded['Class']\n", - "#len(y)" - ] - }, - { - "cell_type": "code", - "execution_count": 155, - "id": "e0c75145", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'criterion': 'entropy', 'max_depth': 10, 'min_samples_split': 15, 'splitter': 'best'}\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Accuracy: 0.4330555555555556\n", - "f1_score: 0.40966347812706416\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.18 0.15 0.17 125\n", - " 1 0.13 0.03 0.05 275\n", - " 2 0.38 0.22 0.28 254\n", - " 3 0.44 0.46 0.45 80\n", - " 4 0.14 0.08 0.10 77\n", - " 5 0.61 0.58 0.60 290\n", - " 6 0.32 0.24 0.27 518\n", - " 7 0.67 0.72 0.69 115\n", - " 8 0.59 0.52 0.55 371\n", - " 9 0.42 0.47 0.44 505\n", - " 10 0.43 0.64 0.51 990\n", - "\n", - " accuracy 0.43 3600\n", - " macro avg 0.39 0.37 0.37 3600\n", - "weighted avg 0.41 0.43 0.41 3600\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "\n", - "\n", - "# Разделение выборки\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=111, stratify=data_encoded['Class'])\n", - "param_grid = {\n", - " 'criterion': ['gini', 'entropy'],\n", - " 'max_depth': [ 5, 10, 15, 20],\n", - " 'min_samples_split': [2, 5, 10, 15, 20],\n", - " 'splitter': ['best', 'random']\n", - "}\n", - "clf = DecisionTreeClassifier()\n", - "grid_search = GridSearchCV(clf, param_grid, cv=5, scoring = 'balanced_accuracy')\n", - "grid_search.fit(X_train, y_train)\n", - "\n", - "# Получение наилучших гиперпараметров\n", - "best_params = grid_search.best_params_\n", - "print(best_params)\n", - "# Оценка наилучшей модели на тестовом наборе данных\n", - "best_model = grid_search.best_estimator_\n", - "y_pred = best_model.predict(X_test)\n", - "accuracy = accuracy_score(y_test, y_pred)\n", - "\n", - "best_model.fit(X_train, y_train)\n", - "y_pred = best_model.predict(X_test)\n", - "# Отрисовка дерева решений\n", - "plt.figure(figsize=(22, 10))\n", - "plot_tree(best_model, filled=True, feature_names=X.columns, class_names=True, fontsize=6, rounded=True, precision=2)\n", - "plt.show()\n", - "plt.show()\n", - "print(\"Accuracy:\", accuracy_score(y_test, y_pred))\n", - "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", - "print(\"Classification Report:\\n\", classification_report(y_test, y_pred))\n", - "#print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred))\n", - "#визуализация\n", - "cm = confusion_matrix(y_test, y_pred)\n", - "plt.figure(figsize=(10, 7))\n", - "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", - "plt.xlabel('Predicted')\n", - "plt.ylabel('Actual')\n", - "plt.title('Confusion Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "11c54184-da20-4f53-9d5f-575e2cad3a4d", - "metadata": {}, - "source": [ - "### Задание 3. Другие модели (без баллов, просто если есть желание)\n", - "\n", - "Проделайте операции из **Задания 2** с другими известными вам классификаторами. Стало ли лучше?" - ] - }, - { - "cell_type": "markdown", - "id": "bb2b268c", - "metadata": {}, - "source": [ - "Примерно также, но потом я поняла, что надо было нормировать бы данные для лучшего результата" - ] - }, - { - "cell_type": "code", - "execution_count": 156, - "id": "eb381e31-ecb5-47aa-8eb0-1fed6e248c61", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/linear_model/_logistic.py:469: ConvergenceWarning: lbfgs failed to converge (status=1):\n", - "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", - "\n", - "Increase the number of iterations (max_iter) or scale the data as shown in:\n", - " https://scikit-learn.org/stable/modules/preprocessing.html\n", - "Please also refer to the documentation for alternative solver options:\n", - " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", - " n_iter_i = _check_optimize_result(\n", - "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", - " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", - "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", - " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", - "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", - " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n", - "/home/maria/miniforge3/envs/ML/lib/python3.11/site-packages/sklearn/metrics/_classification.py:1497: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", - " _warn_prf(average, modifier, f\"{metric.capitalize()} is\", len(result))\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Accuracy: 0.29444444444444445\n", - "Accuracy: 0.29444444444444445\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.00 0.00 0.00 125\n", - " 1 0.00 0.00 0.00 275\n", - " 2 0.13 0.07 0.09 254\n", - " 3 0.30 0.09 0.14 80\n", - " 4 0.00 0.00 0.00 77\n", - " 5 0.00 0.00 0.00 290\n", - " 6 0.20 0.06 0.09 518\n", - " 7 0.40 0.68 0.50 115\n", - " 8 0.29 0.09 0.14 371\n", - " 9 0.44 0.08 0.13 505\n", - " 10 0.30 0.86 0.44 990\n", - "\n", - " accuracy 0.29 3600\n", - " macro avg 0.19 0.18 0.14 3600\n", - "weighted avg 0.23 0.29 0.19 3600\n", - "\n", - "f1_score: 0.19345427574375723\n", - "Precision: 0.23060626669491532\n" - ] - }, - { - "data": { - "image/png": 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/Qo3a3hg3fABiX8YAAJ4/fYJRA/3hVLosFqxYjx+2/IQefQbA0MhI4Mgpv9GTi+Vn12zSsnRznB5dO8PdwxMTJ7/7sJDJZGjWuD66de+Jfv0H6CYILRIyP5kOXpbDhwyElbUNps+crWgbPXIYTIxNMHvuPK0eW1+AsZbx8fFo6OuNDZu3okbNWjo/vjaI/RwEhMtRF58Mq1Yswx8njmHXTz9r/2C50PbHXzVPFyxcvBwNGzfJse75s6fw+6bJu46hi6tWjq+vz/cZTavi7oxFS1egUS7PqTa8TEzX6P7S09LQpok3gucuQW2feor2Ib2/RS3vuugzcBhmTxkHgyJFMGFaiEaPnRsnK2OtH+NzFfWZpLNjpf49W/VG+ZCglYjY2FiEhYWhffv28Pb2hre3N9q3b4958+bh1atXQoamUmZGBm7fugkv7zqKNn19fXh51cG1q5cFjEwzxJ4fAFSpWg3nz0Xg8aOHAIC7d+7gyqVL8PGtp+KRBdPbpCQAgLlEInAkmlEYXqOFIceoqMdo2rAu/L5pjKDxo/HixXOhQ6IvILb3GbGRSqWQSaU5qgpGxia4cfUyZDIZzp05jZKlSmPCyEHo3LI+hvXrjr9PnRAoYsrPBOtEREZGolKlSli6dCkkEgnq1auHevXqQSKRYOnSpXBxccGFCxdU7ic9PR2JiYlKS3q6ZnvuuXmd8BpSqRTW1tZK7dbW1oiNjdX68bVN7PkBQJ/vB6B5Cz+0b90Stap6oFvn9ujesxdatmotdGgaJ5PJEDY3BFWrVUfFipWEDkcjCsNrVOw5elaujOBZoVixeh0mTZmOZ0+foW+vHkhOfit0aPQZxPg+IzbFTE3h5lEF2zauQeyrl5BKpTh25ABu37iK+LhXSHgdj9SUFOzcsh61avsgdPEP8KnfGDOCRuHqJdXfyUSFcyJUEuwSr8OGDUPnzp2xevVq6H0wtEMul2PQoEEYNmwYIiIiPrmf0NBQzJgxQ6lt0pRpmDx1uqZDJpH5/chhHD7wK0Lmzkf5ChVw984dzJ8bghK2tmjTtr3Q4WlUyKwZ+PfePWzaUrDHm5O41PWtr/j/Ss4u8PCsgpbNGuL3I4fRvmNnASOjz8H3mYJh/LQQzJ89Fd3aNIG+gQEqVnJFw6Yt8M+dW5DJZAAAb9+G6NitJwCgQiUX3Lx+BQf270KV6jWFDJ3yGcE6EVevXsWmTZtydCAAQE9PD6NGjUK1atVU7icoKAiBgYFKbXID7Y+xs7SwhIGBQY7JjXFxcbCxsdH68bVN7PkBwOIF89Dn+/74pqUfAKBiJWe8ePEcG9etEVUnImRWME6fOokNm7fCzt5e6HA0pjC8RgtDjtmZm5vDqXQZPImKEjoUUpNY32fEyLFkKSxctRGpqSlISU6GtU0JzJo8Fg5flYTEwhIGBkVQumx5pcc4lSmHGyIZQplnvE+ESoLVUOzt7XH+/PmPrj9//jzs7OxU7sfY2Bjm5uZKi7Gx9jsRhkZGcHVzx7mz/1VKZDIZzp2LQOUqqjs/+Z3Y8wOAtLRU6H1QRtTX11f8ElPQyeVyhMwKxonjR7F2w2aULFlK6JA0qjC8RgtDjtmlpCTj6ZMnsClRQuhQKI/E/j4jZkWLFoO1TQkkJSbiwrkzqOPbEIaGhnB2dceTqEdK2z6Legw7ewdhAqV8S7BKxJgxYzBgwABcvHgRjRs3VnQYYmJicPz4caxduxbz588XKrw86enfB1Mmjoe7uwc8PCtj65bNSE1NRbv2HYQOTSPEnl+9Bg2xfu1qODg4oHyFCrhz+za2/rgJ7dp3FDo0jQiZOQOHDx3A4mUrYVrMFLH/v1iBWfHiMDExETg6zRD7axQQd44L581FvQYN4eDoiFcvX2LVimUwMNDHNy1bCR3aZ0tJSVaqpDx79hR379yGuUQCBwdHvHmTgOgXL/Dy5UsAwKP/X9jB2sYGNjYFr/NUGN5nUpKTEZX9OX36FHdu34ZEIoGDo6OAkX2eyLN/A3I5SpYug+dPn2DN8oUoVboMmrdqCwDo3KM3Zk8Zi8pVq6NK9a8RefZvRPx9CgtWrBc4ch0rwHMVdEXQS7zu3LkTixYtwsWLFyGVSgEABgYGqFGjBgIDA9GlS5fP2q+uLvEKADu2bcXmjesRG/sKzi6uGD9xMipXrqK7ALRMqPx0cYnX5OS3WLlsKU4cP4bX8XEoUcIW37T0w4DBQ2BoqN3rYeviEq9V3J1zbQ+eFYq2IvgC+p7Yz0FAmBx18ckwfswoXLoYiYSEBFhaWaFatRoYOnwUSjk5af/g0M4lXi9EnkP/vv452lu3aYfg2XPwy/69mDZlYo71AwcHYNCQYRqNRReXeC0M7zOR58/h+z69crS3adseM0PmaPXYmr7EKwCcOvYb1q9egtiXMShuLkHdBk3Qd9AwmJoVV2xz5Nd92PHjesS+jEHJ0mXg//0Q1KnXUOOx5OtLvNabrrNjpZ7O+7GkUimmT5+OrVu3Ijo6Go6OjujduzcmT56smCIgl8sxbdo0rF27FgkJCfDx8cGqVatQsWJFxX7i4+MxbNgw/Prrr9DX10fHjh2xZMkSmJmZ5TmWfHGfiMzMTMWVRmxsbGBoaPhF+9NlJ4K0QxedCCEJcZ8IInWI/BQEoP37RAhNiPtEkGZpoxORn+TrTkT9YJ0dK/VU7jenzE1ISAgWLlyIzZs3w93dHRcuXECfPn0we/ZsDB8+HAAwd+5chIaGYvPmzShbtiymTJmC69ev49atW4oKYYsWLfDixQv88MMPyMzMRJ8+fVCrVi1s3573CyPki06EprETUfCxE0EkLJGfggDYiaD8j50I4eTXTkSrVq1gZ2eH9ev/G17WsWNHFC1aFFu3boVcLoejoyNGjx6NMWPGAADevHkDOzs7bNq0CV27dsXt27fh5uaGyMhI1Kz57opbR44cQcuWLfH06VM45nGYHgd8ERERERFlp6+ns0Wde57VqVMHx48fxz///APg3dVO//rrL7Ro0QIA8PDhQ0RHR6NJk//uqi6RSFC7dm3FbRMiIiJgYWGh6EAAQJMmTaCvr49z587l/U+k9h+ViIiIiIg0IjQ0FBKJRGkJDQ3NddsJEyaga9eucHFxgaGhIapVq4aRI0eiR48eAIDo6GgAyHGFUzs7O8W66Oho2NraKq0vUqQIrKysFNvkhWBXZyIiIiIiypd0eHWmoKBxOe559rHbFezatQvbtm3D9u3b4e7ujitXrmDkyJFwdHSEv3/OizpoEzsRREREREQCMTY2zvM9zsaOHauoRgCAp6cnHj9+jNDQUPj7+8P+/zd7jImJgYPDf/f2iImJQdWqVQG8u1fb+8tMv5eVlYX4+HjF4/OCw5mIiIiIiAqAlJQU6Osrf303MDBQ3Ci3bNmysLe3x/HjxxXrExMTce7cOXh7ewMAvL29kZCQgIsXLyq2OXHiBGQyGWrXrp3nWFiJICIiIiLKLp9eRbF169aYPXs2nJyc4O7ujsuXL2PhwoXo27cvAEBPTw8jR47ErFmzULFiRcUlXh0dHdGuXTsAgKurK7755hv0798fq1evRmZmJoYOHYquXbvm+cpMADsRREREREQFwrJlyzBlyhQMGTIEL1++hKOjIwYOHIipU/+7TOy4ceOQnJyMAQMGICEhAXXr1sWRI0eU7iK/bds2DB06FI0bN1bcbG7p0qVqxcL7RFC+xPtEEAlL5KcgAN4ngvI/3idCOEWbaPdu5NmlHpugs2NpEudEEBERERGRWjiciYiIiIgoO44YUImVCCIiIiIiUgsrEURERERE2enwZnMFFf9CRERERESkFlYiiIiIiIiy45wIlViJICIiIiIitbASQURERESUHedEqMS/EBERERERqYWVCCIiIiKi7DgnQiV2Iihf0gNPXiIhySEXOgT6QnI+hQXe3ZgkoUPQKicrY6FDoC/ATgQRERERUXacE6ES/0JERERERKQWViKIiIiIiLLjnAiVWIkgIiIiIiK1sBJBRERERJQd50SoxL8QERERERGphZ0IIiIiIiJSC4czERERERFlx+FMKvEvREREREREamElgoiIiIgoO17iVSVWIoiIiIiISC2sRBARERERZcc5ESrxL0RERERERGphJYKIiIiIKDvOiVCJlQgiIiIiIlILKxFERERERNlxToRK/AsREREREZFaWIkgIiIiIsqOcyJUYiXiC4Vv34YWTRuhVjVP9OjaGdevXRM6JI0Se37vbVi3BlU9nBE2Z7bQoWjUxQuRGDZkEJo0qIsq7s44cfyY0CFpXGF4jYo1x5bNGqGah0uOJXRWsNChfbaLFyIxYuggNG3ki2qeLvjjg3NOLpdj5fKlaNrQF141q2Dg933w+PEjYYLVgFUrlqGqh7PS0q71N0KHpTEFPb/f9vyIsDH9MLprE0zw98OakAmIefY4123lcjlWBo/G0HY+uHr2tKL9beIbrJgRiIl92mBkpwaY3K89dq1ZgNSUZF2lQfkUOxFf4MjhQ5gfFoqBQwIQvnsfnJ1dMHhgP8TFxQkdmkaIPb/3bly/hj27w1GpkrPQoWhcamoKnJ2dETR5mtChaEVheI2KOcet4Xtw9OSfimXV2g0AgKbNmgsc2edLTU1FpUouCJo0Ndf1mzasw47tWzBxynT8uG0XihYtioCB3yM9PV3HkWpO+QoVcezkX4pl44/bhQ5JowpyfvdvXkG9Fh0wJmwNhk5fDKk0C8unj0J6WmqObf/4dWeu+9DX10Plr30xcNJcTF0Zjp7DJ+Hu1QsIXzVP2+ELSk9PT2dLQcVOxBfYsnkjOnTqgnbtO6J8hQqYPG0GTExMsH/vT0KHphFizw8AUlKSMXHCWEydPgvFzSVCh6NxdX3rY+iIUWjcpKnQoWhFYXiNijlHKysr2NiUUCx/njqJUqWcUKPW10KH9tnq+tZDwPCRaNQ45zknl8uxfeuP6D9gEBo2aoxKzs6YGTIXr169xB8nCm6V0MDAQOl5tLS0EjokjSrI+QVMWwivxn5wcCqHkmUr4rvhk/D6VQye/HtXabunD/7BiZ/D8d2wiTn2UczMHL4t2qN0BVdY2drDuUpN+LbogH9vXdVVGpRPsRPxmTIzMnD71k14eddRtOnr68PLqw6uXb0sYGSaIfb83guZFQzfevWV8qSCoTC8RgtDju9lZmbg0IFf0LZ9hwL9y9ynPHv6FLGxr1Db67/ns3jx4vDwrIxrV68IF9gXiop6jKYN68Lvm8YIGj8aL148FzokjRJTfmn/H4JUzMxc0ZaRnoZNC2egy4DRMLe0VrmPhPhXuBJxChU9qmorzHyBlQjV8vXE6idPnmDatGnYsGHDR7dJT0/PUQaWGxjD2NhYq7G9TngNqVQKa2vlE87a2hoPHz7Q6rF1Qez5AcCRQwdx5/YtbAvfI3Qo9BkKw2u0MOT43h/HjyMpKQmt27UXOhStiY17BQCwyvF82iAuNlaIkL6YZ+XKCJ4VijJlyiI29hVWr1yBvr16YM/+X2FqaiZ0eF9MTPnJZDLsWb8E5Vwrw7F0OUX7T+uXoqyLByrX9v3k4zcumIZr5/5EZkY6PGr5oHvABG2HTPlcvq5ExMfHY/PmzZ/cJjQ0FBKJRGmZNzdURxFSQRX94gXC5sxGyJx5Wu9wEpFq+/fugU9dX9ja2gkdCqmhrm99NGveApWcXVDHxxfLV61BUlIifj9yWOjQNEJM+e1aswAvHj9An9EzFG3Xzv+Jf65fRKd+I1Q+vmPf4Ri/cCMGTJyD2Ohn2LthmTbDFZ6eDpcCStBKxC+//PLJ9Q8eqP6lLSgoCIGBgUptcgPtfym0tLCEgYFBjsmNcXFxsLGx0frxtU3s+d26dRPx8XHo1qWDok0qleLSxUjs3LEN5y9dh4GBgYARkipif40ChSNHAHj+/BnOnY3A/MXi/lJiY10CABAfF4cSJWwV7XFxsXB2cRUqLI0yNzeHU+kyeBIVJXQoWlFQ89u1ZgFuRJ7ByJAVsLT577X3z7WLiI1+hrE9lK84tS5sEsq7VsHI2csVbeaW1jC3tIZ9ydIwNTPHoolD8E2X3pBYiee9iNQjaCeiXbt20NPTg1wu/+g2qsaKGRvnHLqUlqWR8D7J0MgIrm7uOHc2Ao0aNwHwrlR47lwEunb7TvsBaJnY86vt5YU9+35Vaps6OQhly5ZDn3792YEoAMT+GgUKR44A8Mu+vbCysoZvvfpCh6JVX5UsCRubEjh3LkLRaXj79i1uXL+Gzt92Ezg6zUhJScbTJ09g07qE0KFoRUHLTy6XY/fahbh69jRGzFoOGztHpfXNOvZEnaZtlNpCRvREx77D4VHL55P7BYCszEzNB00FhqCdCAcHB6xcuRJt27bNdf2VK1dQo0YNHUeVdz39+2DKxPFwd/eAh2dlbN2yGampqWjXvoPqBxcAYs7P1NQMFSpWUmorWrQYJBYWOdoLspTkZERl+8Xs2dOnuHP7NiQSCRwcHT/xyIJBzK/R98Seo0wmw8/796FV23YoUiRfT9PLk5SUZKVfqZ89e4q7d27DXCKBg4Mjun/XC+t+WA0npzL46quvsHL5UpQoYYuGjZoIGPXnWzhvLuo1aAgHR0e8evkSq1Ysg4GBPr5p2Uro0DSioOe364cFuHD6KAZMnAOTosWQ+PpdVdOkmBmMjI0V1YUPWdrYKTocNy+cQeKb1yhdwRXGJkXx4slD7N+0AuVcK8PazkGn+ehSQZ7wrCuCvmPXqFEDFy9e/GgnQlWVQmjftGiJ1/HxWLl8KWJjX8HZxRUrf1gHa5EMMxB7foXBzZs38H2fXop/zw97N1+oTdv2mBkyR6iwNKYwvEbFnuO5iDOIfvFcNJ2iWzdvoH9ff8W/F8x7d561btMOwbPnoHff75GamopZM6YiKSkRVavVwIrVawvs3KyYmGgEjQtEQkICLK2sUK1aDfy4bResrArOZVA/paDn9+eRfQCAJZOHKrV/N2wivBr75WkfhsbGOPP7L9i7fimysjJgYWOHql710bSDeKqh9Hn05AJ+S//zzz+RnJyMb77J/e6PycnJuHDhAurXV6/ErYvhTKRd+bjvqBH8gYPyO5nYT0IAEHmK/CW14PvrfsG8aldeNXXNvz+GFP/20xf20aSknf6qN8qHBK1E+Pp++nJipqamancgiIiIiIhIuwr+AFQiIiIiIg1iJU+1fH2fCCIiIiIiyn9YiSAiIiIiyoaVCNVYiSAiIiIiIrWwEkFERERElB0LESqxEkFERERERGphJYKIiIiIKBvOiVCNlQgiIiIiIlILKxFERERERNmwEqEaKxFERERERKQWViKIiIiIiLJhJUI1ViKIiIiIiAqAMmXKQE9PL8cSEBAAAEhLS0NAQACsra1hZmaGjh07IiYmRmkfUVFR8PPzQ7FixWBra4uxY8ciKytL7VhYiSAiIiIiyia/ViIiIyMhlUoV/75x4waaNm2Kzp07AwBGjRqFgwcPYvfu3ZBIJBg6dCg6dOiAv//+GwAglUrh5+cHe3t7nDlzBi9evECvXr1gaGiIkJAQtWLRk8vlcs2llj+kqd+ZonxGfK9KZfn0vYlIQSb2kxAARJ5ifv0SRHn31/1YoUPQqqauNkKH8FHWvXbo7FhxP3b77MeOHDkSBw4cwL1795CYmIgSJUpg+/bt6NSpEwDgzp07cHV1RUREBLy8vHD48GG0atUKz58/h52dHQBg9erVGD9+PF69egUjI6M8H5vDmYiIiIiIstPT3ZKeno7ExESlJT09XWWIGRkZ2Lp1K/r27Qs9PT1cvHgRmZmZaNKkiWIbFxcXODk5ISIiAgAQEREBT09PRQcCAJo3b47ExETcvHlTrT8ROxFERERERAIJDQ2FRCJRWkJDQ1U+bv/+/UhISEDv3r0BANHR0TAyMoKFhYXSdnZ2doiOjlZsk70D8X79+3Xq4JwIIiIiIiKBBAUFITAwUKnN2NhY5ePWr1+PFi1awNHRUVuhfRI7EURERERE2ehyTpGxsXGeOg3ZPX78GMeOHcPevXsVbfb29sjIyEBCQoJSNSImJgb29vaKbc6fP6+0r/dXb3q/TV6xE0H5klQm7hmP+oVgIKE+J3UWaGI/BwGIfmK1QWF4n9EX9/uMrZl6Xyyp8Ni4cSNsbW3h5+enaKtRowYMDQ1x/PhxdOzYEQBw9+5dREVFwdvbGwDg7e2N2bNn4+XLl7C1tQUAHD16FObm5nBzc1MrBnYiiIiIiIiyyc9XN5PJZNi4cSP8/f1RpMh/X+UlEgn69euHwMBAWFlZwdzcHMOGDYO3tze8vLwAAM2aNYObmxt69uyJsLAwREdHY/LkyQgICFC7GsJOBBERERFRAXHs2DFERUWhb9++OdYtWrQI+vr66NixI9LT09G8eXOsXLlSsd7AwAAHDhzA4MGD4e3tDVNTU/j7+yM4OFjtOHifCMqXsqSie1kq4XAmyu8ypTKhQ9A+cb/NwEDkQ30A8Q9nuvsiSegQtKpKqeJCh/BRtn136exYLzd00dmxNKkQfJUhIiIiIiJN4nAmIiIiIqLsxF3k0ghWIoiIiIiISC2sRBARERERZZOfr86UX7ASQUREREREamElgoiIiIgoG1YiVGMlgoiIiIiI1MJKBBERERFRNqxEqMZKBBERERERqYWVCCIiIiKibFiJUI2VCCIiIiIiUgsrEURERERE2bEQoRIrEUREREREpBZ2IoiIiIiISC0czkRERERElA0nVqvGSsQXCt++DS2aNkKtap7o0bUzrl+7JnRIGiWm/C5diMTIoYPQvLEvalR2wR8njimtj4uLxbTJE9C8sS/qfF0VQwd9j6jHj4QJVgOkUilWLFsCv+aN4VWjClp/0xRrVq+EXC4XOjSNEtNr9GPEkuPGdWvQq1tn1POqgab1fTB6xFA8evhQsf7NmwSEhc5Ch9Yt4FOrKvyaNcK8ObPxNilJwKjzbuP6NejVvTPqeddA0wY+GD1yKB49eqi0zYB+vVCziqvSEjJzujABf4aLFyIxYuggNG3ki2qeLvjjuPL76PFjv2PwgL5oULc2qnm64O6d2wJFqlkF9Ry8de0S5kwehYHffoMuTWri/N8nc2zz9PFDzJ0yCv5t6qNnq7oIGtILsTHRivXRz59i3rQx6NexCfzb1MfC4AlIeB2nwywov2In4gscOXwI88NCMXBIAMJ374OzswsGD+yHuDhxnFxiyy81NRWVnF0wfuLUHOvkcjlGjwjAs6dPsXDJSmzfuRcOjo4YPKAvUlNSBIj2y21avxZ7du7AhIlTsPeXgxgeOBqbN6zDjm1bhA5NY8T2Gs2NmHK8dCESnbt2x8at4VixZj2ysjIxdFA/xTn26uVLvHr5EiNHj8POvb9g+swQRPz9J4KnTRY48ry5dCESnb/tjo1bwrHih5z5vde+Y2ccOX5asQwfNUagiNWXmpqKSpVcEDQp5/vo+/VVq9UoUDmpUpDPwfS0VJQpVxH9ho3PdX3086eYOvJ7fFWqDKYv+AHz1oSj43f9YGhkBABIS03F7PEB0NPTw7R5qzFz8bvX9dzJoyCTyXSZis7p6enpbCmo9ORi+1kSQFqWbo7To2tnuHt4YuLkd2+mMpkMzRrXR7fuPdGv/wDdBKFFQuaXJdXuy7JGZRfMX7wcDRs1AQA8fvQQHdq0wK69v6J8hYoA/p9vw7oIGD4K7Tt21ujx9XXQfR8+ZCCsrG0wfeZsRdvokcNgYmyC2XPnaf34+jp4YxT7OQgIl2OmVPtfEF7Hx6NpAx+s2fAjqtesles2x34/gilB4/DnuUsoUkTDI3C1/On3Oj4eTRv+P78a7/Ib0K8XnJ1dMHrcRO0eHICBvnbPwWqeLli4eDkaNm6SY93zZ0/h902Td1+6XVy1FoO+lnMEhH2fuftCc1W4Lk1qYsyM+fjap4GibfGsIBgUKYJhE2bm+pirF84iZOJwbNx3AsVMzQAAKW/fok/7hpg0Zzkq16j9RTFVKVX8ix6vTSWH7NfZsZ6ubKezY2kSKxGfKTMjA7dv3YSXdx1Fm76+Pry86uDa1csCRqYZYs/vQxkZGQAAI2NjRZu+vj6MjIxw5fJFocL6IlWqVsP5cxF4/P/hFHfv3MGVS5fg41tP4Mg0ozC8RsWe49u3774gmUskH98mKQmmZmaa70DogCI/c+X8Dh86gMb1vdGlQ2ssX7IQaampQoRHeSDmc1Amk+HSub/hULI0Zo8fiu87NcXEof5KQ54yMzOgBz0YGhop2gyNjKCnp487N67oPmgdYiVCNcE7Eampqfjrr79w69atHOvS0tLw448/fvLx6enpSExMVFrS09O1Fa7C64TXkEqlsLa2Vmq3trZGbGys1o+vbWLP70NlypaDvYMjli9ZiMTEN8jMzMCmDWsRExON2NhXQof3Wfp8PwDNW/ihfeuWqFXVA906t0f3nr3QslVroUPTiMLwGhVzjjKZDAvCQlGlWnVUqFgp120SXr/GujWr0L5jFx1H9+UU+VVVzu+bFq0wc3YYfli3GX36DcChA79gysRxAkZKnyLmczAxIR5pqSn4OXwTqtTyxuQ5y/G1T0MsmD4Wt66++/GskqsnjE1MsG3dMqSnpSEtNRVbflgMmUyKhPiCnT99OUE7Ef/88w9cXV1Rr149eHp6on79+njx4oVi/Zs3b9CnT59P7iM0NBQSiURpmTc3VNuhk8gYGhpi/qKliHr8CA3r1obP19Vw4fw5+NStB309wfvan+X3I4dx+MCvCJk7H9t3/YTg2XOwZdMG/PLzPqFDI8Lc2cH49/49hMxdkOv6t2/fYkTAIJQrVwEDBwfoOLovNzckGP/+ew8hYcr5dejUBd4+dVGhYiW08GuNGbPm4I8Tx/D0SZRAkVJhJZO9G89X07s+WnXqgTIVnNGuW29U96qL3w/8BAAwt7BE4NS5uBhxGr1a+6J32wZITk5C2You0Cugn415pqfDpYAStD48fvx4eHh44MKFC0hISMDIkSPh4+ODkydPwsnJKU/7CAoKQmBgoFKb3MD4I1trjqWFJQwMDHJMrIqLi4ONjY3Wj69tYs8vN65uHtixez+SkpKQlZkJSysr9OreBW7uHkKH9lkWL5iHPt/3xzct/QAAFSs548WL59i4bg3atG0vcHRfrjC8RsWa49yQmfjr9Cms2bgFdvb2OdYnJydj+OD+MDUthnmLl6GIoaEAUX4+RX4btsDOLmd+2Xl4VgYAPImKQslSefvcI90R6zkIAOYSCxgYGKBk6bJK7V85lcXdbEOVqtT0wrItPyPxTQIMDAxgalYc/Ts3h12Dr3QcMeU3gnYjz5w5g9DQUNjY2KBChQr49ddf0bx5c/j6+uLBgwd52oexsTHMzc2VFmNj7XciDI2M4OrmjnNnIxRtMpkM585FoHKValo/vraJPb9PKV68OCytrBD1+BFu37qB+g0bCR3SZ0lLS83xS5G+vr5orqhRGF6jYstRLpdjbshMnDxxDKvWbcRXJUvm2Obt27cYOrAfihgaYuHSlTp5P9cUpfzW5p7fh+7evQMAsClRQtvh0WcQ2zmYXRFDQ5R3dsfzp4+V2l88jYKNrUOO7c0lFjA1K44blyORmBCPmnXEMb/uYzgnQjVBKxGpqalKk+X09PSwatUqDB06FPXr18f27dsFjE61nv59MGXieLi7e8DDszK2btmM1NRUtGvfQejQNEJs+aWkJONJ1H9DBp4/e4q7d27DXCKBg4Mjjv5+BJaWlrB3cMT9e/9g/tzZaNCwMbzr1BUw6s9Xr0FDrF+7Gg4ODihfoQLu3L6NrT9uQrv2HYUOTWPE9hrNjZhynDs7GEcOH8SCJctRzNRUMd/IzKw4TExMFB2ItLQ0zAwNw9vkt3ib/BYAYGlpBQMDAyHDV2luyP/zW5x7fk+fROHIoQPw8a0PicQC9+7dxcJ5c1C9Rk1UrOQscPR58+H76LMP3kffvElA9IsXePnyJQAo7pNhbWMDG5uC2VEqyOdgWmoKop89Ufz75YtneHT/LsyKS2BjZ482XXpi0awguHpWh0fVmrgSeQYXI/7E9AU/KB7zx5Ff8JVTWZhbWOKfW9ewacUC+HXsDsdSZQTIiPITQS/x+vXXX2PYsGHo2bNnjnVDhw7Ftm3bkJiYCKlUqtZ+dXWJVwDYsW0rNm9cj9jYV3B2ccX4iZNRuXIV3QWgZULlp41LvF6IPIeB/fxztLdq0w4zZs3Bjm0/YsumDe/K1CVKwK91W/QfOFjpqhSaootLvCYnv8XKZUtx4vgxvI6PQ4kStvimpR8GDB6ilZw+pItLvALiPwcBYXLUxiVea1bO/VKf02aGoHXb9rgQeR6DcjlHAeCXw8fg+JWGh09o+G2mZpWP5Bf8Lr/o6BeYOnEc/r1/D6mpqbCzt0eDRk3Qr/9gmJmZaTYYaOcSrxciz6F/35zPUes27RA8ew5+2b8X06bkvHztwMEBGDRkmMbj0cUlXgHh3me+9BKvN69cwIwxg3K012/WCgHjpgMAThz+GfvDNyHu1Us4liqNLr0GoFa2y8BuW7sMJ38/gLdJb2Br54imrTvAr2MPjfyCnp8v8Vp6+K86O9bjpQXzgieCdiJCQ0Px559/4tChQ7muHzJkCFavXq328AtddiJIO7R9nwih6aITITRddSJIO3RxnwjBifttRuv3icgPdNWJEIom7xORH7ET8Q47EfkIOxEFHzsRBR87EQUbOxEFHzsRBR87EcIpM+KAzo71aEkrnR1LkwrBVxkiIiIiItKkgncLUCIiIiIiLSrIV03SFVYiiIiIiIhILaxEEBERERFlx0KESqxEEBERERGRWliJICIiIiLKhnMiVGMlgoiIiIiI1MJOBBERERERqYXDmYiIiIiIsuFwJtVYiSAiIiIiIrWwEkFERERElA0LEaqxEkFERERERGphJYKIiIiIKBvOiVCNlQgiIiIiIlILKxFERERERNmwEKEaKxFERERERKQWViKIiIiIiLLhnAjVWIkgIiIiIiK1sBJB+ZIccqFD0DL+wkH5m6GB+H9jksnF/T6jz19SCzwn62JCh1Bo8fRRTfyfEkREREREpFGsRBARERERZaOvz1KEKqxEEBERERGRWliJICIiIiLKhnMiVGMlgoiIiIiI1MJKBBERERFRNrxPhGqsRBARERERkVrYiSAiIiIiKiCePXuG7777DtbW1ihatCg8PT1x4cIFxXq5XI6pU6fCwcEBRYsWRZMmTXDv3j2lfcTHx6NHjx4wNzeHhYUF+vXrh7dv36oVBzsRRERERETZ6OnpblHH69ev4ePjA0NDQxw+fBi3bt3CggULYGlpqdgmLCwMS5cuxerVq3Hu3DmYmpqiefPmSEtLU2zTo0cP3Lx5E0ePHsWBAwdw+vRpDBgwQL2/kVwuvlt2pmUJHQF9qUypTOgQtMqgEFx/mnfLpfyOd6ym/C41Qyp0CFplWcxA6BA+ynPKUZ0d6/rMpnnedsKECfj777/x559/5rpeLpfD0dERo0ePxpgxYwAAb968gZ2dHTZt2oSuXbvi9u3bcHNzQ2RkJGrWrAkAOHLkCFq2bImnT5/C0dExT7GwEkFERERElI2enp7OlvT0dCQmJiot6enpucb1yy+/oGbNmujcuTNsbW1RrVo1rF27VrH+4cOHiI6ORpMmTRRtEokEtWvXRkREBAAgIiICFhYWig4EADRp0gT6+vo4d+5cnv9G7EQQEREREQkkNDQUEolEaQkNDc112wcPHmDVqlWoWLEifvvtNwwePBjDhw/H5s2bAQDR0dEAADs7O6XH2dnZKdZFR0fD1tZWaX2RIkVgZWWl2CYveIlXIiIiIqJsdHmJ16CgIAQGBiq1GRsb57qtTCZDzZo1ERISAgCoVq0abty4gdWrV8Pf31/rsWbHSgQRERERkUCMjY1hbm6utHysE+Hg4AA3NzelNldXV0RFRQEA7O3tAQAxMTFK28TExCjW2dvb4+XLl0rrs7KyEB8fr9gmL9iJICIiIiLKJr9encnHxwd3795Vavvnn39QunRpAEDZsmVhb2+P48ePK9YnJibi3Llz8Pb2BgB4e3sjISEBFy9eVGxz4sQJyGQy1K5dO8+xcDgTEREREVEBMGrUKNSpUwchISHo0qULzp8/jzVr1mDNmjUA3g3DGjlyJGbNmoWKFSuibNmymDJlChwdHdGuXTsA7yoX33zzDfr374/Vq1cjMzMTQ4cORdeuXfN8ZSaAnQgiIiIiIiW6nBOhjlq1amHfvn0ICgpCcHAwypYti8WLF6NHjx6KbcaNG4fk5GQMGDAACQkJqFu3Lo4cOQITExPFNtu2bcPQoUPRuHFj6Ovro2PHjli6dKlasfA+EZQv8T4RBR+vUU/5He8TQfkd7xMhnGozTujsWJenNdLZsTSJcyK+UPj2bWjRtBFqVfNEj66dcf3aNaFD0iix5Ldx3Rr06tYZ9bxqoGl9H4weMRSPHj5U2iY9PR1zZwejsa8XfGvXwNhRwxEXFytQxF+uZbNGqObhkmMJnRUsdGgaJZbX6KeINcdd4dvRqX1r1Pm6Oup8XR09u3+Lv/48JXRYGpWc/Bbz5oSgRdNG8KpRBf49uuLm9etCh6UxFy9EYtiQQWjSoC6quDvjxPFjQoekFWI9B3/csBZe1dywaN5/lxNNT0/HvNCZaNbAGw3r1MCE0SMK9Gfh58qvcyLyE3YivsCRw4cwPywUA4cEIHz3Pjg7u2DwwH6Ii4sTOjSNEFN+ly5EonPX7ti4NRwr1qxHVlYmhg7qh9SUFMU2C8NCcfrUScyZvxhrNv6I2FcvMXbUcAGj/jJbw/fg6Mk/FcuqtRsAAE2bNRc4Ms0R02v0Y8Sco62dPUaMGoMdu/di+66f8HVtL4wYGoD79+8JHZrGBE+dgrMRZzArdC527fsF3nV8MKh/H7z84MopBVVqagqcnZ0RNHma0KFojVjPwVs3r2PfT7tQoaKzUvvi+XPw1+k/EBK2CKvWvfssnDB6hEBRUn7GTsQX2LJ5Izp06oJ27TuifIUKmDxtBkxMTLB/709Ch6YRYspv2eq1aN22PcpXqIhKzi6YPjMU0S9e4PatmwCAt0lJ+HnfXowaMx61anvB1c0d02aG4NqVy7h+9YqwwX8mKysr2NiUUCx/njqJUqWcUKPW10KHpjFieo1+jJhzbNCwEXzr1Ufp0mVQpkxZDBsxCsWKFcO1AnrOfSgtLQ3Hj/2OkYFjUKNmLTg5lcaggGEo5eSE3Tt3CB2eRtT1rY+hI0ahcZOmQoeiNWI8B1NSkjFt4jgETZmB4ubmiva3SUn4df9PGBE4HjW/9oKLmzsmz5iN61cv48a1qwJGrHu6vGN1QcVOxGfKzMjA7Vs34eVdR9Gmr68PL686uHb1soCRaYbY83v7NgkAYC6RAABu37qJrKxM1PbyVmxTpmw52Ds44Nq1K0KEqFGZmRk4dOAXtG3foUC/YWUn9tcoUDhyfE8qleLwoYNITU1BlSrVhA5HI6TSLEilUhh9cL13Y2MTXL508SOPovxErOfg/NBZ8PGtj6+96ii137l9E1lZWaj14WehvQOui+CzkDRL8Ksz3b59G2fPnoW3tzdcXFxw584dLFmyBOnp6fjuu+/QqNGnJ5ukp6cjPT1dqU1uYPzRm3RoyuuE15BKpbC2tlZqt7a2xsOHD7R6bF0Qc34ymQwLwkJRpVp1VKhYCQAQFxsLQ0NDpV9kAMDK2gZxsQV/LOgfx48jKSkJrdu1FzoUjRHza/S9wpDjvX/uomf3rsjISEexYsWwaOkKlK9QQeiwNMLU1AyVq1TF2tUrUbZcOVhb2+DIoYO4dvUKSjk5CR0e5YEYz8GjRw7h7p1b2LB1V451cXH//ywsnstnYSGbFyGS39u0StBKxJEjR1C1alWMGTMG1apVw5EjR1CvXj3cv38fjx8/RrNmzXDixKdnx4eGhkIikSgt8+aGfvIxVLjNnR2Mf+/fQ8jcBUKHojP79+6BT11f2NraCR0KkZIyZcpi10/7sXXHLnT+thumTByPf+/fFzosjZkVGgY55GjeqD5qV6+MHdu24JsWftDX40AA0r2Y6BdYOC8U02eHaf3HVhI/Qd/FgoODMXbsWMTFxWHjxo3o3r07+vfvj6NHj+L48eMYO3Ys5syZ88l9BAUF4c2bN0rL2PFBWo/d0sISBgYGOSZWxcXFwcbGRuvH1zax5jc3ZCb+On0Kq9dthl22W7tb29ggMzMTSYmJStvHx8XCugDnCwDPnz/DubMRaNexs9ChaJRYX6PZFYYcDY2M4FS6NNzcPTBi1GhUcnbBtq0/Ch2WxpRycsL6TVtx5vwlHD72B7aG70ZWVha+KllK6NAoD8R2Dt65fROv4+PQu3sn+NT0hE9NT1y+GIldO7bCp6YnrKys330WJuXyWWhd8PL9EpwToZqgnYibN2+id+/eAIAuXbogKSkJnTp1Uqzv0aMHrqm4jJqxsTHMzc2VFl30rg2NjODq5o5zZyMUbTKZDOfORaCyCMbzii0/uVyOuSEzcfLEMaxatxFflSyptN7VzR1Fihji/LmzirZHDx8i+sULVK5cVcfRatYv+/bCysoavvXqCx2KRontNZqbwpDjh2QyGTIzMoQOQ+OKFiuGEiVskfjmDc6c+QsNVAzVpfxBbOdgza+9sW33z/gxfK9icXXzQPOWrRT/X6RIEURm+yx8/OghoqNfwLOAfxaS5gk+J+J9D0xfXx8mJiaQ/H+iKwAUL14cb968ESo0lXr698GUiePh7u4BD8/K2LplM1JTU9GufQehQ9MIMeU3d3Ywjhw+iAVLlqOYqSliY18BAMzMisPExARmxYujbfsOWDR/DiQSCUzNzDAvdBYqV6kKzypVhQ3+C8hkMvy8fx9atW2HIkUEP901Tkyv0Y8Rc45LFi1AXd96sHdwQEpyMg4dPIALkeexas16oUPTmDN//wm5/N2wrSdRj7FowTyULVsObdoV/OcPAFKSkxEVFaX497OnT3Hn9m1IJBI4ODoKGJnmiOkcNDU1RfkKFZXaTIoWhURioWhv3a4jli6Y++6z0NQMC+bOhmflqvCoXEWIkAVTgAsEOiPot4oyZcrg3r17KF++PAAgIiICTtkmm0VFRcHBwUGo8FT6pkVLvI6Px8rlSxEb+wrOLq5Y+cO6Aj/85T0x5bdnVzgAYGBff6X2aTND0Lrtu8nGgeOCoK+vj3GBI5CRkQFvHx+MnzRV57Fq0rmIM4h+8bxAftjlhZheox8j5hzj4+MwOWg8Xr16CbPixVGpkjNWrVkP7zo+QoemMW+T3mLZ4oWIiYmGRGKBxk2bImD4KBgaGgodmkbcvHkD3/fppfj3/LB3cxLbtG2PmSGfHo5cUIj5HMzNyDEToK+vj6AxI5CRkYnadXwwLmiK0GFRPqQnl8vlQh189erVKFWqFPz8/HJdP3HiRLx8+RLr1q1Ta79pWZqIjoSUKZUJHYJWGeiL/ycOff6MQ/mcTLiPP53gOVjwpWZIhQ5BqyyLGQgdwkd9HXJSZ8c6P7GBzo6lSYJ2IrSFnYiCj52Igo9fYCi/YyeC8jt2IoRTO/SUzo51LqhgzlnkNeaIiIiIiEgt4ptpSURERET0BVjIU42VCCIiIiIiUgsrEURERERE2RTkm8DpCisRRERERESkFlYiiIiIiIiyYSFCNVYiiIiIiIhILaxEEBERERFlwzkRqrESQUREREREamElgoiIiIgoGxYiVGMlgoiIiIiI1MJKBBERERFRNpwToRorEUREREREpBZWIoiIiIiIsmElQjVWIoiIiIiISC2sRBARERERZcNChGqsRBARERERkVrYiSAiIiIiIrVwOBPlS4YG7N8SCUkmlwsdgtbpgeMVKH/LlMqEDkHLDIQO4KM4sVo1flMjIiIiIiK1sBJBRERERJQNCxGqsRJBRERERERqYSWCiIiIiCgbzolQjZUIIiIiIiJSCysRRERERETZsBChGisRRERERESkFlYiiIiIiIiy0WcpQiVWIoiIiIiISC2sRBARERERZcNChGqsRBARERERkVpYiSAiIiIiyob3iVCNlQgiIiIiIlILKxFERERERNnosxChEisRRERERESkFlYiiIiIiIiy4ZwI1ViJICIiIiIitbASQURERESUDQsRqrES8YXCt29Di6aNUKuaJ3p07Yzr164JHZJGiTm/ixciMWzIIDRpUBdV3J1x4vgxoUPSCjE/h4D48wPEm2PLZo1QzcMlxxI6K1jo0LRiw7o1qOrhjLA5s4UORePE+hrdFb4dndq3Rp2vq6PO19XRs/u3+OvPU0KH9UVevYxB8JTx8Gvsg8Y+NeD/bXvcuXUDAJCVlYlVSxfC/9v2aFq3Ftp90xCzpgYh9tVLgaOm/IidiC9w5PAhzA8LxcAhAQjfvQ/Ozi4YPLAf4uLihA5NI8SeX2pqCpydnRE0eZrQoWiN2J9DsecHiDvHreF7cPTkn4pl1doNAICmzZoLHJnm3bh+DXt2h6NSJWehQ9E4Mb9Gbe3sMWLUGOzYvRfbd/2Er2t7YcTQANy/f0/o0D5LUuIbDOnXE0WKGGLektXYsutnBIwag+Lm5gCAtLQ0/HPnFvy/H4j1W3dh9rzFiHr8CBMChwocOeVHenK5XC50ENnJ5fIvnsySlqWhYFTo0bUz3D08MXHyVACATCZDs8b10a17T/TrP0A3QWiR2PPLroq7MxYtXYFGjZsIHYpGif05FHt+gHA5ygT4aJg3JwR/njqJnw/9ppNJjXrQzXiFlJRkdO3cARMnT8PaH1bB2cUF4yZM0vpxdTUcozCch9n5en+NUWPGokPHzlo/VmJqpkb3t3rZIly/ehkr1v2Y58fcvnkdA/y7Yc+Bo7Czd9BoPLbFDTW6P01q9UOkzo51YGAtnR1Lk/JdJcLY2Bi3b98WOgyVMjMycPvWTXh511G06evrw8urDq5dvSxgZJoh9vwKA7E/h2LPDygcOb6XmZmBQwd+Qdv2HUR3VZSQWcHwrVdf6XkUi8L0GpVKpTh86CBSU1NQpUo1ocP5LH+d/gPOru6YMj4QrZvWQ9/unfDLvj2ffEzy27fQ09ODmVlxHUVJnzJ9+nTo6ekpLS4uLor1aWlpCAgIgLW1NczMzNCxY0fExMQo7SMqKgp+fn4oVqwYbG1tMXbsWGRlqf8LvGATqwMDA3Ntl0qlmDNnDqytrQEACxcu/OR+0tPTkZ6ertQmNzCGsbGxZgL9iNcJryGVShVxvmdtbY2HDx9o9di6IPb8CgOxP4dizw8oHDm+98fx40hKSkLrdu2FDkWjjhw6iDu3b2Fb+Ke/qBVUheE1eu+fu+jZvSsyMtJRrFgxLFq6AuUrVBA6rM/y4tlT/PzTTnTp0Qs9+/THnVs3sGR+KAwNDdGiVdsc26enp2PVskVo0rwlTM3MBIhYOPn5ZnPu7u44duy/eZxFivz3dX7UqFE4ePAgdu/eDYlEgqFDh6JDhw74+++/Abz7nu3n5wd7e3ucOXMGL168QK9evWBoaIiQkBC14hCsE7F48WJUqVIFFhYWSu1yuRy3b9+Gqalpnn6NCg0NxYwZM5TaJk2ZhslTp2swWiIi0qb9e/fAp64vbG3thA5FY6JfvEDYnNlYvXaD1n/YIu0pU6Ysdv20H2/fJuHo779hysTxWL9pa4HsSMhkMri4uWNgwEgAQCUXVzz49x5+/mlXjk5EVlYmpk0YDblcjtETpggQLX1MkSJFYG9vn6P9zZs3WL9+PbZv345GjRoBADZu3AhXV1ecPXsWXl5e+P3333Hr1i0cO3YMdnZ2qFq1KmbOnInx48dj+vTpMDIyynscGstITSEhIVizZg0WLFigSBQADA0NsWnTJri5ueVpP0FBQTmqGnID7b9ZW1pYwsDAIMfEsbi4ONjY2Gj9+Nom9vwKA7E/h2LPDygcOQLA8+fPcO5sBOYvXiZ0KBp169ZNxMfHoVuXDoo2qVSKSxcjsXPHNpy/dB0GBgYCRvjlCsNr1NDICE6lSwMA3Nw9cPPGdWzb+iOmTi94VxGztimB0mXLK7WVLlsOp04oX50wKysTUyeMRnT0cyxZtaHQVSEA3d5sLrdRNcbGHx9Vc+/ePTg6OsLExATe3t4IDQ2Fk5MTLl68iMzMTDRp8t/8ThcXFzg5OSEiIgJeXl6IiIiAp6cn7Oz++8GmefPmGDx4MG7evIlq1fI+VE+wORETJkzAzp07MXjwYIwZMwaZmZ83ecjY2Bjm5uZKiy5+8TE0MoKrmzvOnY1QtMlkMpw7F4HKBXSsZHZiz68wEPtzKPb8gMKRIwD8sm8vrKys4VuvvtChaFRtLy/s2fcrdu7Zr1jc3D3Q0q81du7ZX+A7EEDheY1mJ5PJkJmRIXQYn8WzSjU8efxIqe3J48ewd/hvwvT7DsTTqCgsWrkOkg9GjJDmhYaGQiKRKC2hoaG5blu7dm1s2rQJR44cwapVq/Dw4UP4+voiKSkJ0dHRMDIyyjHKx87ODtHR0QCA6OhopQ7E+/Xv16lD0JvN1apVCxcvXkRAQABq1qyJbdu2FagJdT39+2DKxPFwd/eAh2dlbN2yGampqWjXvoPqBxcAYs8vJTkZUVFRin8/e/oUd27fhkQigYOjo4CRaY7Yn0Ox5weIP0eZTIaf9+9Dq7btlMb1ioGpqRkqVKyk1Fa0aDFILCxytBdkYn6NLlm0AHV968HewQEpyck4dPAALkSex6o164UO7bN06d4Tg/v2xI8b1qBR029w++Z1/LpvD8ZOenep86ysTEwZF4h/7t7C3EUrIJPKEBcbCwAwl0hgaJh/r6akabr8OprbqJqP/SDeokULxf9XrlwZtWvXRunSpbFr1y4ULVpUq3F+SPB3bDMzM2zevBnh4eFo0qQJpFKp0CHl2TctWuJ1fDxWLl+K2NhXcHZxxcof1sFaJCVcsed38+YNfN+nl+Lf88Pe9frbtG2PmSFzhApLo8T+HIo9P0D8OZ6LOIPoF89F8YWzsBLzazQ+Pg6Tg8bj1auXMCteHJUqOWPVmvXwruMjdGifxdXdE7PnL8aa5Uuwed1qODh+hWGjx6NZi1YAgFcvX+Kv038AAPp076T02KWrN6Baza91HnNh8KmhS6pYWFigUqVKuH//Ppo2bYqMjAwkJCQoVSNiYmIUcyjs7e1x/vx5pX28v3pTbvMsPiVf3Sfi6dOnuHjxIpo0aQJTU9PP3o+u7hNBRCRWQtwnQtd0dZ8IoRSgwj59hKbvE5Hf5Of7RHRYf1Fnx9rbr8ZnP/bt27dwcnLC9OnT4e/vjxIlSmDHjh3o2LEjAODu3btwcXFRzIk4fPgwWrVqhRcvXsDW1hYAsGbNGowdOxYvX75UqzMjeCUiu5IlS6JkyZJCh0FERERElO+MGTMGrVu3RunSpfH8+XNMmzYNBgYG6NatGyQSCfr164fAwEBYWVnB3Nwcw4YNg7e3N7y8vAAAzZo1g5ubG3r27ImwsDBER0dj8uTJCAgIULsakq86EUREREREQsuvlbynT5+iW7duiIuLQ4kSJVC3bl2cPXsWJUqUAAAsWrQI+vr66NixI9LT09G8eXOsXLlS8XgDAwMcOHAAgwcPhre3N0xNTeHv74/gYPWvNpavhjNpCoczERF9GQ5nKvjy65cgyjsOZxJOxw26G870U9/PH84kJFYiiIiIiIiyKUhXCxWKYPeJICIiIiKigomVCCIiIiKibFiIUI2VCCIiIiIiUgsrEURERERE2eizFKESKxFERERERKQWdiKIiIiIiEgtHM5ERERERJQNBzOpxkoEERERERGphZUIIiIiIqJseLM51ViJICIiIiIitbASQURERESUjT4LESqxEkFERERERGphJYKIiIiIKBvOiVCNlQgiIiIiIlILKxFERERERNmwEKEaOxGUL0llcqFD0CoDztgiIi2Ti/ttFID4PyuuP3sjdAha1djFRugQ6AuwE0FERERElA3nRKjGORFERERERKQWViKIiIiIiLLhqGPVWIkgIiIiIiK1sBJBRERERJQN50SolqdOxC+//JLnHbZp0+azgyEiIiIiovwvT52Idu3a5Wlnenp6kEqlXxIPEREREZGgWIdQLU+dCJlMpu04iIiIiIiogOCcCCIiIiKibPQ5J0Klz+pEJCcn49SpU4iKikJGRobSuuHDh2skMCIiIiIiyp/U7kRcvnwZLVu2REpKCpKTk2FlZYXY2FgUK1YMtra27EQQEREREYmc2veJGDVqFFq3bo3Xr1+jaNGiOHv2LB4/fowaNWpg/vz52oiRiIiIiEhn9PR0txRUancirly5gtGjR0NfXx8GBgZIT09HqVKlEBYWhokTJ2ojRiIiIiIiykfU7kQYGhpCX//dw2xtbREVFQUAkEgkePLkiWajIyIiIiLSMT09PZ0tBZXacyKqVauGyMhIVKxYEfXr18fUqVMRGxuLLVu2wMPDQxsxEhERERFRPqJ2JSIkJAQODg4AgNmzZ8PS0hKDBw/Gq1evsGbNGo0HSERERESkS5wToZralYiaNWsq/t/W1hZHjhzRaEBERERERJS/8WZzRERERETZ8GZzqqk9nKls2bIoV67cR5fCJnz7NrRo2gi1qnmiR9fOuH7tmtAhaZSY8rt4IRIjhg5Cs0a+qO7pgj+OH/votrODp6G6pwu2bdmswwi1Q0zPYW7Enh8g3hxbNmuEah4uOZbQWcFCh6YVG9atQVUPZ4TNmS10KBoVExODiePHoL5PbdSuURmd2rfGzRvXhQ7rs1y6EImRQweheWNf1Kjsgj9OKH9OxMXFYtrkCWje2Bd1vq6KoYO+R9TjR8IEmwdH9vyIOaP7YdS3TTCulx9Wh0xAzNPHuW4rl8uxfMZoDGnrgytnTyuti38VjRXBYzCicyOM6+WHvRuXQyrN0kUKlI+p3YkYOXIkRowYoViGDBkCb29vvHnzBgMGDNBGjPnWkcOHMD8sFAOHBCB89z44O7tg8MB+iIuLEzo0jRBbfmmpqahUyQUTJk395HYnjh/F9WtXUcLWVkeRaY/YnsMPiT0/QNw5bg3fg6Mn/1Qsq9ZuAAA0bdZc4Mg078b1a9izOxyVKjkLHYpGJb55g949u6GIoSGWr16LvT8fROCY8TA3lwgd2mdJTU1FJWcXjJ+Y83NCLpdj9IgAPHv6FAuXrMT2nXvh4OiIwQP6IjUlRYBoVbt/4wrqt+yAsfPWYPiMxZBmZWHZ9FFIT0vNse2JX3bmOj5fJpVi5cyxkGZlYszc1fAfMRlnTxzGge3rdJCBcDgnQjW1OxHZOxAjRozAmDFjsG3bNgQHB+Pu3bvaiDHf2rJ5Izp06oJ27TuifIUKmDxtBkxMTLB/709Ch6YRYsvPx7ceAoaPRKPGTT+6zcuYGISFzMLsOfNQpEjBH+0ntufwQ2LPDxB3jlZWVrCxKaFY/jx1EqVKOaFGra+FDk2jUlKSMXHCWEydPgvFC+iX64/ZuGEt7O3tETwrFJ6elfFVyVKo41MXpZychA7ts/j41sOQYbl/TkQ9foTr164iaPI0uHt4okzZcgiaPB3paWk4cvigANGqNnT6Qng39oOjUzmULFsRvUZMQvyrGET9q/x97cmDf3D853B8Nyzn/b5uXzmPF08eoXfgNJQqVwnuNbzRqvv3OHVoL7IyM3WVCuVDanciPqZFixb46aeC/6GWV5kZGbh96ya8vOso2vT19eHlVQfXrl4WMDLNEHt+uZHJZJg8cRx69emH8hUqCh3OFxP7cyj2/IDCkeN7mZkZOHTgF7Rt36FAXzc9NyGzguFbr77S8ygWp/44ATd3D4wJHI6G9bzxbad2+GnPLqHD0oqMjAwAgJGxsaJNX18fRkZGuHL5olBhqSU1JRkAYGpmrmjLSE/DxgUz8O3A0ZBYWud4zIM7N/BV6XIwt7BStLlVr420lGS8ePJQ+0ELhPeJUE1jnYg9e/bAyspK9YafkJycjI0bN2LSpElYvnx5nsr16enpSExMVFrS09O/KI68eJ3wGlKpFNbWyiectbU1YmNjtX58bRN7frnZtGEtihgYoFuPnkKHohFifw7Fnh9QOHJ874/jx5GUlITW7doLHYpGHTl0EHdu38LwkaOFDkUrnj59gt07d8DJqQxW/bAenb/thrDQWfjl531Ch6ZxZcqWg72DI5YvWYjExDfIzMzApg1rERMTjdjYV0KHp5JMJsOedUtQ3rUyHEv/N4d1z/qlKOfigSq1fXN9XGJCPIpLlL/fve9QJL4u+MMq6fN91s3msvea5HI5oqOj8erVK6xcuVKtfbm5ueGvv/6ClZUVnjx5gnr16uH169eoVKkS/v33X8ycORNnz55F2bJlP7qP0NBQzJgxQ6lt0pRpmDx1ulqxUOF26+YN7Ni6Bdt3/VSgfxUgKqj2790Dn7q+sLW1EzoUjYl+8QJhc2Zj9doNMM7267WYyGRyuLl7YPjIQACAi6sb/r13D3t2haNNW3F1CA0NDTF/0VIET5uMhnVrw8DAAF/X9oZP3XqQy+VCh6fSzh8W4HnUA4wOXaVou3buT9y9dhFBizYKGFn+pLFf2UVM7U5E27Ztlb5k6evro0SJEmjQoAFcXFzU2tedO3eQlfVudn9QUBAcHR1x5coVSCQSvH37Fu3bt8ekSZOwffv2j+4jKCgIgYGBSm1yA+2/WVtaWMLAwCBHtSQuLg42NjZaP762iT2/D12+dBHx8XFo2ayRok0qlWLR/LnYvnUzDv52QsDoPo/Yn0Ox5wcUjhwB4PnzZzh3NgLzFy8TOhSNunXrJuLj49CtSwdFm1QqxaWLkdi5YxvOX7oOAwMDASP8ciVKlED58uWV2sqWK4djx34TKCLtcnXzwI7d+5GUlISszExYWlmhV/cucHP3EDq0T9r5wwJcjzyDwNAVsLT576Ihd69fRGz0M4zp/o3S9mvnTkIFtyoYNXs5zC2s8PjeLaX1iQnxAADzXIY/UeGhdidi+vTpWggDiIiIwOrVqyGRvJt0ZmZmhhkzZqBr166ffJyxsXGOX3jSdHDVMUMjI7i6uePc2Qg0atwEwLtS4blzEeja7TvtB6BlYs/vQ36t26C2l7dSW8Cg7+HXqi3aFNDhFWJ/DsWeH1A4cgSAX/bthZWVNXzr1Rc6FI2q7eWFPft+VWqbOjkIZcuWQ59+/Qt8BwIAqlSrjkePlMfFP378CA4OXwkUkW4UL14cwLvJ1rdv3cDgocMFjih3crkcu9YsxJWzpzFq9nLY2DkqrW/WsSd8mrZRaps1vCc69R0Oz699AADlXDxwZM+PSEp4jeIWlgCAO1ciYVLMFPalyugkDyFwVIJqanciDAwM8OLFC9h+cPnLuLg42NraQiqVqrW/909SWloaHBwclNZ99dVXePUq/44z7OnfB1Mmjoe7uwc8PCtj65bNSE1NRbv2HVQ/uAAQW34pKcl4EhWl+PezZ09x985tmEskcHBwhMX/3xzfK1KkCKxtbFCmbMG9/4nYnsMPiT0/QPw5ymQy/Lx/H1q1bSeKK6JlZ2pqhgoVKym1FS1aDBILixztBdV3Pf3Ru2c3rFuzGs2+aYEb16/hpz27MGVawbzXx4efE88/+Jw4+vsRWFpawt7BEffv/YP5c2ejQcPG8K5TV8CoPy78hwW4cPooBk6cA+OixfDm/3MYihYzg5GxMSSW1rlOprYsYafocLhW/RoOpcpg06JgtO89BImv4/HLtjWo37IDDA2NdJoP5S9qv2N/bNxfeno6jIzUfzE1btwYRYoUQWJiIu7evQsPj/9Kgo8fP84xoTA/+aZFS7yOj8fK5UsRG/sKzi6uWPnDOliLZJiB2PK7dfMGBvT1V/x74bw5AIDWbdphxuw5QoWlVWJ7Dj8k9vwA8ed4LuIMol88F02nqLDx8KyMhYuXY+mShVizegW++qokxo6fCL9WbVQ/OB+6dfMGBvbL+TnRqk07zJg1B7GvXmLRvDnvhhSWKAG/1m3Rf+BgocJV6c/D7ya4L540VKm95/CJ8G7sl6d96BsYYPDkeQhfPQ/zxg2EsUlR1G7UAq26f6/xePMTfRYiVNKT53E20NKlSwEAo0aNwsyZM2FmZqZYJ5VKcfr0aTx69AiXL+f9soMfToj28vJC8+b/3WRo7NixePr0KXbs2JHnfQK6Gc5E2iWV5f9Jal/CgO9OlM/JCsBE0S+lB56HBZ3YPyvOPRT31Y8au+TfH0NG/nxHZ8da3Fa9OcX5RZ47Ee+vkPT48WOULFlSaSynkZERypQpg+DgYNSuXVs7kaqBnYiCT+wfDOxEUH7HTgQVBGL/rGAnQjjsRKiW5+FMDx++mzjVsGFD7N27F5aWlioeQURERERU8PC3PtXUnhPxxx9/aCMOIiIiIiIqINS+l0bHjh0xd+7cHO1hYWHo3LmzRoIiIiIiIhKKnp6ezpaCSu1OxOnTp9GyZcsc7S1atMDp06c1EhQREREREeVfag9nevv2ba6XcjU0NERiYqJGgiIiIiIiEgrnRKimdiXC09MTO3fuzNEeHh4ONzc3jQRFREREREQfN2fOHOjp6WHkyJGKtrS0NAQEBMDa2hpmZmbo2LEjYmJilB4XFRUFPz8/FCtWDLa2thg7diyystS/tKnalYgpU6agQ4cO+Pfff9GoUSMAwPHjx7F9+3bs2bNH7QCIiIiIiPKT/D5VITIyEj/88AMqV66s1D5q1CgcPHgQu3fvhkQiwdChQ9GhQwf8/fffAN7d283Pzw/29vY4c+YMXrx4gV69esHQ0BAhISFqxaB2JaJ169bYv38/7t+/jyFDhmD06NF49uwZTpw4gQoVKqi7OyIiIiIiyqO3b9+iR48eWLt2rdItF968eYP169dj4cKFaNSoEWrUqIGNGzfizJkzOHv2LADg999/x61bt7B161ZUrVoVLVq0wMyZM7FixQpkZGSoFYfanQgA8PPzw99//43k5GQ8ePAAXbp0wZgxY1ClSpXP2R0RERERUb6hr6ensyU9PR2JiYlKS3p6+kdjCwgIgJ+fH5o0aaLUfvHiRWRmZiq1u7i4wMnJCREREQCAiIgIeHp6ws7OTrFN8+bNkZiYiJs3b6r3N1Jr62xOnz4Nf39/ODo6YsGCBWjUqJGil0NERERERKqFhoZCIpEoLaGhobluGx4ejkuXLuW6Pjo6GkZGRrCwsFBqt7OzQ3R0tGKb7B2I9+vfr1OHWnMioqOjsWnTJqxfvx6JiYno0qUL0tPTsX//fk6qJiIiIiJR+Oxf2T9DUFAQAgMDldqMjY1zbPfkyROMGDECR48ehYmJia7C+6g8/41at24NZ2dnXLt2DYsXL8bz58+xbNkybcZGRERERCRqxsbGMDc3V1py60RcvHgRL1++RPXq1VGkSBEUKVIEp06dwtKlS1GkSBHY2dkhIyMDCQkJSo+LiYmBvb09AMDe3j7H1Zre//v9NnmV507E4cOH0a9fP8yYMQN+fn4wMDBQ60BERERERAWBnp7ulrxq3Lgxrl+/jitXriiWmjVrokePHor/NzQ0xPHjxxWPuXv3LqKiouDt7Q0A8Pb2xvXr1/Hy5UvFNkePHoW5ubnao4ryPJzpr7/+wvr161GjRg24urqiZ8+e6Nq1q1oHIyIiIiIi9RUvXhweHh5KbaamprC2tla09+vXD4GBgbCysoK5uTmGDRsGb29veHl5AQCaNWsGNzc39OzZE2FhYYiOjsbkyZMREBCQa/XjU/JcifDy8sLatWvx4sULDBw4EOHh4XB0dIRMJsPRo0eRlJSk1oGJiIiIiPIjXV6dSZMWLVqEVq1aoWPHjqhXrx7s7e2xd+9exXoDAwMcOHAABgYG8Pb2xnfffYdevXohODhY7WPpyeVy+ecGevfuXaxfvx5btmxBQkICmjZtil9++eVzd6cxaerfdI/yGanss1+WBYKBfj6/iw0VerLP/2goMPTA87CgE/tnxbmHcUKHoFWNXWyEDuGjphy5p7Njzfymos6OpUlfNPnc2dkZYWFhePr0KXbs2KGpmIiIiIiIBJMf50TkNxq5gpWBgQHatWuXL6oQRERERESkXWrdJ4JIVzKlMqFD0CoDfV7djPK3zCxxDxMBAD09cedYGIZNij3H3/7lcCahiPylpRG6vJcGERERERGJADsRRERERESkFg5nIiIiIiLKRtOXXhUjViKIiIiIiEgtrEQQEREREWXDQoRqrEQQEREREZFaWIkgIiIiIsqGl3hVjZUIIiIiIiJSCysRRERERETZ6IGlCFVYiSAiIiIiIrWwEkFERERElA3nRKjGSgQREREREamFlQgiIiIiomxYiVCNlQgiIiIiIlILKxFERERERNno8ZbVKrESQUREREREamElgoiIiIgoG86JUI2VCCIiIiIiUgs7EV8ofPs2tGjaCLWqeaJH1864fu2a0CFplFjy+2lXOHp0boeGPrXQ0KcW+vXqhjN/nVasH9zPH7Wruiktc2ZNFy5gDRLLc/gxYs8PEE+Oe3btQPfObdHQpyYa+tRE315dlc7DfXt2YVC/XmjoUxNfV3VFUmKigNGqb+P6NejVvTPqe9dAswY+GDNyKB49eqi0TWzsK0ydOA7NG/nCt3Z1fPdtB5w49rtAEavv4oVIjBg6CM0a+aK6pwv+OH7so9vODp6G6p4u2LZlsw4j1LyYmBhMHD8G9X1qo3aNyujUvjVu3rgudFif5Z/je/BzYBtc37dW0SbNzMDVn1bj0OQeODChC85vDEVa0utcH5+RnIjfZvTBz4FtkJn6VldhC0JPT3dLQcVOxBc4cvgQ5oeFYuCQAITv3gdnZxcMHtgPcXFxQoemEWLKz9bODkOGj8Lm7buxeftu1KxVG2NHDsWD+/cU27Tt0BmHjp1SLENHjhEwYs0Q03OYG7HnB4grRzs7ewQMD8Tm7Xuwaftu1KzlhTEjh+Lf/5+HaWmp8PbxRe9+AwWO9PNcuhCJzt92x4Yt4Vj+w3pkZWVi2KB+SE1JUWwzfdIEPH70CAuXrMCOn35Gw8ZNETR2FO7eviVg5HmXlpqKSpVcMGHS1E9ud+L4UVy/dhUlbG11FJl2JL55g949u6GIoSGWr16LvT8fROCY8TA3lwgdmtpeR93D44gjMHcoo9R+4+d1iLl5HrX8x6FuQAjSEuMRuTE0131c3rksx+Op8GIn4gts2bwRHTp1Qbv2HVG+QgVMnjYDJiYm2L/3J6FD0wgx5edbvyF8fOvDqXQZOJUug8HDRqJYsWK4cf2/X3RNTExgbVNCsZiZmQkYsWaI6TnMjdjzA8SVY/bzsHTpshiiOA+vAgC6fecP/7794eFZReBIP8+yVWvRum17lK9QEZWcXTAtOBTRL17g9u2bim2uXb2Cb7v1gLtnZZQsWQr9BgxG8eLFlbbJz3x86yFg+Eg0atz0o9u8jIlBWMgszJ4zD0WKFOyplxs3rIW9vT2CZ4XC07MyvipZCnV86qKUk5PQoaklKz0VF7ctQJUuQ2FY7L/PtszUZDw+dwwebfuhRMUqsChVAdW6jkD8ozuIf3RHaR8P/z6EzNRkVGjYTsfRU37FTsRnyszIwO1bN+HlXUfRpq+vDy+vOrh29bKAkWmGmPOTSqX4/cghpKamwqPyf19Wfjt8AM0a1EG3jm2wYulCpKWmChjllxPzcwiIPz9A3Dm+Ow8PIjU1BZ6Vqwodjla8fZsEAEq/WleuUhVHfzuMN28SIJPJ8Pvhg0hPz0CNml8LFaZGyWQyTJ44Dr369EP5ChWFDueLnfrjBNzcPTAmcDga1vPGt53a4ac9u4QOS23XfloNO9easK1UVak94el9yKVZKFHpv8/C4nYlUdSyBF4/vqtoS4yOwt3fd6J691HQ0yscXx319fR0thRUgv5EcOnSJVhaWqJs2bIAgC1btmD16tWIiopC6dKlMXToUHTt2vWT+0hPT0d6erpSm9zAGMbGxlqLGwBeJ7yGVCqFtbW1Uru1tTUePnyg1WPrghjzu3/vH3zfqxsyMjJQtGgxzF24FOXKVwAANGvhBwdHR9iUsMX9f+5i+ZKFiHr0CHMXLhU46s8nxucwO7HnB4gzx/v3/kG/Xt2QkZGOokWLIWzhMsV5KCYymQwLw0JRpWp1VKhYSdEeOm8RJo4LRJN63jAoUgQmJiaYt2gZSjmVFjBazdm0YS2KGBigW4+eQoeiEU+fPsHunTvwXa8++L7/INy4cR1hobNgaGiINm3bCx1enjy9fBoJTx+g/qgFOdalJyZA36AIDIsqV96NzSyQlvhuXoQ0KxMXt8yHe+veKGZZAilx0TqJm/I/QbuTffr0wb///gsAWLduHQYOHIiaNWti0qRJqFWrFvr3748NGzZ8ch+hoaGQSCRKy7y5uY/lo8KtdJky2LJzL9ZvCUeHLt8ieOpEPPj3PgCgfacu8KpTFxUqVsI3fq0xfVYoTp44hqdPogSOmkhcSpcpg60792LDlp3o2KUrZkwNUpyHYhIWEox//72H2WHKX9xWr1iKpKQkrFizAT9u340ePXsjaNwo3L/3j0CRas6tmzewY+sWzJgVKpobdclkcri4umP4yEC4uLqhU+dv0aFjF+zZFS50aHmS+voVbuxbixrfBcLA0Oiz9nH74I8oblcKpWo21HB0+Zu+nu6WgkrQSsS9e/dQseK7cufKlSuxZMkS9O/fX7G+Vq1amD17Nvr27fvRfQQFBSEwMFCpTW6g3SoEAFhaWMLAwCDH5Ma4uDjY2Nho/fjaJsb8DA2NFL/2ubq54/bNG9i5fQuCpszIsa27Z2UAwNMnUShZqmCNfX1PjM9hdmLPDxBnjh+eh7duXv/oeVhQhYXMxJ+nT2HNhi2ws7NXtD99EoVd4dsQ/tMviqE+lZxdcPnSBewO346gKdMFilgzLl+6iPj4OLRs1kjRJpVKsWj+XGzfuhkHfzshYHSfp0SJEihfvrxSW9ly5XDs2G8CRaSehKf/Iv3tG5xaOErRJpfJEPfgJh7+fRDeA2ZAJs1CZupbpWpE+tsEmJhbAgBe3buGxBeP8XzM3+8eL3+3zeEp36FSky5w+aa77hKifEXQTkSxYsUQGxuL0qVL49mzZ/j6a+UxobVr18bDhw8/8uh3jI1zDl1Ky9J4qDkYGhnB1c0d585GoFHjJgDela/PnYtA127faT8ALRN7fsC7X5gyMzJzXffPnXcTyqxtSugyJI0S+3Mo9vyAwpGjTCZHRkaG0GFohFwux7zQWTh54hhWr9+Mr0qWVFqflpYG4N28luwM9A0gk8t0Fqe2+LVug9pe3kptAYO+h1+rtmjTrmAM/flQlWrVc1ym9/HjR3Bw+EqgiNRjU7EyGo5dptR2OXwJzGxLomKjjihqYQM9gyJ49c81OFZ5N/cq6eVTpL5+BcvSzgCAr3tPgDTzv3P09ZN7uBK+FHWHzoGptT3ESiTFNK0StBPRokULrFq1CuvWrUP9+vWxZ88eVKny3+SeXbt2oUKF/DtWtqd/H0yZOB7u7h7w8KyMrVs2IzU1Fe3adxA6NI0QU34rli5EHZ96sLN3QEpKMn47fACXLpzHkpVr8fRJFH47fBB16taDRGKB+/fuYvH8uahWoyYqVnIWOvQvIqbnMDdizw8QV44rli6Et48v7O0dlc7DpSvfXbM+NvYV4mNj8eTJYwDA/fv/wLSYKewcHCCRWAgYed7MDQnGb4cPYv7i5ShmaorY2FcAADOz4jAxMUGZMmVRyskJoTOnYUTgOEgsLHDyxHGcO3sGi5atEjj6vElJScaTqP+GeT579hR379yGuUQCBwdHWFhYKm1fpEgRWNvYoEzZcroOVSO+6+mP3j27Yd2a1Wj2TQvcuH4NP+3ZhSnTgoUOLU8MTYrB0EF5vo2BkQmMihWH+f/bS9dughu/rIdhMTMYmhTDtX1rYFnGBVZlXAAApjYOSo/PSH53/5bidiVzzKWgwkXQTsTcuXPh4+OD+vXro2bNmliwYAFOnjwJV1dX3L17F2fPnsW+ffuEDPGTvmnREq/j47Fy+VLExr6Cs4srVv6wDtYFdJjBh8SU3+v4eMyYPAGxsa9gZlYcFSpVwpKVa1Hbuw5iol8g8lwEwrf9iLTUVNja2aNh46bo03+Q0GF/MTE9h7kRe36AuHKMj4/LcR4uXbkWtb19AAB7d+/Euh9WKLYf2Pfd5NypM0LQqgBMYv3p/+PkB/XzV2qfGhyC1m3bo4ihIRYv/wHLlyxE4PAhSElJQSknJ0yfGQof3/pChKy2WzdvYEDf//JbOG8OAKB1m3aYMXuOUGFpjYdnZSxcvBxLlyzEmtUr8NVXJTF2/ET4tWojdGga49H2e0BPH5Gb5kAmzYStczVU7jhY6LAEpw+WIlTRk8vfj24TRkJCAubMmYNff/0VDx48gEwmg4ODA3x8fDBq1CjUrFlT7X3qYjgTaVdaplToELTKxNBA6BCIPik9s+APr1FF7MMVDAryjM08KsiXx8yLab/fVb1RARbml3+r/Sv+fqSzYwX4lNHZsTRJ8LvAWFhYYM6cOZgzR3y/YBARERFRwSPy/qlGFI47hhARERERkcYIXokgIiIiIspPCsFowC/GSgQREREREamFlQgiIiIiomzEPmlfE1iJICIiIiIitbASQURERESUDQsRqrESQUREREREamElgoiIiIgoG86JUI2VCCIiIiIiUgsrEURERERE2bAQoRorEUREREREpBZ2IoiIiIiISC0czkRERERElA1/ZVeNfyMiIiIiIlILKxFERERERNnocWa1SqxEEBERERGRWliJICIiIiLKhnUI1ViJICIiIiIitbASQfmSiaGB0CEQFWoG+uL/HS4xNVPoELTKysxI6BDoC01tUknoEAotfc6JUImVCCIiIiIiUgs7EURERERE2ejpcFHHqlWrULlyZZibm8Pc3Bze3t44fPiwYn1aWhoCAgJgbW0NMzMzdOzYETExMUr7iIqKgp+fH4oVKwZbW1uMHTsWWVlZakbCTgQRERERUYFQsmRJzJkzBxcvXsSFCxfQqFEjtG3bFjdv3gQAjBo1Cr/++it2796NU6dO4fnz5+jQoYPi8VKpFH5+fsjIyMCZM2ewefNmbNq0CVOnTlU7Fj25XC7XWGb5RJr6nSkiIsomSyq6j4YcOCeC8juxn4dmxvl33sH2S091dqzu1Ut+0eOtrKwwb948dOrUCSVKlMD27dvRqVMnAMCdO3fg6uqKiIgIeHl54fDhw2jVqhWeP38OOzs7AMDq1asxfvx4vHr1CkZGeX/fYCWCiIiIiEgg6enpSExMVFrS09NVPk4qlSI8PBzJycnw9vbGxYsXkZmZiSZNmii2cXFxgZOTEyIiIgAAERER8PT0VHQgAKB58+ZITExUVDPyip0IIiIiIqJs9PT0dLaEhoZCIpEoLaGhoR+N7fr16zAzM4OxsTEGDRqEffv2wc3NDdHR0TAyMoKFhYXS9nZ2doiOjgYAREdHK3Ug3q9/v04dvMQrEREREZFAgoKCEBgYqNRmbGz80e2dnZ1x5coVvHnzBnv27IG/vz9OnTql7TBzYCeCiIiIiCgbXQ7VMTY2/mSn4UNGRkaoUKECAKBGjRqIjIzEkiVL8O233yIjIwMJCQlK1YiYmBjY29sDAOzt7XH+/Hml/b2/etP7bfKKw5mIiIiIiAoomUyG9PR01KhRA4aGhjh+/Lhi3d27dxEVFQVvb28AgLe3N65fv46XL18qtjl69CjMzc3h5uam1nFZiSAiIiIiykYvn96xOigoCC1atICTkxOSkpKwfft2nDx5Er/99hskEgn69euHwMBAWFlZwdzcHMOGDYO3tze8vLwAAM2aNYObmxt69uyJsLAwREdHY/LkyQgICFCrGgKwE0FEREREVCC8fPkSvXr1wosXLyCRSFC5cmX89ttvaNq0KQBg0aJF0NfXR8eOHZGeno7mzZtj5cqViscbGBjgwIEDGDx4MLy9vWFqagp/f38EBwerHQvvE0FERDmI/fr0AO8TQfmf2M/D/HyfiF1XnuvsWF2qOursWJrESgQRERERUTb5t3uTf3BiNRERERERqYWVCCIiIiKibPLrxOr8hJUIIiIiIiJSCysRRERERETZ8Fd21fg3IiIiIiIitbAT8YXCt29Di6aNUKuaJ3p07Yzr164JHZJGiTm/ixciMWzIIDRpUBdV3J1x4vgxoUPSCjE/h4D48wPEk+OlC5EYOXQQmjf2RY3KLvjjhPI5l5KSjLkhwWjRpD7q1KqCTu38sGdXuEDRqq9ru+ZoWNszx7I4bBYAID4uFiHTgtChRQO0qP81BvTqglMnjgoctWaI5TX6MWLKT+znoabo6enpbCmo2In4AkcOH8L8sFAMHBKA8N374OzsgsED+yEuLk7o0DRC7PmlpqbA2dkZQZOnCR2K1oj9ORR7foC4ckxNTUUlZxeMnzg11/UL583Bmb//wszQMOzZfxDdv+uFsNCZOPXHCR1H+nlWb9yBnw79oVjmL1sDAGjQuDkAIHT6RDyJeoTZ85dh/faf4NugMYInjcG9u7eFDPuLiek1mhux5Sf285B0h52IL7Bl80Z06NQF7dp3RPkKFTB52gyYmJhg/96fhA5NI8SeX13f+hg6YhQaN2kqdChaI/bnUOz5AeLK0ce3HoYMG4lGjXM/565duYJWbdqhZq3acPyqJDp0+hYVKznj5o2C8auvhaUVrKxtFEvEX6fhWLIUqlSvCQC4cf0K2nfuDld3Tzh+VQo9+w6EmVlx/HPnlsCRfxkxvUZzI7b8xH4eaoqeDpeCip2Iz5SZkYHbt27Cy7uOok1fXx9eXnVw7eplASPTDLHnVxiI/TkUe35A4cgxu8pVq+L0yRN4GRMDuVyOyPNnEfX4Eby8fYQOTW2ZmZk4euQAWrRurxiu4OFZFX8cO4LEN28gk8lw4vfDyMjIQNXqtQSO9vOJ/TUq9vxyI6bzkLRL0KszDRs2DF26dIGvr+9n7yM9PR3p6elKbXIDYxgbG39peJ/0OuE1pFIprK2tldqtra3x8OEDrR5bF8SeX2Eg9udQ7PkBhSPH7MYFTcGsGVPQoml9GBQpAn09PUyeNhPVaxa8L9l/nTqOt2+T8I1fW0XbtJD5mDFpLNo2qwsDgyIwMTFB8NzF+KqUk4CRfhmxv0bFnl9uxHQefokCPFVBZwStRKxYsQINGjRApUqVMHfuXERHR6u9j9DQUEgkEqVl3txQLURLRETaFL59C25cu4pFS1diW/hPGDVmPOaGBOPc2TNCh6a2Q7/sQ23vurApYato2/DDcrx9m4T5y9di9aZwdO7eCzMmjcGD+/8IGCmRMjGdh6Rdgt8n4vfff8evv/6K+fPnY8qUKWjRogX69++Pli1bQl9fdR8nKCgIgYGBSm1yA+1WIQDA0sISBgYGOSZWxcXFwcbGRuvH1zax51cYiP05FHt+QOHI8b20tDSsWLoY8xcvg2+9BgCAipWccffOHWzZtAG1vep8egf5SPSL57gUeRYz5ixStD17+gT7du/Ahh37ULZcBQBAhUrOuHblIvbvCUfghNwnueZ3Yn+Nij2/D4npPPxS+gV6toJuCD4nwtPTE4sXL8bz58+xdetWpKeno127dihVqhQmTZqE+/fvf/LxxsbGMDc3V1q0PZQJAAyNjODq5o5zZyMUbTKZDOfORaBylWpaP762iT2/wkDsz6HY8wMKR47vZWVlISsrE/p6yh9LBgb6kMllAkX1eY4c2A8LSyt4+9RTtKWnpQJAjvz09Q0gkxWs/LIT+2tU7Pl9SEznIWmf4JWI9wwNDdGlSxd06dIFUVFR2LBhAzZt2oQ5c+ZAKpUKHV6uevr3wZSJ4+Hu7gEPz8rYumUzUlNT0a59B6FD0wix55eSnIyoqCjFv589fYo7t29DIpHAwdFRwMg0R+zPodjzA8SVY0pKMp5kO+eeP3uKu3duw1wigYODI2rUrIUlC+fB2MQYDg5f4eLF8zj4688YNWaCgFGrRyaT4ciB/Wju1wYGRf77iHUqUxZflXTCwjkzMGj4GJhLLPD3qRO4eD4CIQuWCxjxlxPTazQ3YsuvMJyHmsA5EarpyeVyuVAH19fXR3R0NGxtbXNdL5fLcezYMTRtqt4lONOyNBFd3uzYthWbN65HbOwrOLu4YvzEyahcuYruAtAyMecXef4cvu/TK0d7m7btMTNkjgARaYeYn0NA/PkBwuSYJdX8R8OFyHMY2M8/R3urNu0wY9YcxMa+wvIlC3E24m8kvnkDewdHdOjUBT169tbKDZkSUzM1vs/Is2cwbsRA/Lj7V5RyKqO07mnUY6xZsRg3rl5CamoqHEuWwrc9eqNZy9YajwMArMyMtLLf3Ij9PBQqP7Gfh2bG+feb+oEbMTo7VisPO50dS5ME7USULVsWFy5cyHHVgy+ly04EEZEYaePLS36jjU5EfqLLTgRph9jPw/zciTh446XOjuXnkfuP6fmdoMOZHj58KOThiYiIiIjoM+SbORFERERERPkB50SoJvjVmYiIiIiIqGBhJ4KIiIiIiNTC4UxERERERNnwZnOqsRJBRERERERqYSWCiIiIiCgbTqxWjZUIIiIiIiJSCysRRERERETZsBKhGisRRERERESkFlYiiIiIiIiy0ePVmVRiJYKIiIiIiNTCSgQRERERUTb6LESoxEoEERERERGphZUIIiIiIqJsOCdCNVYiiIiIiIhILaxEEBERERFlw/tEqMZKBBERERERqYWVCCIiIiKibDgnQjV2IoiIKAf9QlCntjQ1EjoErUrLlAodgtaZGBoIHYJW7bz6ROgQtKrf105Ch0BfgJ0IIiIiIqJseJ8I1QrBb01ERERERKRJ7EQQEREREZFaOJyJiIiIiCgbTqxWjZUIIiIiIiJSCysRRERERETZ8GZzqrESQUREREREamElgoiIiIgoGxYiVGMlgoiIiIiI1MJKBBERERFRNvqcFKESKxFERERERKQWViKIiIiIiLJhHUI1ViKIiIiIiEgtrEQQEREREWXHUoRKrEQQEREREZFa2IkgIiIiIspGT4f/qSM0NBS1atVC8eLFYWtri3bt2uHu3btK26SlpSEgIADW1tYwMzNDx44dERMTo7RNVFQU/Pz8UKxYMdja2mLs2LHIyspSKxZ2IoiIiIiICoBTp04hICAAZ8+exdGjR5GZmYlmzZohOTlZsc2oUaPw66+/Yvfu3Th16hSeP3+ODh06KNZLpVL4+fkhIyMDZ86cwebNm7Fp0yZMnTpVrVj05HK5XGOZ5RNp6nWkiIjoAzLxfTTkoO4vgAVNepZU6BC0zsTQQOgQtGrbpSihQ9Cqfl87CR3CR51/8EZnx/q6nOSzH/vq1SvY2tri1KlTqFevHt68eYMSJUpg+/bt6NSpEwDgzp07cHV1RUREBLy8vHD48GG0atUKz58/h52dHQBg9erVGD9+PF69egUjI6M8HZuViC8Uvn0bWjRthFrVPNGja2dcv3ZN6JA0Ssz5rV/7A7p36QjvWtXQwNcbI4cNwaOHD4QOS6MuXojEsCGD0KRBXVRxd8aJ48eEDknjxPwafU+sObZs1gjVPFxyLKGzgoUOTSs2rFuDqh7OCJszW+hQPttPu8LRo3M7NPSphYY+tdCvVzec+et0ju3kcjlGBgxA7apuOHWi4L/vFNRz8PKxX7Fx4gAs7t8Wi/u3xdYZw/Hg6nkAQOrbRBz7cTnWju2DhX39sGpkdxz7cQXSU/77RTs1KRG7w4KwYti3WNCnJVaN6I6jm5chPTX5Y4ekz5Ceno7ExESlJT09PU+PffPmXWfHysoKAHDx4kVkZmaiSZMmim1cXFzg5OSEiIgIAEBERAQ8PT0VHQgAaN68ORITE3Hz5s08x81OxBc4cvgQ5oeFYuCQAITv3gdnZxcMHtgPcXFxQoemEWLP70LkeXzbrQe27NiFH9ZuRFZWFgb174eUlBShQ9OY1NQUODs7I2jyNKFD0Qqxv0YBcee4NXwPjp78U7GsWrsBANC0WXOBI9O8G9evYc/ucFSq5Cx0KF/E1s4OQ4aPwubtu7F5+27UrFUbY0cOxYP795S2C9/6I8RyeZuCfA4Wt7JBvS790GvmCvQKXgEnt6rYu2gaYp8+wtvXcXj7Og4Nuw1An9C1aNl/LB5ej8ThdQsUj9fT10OF6nXQYVQwvp+3ES0HjMHjm5fx+8YlAmalG3o6XEJDQyGRSJSW0NBQlTHKZDKMHDkSPj4+8PDwAABER0fDyMgIFhYWStva2dkhOjpasU32DsT79e/X5RU7EV9gy+aN6NCpC9q174jyFSpg8rQZMDExwf69PwkdmkaIPb9Va9ajbfsOqFChIpxdXBA8ew5evHiO27fy3gvP7+r61sfQEaPQuElToUPRCrG/RgFx52hlZQUbmxKK5c9TJ1GqlBNq1Ppa6NA0KiUlGRMnjMXU6bNQ3Pzzhy3kB771G8LHtz6cSpeBU+kyGDxsJIoVK4Yb1//7Zf6fO7exbcsmTJkxS8BINacgn4MVqnujfNXasLIvCSuHkqjXuS+MTIri+f3bKFGqLNqNmIYK1b1haeeI0u7V4NupD/69fBYy6buhcCamxVGtSWs4lHOGxMYOpd2ro1rj1nh694bAmYlLUFAQ3rx5o7QEBQWpfFxAQABu3LiB8PBwHUSZEzsRnykzIwO3b92El3cdRZu+vj68vOrg2tXLAkamGWLPLzdvk5IAAOaSgv0hX1gUhtdoYcjxvczMDBw68Avatu8APT1x/IL9XsisYPjWq6/0PIqBVCrF70cOITU1FR6VqwAA0lJTMWXiWIwNmgxrmxICR/jlxHQOymRS3I74A5npaXCs6JbrNumpyTAqWgz6BrnPNUl6HYt/LvyFUi6VtRlq/qDDUoSxsTHMzc2VFmNj40+GN3ToUBw4cAB//PEHSpYsqWi3t7dHRkYGEhISlLaPiYmBvb29YpsPr9b0/t/vt8kLwW82t3z5cpw/fx4tW7ZE165dsWXLFoSGhkImk6FDhw4IDg5GkSIfDzM9PT3HuDG5gbHKP/6Xep3wGlKpFNbW1krt1tbWeCiCcfViz+9DMpkMYXNDULVadVSsWEnocCgPCsNrtDDk+N4fx48jKSkJrdu1FzoUjTpy6CDu3L6FbeF7hA5FY+7f+wff9+qGjIwMFC1aDHMXLkW58hUAAIvmz0HlKtVQv2FjgaPUDDGcg6+ePMTWGcORlZkBI5OiaDdiGmy+Kp1ju5SkN4jYvw1VGrbMse6XFbNx/1IEsjLSUb6aF77pF6iL0CkXcrkcw4YNw759+3Dy5EmULVtWaX2NGjVgaGiI48ePo2PHjgCAu3fvIioqCt7e3gAAb29vzJ49Gy9fvoStrS0A4OjRozA3N4ebW+4dzNwI2omYNWsWwsLC0KxZM4waNQqPHz/GvHnzMGrUKOjr62PRokUwNDTEjBkzPrqP0NDQHOsnTZmGyVOnazl6EpOQWTPw77172LRlu9ChEBVK+/fugU9dX9ja2qneuICIfvECYXNmY/XaDVr/YUuXSpcpgy079+Lt27c4cew3BE+diFXrNuPpkyhcOH8OW3bm/2E+hYmVQ0n0nr0a6SnJuHv+TxxaMw/dJi1Q6kikpybjp/mTYf1Vafi075VjH416DIZP+56Ij36K07s24MT21WjWe7gu06D/CwgIwPbt2/Hzzz+jePHiijkMEokERYsWhUQiQb9+/RAYGAgrKyuYm5tj2LBh8Pb2hpeXFwCgWbNmcHNzQ8+ePREWFobo6GhMnjwZAQEBar1XCdqJ2LRpEzZt2oQOHTrg6tWrqFGjBjZv3owePXoAeDebfNy4cZ/sRAQFBSEwULlHLDfQ/pu1pYUlDAwMckysiouLg42NjdaPr21izy+7kFnBOH3qJDZs3go7Ncp4JKzC8BotDDkCwPPnz3DubATmL14mdCgadevWTcTHx6FbF+Xrs1+6GImdO7bh/KXrMPjIsJH8zNDQCKWc3n0BdXVzx+2bN7Bz+xYYG5vg2dMnaOLrpbT9hDEjUbVaDaxav1mIcL+IGM5BgyKGsLT7CgBgX7YSoh/excXf9qF535EAgPTUFOwOmwijokXRfsR0GOQy+sPMwgpmFlawdnRCUVNzbJ81CnXa9YCZhXWObcUiv14CetWqVQCABg0aKLVv3LgRvXv3BgAsWrQI+vr66NixI9LT09G8eXOsXLlSsa2BgQEOHDiAwYMHw9vbG6ampvD390dwsHpXxhO0E/H8+XPUrFkTAFClShXo6+ujatWqivXVq1fH8+fPP7kPY+OcQ5d0cZ8IQyMjuLq549zZCDRq/O4yWjKZDOfORaBrt++0H4CWiT0/4F1JMHT2TJw4fhTrN21ByZKlhA6J1FAYXqOFIUcA+GXfXlhZWcO3Xn2hQ9Go2l5e2LPvV6W2qZODULZsOfTp179AdiByI5PJkZmRiQGDh6Jth05K67p3aouRY8bDt35DgaL7MmI8B+UyOaSZGQDeVSB2hwXBoIghOowKRpE83B9ALpcBAKSZmVqNk3KXl9u7mZiYYMWKFVixYsVHtyldujQOHTr0RbEI2omwt7fHrVu34OTkhHv37kEqleLWrVtwd3cHANy8eVMxVis/6unfB1Mmjoe7uwc8PCtj65bNSE1NRbv2HVQ/uAAQe34hM2fg8KEDWLxsJUyLmSL21SsAgFnx4jAxMRE4Os1ISU5GVNR/Nyt69vQp7ty+DYlEAgdHRwEj0wyxv0YB8ecok8nw8/59aNW23SfnvxVEpqZmqPDBHKuiRYtBYmGRo72gWLF0Ier41IOdvQNSUpLx2+EDuHThPJasXAtrmxK5Tqa2t3eA41clc9lbwVCQz8FTO9ejXJVaMLe2RUZaKm6dOYGoO1fRZWwo0lOTsWvuBGRlpMNv0ASkp6YgPfXdJc6LmUugr2+Af6+cQ0ria9iXdYaRSVHEPnuMkzvW4KtK7pCUEHflXmTXd9AKQd+xe/TogV69eqFt27Y4fvw4xo0bhzFjxiAuLg56enqYPXu24m57+dE3LVridXw8Vi5fitjYV3B2ccXKH9bBuoCUOFURe367du4AAPTr3VOpPXhWKNoWgA+HvLh58wa+7/Pf+Nb5Ye+uO92mbXvMDJkjVFgaI/bXKCD+HM9FnEH0i+cF4gsZAa/j4zFj8gTExr6CmVlxVKhUCUtWrkVtkV15KruCfA6mJCbg4A9hSE6Ih3FRU5RwKosuY0NRxrMGom5fxYt/7wAA1o7xV3rcwIVbIClhjyJGxrj6x2Gc2LYa0sxMFLcugUo166J2q65CpEP5jJ48L3URLZHJZJgzZw4iIiJQp87/2rvvsKbO9w3gdwAJiAxFmcpGQEQcVAS3Ukf7s6K1djhwW0UrUndFtA4crVWqlbq3Yt21jlrqqK2iYlHcouJExAWyITm/P/yaElExmORAvD+9cl3l5CS5X08O4cnznnMCMW7cOMTGxmLMmDHIyclBp06dsGDBApiYmKj0vNqYzkREpMvk4n00aE15nfOsLvlFMrEjaJxRJd2YEvYq607dLH2lCqx/YwexI7zSqZRMrb1WQyczrb2WOolaRGgKiwgiorfDIqLiYxFR8bGIEA+LiNLp1gRUIiIiIqK3pdvfMagFr1hNREREREQqYSeCiIiIiKgYXZ/uqA7sRBARERERkUrYiSAiIiIiKobXiSgdOxFERERERKQSdiKIiIiIiIphI6J07EQQEREREZFK2IkgIiIiIiqOrYhSsRNBREREREQqYSeCiIiIiKgYXieidOxEEBERERGRSlhEEBERERGRSjidiYiIiIioGF5srnTsRBARERERkUrYiSAiIiIiKoaNiNKxE0FERERERCphJ4KIiIiIqDi2IkrFIoLKJZlcEDuCRunr8bcTlXO6vQs+o+O7oaG+7k82yC2QiR1Bo07fzRE7AtErsYggIiIiIiqGF5srne5/TUFERERERGrFTgQRERERUTG8TkTp2IkgIiIiIiKVsBNBRERERFQMGxGlYyeCiIiIiIhUwk4EEREREVFxbEWUip0IIiIiIiJSCTsRRERERETF8DoRpWMngoiIiIiIVMJOBBERERFRMbxOROnYiSAiIiIiIpWwiCAiIiIiIpVwOhMRERERUTGczVQ6diKIiIiIiEgl7EQQERERERXHVkSp2IkgIiIiIiKVsBNBRERERFQMLzZXOnYi3tLG9evQ8f02eK+BD3p89gmSzpwRO5Ja6dL4Ek6ewIhhX6Jdm+Zo6OOJA3F/lFjn2rWrCBs+BC0C/BDYuAF6ftYNqal3RUirHgknT2D40C8R1KoZfL098OdLxlzR6dJ79FV0ZYzP98H32zRHg5fsgzE//YgunToioHEDtAhsjMED+iLpzGmR0qpPWloaJowdhZZN/eHfqB66demEc2eTxI5VJqVtQ0EQ8NOCaLzfujma+Pli8IC+uHEjRZywarB6+RI0aVAHP8yJUizLz8/HnKipaNcqAK0DG2Hc1yPw8OEDEVO+uSD3aogO9kRXHyvFskBHcwxv5oDZH7ojOtgTxpVK/mlY01yKoYG1MPNDd0R94I5P69vAUJ9/ZL/rWES8hb17duO72VEYPDQUG3/ZBg8PTwwZ3B8PHz4UO5pa6Nr48nJzUbu2J8Z9M+ml99+6dRP9e38BJ2cXLF6+GrFbdmDg4KGQGkq1nFR9cnNz4OHhgfETI8WOohG69h59GV0aY+7/9sHxr9gHHR2dMHZCBH7ZshMrVq+Dnb09hg7uj0ePHmk5qfpkZmSgT6/PYVCpEhbELMHWHb8hfNRYmJmZix2tTErbhiuXL8WG9WswIWIyVq/bBGNjY4QOHoD8/HwtJ317588lYduWTXBz91BaPu+7mThy+ABmzP4Bi5auxoP0+xj39QiRUr45BwsjNHWywJ2MPKXlhgZ6uJCWhd8vv/x3ipmRAUKbOuBBdgHmHrqBRf/cgq2pIXo2tNVGbNFIJNq7VVQsIt7CmlUr0LVbdwR3+Riubm6YGDkFRkZG2L51i9jR1ELXxte0eQuEfhWGNm3ff+n9C6PnoWnzlggLHw1PrzqoVcsBLVu3QTVLSy0nVZ9mzVti2IiRaBv08jFXdLr2Hn0ZXRpjs1L2wY4fdkKTgEDUrFULrm7u+Hr0OGRlZeHK5UtaTqo+K5YvgY2NDb6dFgUfn3qwr1kLgU2boZaDg9jRyuR121AQBKxfuxoDB32J1m3aoraHB6bOmIX09Ps48GfF6oLm5GQjcsIYjI+YAlMzM8XyrKdP8ev2LRgRPhZ+jZvAs443Jk6ZjqTT/+JsOe6aGepL0NvPDhsS7yGnUK5038Grj/HHlUdIeZz30sfWtTaBTC7gl9NpuJ9VgJtP8hB7Og317c1Q3aSSNuJTOSVqEZGamopJkyahTZs28PLygre3Nzp16oRly5ZBJpOJGa1UhQUFuHD+HJoEBCqW6enpoUmTQJw5/a+IydRD18f3IrlcjiOHD8LR0QlDB/dH25aB6P1F95dOeaLy4V14j74LY3yVwsICbN0ciyqmpqjt4Sl2nDI7dOBP1PGui1HhX6F1iwB82i0YWzZvEjuWRty5fRsPHqTDv8l/71dTU1PU9amHM6cTxQtWBt9FTUPT5i3RuNhYAODihXMoKirCe00CFMucnF1gY2OLpDOJWk755j7xtcG5e1m4nJ6j8mMN9PUgkwsQii0rlD0rRFwsK6spYfkj0eKtohKtiDh58iS8vLywe/duFBYW4sqVK2jUqBFMTEwwatQotGjRAk+fPi31efLz85GZmal000bb9PGTx5DJZLB84VtqS0tLPHhQMeZGvo6uj+9Fjx49RE5ODlYsX4LAps3x08/L0LpNEEaNHI6EE8fFjkcv8S68R9+FMb7o8KEDCGzcEP6NfLF2zSrELF6OqlWrih2rzG7fvoVfYjfAwcEJi35ehk8+/Ryzo6Zh545tYkdTuwcP0wGgRPfW0rI6Hlag9+v+vbtx6eJ5DBk+ssR9Dx8+QKVKlWBqaqa0vJpl9XJ7XERDe1PUMpfi1/PpZXr85fRsmBkZoI1bNehLAONKevioTg0AgLlUX51RqYIRrYgICwvDyJEjcfLkSfz1119YuXIlLl++jI0bN+LatWvIycnBxIkTS32eqKgomJubK93mzIoq9XFExQnyZ9+qtGrVBj1794GHpxf6DhiE5i1bYfMvG0VOR/TueO89f2zcvA0r12xAYNPmGDMqDI8q4PEfz8nlAjy9vPFVWDg8veqg2yefouvH3bF5E3+vlEdp91Ixd04UJk+fDam04h4P95yFsQG6+lhjdUIqiuRC6Q94iXtPC7D2VCrauFXDd508ML2DGx7mFCIzrwhle8YKgq2IUol2itdTp05h9erVip+/+OIL9OvXD2lpabC2tsbs2bPRp08fzJ8//7XPM378eISHhystE/Q1v+NXtagKfX39Egc3Pnz4ENWrV9f462uaro/vRRZVq8LAwAAurm5Ky52dXZH4b4JIqeh13oX36LswxhcZV64MBwdHODg4op5vfXz0YXts27YZ/QcMFjtamdSoUQOurq5Ky5xdXPDHH/tESqQ51S2ffTv96OFD1Kjx39l/Hj58AA9PL7FiqeTihXN4/Ogh+nzRTbFMJpMh8dRJbI5dj3kLF6OwsBBPn2YqdSMePXwAS8vyt0/WsjCCmZEBRrdyUizT15PA1dIYzZ2rInznpTcqBBJuZyLhdiZMpfrIL3r2pVtrt2p4kF2omeBUIYjWibCyskJqaqri57S0NBQVFcHsfwcwubu7v9EZOaRSKczMzJRu2vj2oJKhIbzqeCP+2FHFMrlcjvj4o6jn20Djr69puj6+F1WqZIg63nWRknJdafnNGymwtbUTKRW9zrvwHn0XxlgaQS5HYUGB2DHKzLdBwxK/V27cSIGtrb1IiTTHvmZNVK9eA/Hx/71fs7KycDbpDOr51hcvmAr8Ggdg3S87sHrjVsXNq05dtP/g/xT/b2BggBPxxxSPuZFyHffupcKnXn3xgr/C5fQcRMVdw+wD1xW3G49zkXA7E7MPXFe5k/A0X4YCmYCG9mYolAm4lJ6tkdzlgUSL/1VUonUigoOD8eWXX2LOnDmQSqWYOnUqWrZsCWNjYwDApUuXYG9fvn/J9grpi4gJY+HtXRd1feph7ZpVyM3NRXCXrmJHUwtdG19OTjZu3byp+PnOndu4dPECzMzNYWtrh959+2PcqHA0bOQHv8b++OfIXzh86AAWL1/9mmct33Kys3Gz+Jhv38bFCxdgbm4OW7uKXxzp2nv0ZXRpjK/bBy3MLbB0SQxatmqD6jVq4Mnjx9i0cT3u30/D++06iJj67fTsFYI+vT7H0sUxaNehI84mncGWzZsQEfmt2NHKpLTfo1/07I2lP8fAwcEJ9vb2+GlBNGrUsELrNkEipn5zJiYmcHVzV1pmZGwMc3MLxfJOwR8j+vtZMDc3h4lJFXw/azp86tVH3Xq+YkR+rfwiOVKfKhfhBTIB2QUyxXJTqT7MjAxQ439nWrI1kyK/SI7HOYWKMzk1d7bA9Ue5yC+Sw9PKBJ29rbDzfDpyXzjTE71bJIIgiDKlLSsrC/3798fWrVshk8kQEBCAtWvXwtnZGQDw+++/IyMjA5988onKz51XpO60r7Zh3VqsWrEMDx6kw8PTC2MnTES9cviLpKzEGp+sjHM3X+fkiXgM6hdSYnmnj4IxZfpMAMD2bVuwYuli3E+7B0cnZ3w5dDhatWmr9iz6etr55uHE8XgM6Nu7xPKPOnfB1BkztZJB03R9HwTEGaNcQ/vgwFfsg99MmoIJY0chKek0njx+DHMLC3h7+2Dg4CHwruuj9iwAINHSCdoPHzyA6PlzcfNGCuzta6JnSF983K27xl9XEx/vr9uG306fCUEQsGjhj9i6eROePs1E/QaNMGHiJDg6Oas9CwDF1BpNGjIgBLU9PDFy9Phnr5mfj+i5s7F/728oKCiEf2BTjBkfAcvqNdT+2pG/X1H7cw5v5oA7GXnYmnQfANDRszo6epacirX2VCqO38wAAPRsaAtvmyqQ6kuQllWAP5Mf4cStzLfOEh1cfs+8dv3By095qwnO1Y209lrqJFoR8VxeXh6KiopQpUoV9T2nFosI0gxNFBHlibaKCKKy0kQRUd5oq4gQi8gf71qhjSJCTJooIsoTFhHPVNQiQvSLzRkZGam1gCAiIiIiehvl9eRMhw8fRqdOnWBnZweJRILt27cr3S8IAiZNmgRbW1sYGxsjKCgIV64oF6OPHj1Cjx49YGZmBgsLC/Tv3x9ZWVkqJikHRQQREREREZUuOzsbvr6+WLhw4Uvvnz17NqKjoxETE4P4+HiYmJigffv2yMv7r7PSo0cPnDt3Dvv378euXbtw+PBhDBo0SOUsok9n0gROZ6r4OJ2JSFyczlTx6eDHewmczlSxlefpTCkPtTedycmybNOZJBIJtm3bhuDgYADP9nk7Ozt8/fXXGDVqFAAgIyMD1tbWWLlyJT777DNcuHABderUwYkTJ+Dn5wcA2Lt3Lz744APcvn0bdiqcdIWdCCIiIiIikeTn5yMzM1Pplp+fr/LzXL9+Hffu3UNQ0H9nQzM3N4e/vz+OHn126uWjR4/CwsJCUUAAQFBQEPT09BAfH6/S67GIICIiIiISSVRUFMzNzZVuUVFRKj/PvXv3AADW1tZKy62trRX33bt3D1ZWVkr3GxgYoFq1aop13pRo14kgIiIiIiqPtHkRuPHjxyM8PFxpmTYunPy2WEQQEREREYlEKpWqpWiwsbEBAKSlpcHW1laxPC0tDfXr11esc//+faXHFRUV4dGjR4rHvylOZyIiIiIiKkYi0d5NXZydnWFjY4O4uDjFsszMTMTHxyMgIAAAEBAQgCdPniAhIUGxzp9//gm5XA5/f3+VXo+dCCIiIiKiCiArKwvJycmKn69fv47ExERUq1YNDg4OCAsLw7Rp0+Du7g5nZ2dERETAzs5OcQYnLy8vdOjQAQMHDkRMTAwKCwsxbNgwfPbZZyqdmQlgEUFEREREpKS8ngD65MmTaN26teLn58dShISEYOXKlRgzZgyys7MxaNAgPHnyBM2aNcPevXthZPTfaWTXrVuHYcOGoW3bttDT08PHH3+M6OholbPwOhFULvE6EUTi4nUiKj4d/HgvgdeJqNjK83Uibj1S/RSrZVWrWvk/iPpl2IkgIiIiIipGx79jUAseWE1ERERERCphJ4KIiIiISAlbEaVhJ4KIiIiIiFTCTgQRERERUTE8JqJ07EQQEREREZFK2IkgIiIiIiqGjYjSsRNBREREREQq4cXmqFzKL9TtCwhJK7F+p/Itr1AmdgSNM9DT7f2wSK7bv0cBoJK+bm/D6v7DxY6gUbn/LhA7wiulZhRo7bVszQ219lrqpNt7HxERERERqR2PiSAiIiIiKkbCoyJKxU4EERERERGphEUEERERERGphNOZiIiIiIiK42ymUrETQUREREREKmEngoiIiIioGDYiSsdOBBERERERqYSdCCIiIiKiYiRsRZSKnQgiIiIiIlIJOxFERERERMXwYnOlYyeCiIiIiIhUwk4EEREREVFxbESUip0IIiIiIiJSCTsRRERERETFsBFROnYiiIiIiIhIJexEEBEREREVw+tElI6dCCIiIiIiUgk7EW9p4/p1WLViGR48SEdtD0+MmxABn3r1xI6lNroyvs2bNmDrLxuRevcOAMDZ1Q0DBg1FYLMWAIBtmzdh355duHTxPLKzsxF3OB6mZmZiRn5rmzaux6bYDbh759mYXd3cMXjIUDRr3lLkZOqlK+/R19GVMW7ZtBFbf9mIu//bD11c3dB/0BDFfggASacTsWjBfJxLOgM9fT3U9vDE/J+WwMjISKzYKjl18gRWr1yGCxfO4UF6Or6btwCt2wQp7s/JycaP877HwT/jkJHxBHb2NfHZF73QrftnIqZ+c6VtwyH9Q3Aq4YTSY7p0645xEydrO2qZJDzffuefbb/v5y1A67ZBSutcu3YV0T98h1MnT6BIJoOLiyvm/BANW1s7kVK/mp6eBBO//ACff/AerC3NkJqegTW/xmPmkr2KdRZP6YleHzVRetzvf59H52E/KX4e0789Ojb3Rr3aNVFQVATbFmO0Ngax8DoRpRO9iCgoKMD27dtx9OhR3Lt3DwBgY2ODwMBAdO7cGYaGhiInfLW9e3bju9lRmBg5BT4+vli3ZhWGDO6PHbv2wtLSUux4b02XxmdtbYPQr8JRy8ERAgT8tnMHRoUNw5qNW+Dq5o68vFwENG2OgKbNsTB6rthx1cLK2gYjRo6Cg6MjBEHArzu2Y8SwUMRu2QY3N3ex46mFLr1HX0WXxmhlbY2hX41ELQdHAMBvO7dj9P/2Qxc3dySdTsSI0EEI6TcQo8ZOgL6BAa5cugg9vYrTNM/NzUVtD0981OVjjB45vMT9c+fMxInj8ZgaNRt2dvY4dvRvzJz+LWrUsELL1m1ESKya0rYhAHTu+gkGDx2meIzUyFiUrGWRl5uL2rU90bnLxxgVVnL73bp1E/17f4HOXbvhy6HDYVKlCq4lJ0NqKBUhbem+7vM+BnZrjoGT1uD81VQ08nbAz5N7IjMrFz9tOKRYb9/f5zA4cq3i5/yCIqXnMaykj637/0X8mesICQ7QWn4q30QtIpKTk9G+fXvcvXsX/v7+sLa2BgD8+++/iImJQc2aNbFnzx64ubmJGfOV1qxaga7duiO4y8cAgImRU3D48EFs37oF/QcOEjnd29Ol8TVv2Vrp56HDw7D1l404m3Qarm7u+LxnCAAg4cRxMeJpRKsX/iAZPmIkNm3cgDOnE3WmiNCl9+ir6NIYX9wPhyj2wzNwcXPHD9/NRPfPeyKk30DFOo5OztqO+VaaNm+Bps1bvPL+M4mJ+L+PguH3nj8AoGu3T7Hll1icO3umQhQRpW1DADAyMoJl9RpixHtrpW2/hdHz0LR5S4SFj1Ysq1XLQRvRyqSJrwt2HTqDvUfOAQBupj5C9w5+8PN2VFqvoKAIaQ+fvvJ5psXsBgD07OSvubDlDI+JKJ2oX+8MGTIEPj4+SEtLw8GDBxEbG4vY2FgcPHgQaWlp8Pb2RmhoqJgRX6mwoAAXzp9Dk4BAxTI9PT00aRKIM6f/FTGZeujy+GQyGX7f+xtyc3PgU6++2HG0QiaTYc/uZ2P29W0gdhy10OX36HO6PMZn++Fu5Obmom49Xzx69BDnks6gWrVqGND7C3Ro0xxf9u+NxH8TxI6qVvXq18fhg3/ifloaBEHAiePHcPNGCpoENBU7mspe3IbP7duzC+1aBeLzjz/Cwui5yMvNFTGl+sjlchw5fBCOjk4YOrg/2rYMRO8vuuNA3B9iR3ulY6evoXVjD7g5WAEAfGrbI6C+C37/+7zSes393HEjLgqnt0Vg/oRPUc3cRIy4VMGI2on4+++/cfz4cZi9ZO65mZkZpk6dCn//11e9+fn5yM/PV1om6EshlWq2tfj4yWPIZLIS0wksLS1x/fo1jb62Nuji+JKvXEb/3p+joCAfxsaVMXvuj3BxLZ9dLnW5cvkSen3xGQoK8lG5cmX8EL0QruW0s6cqXXyPvkgXx5h85TIG9P4cBQUFMDaujFlzo+Hi6oakM6cBAEtiFuKrkaNR29MTu3/diWGD+mH95h1wcHQSN7iajBkfgWlTItDx/ZbQNzCAnkSCiZFT0dDvPbGjvbFXbUMAaNfxQ9ja2aF6DSskX76EBfPn4mZKCmbNjRY59dt79OghcnJysGL5EgwdNgIjRo7CP0f+wqiRw7F42So0eq+x2BFL+G7FfphVMcLpbRMhkwnQ15cgcuEubNxzUrHO/n8uYMefp5Fy5yFcalbHlOGdsGPBELQM+R5yuSBieirvRC0iLCwskJKSgrp16770/pSUFFhYWLz2OaKiojBlyhSlZd9ERGLipMlqSkm6wtHJCWtjtyIrKwt//rEPUyaNR8zS1TpdSDg5OWPTlu3IynqK/b/vQ8SEsVi2cq3OFBJU8Tg6OWFNsf3w20kTsGjpKghyOQCgy8fd0Sm4KwDAw7MOTh4/hl93bEXoV+FixlabjevX4OyZ0/gh+ifY2tnjVMIJzJrxLWpYWcG/SWDpT1AOvGoburi6oUu37or13Nxro3qNGggd1A+3b91EzXI87edNPH+PtmrVBj179wEAeHh64fTpf7H5l43lsojo1q4hPuv4HvpMWIXzV1NRz8Mec0Z1Q2p6Btb9Gg8A+GXff92+c8l3kXTlDi7smoIWfu44ePyyWNGpAhC1iBgwYAB69+6NiIgItG3bVnFMRFpaGuLi4jBt2jQMH17ywKbixo8fj/Bw5Q8XQV/zBzhVtagKfX19PHz4UGn5w4cPUb16dY2/vqbp4vgqVTJUHAzoVccb588lIXb9GoyPmFLKIyuuSoaGcHB8NuY63nVx7mwS1q1djUmTvxU52dvTxffoi3RxjC/uhxfOnUXs+jWK4yCcXV2V1ndydkFaaqrWc2pCXl4eFkbPw3fzfkTzFq0AAO61PXDp4kWsWbm8whQRr9qGL/td6u3z7CxiulBEWFStCgMDgxJfPDk7u5bbaXczwoLx3Yr9ikLhXPJdONhWw+i+7yuKiBel3HmI9MdP4VqrBosIei1Rj4n49ttvMXbsWMyZMwf169eHnZ0d7OzsUL9+fcyZMwdjx47F5MmTX/scUqkUZmZmSjdNT2UCnv1x5lXHG/HHjiqWyeVyxMcfRT0dmHOu6+MDALlcQEFBgdgxtEoul6NQR8b8LrxH34UxyuUCCgsKYWtnjxo1rHAjJUXp/ps3UmBTDk+dWRZFRUUoKiqEnkT5o1dfXw9yQS5Sqrf3fBu+zOWLFwGgwh5oXVylSoao410XKSnXlZbfvJFSLk/vCgDGRoYl3lsyufDaM57ZW1nA0twE9x5kajpeuSaRaO9WUYl+itexY8di7NixuH79utIpXp2dy/8ZOXqF9EXEhLHw9q6Luj71sHbNKuTm5iK4S1exo6mFLo1vYfRcBDRtDhsbO+TkZGPfnl04dfI4on9aAgB48CAdjx48wK1bNwAAycmXYVLZBNa2tjA3txAxednN/+F7NGveAja2tsjJzsbu33bh5InjWLR4mdjR1EaX3qOvoktjXBg9F4FNW8DaxlZpP5z/0xJIJBL0COmHJTEL4F7bA7U9PPHbrztwI+U6or6bJ3b0N5aTk41bN28qfr575zYuXbwAM3Nz2NraoZHfe5g/dw6kRlLY2tojIeE4fvt1B0aOGidi6jf3um14+9ZN7NvzGwKbtYC5uQWSr1zCvO9moUEjP7jX9hA7+ht5cfvdeWH79e7bH+NGhaNhIz/4NfbHP0f+wuFDB7B4+WoRU7/a7sNJGNu/PW6lPsb5q6mo71kTX/VsjdXbjwEATIwN8c3gD7A9LhH3HmTCpVZ1TB8RjKu3HmD/PxcUz1PLpiqqmlVGLduq0NfTQ73a9gCAq7fSkZ2rG19MkeokgiCU26Nmbt26hcjISCxfvlylx+UVlb6OumxYt1ZxESgPTy+MnTAR9YqdpaKiE2t8+YXq/VZu6uRvcDL+GB48SEeVKqZwq10bvfsMgP//zoiyeNECLP15YYnHTZoyA//XuYtaswCAtJLmm4CRERNw/NgxpKffRxVTU9Su7YG+/QciILDinQXmdXR9HwTEGWNeoUztzzlt8sQS+2GvPgPgX+zsU6uWL8Hm2A3IzMiAe20PDBv5Neo3aKT2LABgoIHrT5w8EY/B/UNKLP+/j4IxZdpMPHiQjgXz5+LY0b+RmZEBG1s7dO3WHT169YFEzV9JFsnV39143TZMu5eKyG/G4mryFeTl5sLK2gat2gSh78AvUaVKFbVnAYBK+urdhidPxGNQv5Lbr9NHwZgyfSYAYPu2LVixdDHup92Do5Mzvhw6HK3atFVrjueq+79+SndpqlSWInLo/+GjNr6oUbUKUtMzsGlvAmYs3oPCIhmMpJWwae4g+HrWhIWpMVLTM/DH0Yv49qdduP/ov1O+vuyCdADQbsB8/JVwpcz5cv9dUObHalpGrva6g+bGFedaOMWV6yLi9OnTaNiwIWQy1T7MtFlEkGaou4gob7RRRBC9DU0UEeWNJoqI8kQTRUR5o+4iorx52yKivGMR8UxFLSJEnc60c+fO195/7VrFPIUhEREREVVcFflYBW0RtYgIDg6GRCLB65oh6m7vEhERERHR2xG1f2Jra4utW7dCLpe/9Hbq1Ckx4xERERHRO0iixVtFJWoR0ahRIyQkvPrcyqV1KYiIiIiISPtEnc40evRoZGdnv/J+Nzc3HDhwQIuJiIiIiOidV5FbBFoiahHRvHnz195vYmKCli1baikNERERERG9CdEvNkdEREREVJ5I2IooVcU8MS0REREREYmGnQgiIiIiomJ4hYHSsRNBREREREQqYSeCiIiIiKgYNiJKx04EERERERGphJ0IIiIiIqLi2IooFTsRRERERESkEhYRRERERESkEhYRRERERETFSLT4X1ksXLgQTk5OMDIygr+/P44fP67mf4HSsYggIiIiIqogYmNjER4ejsjISJw6dQq+vr5o37497t+/r9UcLCKIiIiIiIqRSLR3U9XcuXMxcOBA9O3bF3Xq1EFMTAwqV66M5cuXq/8f4jVYRBARERERiSQ/Px+ZmZlKt/z8/JeuW1BQgISEBAQFBSmW6enpISgoCEePHtVW5GcEeit5eXlCZGSkkJeXJ3YUjdH1Mer6+ARB98fI8VV8uj5Gjq/i0/Ux6vr4yrPIyEgBgNItMjLypeveuXNHACD8888/SstHjx4tNG7cWAtp/yMRBEHQbtmiWzIzM2Fubo6MjAyYmZmJHUcjdH2Muj4+QPfHyPFVfLo+Ro6v4tP1Mer6+Mqz/Pz8Ep0HqVQKqVRaYt27d+/C3t4e//zzDwICAhTLx4wZg0OHDiE+Pl7jeZ/jxeaIiIiIiETyqoLhZapXrw59fX2kpaUpLU9LS4ONjY0m4r0Sj4kgIiIiIqoADA0N0ahRI8TFxSmWyeVyxMXFKXUmtIGdCCIiIiKiCiI8PBwhISHw8/ND48aNMW/ePGRnZ6Nv375azcEi4i1JpVJERka+cRuqItL1Mer6+ADdHyPHV/Hp+hg5vopP18eo6+PTJZ9++inS09MxadIk3Lt3D/Xr18fevXthbW2t1Rw8sJqIiIiIiFTCYyKIiIiIiEglLCKIiIiIiEglLCKIiIiIiEglLCKIiIiIiEglLCLe0sKFC+Hk5AQjIyP4+/vj+PHjYkdSm8OHD6NTp06ws7ODRCLB9u3bxY6kVlFRUXjvvfdgamoKKysrBAcH49KlS2LHUptFixahXr16MDMzg5mZGQICArBnzx6xY2nMzJkzIZFIEBYWJnYUtZk8eTIkEonSzdPTU+xYanXnzh307NkTlpaWMDY2ho+PD06ePCl2LLVxcnIqsQ0lEglCQ0PFjqYWMpkMERERcHZ2hrGxMVxdXTF16lTo0jlbnj59irCwMDg6OsLY2BiBgYE4ceKE2LHKrLTPdkEQMGnSJNja2sLY2BhBQUG4cuWKOGGpXGMR8RZiY2MRHh6OyMhInDp1Cr6+vmjfvj3u378vdjS1yM7Ohq+vLxYuXCh2FI04dOgQQkNDcezYMezfvx+FhYVo164dsrOzxY6mFjVr1sTMmTORkJCAkydPok2bNujcuTPOnTsndjS1O3HiBH7++WfUq1dP7Chq5+3tjdTUVMXtyJEjYkdSm8ePH6Np06aoVKkS9uzZg/Pnz+P7779H1apVxY6mNidOnFDafvv37wcAfPLJJyInU49Zs2Zh0aJFWLBgAS5cuIBZs2Zh9uzZ+PHHH8WOpjYDBgzA/v37sWbNGiQlJaFdu3YICgrCnTt3xI5WJqV9ts+ePRvR0dGIiYlBfHw8TExM0L59e+Tl5Wk5KZV7ApVZ48aNhdDQUMXPMplMsLOzE6KiokRMpRkAhG3btokdQ6Pu378vABAOHTokdhSNqVq1qrB06VKxY6jV06dPBXd3d2H//v1Cy5YthREjRogdSW0iIyMFX19fsWNozNixY4VmzZqJHUOrRowYIbi6ugpyuVzsKGrx4YcfCv369VNa1rVrV6FHjx4iJVKvnJwcQV9fX9i1a5fS8oYNGwrffPONSKnU58XPdrlcLtjY2Ahz5sxRLHvy5IkglUqFDRs2iJCQyjN2IsqooKAACQkJCAoKUizT09NDUFAQjh49KmIyKquMjAwAQLVq1UROon4ymQwbN25EdnY2AgICxI6jVqGhofjwww+V9kVdcuXKFdjZ2cHFxQU9evTAzZs3xY6kNjt37oSfnx8++eQTWFlZoUGDBliyZInYsTSmoKAAa9euRb9+/SCRSMSOoxaBgYGIi4vD5cuXAQCnT5/GkSNH0LFjR5GTqUdRURFkMhmMjIyUlhsbG+tUV/C569ev4969e0q/T83NzeHv78+/bagEXrG6jB48eACZTFbi6oDW1ta4ePGiSKmorORyOcLCwtC0aVPUrVtX7Dhqk5SUhICAAOTl5aFKlSrYtm0b6tSpI3Ystdm4cSNOnTpVoecnv46/vz9WrlwJDw8PpKamYsqUKWjevDnOnj0LU1NTseO9tWvXrmHRokUIDw/HhAkTcOLECXz11VcwNDRESEiI2PHUbvv27Xjy5An69OkjdhS1GTduHDIzM+Hp6Ql9fX3IZDJMnz4dPXr0EDuaWpiamiIgIABTp06Fl5cXrK2tsWHDBhw9ehRubm5ix1O7e/fuAcBL/7Z5fh/RcywiiPDs2+yzZ8/q3DdLHh4eSExMREZGBjZv3oyQkBAcOnRIJwqJW7duYcSIEdi/f3+Jbwl1RfFvc+vVqwd/f384Ojpi06ZN6N+/v4jJ1EMul8PPzw8zZswAADRo0ABnz55FTEyMThYRy5YtQ8eOHWFnZyd2FLXZtGkT1q1bh/Xr18Pb2xuJiYkICwuDnZ2dzmzDNWvWoF+/frC3t4e+vj4aNmyIzz//HAkJCWJHIxIVpzOVUfXq1aGvr4+0tDSl5WlpabCxsREpFZXFsGHDsGvXLhw4cAA1a9YUO45aGRoaws3NDY0aNUJUVBR8fX0xf/58sWOpRUJCAu7fv4+GDRvCwMAABgYGOHToEKKjo2FgYACZTCZ2RLWzsLBA7dq1kZycLHYUtbC1tS1R0Hp5eenUlK3nbty4gT/++AMDBgwQO4pajR49GuPGjcNnn30GHx8f9OrVCyNHjkRUVJTY0dTG1dUVhw4dQlZWFm7duoXjx4+jsLAQLi4uYkdTu+d/v/BvG3oTLCLKyNDQEI0aNUJcXJximVwuR1xcnM7NOddVgiBg2LBh2LZtG/788084OzuLHUnj5HI58vPzxY6hFm3btkVSUhISExMVNz8/P/To0QOJiYnQ19cXO6LaZWVl4erVq7C1tRU7ilo0bdq0xGmVL1++DEdHR5ESac6KFStgZWWFDz/8UOwoapWTkwM9PeU/JfT19SGXy0VKpDkmJiawtbXF48ePsW/fPnTu3FnsSGrn7OwMGxsbpb9tMjMzER8fz79tqAROZ3oL4eHhCAkJgZ+fHxo3box58+YhOzsbffv2FTuaWmRlZSl943n9+nUkJiaiWrVqcHBwEDGZeoSGhmL9+vXYsWMHTE1NFfM9zc3NYWxsLHK6tzd+/Hh07NgRDg4OePr0KdavX4+DBw9i3759YkdTC1NT0xLHr5iYmMDS0lJnjmsZNWoUOnXqBEdHR9y9exeRkZHQ19fH559/LnY0tRg5ciQCAwMxY8YMdO/eHcePH8fixYuxePFisaOplVwux4oVKxASEgIDA9362O3UqROmT58OBwcHeHt7499//8XcuXPRr18/saOpzb59+yAIAjw8PJCcnIzRo0fD09Ozwn7Wl/bZHhYWhmnTpsHd3R3Ozs6IiIiAnZ0dgoODxQtN5ZPYp4eq6H788UfBwcFBMDQ0FBo3biwcO3ZM7Ehqc+DAAQFAiVtISIjY0dTiZWMDIKxYsULsaGrRr18/wdHRUTA0NBRq1KghtG3bVvj999/FjqVRunaK108//VSwtbUVDA0NBXt7e+HTTz8VkpOTxY6lVr/++qtQt25dQSqVCp6ensLixYvFjqR2+/btEwAIly5dEjuK2mVmZgojRowQHBwcBCMjI8HFxUX45ptvhPz8fLGjqU1sbKzg4uIiGBoaCjY2NkJoaKjw5MkTsWOVWWmf7XK5XIiIiBCsra0FqVQqtG3bViffu/T2JIKgQ5eVJCIiIiIijeMxEUREREREpBIWEUREREREpBIWEUREREREpBIWEUREREREpBIWEUREREREpBIWEUREREREpBIWEUREREREpBIWEUREREREpBIWEURE5UyfPn0QHBys+LlVq1YICwvTeo6DBw9CIpHgyZMnWn9tIiIq31hEEBG9oT59+kAikUAikcDQ0BBubm749ttvUVRUpNHX3bp1K6ZOnfpG6/IPfyIi0gYDsQMQEVUkHTp0wIoVK5Cfn4/du3cjNDQUlSpVwvjx45XWKygogKGhoVpes1q1amp5HiIiInVhJ4KISAVSqRQ2NjZwdHTEkCFDEBQUhJ07dyqmIE2fPh12dnbw8PAAANy6dQvdu3eHhYUFqlWrhs6dOyMlJUXxfDKZDOHh4bCwsIClpSXGjBkDQRCUXvPF6Uz5+fkYO3YsatWqBalUCjc3NyxbtgwpKSlo3bo1AKBq1aqQSCTo06cPAEAulyMqKgrOzs4wNjaGr68vNm/erPQ6u3fvRu3atWFsbIzWrVsr5SQiIiqORQQR0VswNjZGQUEBACAuLg6XLl3C/v37sWvXLhQWFqJ9+/YwNTXFX3/9hb///htVqlRBhw4dFI/5/vvvsXLlSixfvhxHjhzBo0ePsG3btte+Zu/evbFhwwZER0fjwoUL+Pnnn1GlShXUqlULW7ZsAQBcunQJqampmD9/PgAgKioKq1evRkxMDM6dO4eRI0eiZ8+eOHToEIBnxU7Xrl3RqVMnJCYmYsCAARg3bpym/tmIiKiC43QmIqIyEAQBcXFx2LdvH4YPH4709HSYmJhg6dKlimlMa9euhVwux9KlSyGRSAAAK1asgIWFBQ4ePIh27dph3rx5GD9+PLp27QoAiImJwb59+175upcvX8amTZuwf/9+BAUFAQBcXFwU9z+f+mRlZQULCwsAzzoXM2bMwB9//IGAgADFY44cOYKff/4ZLVu2xKJFi+Dq6orvv/8eAODh4YGkpCTMmjVLjf9qRESkK1hEEBGpYNeuXahSpQoKCwshl8vxxRdfYPLkyQgNDYWPj4/ScRCnT59GcnIyTE1NlZ4jLy8PV69eRUZGBlJTU+Hv76+4z8DAAH5+fiWmND2XmJgIfX19tGzZ8o0zJycnIycnB++//77S8oKCAjRo0AAAcOHCBaUcABQFBxER0YtYRBARqaB169ZYtGgRDA0NYWdnBwOD/36NmpiYKK2blZWFRo0aYd26dSWep0aNGmV6fWNjY5Ufk5WVBQD47bffYG9vr3SfVCotUw4iInq3sYggIlKBiYkJ3Nzc3mjdhg0bIjY2FlZWVjAzM3vpOra2toiPj0eLFi0AAEVFRUhISEDDhg1fur6Pjw/kcjkOHTqkmM5U3PNOiEwmUyyrU6cOpFIpbt68+coOhpeXF3bu3Km07NixY6UPkoiI3kk8sJqISEN69OiB6tWro3Pnzvjrr79w/fp1HDx4EF999RVu374NABgxYgRmzpyJ7du34+LFixg6dOhrr/Hg5OSEkJAQ9OvXD9u3b1c856ZNmwAAjo6OkEgk2LVrF9LT05GVlQVTU1OMGjUKI0eOxKpVq3D16lWcOnUKP/74I1atWgUA+PLLL3HlyhWMHj0aly5dwvr167Fy5UpN/xMREVEFxSKCiEhDKleujMOHD8PBwQFdu3aFl5cX+vfvj7y8PEVn4uuvv0avXr0QEhKCgIAAmJqaokuXLq993kWLFqFbt24YOnQoPD09MXDgQGRnZwMA7O3tMWXKFIwbNw7W1tYYNmwYAGDq1KmIiIhAVFQUvLy80KFDB/z2229wdnYGADg4OGDLli3Yvn07fH19ERMTgxkzZmjwX4eIiCoyifCqo/eIiIiIiIhegp0IIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSCYsIIiIiIiJSyf8Db0zcDszoE5QAAAAASUVORK5CYII=", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "model = LogisticRegression(multi_class='multinomial', solver='lbfgs', max_iter= 100 )\n", - "model.fit(X_train, y_train)\n", - "y_pred = model.predict(X_test)\n", - "\n", - "accuracy = accuracy_score(y_test, y_pred)\n", - "print(\"Accuracy:\", accuracy)\n", - "print(\"Accuracy:\", accuracy)\n", - "print(\"Classification Report:\")\n", - "print(classification_report(y_test, y_pred))\n", - "print(\"f1_score:\", f1_score(y_test, y_pred, average = 'weighted'))\n", - "print(\"Precision:\", precision_score(y_test, y_pred, average = 'weighted'))\n", - "#визуализация\n", - "cm = confusion_matrix(y_test, y_pred)\n", - "plt.figure(figsize=(10, 7))\n", - "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n", - "plt.xlabel('Predicted')\n", - "plt.ylabel('Actual')\n", - "plt.title('Confusion Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "a4d857d4-15fc-456d-adb3-d0ebd1690cfa", - "metadata": {}, - "source": [ - "### Задание 4. (0.5 доп. балла)\n", - "\n", - "Расскажите про свои любимые фильмы, мультики и тд.\n", - "\n", - "1. \"Прибытие\" Д. Вильнев\n", - "\n", - "2. Сказка, Сокуров\n", - "\n", - "3. Вообще сейчас намного больше люблю документальные фильмы, Арт Док Фест и прочее надо смотреть" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9ab7a7eb-eae9-4b07-bcc1-d5deca2aba00", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "ML", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/HW4/Data/train.csv b/HW4/Data/train.csv deleted file mode 100644 index 8758079..0000000 --- a/HW4/Data/train.csv +++ /dev/null @@ -1,17997 +0,0 @@ -Artist Name,Track Name,Popularity,danceability,energy,key,loudness,mode,speechiness,acousticness,instrumentalness,liveness,valence,tempo,duration_in min/ms,time_signature,Class -Bruno Mars,That's What I Like (feat. Gucci Mane),60.0,0.854,0.564,1.0,-4.964,1,0.0485,0.0171,,0.0849,0.899,134.071,234596.0,4,5 -Boston,Hitch a Ride,54.0,0.382,0.814,3.0,-7.23,1,0.0406,0.0011,0.00401,0.101,0.569,116.454,251733.0,4,10 -The Raincoats,No Side to Fall In,35.0,0.434,0.614,6.0,-8.334,1,0.0525,0.486,0.000196,0.394,0.787,147.681,109667.0,4,6 -Deno,Lingo (feat. J.I & Chunkz),66.0,0.853,0.597,10.0,-6.528,0,0.0555,0.0212,,0.122,0.569,107.033,173968.0,4,5 -Red Hot Chili Peppers,Nobody Weird Like Me - Remastered,53.0,0.167,0.975,2.0,-4.279,1,0.216,0.000169,0.0161,0.172,0.0918,199.06,229960.0,4,10 -The Stooges,Search and Destroy - Iggy Pop Mix,53.0,0.235,0.977,6.0,0.878,1,0.107,0.00353,0.00604,0.172,0.241,152.952,208133.0,4,6 -Solomon Burke,None Of Us Are Free,48.0,0.674,0.658,5.0,-9.647,0,0.104,0.404,1.34e-06,0.0981,0.677,143.292,329387.0,4,2 -Randy Travis,On the Other Hand,55.0,0.657,0.415,5.0,-9.915,1,0.025,0.175,5.65e-06,0.132,0.347,96.03,3.105783333,4,4 -Professional Murder Music,Slow,29.0,0.431,0.776,10.0,-5.403,1,0.0527,2.21e-05,0.0013,0.179,0.318,120.857,237867.0,4,8 -Dudu Aharon,"◊ì◊ï◊ì◊ï, ◊ô◊ê◊ú◊ú◊î ◊ô◊ê◊ú◊ú◊î",14.0,0.716,0.885,1.0,-4.348,0,0.0333,0.0614,,0.253,0.833,128.043,164093.0,4,9 -Mohammed Rafi,Meri Dosti Mera Pyar,11.0,0.491,0.563,7.0,-8.588,0,0.0331,0.957,0.0023,0.263,0.843,95.558,4.33045,4,3 -Arctic Monkeys,The View From The Afternoon,59.0,0.387,0.922,9.0,-5.192,0,0.0674,0.00487,,0.187,0.417,146.478,222947.0,4,10 -Eyal Golan,◊ß◊®◊ï◊ë◊î ◊ê◊ú◊ô◊ô,34.0,0.585,0.381,1.0,-7.622,0,0.0463,0.435,,0.126,0.322,143.876,206875.0,4,9 -"Harald Lassen, Bram de Looze",How it feels pt. 2,34.0,0.462,0.374,11.0,-12.069,0,0.0331,0.949,0.929,0.131,0.174,122.939,4.44025,3,7 -Buffalo Springfield,For What It's Worth,76.0,0.653,0.519,2.0,-10.164,1,0.0497,0.406,0.0209,0.101,0.822,98.883,153693.0,4,10 -Elmore James,Madison Blues,37.0,0.431,0.852,2.0,-6.522,1,0.0431,0.564,0.208,0.254,0.794,67.601,146800.0,4,2 -Dudu Aharon,◊ú◊ê ◊ô◊õ◊ï◊ú ◊ë◊ú◊¢◊ì◊ô◊ô◊ö,14.0,0.713,0.939,5.0,-3.609,0,0.0372,0.11,5.88e-06,0.331,0.88,108.034,179320.0,4,9 -Velvet Two Stripes,Drinks,31.0,0.564,0.801,1.0,-4.73,0,0.0473,0.00233,0.0078,0.067,0.401,105.01,154293.0,4,10 -Eden Ben Zaken,◊û◊†◊í◊ô◊†◊î,29.0,0.57,0.458,9.0,-5.935,0,0.0236,0.502,2.35e-06,0.134,0.19,93.088,217529.0,4,9 -DaBaby,Baby Sitter (feat. Offset),70.0,0.852,0.73,1.0,-5.803,1,0.0579,0.0219,,0.336,0.394,92.506,157693.0,4,5 -Mura Masa,Teenage Headache Dreams (with Ellie Rowsell),48.0,0.347,0.411,6.0,-8.071,1,0.0414,0.0181,0.636,0.0975,0.395,171.991,283013.0,4,6 -Clairmont The Second,intres-ting,44.0,0.796,0.441,7.0,-9.83,1,0.292,0.16,2.89e-05,0.118,0.371,158.105,137872.0,4,1 -Krankhead,Cut Throat,29.0,0.805,0.448,7.0,-9.452,1,0.112,0.0602,1.79e-06,0.113,0.775,160.018,138000.0,4,5 -The Stone Roses,Driving South,44.0,0.472,0.947,9.0,-6.128,1,0.0774,9.43e-06,0.0155,0.364,0.75,98.784,309867.0,4,10 -R3HAB,Whiplash - Acoustic,44.0,0.556,0.188,8.0,-12.161,1,0.0316,0.494,,0.119,0.184,138.091,145217.0,4,9 -"IndianRaga, Akshay Anantapadmanabhan, Madhu Iyer, Sri Poornima Krishna Emani",Swagatham Krishna - Mohanam - Adi,,0.548,0.711,10.0,-8.44,1,0.107,0.542,9.59e-05,0.355,0.618,119.675,4.015633333,3,0 -MC Hammer,U Can't Touch This,73.0,0.867,0.517,11.0,-13.222,0,0.0875,0.00456,0.000339,0.0864,0.866,133.148,257360.0,4,9 -duendita,Open Eyes,35.0,0.341,0.47,5.0,-10.144,1,0.037,0.226,0.105,0.518,0.203,144.109,204280.0,4,1 -Rainbow,Since You Been Gone,66.0,0.733,0.726,7.0,-6.514,1,0.0371,0.379,2.58e-06,0.471,0.915,120.814,197160.0,4,8 -fijitrip,Private Social Network,30.0,0.696,0.661,6.0,-5.996,1,0.0877,0.00103,3.21e-05,0.114,0.397,121.032,180822.0,4,6 -Machine Gun Kelly,love race (feat. Kellin Quinn),81.0,0.517,0.848,10.0,-4.054,1,0.0521,0.00581,,0.214,0.429,95.906,188779.0,4,9 -ShittyCT,Mahapecha Shel Simcha,4.0,0.437,0.948,5.0,-4.287,0,0.092,0.000234,,0.0876,0.517,170.023,180293.0,4,6 -Tetrarch,Negative Noise,49.0,0.384,0.974,1.0,-3.647,0,0.141,0.000153,0.000247,0.226,0.155,194.842,247370.0,4,8 -Dreezy,Where Them $ @,42.0,0.858,0.525,,-7.332,1,0.148,0.0443,0.00738,0.197,0.351,170.875,193962.0,4,5 -The Ayoub Sisters,Mother's Pride,16.0,0.297,0.0958,,-20.316,1,0.0384,0.844,0.855,0.126,0.296,80.672,3.503783333,4,7 -Brandon Jack & The Artifacts,four days,29.0,0.516,0.948,2.0,-3.994,1,0.0644,0.0279,0.0564,0.15,0.957,170.087,130329.0,4,1 -Moon Guitar,Struna,47.0,0.32,0.242,,-15.17,1,0.0422,0.941,0.93,0.165,0.431,81.09,2.817633333,4,7 -Ivri Lider,◊†◊°◊ô◊õ◊î ◊©◊ú◊ô,47.0,0.661,0.407,4.0,-9.283,1,0.0412,0.713,,0.115,0.337,127.873,216695.0,4,9 -Vieux Farka Tour√©,Bonheur,37.0,0.569,0.751,7.0,-12.826,1,0.0418,0.365,0.856,0.0561,0.758,105.156,338292.0,4,2 -Kvelertak,Crack of Doom (feat. Troy Sanders),44.0,0.357,0.977,1.0,-6.489,0,0.124,1.6e-05,0.892,0.105,0.28,159.81,233929.0,4,8 -Better Than Ezra,Good,63.0,0.615,0.657,7.0,-6.873,1,0.029,0.000372,0.0204,0.132,0.792,109.95,185093.0,4,10 -Lior Narkis,◊ó◊ú◊ß◊™ ◊ê◊ú◊ï◊î◊ô◊ù - ◊î◊©◊ô◊® ◊©◊ú ◊ê◊ï◊§◊ô◊®,44.0,0.479,0.444,,-6.497,1,0.0316,0.857,,0.141,0.236,107.915,174242.0,4,9 -Silversun Pickups,Lazy Eye,65.0,0.633,0.831,4.0,-5.053,1,0.0461,0.0401,0.693,0.117,0.243,127.397,354360.0,4,10 -Lilly Wood and The Prick,A Song,,0.618,0.438,11.0,-7.495,1,0.0762,0.407,,0.5,0.651,155.014,209307.0,4,6 -Orange Juice,Rip It Up,55.0,0.881,0.546,7.0,-9.357,1,0.0407,0.0532,0.000149,0.0497,0.852,102.814,320413.0,4,6 -U2,The Blackout,49.0,0.624,0.528,9.0,-9.103,0,0.0344,0.0286,0.00516,0.0866,0.33,120.049,285933.0,4,10 -Omer Adam,◊™◊í◊ô◊ì◊ô ◊ú◊ô ◊©◊ò◊ï◊ë ◊ú◊ö,37.0,0.607,0.503,2.0,-7.406,1,0.0703,0.446,,0.173,0.473,135.606,205040.0,4,9 -The Clash,The Magnificent Seven - Remastered,56.0,0.799,0.789,,-8.208,1,0.0395,0.0595,,0.0338,0.831,116.083,333520.0,4,10 -Victor Manu,Raphaela,47.0,0.494,0.0634,2.0,-19.203,1,0.044,0.984,0.926,0.11,0.15,78.227,3.014916667,4,7 -The Last Shadow Puppets,Bad Habits,49.0,0.52,0.642,9.0,-7.546,1,0.0434,0.000517,0.0017,0.0794,0.449,88.967,180968.0,4,10 -Anne-Marie,Our Song,48.0,0.595,0.759,11.0,-4.245,0,0.0423,0.141,,0.172,0.515,80.953,163733.0,4,9 -How Lucky,"Kurt Vile, John Prine",,0.523,0.441,5.0,-9.928,1,0.0311,0.465,0.00268,0.365,0.49,171.246,3.385116667,4,0 -Sly & The Family Stone,"I Want To Take You Higher - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.566,0.943,,-10.359,1,0.123,0.00488,0.346,0.728,0.324,117.813,403027.0,4,10 -Veruca Salt,Seether,47.0,0.612,0.86,8.0,-9.175,1,0.044,0.00253,0.00153,0.158,0.687,136.212,196467.0,4,1 -Juice WRLD,Life's A Mess (feat. Halsey),77.0,0.63,0.446,1.0,-8.9,1,0.0351,0.337,,0.166,0.177,143.078,202193.0,4,5 -BENEE,C U,53.0,0.521,0.532,9.0,-11.492,0,0.0357,0.563,0.000435,0.386,0.326,95.19,180533.0,4,9 -Berry Sakharof,◊†◊§◊™◊ú◊ô ◊î◊ì◊í,18.0,0.501,0.474,2.0,-13.893,1,0.0299,0.608,0.885,0.147,0.281,102.404,352267.0,4,10 -Ganser,Self Service - Adam Faulkner / Girl Band Remix,9.0,0.185,0.865,9.0,-10.522,1,0.0576,0.000632,0.807,0.112,0.0789,84.031,207465.0,3,6 -Dion,Blues Comin‚Äô On,34.0,0.532,0.685,4.0,-6.577,0,0.0318,0.0208,0.000154,0.303,0.648,140.036,288071.0,4,2 -Nick Cave & The Bad Seeds,Deanna,41.0,0.415,0.94,,-4.874,1,0.0889,0.0049,,0.144,0.439,134.392,225627.0,4,1 -Soen,Lotus,49.0,0.425,0.403,4.0,-9.343,0,0.0273,0.0792,0.0049,0.113,0.135,155.761,323931.0,4,10 -Vani Jairam,Bole Re Papihara,20.0,0.373,0.707,1.0,-9.566,0,0.0562,0.668,3.68e-05,0.361,0.75,89.1,3.578883333,4,3 -Liam Gallagher,Once,59.0,0.39,0.646,6.0,-3.961,1,0.0372,0.0904,,0.114,0.271,120.755,213677.0,4,10 -The Pretty Things,She's a Lover,38.0,0.439,0.795,2.0,-9.424,1,0.0314,0.00407,0.00114,0.296,0.789,84.846,212067.0,4,6 -Tha Dogg Pound,"New York, New York",56.0,0.827,0.532,2.0,-4.775,1,0.302,0.0219,2.91e-05,0.127,0.694,87.257,290440.0,4,5 -BLAB,Casual Sex,26.0,0.709,0.685,2.0,-7.573,1,0.0281,0.0355,0.0268,0.0389,0.7,129.987,194567.0,4,1 -Mighty Sam McClain,When the Hurt Is Over,41.0,0.583,0.143,,-15.786,1,0.148,0.676,2.84e-05,0.117,0.533,156.009,371496.0,3,2 -Trillary Banks,Last Man Standing,35.0,0.704,0.579,6.0,-9.331,1,0.418,0.287,,0.139,0.712,142.815,176667.0,4,5 -El Goodo,Feel so Fine,30.0,0.247,0.88,2.0,-3.057,1,0.097,2.01e-05,0.309,0.122,0.333,134.445,237493.0,4,10 -Keb' Mo',The Medicine Man [Feat. Old Crow Medicine Show],54.0,0.801,0.637,,-6.406,1,0.0565,0.169,3.75e-05,0.0925,0.769,77.012,218360.0,4,2 -Why Bonnie,Athlete,24.0,0.539,0.578,4.0,-8.522,1,0.0278,0.0987,0.000923,0.28,0.353,102.03,191890.0,4,10 -Snoop Dogg,Beautiful,63.0,0.907,0.695,11.0,-6.268,0,0.135,0.246,,0.0808,0.961,101.007,298307.0,4,5 -MOD SUN,Stay Away (feat. Machine Gun Kelly & Goody Grace),68.0,0.667,0.636,8.0,-5.669,1,0.082,0.022,,0.0908,0.152,158.058,151891.0,4,10 -Turbo Knight,Rasengan,43.0,0.436,0.944,10.0,-7.981,1,0.0398,0.0035,0.972,0.105,0.588,110.002,307545.0,4,6 -The Black Crowes,Sometimes Salvation,41.0,0.366,0.662,4.0,-4.914,1,0.034,0.00261,,0.0594,0.362,148.34,284000.0,3,10 -"Britney Spears, will.i.am",Big Fat Bass (feat. will.i.am),41.0,0.777,0.71,,-4.717,1,0.0919,0.0295,,0.192,0.673,129.945,4.747333333,4,9 -Radiohead,Burn the Witch,57.0,0.54,0.847,11.0,-6.52,1,0.0297,0.303,0.272,0.109,0.62,148.936,220609.0,4,10 -Oceans,Shark Tooth,42.0,0.435,0.889,11.0,-6.462,0,0.0474,2.38e-05,0.000872,0.87,0.344,93.896,198345.0,4,8 -Arctic Monkeys,R U Mine?,79.0,0.288,0.758,6.0,-5.692,0,0.0371,0.00616,,0.303,0.619,97.094,201726.0,4,10 -The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,10 -Itay Levi,◊î◊©◊ß◊ò ◊©◊ú ◊©◊ë◊™,33.0,0.683,0.347,1.0,-10.392,1,0.0473,0.549,,0.0907,0.437,80.009,157630.0,4,9 -Joe Bonamassa,Cradle Rock,44.0,0.411,0.91,2.0,-4.867,1,0.0392,0.000243,0.00082,0.0931,0.613,106.675,230027.0,4,10 -LeRoi Thirteen,Stand up and Shout (Cover),41.0,0.49,0.974,8.0,-4.295,1,0.115,0.000546,0.225,0.336,0.257,108.946,229617.0,4,8 -Us The Duo,drivers license,55.0,0.374,0.35,10.0,-11.48,1,0.176,0.843,,0.188,0.129,74.464,3.81156667,1,0 -Keller Williams,Right Here,43.0,0.633,0.194,8.0,-14.543,1,0.0729,0.885,0.404,0.111,0.421,143.376,348383.0,4,2 -Primal Scream,Movin' on Up,63.0,0.523,0.76,5.0,-12.437,1,0.0325,0.103,0.00068,0.0666,0.581,94.267,228267.0,4,10 -Lil Son Jackson,Upstairs Boogie,35.0,0.593,0.438,10.0,-13.451,0,0.028,0.883,0.0167,0.317,0.758,130.225,136560.0,3,2 -Drake,Passionfruit,81.0,0.809,0.463,11.0,-11.377,1,0.0396,0.256,0.085,0.109,0.364,111.98,4.98235,4,9 -Abstract Orchestra,New Day,45.0,0.748,0.411,8.0,-6.06,0,0.0489,0.0532,0.0117,0.115,0.339,91.941,145052.0,4,5 -Luther Allison,Soul Fixin' Man,13.0,0.529,0.595,2.0,-13.696,1,0.0375,0.0227,0.0266,0.0326,0.767,134.642,187827.0,4,2 -Elena Falwell,Elegi For Cello,41.0,0.167,0.148,,-19.539,1,0.0347,0.955,0.897,0.111,0.04,76.412,2.7204,3,7 -Sharon Van Etten,Comeback Kid,51.0,0.543,0.927,,-5.209,1,0.0755,0.000342,0.543,0.0327,0.354,120.097,182333.0,4,10 -beabadoobee,"Don‚Äôt You (Forget About Me) - live from Abbey Road Studios, London",41.0,0.644,0.891,2.0,-5.147,1,0.0526,0.00111,0.00798,0.118,0.504,110.007,239488.0,4,10 -R.E.M.,Drive,62.0,0.467,0.432,7.0,-11.753,1,0.0283,0.175,0.001,0.226,0.238,142.642,271333.0,4,10 -FCG Heem,Shinin,44.0,0.514,0.387,6.0,-11.51,0,0.409,0.0753,,0.0485,0.461,84.112,186812.0,4,5 -The Beatles,She's Leaving Home - Remastered,,0.381,0.214,4.0,-11.629,1,0.0337,0.944,,0.106,0.393,127.581,3.586,3,0 -Tom The Mail Man,Taking Over,60.0,0.762,0.516,5.0,-8.016,0,0.0969,0.0288,,0.0966,0.721,156.97,158000.0,4,5 -ANSON,Ghost,28.0,0.357,0.943,4.0,-6.168,0,0.101,0.000547,,0.145,0.482,147.217,209682.0,4,10 -Jimmy Eat World,All The Way (Stay),38.0,0.576,0.931,7.0,-2.491,1,0.0563,0.00085,,0.143,0.735,133.986,245747.0,4,10 -dempsey hope,picture perfect,3.0,0.61,0.482,5.0,-9.137,1,0.137,0.299,,0.0527,0.869,73.628,147013.0,4,9 -Howie Lee,Birdy Island,24.0,0.491,0.504,4.0,-13.581,0,0.0566,0.625,0.794,0.222,0.145,159.911,258771.0,4,6 -Pit Pony,Dutch Courage,25.0,0.117,0.916,1.0,-3.281,1,0.0723,1.39e-05,0.0992,0.219,0.423,151.886,270205.0,4,1 -Niko B,Who's That What's That,63.0,0.86,0.668,7.0,-8.512,1,0.221,0.423,1.85e-06,0.096,0.237,128.096,240000.0,4,9 -Ruthi Navon,◊ó◊©◊û◊ú ◊ë◊õ◊§◊ï◊™ ◊ô◊ì◊ô◊ö,22.0,0.766,0.526,10.0,-11.819,1,0.0392,0.784,0.000214,0.0879,0.934,141.631,238000.0,4,10 -Dan + Shay,Good Things,71.0,0.529,0.621,11.0,-6.018,1,0.0296,0.13,,0.173,0.617,97.189,2.48178333,4,9 -Gossip,Standing In the Way of Control,55.0,0.697,0.919,7.0,-6.174,1,0.029,0.00694,0.0621,0.203,0.943,118.341,256400.0,4,6 -Gone Is Gone,Breaks,28.0,0.407,0.932,11.0,-6.252,1,0.113,0.00363,0.346,0.229,0.173,102.954,235214.0,4,8 -Violent Soho,Covered in Chrome,55.0,0.564,0.753,5.0,-5.223,1,0.0433,0.00512,2.43e-06,0.167,0.414,152.064,212547.0,4,10 -Mr. Oizo,Positif,44.0,0.744,0.928,10.0,-5.628,0,0.0495,0.000409,0.624,0.132,0.507,123.014,171120.0,4,6 -Cage The Elephant,Skin and Bones,65.0,0.539,0.788,9.0,-3.227,0,0.0396,0.0089,,0.29,0.357,159.986,196173.0,4,10 -Carusella,Star Quality,11.0,0.431,0.967,1.0,-4.555,1,0.114,0.00159,0.0064,0.142,0.179,146.623,269440.0,4,6 -Faith No More,Falling to Pieces,,0.545,0.919,2.0,-7.679,1,0.0483,0.00269,0.00512,0.0978,0.386,104.364,313573.0,4,10 -FLO,D's,66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,9 -Pathiena,The Deepest Of Sorrow,40.0,0.645,0.329,2.0,-16.642,1,0.0419,0.239,0.892,0.375,0.184,128.099,3.545833333,4,0 -The Offspring,Coming for You,59.0,0.508,0.912,,-1.798,1,0.0827,9.75e-05,1.25e-06,0.0669,0.533,139.381,228587.0,4,10 -Pain of Salvation,Meaningless,42.0,0.579,0.661,7.0,-4.011,1,0.0422,0.0675,0.000373,0.303,0.374,144.909,287467.0,3,10 -Lenny Kravitz,Stand By My Woman,,0.521,0.527,2.0,-6.371,1,0.0296,0.0931,0.0244,0.106,0.273,122.271,259627.0,4,10 -Black Sabbath,Paranoid,16.0,0.426,0.619,4.0,-11.501,0,0.0722,8.44e-05,0.00239,0.17,0.382,162.721,2.80733333,4,10 -The Dark Element,Songs the Night Sings,47.0,0.449,0.854,3.0,-8.261,1,0.0431,4.62e-05,0.016,0.246,0.408,152.142,309827.0,4,8 -Henry Gray,Let's Get High,19.0,0.698,0.609,,-6.993,1,0.0485,0.743,,0.188,0.665,131.057,232413.0,4,2 -Eyal Golan,◊ò◊¢◊ô◊™◊ô,38.0,0.54,0.425,5.0,-9.577,0,0.0518,0.428,,0.218,0.239,88.047,220543.0,4,9 -Noah Kahan,Young Blood - Acoustic,59.0,0.691,0.231,11.0,-10.512,1,0.0471,0.815,,0.103,0.298,85.153,3.34355,4,0 -The First Edition,Just Dropped In (To See What Condition My Condition Was In),57.0,0.58,0.551,9.0,-9.898,0,0.0582,0.181,0.00719,0.15,0.516,115.896,201213.0,4,10 -Alka Yagnik,Aaye Ho Meri Zindagi Mein - Female Version,42.0,0.565,0.754,8.0,-11.636,0,0.0344,0.678,0.0442,0.0756,0.922,135.01,6.05555,3,3 -Bryan Adams,I Think About You,43.0,0.616,0.551,7.0,-7.27,1,0.0249,0.155,,0.099,0.618,75.027,216373.0,4,10 -The Shins,Simple Song,62.0,0.546,0.878,7.0,-5.137,1,0.0525,0.0133,,0.135,0.35,119.945,255400.0,4,1 -benny blanco,Care (with Omar Apollo),50.0,0.618,0.215,2.0,-12.8,1,0.04,0.759,0.00962,0.109,0.214,90.004,290466.0,4,1 -The 1975,She's American,57.0,0.639,0.859,1.0,-3.923,1,0.0554,0.18,0.000499,0.0798,0.523,115.97,270104.0,4,10 -Winger,Seventeen,60.0,0.577,0.676,8.0,-11.931,1,0.0295,0.000895,2.29e-06,0.0625,0.676,95.98,245267.0,4,8 -Townes Van Zandt,Waitin' Around To Die,52.0,0.551,0.233,6.0,-18.251,0,0.0312,0.71,0.000949,0.11,0.659,89.574,165187.0,4,6 -Piers Faccini,Bring Down The Wall,28.0,0.454,0.387,2.0,-10.159,0,0.0417,0.406,0.00099,0.0783,0.686,97.995,205533.0,4,10 -Athletic Progression,Stepney Tale,37.0,0.632,0.8,5.0,-7.227,0,0.234,0.547,,0.147,0.496,92.757,209833.0,4,5 -Thirty Seconds To Mars,Dangerous Night,56.0,0.295,0.715,2.0,-6.533,1,0.0709,0.00212,1.55e-06,0.242,0.242,86.937,199773.0,4,10 -Pete Rock & C.L. Smooth,Straighten It Out,50.0,0.77,0.656,10.0,-11.169,0,0.246,0.11,,0.0793,0.788,98.82,253413.0,4,5 -Peter Case,Bumble Bee,45.0,0.717,0.245,7.0,-10.908,0,0.0493,0.665,0.000119,0.385,0.502,83.554,214933.0,4,2 -Menahan Street Band,Queens Highway,50.0,0.778,0.399,1.0,-8.984,1,0.0858,0.0751,0.835,0.103,0.321,137.305,67720.0,4,1 -Butcher Babies,Sleeping with the Enemy,48.0,0.438,0.951,7.0,-5.192,0,0.0736,4.63e-05,0.233,0.351,0.461,165.088,212927.0,4,8 -MICROCORPS,DOR,10.0,0.451,0.776,3.0,-11.756,0,0.0587,0.0518,0.703,0.11,0.609,177.953,331304.0,4,6 -Sarah Palu,Ikivirta,38.0,0.617,0.375,5.0,-11.889,0,0.0319,0.742,0.513,0.109,0.117,151.983,387547.0,4,1 -Saltatio Mortis,Kaufmann und Maid,54.0,0.565,0.768,2.0,-5.332,0,0.0382,0.0277,,0.0725,0.58,124.006,223907.0,4,8 -JADHU,Fling,32.0,0.62,0.835,9.0,-6.711,0,0.0319,0.273,0.00339,0.113,0.699,99.022,225072.0,4,9 -Bring Me The Horizon,Parasite Eve,69.0,0.589,0.797,9.0,-5.464,1,0.15,0.0289,4.35e-06,0.383,0.232,102.489,291813.0,4,10 -Frost*,Day and Age - Edit,38.0,0.443,0.858,8.0,-6.935,1,0.0378,0.000843,0.00243,0.18,0.34,169.951,301533.0,4,8 -Toto Espinoza,Frida Kahlo,41.0,0.605,0.162,4.0,-12.932,0,0.0353,0.98,0.899,0.104,0.126,95.576,5.735216667,3,7 -T-Bone Walker,Evil Hearted Woman - Alternate Take,30.0,0.624,0.26,1.0,-11.64,1,0.0621,0.904,0.0263,0.0825,0.551,51.0,156933.0,4,2 -K. J. Yesudas,Do Din Ki Jawani - Adalat / Soundtrack Version,7.0,0.513,0.658,6.0,-7.185,0,0.0622,0.512,,0.21,0.698,145.896,3.181333333,4,3 -Jimi Hendrix,Purple Haze,71.0,0.533,0.905,2.0,-5.27,1,0.0754,0.00876,0.578,0.0698,0.486,108.9,2.84688333,4,10 -Eskiz,Aborjinin T√ºrk√ºs√º,21.0,0.588,0.747,7.0,-6.064,1,0.0498,0.116,7.2e-05,0.244,0.263,138.067,249000.0,4,10 -Lowest Creature,Reapers Fool,23.0,0.487,0.975,11.0,-4.974,1,0.105,7.47e-05,0.0183,0.201,0.526,139.964,202019.0,4,8 -Tomer Yeshayahu,◊ë◊ú◊ô ◊ú◊¢◊ñ◊ï◊ë,30.0,0.621,0.375,5.0,-11.8,1,0.0297,0.701,1.2e-06,0.122,0.508,132.611,219625.0,4,9 -Neon Trees,Animal,66.0,0.482,0.829,5.0,-5.576,1,0.0437,0.00034,,0.378,0.739,147.99,212307.0,4,10 -JJ Lin,Bedroom (feat. Anne-Marie),69.0,0.369,0.424,7.0,-5.431,1,0.0318,0.64,,0.184,0.181,179.597,203991.0,4,9 -Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,6 -S. P. Balasubrahmanyam,Mere Rang Mein Rangne Wali,34.0,0.548,0.347,7.0,-14.7,0,0.0362,0.771,0.00175,0.124,0.498,117.75,6.90355,4,3 -Scary Kids Scaring Kids,Holding On,49.0,0.421,0.935,8.0,-5.153,0,0.0697,0.000442,0.000212,0.1,0.455,165.02,261240.0,4,10 -Lawrence of Arcadia,David Keenan,30.0,0.524,0.336,2.0,-8.034,1,0.0415,0.841,0.00118,0.111,0.458,110.964,4.757883333,5,0 -Nirvana,In Bloom,65.0,0.436,0.876,10.0,-4.902,0,0.0647,3.33e-05,0.000104,0.205,0.512,157.044,255080.0,4,1 -Berry Sakharof,77' - Acoustic Live,17.0,0.5,0.47,,-7.996,1,0.0345,0.642,0.0511,0.276,0.346,158.809,268400.0,4,10 -Breezie 311,Shots In The Dark,32.0,0.705,0.756,9.0,-5.274,0,0.0415,0.00477,,0.0892,0.846,129.98,141875.0,4,10 -Ghali,Combo (feat. Mr Eazi),41.0,0.825,0.781,9.0,-4.732,0,0.107,0.0833,3.55e-05,0.26,0.812,100.013,176012.0,4,9 -Gwar,Sick of You,48.0,0.657,0.535,1.0,-9.715,1,0.047,0.000329,0.000492,0.318,0.738,132.257,188830.0,4,8 -Downset,Empower,42.0,0.58,0.93,1.0,-5.719,1,0.12,0.0128,,0.102,0.534,97.917,144267.0,4,8 -Blue Material,Blue Blood,37.0,0.621,0.602,9.0,-7.796,0,0.0279,0.000316,0.853,0.134,0.609,116.011,230152.0,4,6 -Sempra,B Mine?,19.0,0.754,0.92,3.0,-4.484,0,0.05,0.183,0.689,0.187,0.966,147.998,266133.0,4,1 -Malcolm McLaren,Buffalo Gals,41.0,0.881,0.636,4.0,-13.617,0,0.156,0.0257,0.000257,0.207,0.616,108.863,259427.0,4,5 -Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,10 -Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,6 -3 Doors Down,Your Arms Feel Like home,37.0,0.548,0.709,9.0,-6.557,0,0.0273,0.00678,3.82e-06,0.104,0.191,119.998,224213.0,4,10 -ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,10 -Crown Lands,Howlin' Back Again,39.0,0.494,0.969,6.0,-2.694,1,0.222,0.172,0.00158,0.148,0.165,121.214,169808.0,4,10 -The Undercover Dream Lovers,Get to You,42.0,0.761,0.707,5.0,-6.208,0,0.0356,0.68,0.421,0.0969,0.893,113.976,208421.0,4,6 -A Scent Like Wolves,Telephone,39.0,0.553,0.939,3.0,-4.04,0,0.0795,0.000833,0.000181,0.404,0.369,124.984,198840.0,4,8 -Idan Rafael Haviv,◊©◊ú◊û◊ô◊ù,55.0,0.417,0.355,,-12.372,1,0.0599,0.847,4.18e-05,0.113,0.0914,86.078,221025.0,4,9 -Otis Junior,When It's Sweet,30.0,0.824,0.489,9.0,-5.669,0,0.0692,0.302,,0.0887,0.771,86.815,160250.0,4,1 -Madhav Gopi Nair,Mukti,17.0,0.349,0.336,4.0,-11.111,1,0.0292,0.723,0.913,0.154,0.062,112.966,111765.0,5,6 -The Sequence,Funk You Up - 12'' Version,24.0,0.921,0.768,,-5.735,1,0.311,0.507,0.000738,0.053,0.775,103.713,652320.0,4,5 -Advaita,Ghir Ghir,33.0,0.601,0.728,4.0,-10.469,1,0.0436,0.378,0.726,0.368,0.862,137.99,5.09355,3,0 -John Campbell,Devil in My Closet,30.0,0.353,0.495,8.0,-11.503,1,0.0344,0.000119,0.0119,0.13,0.567,81.018,360600.0,4,2 -Dan + Shay,Glad You Exist,79.0,0.748,0.551,11.0,-6.12,1,0.0349,0.235,,0.119,0.66,103.953,2.408883333,4,4 -Gymshorts,Gotta Get Away,23.0,0.15,0.843,9.0,-8.369,1,0.0439,0.000127,0.502,0.665,0.729,180.034,145932.0,4,1 -Liz Phair,Fuck and Run,47.0,0.774,0.64,2.0,-7.949,1,0.0333,0.743,0.0316,0.088,0.947,136.226,187933.0,4,1 -Stephen Taranto,Pixel Heart: Verdant,28.0,0.373,0.964,11.0,-7.925,0,0.0798,0.000152,0.791,0.109,0.207,83.958,312363.0,4,8 -Deep Purple,Gettin' Tighter,43.0,0.42,0.831,7.0,-9.069,1,0.0754,0.00028,0.0711,0.153,0.752,120.867,218173.0,4,10 -Loyle Carner,Yesterday,60.0,0.428,0.98,11.0,-2.975,0,0.443,0.0734,,0.127,0.423,92.035,168654.0,4,5 -Nickelback,Rockstar,70.0,0.616,0.91,,-3.004,1,0.0386,0.0459,,0.343,0.693,144.072,252040.0,4,10 -Post Malone,Motley Crew,90.0,0.797,0.631,3.0,-3.818,0,0.0786,0.0904,3.71e-06,0.0998,0.288,129.915,3.07021667,4,9 -Yehudit Ravitz,◊®◊ó◊ë◊™ ◊î◊®◊ô◊ß◊ï◊ì◊ô◊ù,20.0,0.418,0.761,9.0,-8.285,1,0.0557,0.295,1.37e-06,0.36,0.467,152.472,298693.0,4,10 -Olivia Rodrigo,good 4 u,99.0,0.563,0.664,9.0,-5.044,1,0.154,0.335,,0.0849,0.688,166.928,2.96911667,4,9 -Rema,Bounce,59.0,0.463,0.847,11.0,-6.776,0,0.0511,0.0307,,0.117,0.625,114.962,187783.0,4,9 -Charlie Puth,Cheating on You,75.0,0.749,0.535,4.0,-6.785,1,0.0336,0.0131,3.65e-05,0.0982,0.601,123.042,196607.0,4,9 -Ravid Plotnik,◊†◊¢◊†◊¢,46.0,0.709,0.337,7.0,-13.14,1,0.106,0.447,0.000162,0.846,0.387,68.0,320333.0,4,5 -Ulver,Little Boy,33.0,0.283,0.41,4.0,-14.35,1,0.0423,0.00106,0.287,0.109,0.0612,91.127,323430.0,4,10 -Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,9 -Live,Selling The Drama,57.0,0.45,0.914,6.0,-6.741,1,0.0647,0.0106,8.18e-05,0.101,0.336,124.42,208293.0,4,10 -Something Corporate,Punk Rock Princess,51.0,0.522,0.881,7.0,-5.231,1,0.0847,0.00303,0.000147,0.0939,0.369,130.084,232200.0,4,10 -Buzzcocks,Ever Fallen in Love (With Someone You Shouldn't've)?,64.0,0.266,0.831,4.0,-9.07,1,0.0453,0.000862,,0.0555,0.778,175.514,163693.0,4,10 -Enamour,Dragonfly,32.0,0.754,0.795,7.0,-9.793,0,0.0384,0.0186,0.906,0.0852,0.21,122.007,259606.0,4,9 -mehro,chance with you,52.0,0.562,0.494,4.0,-8.13,0,0.0278,0.864,0.0259,0.153,0.383,144.104,215516.0,4,9 -Christian L√∂ffler,Pastoral,55.0,0.163,0.191,10.0,-20.924,1,0.0365,0.937,0.959,0.0961,0.0335,105.104,220630.0,3,1 -Mark Ronson,Uptown Funk (feat. Bruno Mars) - Radio Edit,48.0,0.823,0.66,,-4.698,1,0.103,0.00681,2.7e-05,0.269,0.956,114.489,228493.0,4,9 -Rosie Flores,Simple Case of the Blues,38.0,0.65,0.63,11.0,-6.787,0,0.04,0.278,8.55e-05,0.119,0.74,107.69,218747.0,4,2 -Ayron Jones,Take Me Away,57.0,0.475,0.844,1.0,-4.448,0,0.0622,0.00012,0.111,0.221,0.554,156.136,246933.0,4,10 -Dream Drop,Reckless Demon Youth,35.0,0.375,0.927,6.0,-5.385,0,0.123,0.000111,8.99e-06,0.193,0.414,183.998,183040.0,4,8 -Langston Hughes,I Have Known Rivers,10.0,0.713,0.146,3.0,-14.163,1,0.54,0.784,,0.212,0.474,89.267,66490.0,5,5 -Abby Wolfe,Take It Slow,40.0,0.676,0.537,10.0,-7.974,1,0.0333,0.51,,0.0898,0.388,88.001,181569.0,4,9 -Eagles,Life in the Fast Lane - 2013 Remaster,72.0,0.667,0.755,9.0,-7.246,1,0.069,0.0966,6.94e-05,0.0523,0.883,109.535,4.77033333,4,10 -Die Apokalyptischen Reiter,Tiki,34.0,0.408,0.943,,-5.247,1,0.129,0.0058,0.642,0.343,0.16,98.089,152252.0,4,8 -Icon of Sin,Virtual Empire,33.0,0.494,0.958,4.0,-7.765,0,0.0511,0.0361,0.000226,0.387,0.313,145.055,352943.0,4,8 -Spirit Adrift,Supernaut,32.0,0.425,0.925,7.0,-6.246,1,0.105,2.22e-05,0.0723,0.0973,0.313,118.066,282978.0,4,8 -Shlomo Artzi,◊ú◊î◊¶◊ô◊ú ◊ê◊ï◊™◊ö,29.0,0.605,0.772,1.0,-6.679,0,0.0262,0.298,1.96e-05,0.131,0.836,129.99,280360.0,4,10 -Eric B. & Rakim,Microphone Fiend,48.0,0.586,0.795,11.0,-8.71,1,0.258,0.354,,0.187,0.694,94.101,314600.0,4,5 -"Kayla Nicole, Taylor Girlz",Bundles (feat. Taylor Girlz),78.0,0.939,0.682,11.0,-5.931,1,0.306,0.00152,,0.0552,0.584,130.022,2.5801,4,9 -The Rapture,How Deep Is Your Love?,52.0,0.472,0.826,9.0,-3.938,0,0.0594,0.000617,0.000713,0.187,0.132,122.326,385920.0,4,10 -A Day To Remember,All I Want,64.0,0.349,0.981,2.0,-3.228,0,0.141,2.58e-05,,0.343,0.207,160.042,202640.0,4,10 -Morgan Evans,Love Is Real,58.0,0.645,0.732,3.0,-5.089,1,0.0453,0.00853,2.62e-05,0.198,0.708,95.02,2.716216667,4,4 -Habalyanim,◊©◊ï◊ë◊ô◊†◊ô◊°◊ò,15.0,0.522,0.769,10.0,-5.841,0,0.191,0.104,0.000114,0.0643,0.793,189.803,240307.0,4,10 -Wilco,Random Name Generator,39.0,0.621,0.962,2.0,-6.469,1,0.0454,0.282,0.126,0.132,0.653,143.99,229489.0,4,6 -DOECHII,Yucky Blucky Fruitcake,71.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,4.592,4,9 -Gabi Shoshan,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,27.0,0.688,0.544,7.0,-11.393,0,0.037,0.576,0.000231,0.0894,0.633,135.231,240693.0,4,10 -Brothers Osborne,I Don't Remember Me (Before You),61.0,0.614,0.614,4.0,-7.497,0,0.0314,0.104,3.59e-05,0.104,0.598,146.03,3.211333333,4,4 -Zero 9:36,Come Thru,51.0,0.613,0.86,4.0,-4.065,1,0.0425,0.0247,,0.438,0.638,93.042,177227.0,4,10 -Róisín O,Lose You to Love Me,47.0,0.349,0.0929,6.0,-15.315,1,0.0529,0.944,,0.0864,0.293,176.177,3.96591667,3,0 -DIIV,Skin Game,43.0,0.484,0.754,6.0,-6.326,0,0.0383,0.00011,0.806,0.123,0.399,124.971,265467.0,4,10 -The Swellers,The Best I Ever Had,49.0,0.359,0.983,2.0,-3.69,0,0.0864,9.09e-05,3.54e-05,0.335,0.486,193.042,239560.0,4,10 -Stalos & Oren Chen,◊ñ◊î ◊ú◊ê ◊¢◊ï◊©◊î ◊ú◊ô ◊õ◊ú◊ï◊ù,25.0,0.681,0.929,8.0,-4.071,1,0.0324,0.214,,0.0375,0.793,109.982,229933.0,4,9 -Emery,Walls,46.0,0.274,0.915,1.0,-5.259,0,0.167,0.0139,7.37e-05,0.161,0.419,169.161,203707.0,4,10 -Lionel Richie,Stuck On You - Live,22.0,0.439,0.682,4.0,-9.044,1,0.042,0.113,1.1e-05,0.973,0.345,142.113,4.33955,4,9 -Oren Barzilay,◊®◊ß ◊ê◊ï◊™◊ö,17.0,0.636,0.616,7.0,-9.267,1,0.0589,0.0521,5.14e-05,0.192,0.48,82.99,207030.0,4,10 -Foo Fighters,All My Life,73.0,0.577,0.604,5.0,-5.703,1,0.0495,0.000218,0.000579,0.477,0.637,167.719,263440.0,4,10 -Gucci Mane,Jumped Out the Whip (feat. A$AP Rocky),43.0,0.811,0.46,2.0,-5.924,1,0.351,0.0694,,0.13,0.4,141.937,216373.0,4,5 -"Luiz Bonfá, Panos Megarchiotis",Passeio No Rio - Arranged by Carlos Barbosa-Lima,40.0,0.571,0.158,2.0,-16.835,1,0.0779,0.964,0.919,0.108,0.308,114.315,3.068233333,4,7 -Concha Piquer,Ojos verdes,35.0,0.658,0.12,,-9.397,0,0.136,0.983,,0.101,0.278,104.208,198213.0,3,9 -Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,1 -The New Respects,Trouble,43.0,0.516,0.7,2.0,-5.621,1,0.0631,0.0182,,0.689,0.343,147.914,203187.0,4,10 -Hadag Nahash,◊®◊°◊ô◊°◊ô◊ù ◊¢◊ú ◊î◊ó◊ï◊£,27.0,0.631,0.547,4.0,-8.488,0,0.119,0.35,2.7e-05,0.113,0.719,164.988,204030.0,4,9 -Julia Jacklin,Pressure To Party,48.0,0.471,0.811,4.0,-3.956,1,0.0389,0.000125,4.08e-05,0.117,0.37,141.967,182307.0,4,6 -Little G Weevil,Apple Picker (Acoustic),37.0,0.692,0.102,,-11.721,1,0.061,0.818,0.00328,0.337,0.475,114.136,336863.0,4,2 -Lazy Queen,Self-care 101,17.0,0.415,0.774,1.0,-6.445,1,0.041,0.00403,,0.205,0.466,87.415,320522.0,4,10 -No Somos Marineros,Los Bajos Fondos,33.0,0.483,0.603,4.0,-9.907,1,0.0386,0.348,0.878,0.0911,0.0907,179.392,173107.0,3,10 -Ghost Town Blues Band,Tip of My Hat (Live),33.0,0.799,0.73,,-6.648,1,0.0414,0.29,9.74e-05,0.975,0.898,120.336,268650.0,4,2 -"Keethan, Pavitra Krishnan, Shravan Sridhar",Seher,34.0,0.315,0.565,11.0,-8.667,1,0.0369,0.65,0.671,0.107,0.0617,99.49,3.48,4,0 -Amaranthe,Archangel,60.0,0.407,0.967,,-7.104,1,0.0666,0.000316,0.00142,0.089,0.227,180.027,203373.0,4,8 -Acollective,Happiest of All Memorial Days,37.0,0.412,0.51,6.0,-8.276,0,0.0298,0.348,0.57,0.0787,0.23,147.904,281093.0,4,6 -No Memories of Tomorrow,Graeme James,8.0,0.579,0.304,2.0,-14.271,0,0.0301,0.751,0.0612,0.129,0.479,129.867,4.34655,4,0 -The All-American Rejects,"Swing, Swing",68.0,0.553,0.717,7.0,-5.857,1,0.0318,6.48e-05,0.128,0.0385,0.318,127.947,233267.0,4,9 -Nattali Rize,Indestructible,41.0,0.845,0.681,6.0,-4.693,0,0.111,0.265,,0.0519,0.654,86.001,183694.0,4,10 -Apoorva Krishna,Tinky Winky,13.0,0.293,0.877,7.0,-4.172,1,0.0486,0.0849,0.392,0.0787,0.87,171.47,317784.0,4,6 -Ronnie Robinson Trio,Pent-Up House,38.0,0.674,0.335,7.0,-13.903,1,0.0444,0.885,0.914,0.101,0.662,168.741,2.303233333,3,7 -Peled,◊ê◊ú◊§◊ô◊ù,41.0,0.706,0.679,7.0,-5.392,0,0.0803,0.543,,0.371,0.5,113.038,195699.0,4,5 -Tay Money,Asthma Pump (with Flo Milli),65.0,0.908,0.663,1.0,-4.032,1,0.359,0.0163,,0.287,0.399,119.983,178973.0,4,5 -Allegaeon,Concerto in Dm,35.0,0.556,0.969,2.0,-3.778,1,0.0402,0.000119,0.829,0.378,0.325,103.994,441035.0,4,8 -Quami,Squeeze Me,17.0,0.694,0.907,9.0,-3.854,1,0.0458,0.0765,6.2e-05,0.13,0.573,114.98,290600.0,4,5 -Oasis,Whatever,56.0,0.247,0.913,7.0,-2.437,1,0.0388,0.0418,0.00839,0.257,0.34,91.157,382267.0,4,6 -Ghost Iris,Coda,43.0,0.489,0.994,1.0,-2.236,0,0.113,2.05e-05,0.00683,0.333,0.218,90.015,243000.0,4,8 -Slowdive,Alison,60.0,0.276,0.449,4.0,-11.428,1,0.0375,0.00782,0.783,0.108,0.278,101.687,230987.0,4,6 -Billie Eilish,I Didn't Change My Number,77.0,0.849,0.48,9.0,-5.835,1,0.226,0.612,0.269,0.295,0.677,142.021,2.64105,4,9 -Garbage,Wolves - Edit,18.0,0.484,0.956,5.0,-6.388,0,0.0357,2.59e-05,0.705,0.257,0.643,145.004,219541.0,4,10 -Britney Spears,Liar,40.0,0.59,0.776,6.0,-5.272,0,0.0705,0.00705,1.69e-05,0.414,0.81,159.946,3.276883333,4,9 -Ruff Sqwad,Functions On the Low,37.0,0.737,0.649,8.0,-7.709,0,0.142,0.816,0.147,0.201,0.579,139.961,282067.0,4,5 -Shlomo Artzi,◊©◊ô◊†◊ï◊ô◊ô ◊û◊ñ◊í ◊î◊ê◊ï◊ï◊ô◊®,32.0,0.543,0.606,6.0,-10.46,0,0.0361,0.312,,0.374,0.833,86.537,340680.0,4,10 -Manal,Casa Con Diez Pinos,34.0,0.528,0.563,2.0,-6.975,1,0.041,0.706,0.0155,0.149,0.652,168.403,254467.0,3,2 -The Black Keys,Little Black Submarines,67.0,0.365,0.466,2.0,-7.514,1,0.0418,0.161,6.68e-06,0.106,0.487,95.163,251267.0,4,10 -Noah Cyrus,July,83.0,0.708,0.186,9.0,-8.953,0,0.042,0.868,,0.0779,0.322,72.541,156106.0,4,9 -Tomberlin,Wasted,55.0,0.765,0.563,4.0,-9.765,1,0.0397,0.422,0.122,0.142,0.703,93.073,149423.0,4,6 -The Yardbirds,Over Under Sideways Down - The Mono Album,46.0,0.529,0.861,11.0,-10.581,1,0.0784,0.292,0.225,0.314,0.387,96.52,142507.0,4,6 -Wolfmother,Woman,60.0,0.191,0.948,9.0,-3.496,0,0.217,2.78e-05,0.0864,0.0945,0.215,150.753,175667.0,4,10 -Led Zeppelin,No Quarter - Remaster,56.0,0.339,0.34,11.0,-14.377,1,0.0385,0.657,0.459,0.375,0.117,142.362,419133.0,4,10 -Hollow Front,Falling Apart,48.0,0.534,0.979,9.0,-3.645,0,0.0987,0.00292,,0.256,0.236,119.993,244000.0,4,10 -San Holo,"you‚Äôve changed, i‚Äôve changed",,0.416,0.623,5.0,-7.898,1,0.045,0.121,0.00225,0.27,0.194,130.175,311625.0,4,6 -The Beatles,I Want To Hold Your Hand - Remastered 2015,72.0,0.49,0.715,7.0,-5.549,1,0.0476,0.386,,0.311,0.866,130.726,145747.0,4,10 -Beloved,Only Our Faces Hide,30.0,0.361,0.954,2.0,-4.097,1,0.0575,2e-05,0.223,0.309,0.176,172.944,232853.0,4,10 -The Cult,She Sells Sanctuary,69.0,0.55,0.765,7.0,-8.684,1,0.0287,4.76e-06,0.873,0.132,0.419,139.46,252533.0,4,10 -Carach Angren,Franckensteina Strataemontanus,39.0,0.57,0.916,8.0,-6.899,1,0.043,0.00439,0.138,0.135,0.359,100.041,183008.0,4,8 -Damien,To The Moon,49.0,0.375,0.0412,,-21.749,1,0.0444,0.995,0.96,0.107,0.127,100.74,171000.0,4,5 -Fleshkiller,Parallel Kingdom,20.0,0.45,0.977,1.0,-4.172,1,0.122,4.26e-06,0.532,0.414,0.256,130.009,266222.0,3,8 -Robert Counts,What Do I Know (feat. HARDY),52.0,0.533,0.589,,-6.14,1,0.0299,0.0405,,0.111,0.351,140.049,208418.0,4,10 -Edgar Winter's White Trash,Keep Playin' That Rock 'n' Roll,16.0,0.695,0.864,9.0,-9.509,1,0.0344,0.0935,,0.222,0.962,129.613,224707.0,4,2 -Drake,What‚Äôs Next,87.0,0.781,0.594,,-6.959,0,0.0485,0.0136,,0.162,0.0628,129.895,178154.0,4,5 -Julia Kent,Carapace,31.0,0.479,0.325,4.0,-14.01,0,0.0333,0.161,0.752,0.104,0.222,132.046,211216.0,4,1 -Michael Chapman,The Man Who Hated Mornings,33.0,0.551,0.58,,-8.581,1,0.0363,0.493,0.0559,0.213,0.473,63.321,247224.0,4,2 -"Arthur ""Big Boy"" Crudup",My Mama Don't Allow Me,30.0,0.621,0.118,2.0,-14.222,1,0.0393,0.993,0.000878,0.12,0.474,93.082,190041.0,4,2 -Big Brother & The Holding Company,Piece of My Heart,69.0,0.443,0.727,4.0,-7.951,1,0.145,0.263,0.000141,0.169,0.566,160.82,253333.0,4,10 -Timothy Kay Band,I'll Know,51.0,0.445,0.159,,-14.159,1,0.0419,0.924,0.865,0.113,0.155,68.868,5.01885,4,7 -Cody Johnson,Sad Songs and Waltzes (with Willie Nelson),54.0,0.546,0.351,11.0,-8.279,1,0.0271,0.701,3.14e-06,0.0997,0.283,105.79,211867.0,3,1 -Britney Spears,Just Like Me,,0.753,0.591,9.0,-7.091,0,0.045,0.0741,1.87e-05,0.108,0.563,101.941,2.742216667,4,9 -The Weeknd,Save Your Tears,93.0,0.68,0.826,,-5.487,1,0.0309,0.0212,1.24e-05,0.543,0.644,118.051,215627.0,4,9 -SOJA,Something To Believe In,35.0,0.812,0.645,,-5.044,1,0.0377,0.499,,0.0793,0.724,139.974,209824.0,4,10 -Best Friends Club,Evil Containment Wave (Part II),20.0,0.814,0.569,9.0,-13.422,0,0.0796,0.554,0.821,0.132,0.514,120.005,250000.0,4,9 -Van Halen,Hot For Teacher,69.0,0.552,0.947,2.0,-4.671,1,0.15,0.000652,0.00025,0.0637,0.465,127.631,282747.0,4,10 -Johnny Adams,It Ain't The Same Thing,12.0,0.916,0.537,9.0,-9.303,0,0.0358,0.241,0.000685,0.0549,0.908,106.951,252907.0,4,2 -Olivia Lunny,Sad To See You Happy,56.0,0.643,0.648,8.0,-5.734,1,0.0428,0.0139,,0.162,0.552,139.997,174921.0,4,9 -Rand Aldo,Desert Parade,42.0,0.211,0.109,,-18.827,1,0.0371,0.882,0.937,0.0965,0.144,106.225,3.14015,4,7 -Merle Haggard,It's Not Love (But It's Not Bad),35.0,0.659,0.281,7.0,-13.564,1,0.0268,0.189,,0.112,0.518,108.287,3.35645,4,4 -"Blxst, Tyga, Ty Dolla $ign",Chosen (feat. Ty Dolla $ign),82.0,0.571,0.767,2.0,-5.16,1,0.287,0.336,,0.0809,0.605,93.421,2.69473333,4,9 -MOSSS,Here If You Want (Pale Blue),54.0,0.761,0.6,7.0,-7.348,1,0.0765,0.269,0.864,0.108,0.557,96.015,199036.0,4,6 -The Sounds,Painted By Numbers,47.0,0.475,0.807,3.0,-3.959,0,0.0332,0.0136,6.74e-05,0.109,0.731,145.179,200000.0,4,10 -The Lumineers,Ho Hey,75.0,0.682,0.471,,-9.182,1,0.0301,0.765,,0.0908,0.421,79.907,163133.0,4,9 -Charlotte Day Wilson,Take Care of You (feat. Syd),63.0,0.683,0.486,4.0,-9.726,0,0.11,0.822,0.0227,0.276,0.279,126.985,213071.0,4,6 -Lower Than Atlantis,Had Enough,45.0,0.561,0.823,2.0,-4.851,1,0.097,0.0029,0.00017,0.492,0.525,93.504,200760.0,4,1 -Jeris Johnson,One Night,54.0,0.625,0.778,1.0,-7.207,1,0.0642,0.00921,,0.103,0.961,160.039,163492.0,4,1 -Andi,Over,65.0,0.522,0.531,10.0,-6.459,0,0.215,0.093,,0.43,0.149,94.225,153244.0,4,9 -Elton John,"Rocket Man (I Think It's Going To Be A Long, Long Time)",80.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,4.69355,4,10 -The Ben Webster Quintet,Makin' Whoopee,40.0,0.529,0.0582,8.0,-19.131,1,0.0617,0.883,0.125,0.116,0.357,93.486,4.53155,4,7 -The Allergies,Get Yourself Some,30.0,0.731,0.647,5.0,-7.937,0,0.0355,0.00487,,0.34,0.879,108.017,180707.0,4,2 -Kings of Leon,Echoing,58.0,0.293,0.778,,-5.581,1,0.034,0.0147,0.227,0.102,0.24,147.882,217347.0,4,10 -Shubha Mudgal,Awakning Main Sutti,1.0,0.276,0.659,6.0,-6.642,0,0.0352,0.00219,4.4e-05,0.146,0.309,81.611,6.236083333,4,0 -Galleons,Playing With Fire is Such a Clich√©,42.0,0.471,0.925,7.0,-4.633,1,0.0598,0.000254,2.65e-05,0.356,0.0768,100.012,303000.0,4,8 -Zara Larsson,Morning,34.0,0.619,0.631,11.0,-6.018,1,0.104,0.131,1.18e-06,0.246,0.772,106.309,175305.0,4,9 -A. K. Paul,Be Honest,38.0,0.806,0.197,,-12.945,1,0.207,0.252,2.35e-06,0.0835,0.337,124.005,237027.0,4,6 -Marilyn Manson,Third Day Of A Seven Day Binge,49.0,0.607,0.938,,-3.072,1,0.0487,0.00228,0.000709,0.149,0.65,110.014,266702.0,4,8 -Hadag Nahash,◊°◊¢!,40.0,0.83,0.819,1.0,-4.78,0,0.0686,0.00741,5.45e-06,0.134,0.846,113.002,228117.0,4,5 -Tori Harper,After Dark,46.0,0.647,0.512,11.0,-8.479,1,0.0381,0.856,,0.134,0.0716,111.957,4.13833333,4,0 -Saint Sister,Causing Trouble - Kormac Remix,50.0,0.306,0.54,5.0,-7.196,1,0.0414,0.625,0.00454,0.152,0.147,75.382,227707.0,4,1 -ISLAND,Do You Remember The Times,28.0,0.572,0.949,9.0,-3.498,1,0.0362,0.14,7.44e-05,0.0705,0.607,138.013,224840.0,4,1 -Don Henley,Sunset Grill,48.0,0.557,0.577,8.0,-12.175,1,0.027,0.0796,2.31e-05,0.0604,0.445,91.877,379000.0,4,10 -"Mukesh, Lata Mangeshkar",Aa Ab Laut Chalen,23.0,0.293,0.567,9.0,-7.705,0,0.0394,0.872,0.00212,0.44,0.669,146.359,4.381783333,4,3 -Ron Gallo,Kill the Medicine Man,32.0,0.41,0.823,9.0,-6.237,1,0.0655,0.0554,0.000215,0.154,0.284,90.471,153717.0,4,1 -Thieves Like Us,Drugs in My Body,45.0,0.689,0.657,2.0,-10.419,0,0.0449,0.00843,0.459,0.15,0.802,116.872,216600.0,4,6 -Dermot Kennedy,Shelter,,0.368,0.274,1.0,-14.878,1,0.0413,0.956,0.0112,0.0658,0.0459,84.549,4.5,4,0 -"Car, the garden",A Kid From Bathroom,23.0,0.616,0.754,5.0,-3.887,0,0.0404,0.324,0.00049,0.0897,0.484,113.959,163875.0,4,10 -Sense Field,Dreams,23.0,0.505,0.659,3.0,-12.146,1,0.0256,0.0321,0.00986,0.116,0.461,101.53,262600.0,1,10 -Television,Venus,47.0,0.55,0.631,,-11.493,1,0.0385,0.000898,0.18,0.0503,0.908,114.553,229027.0,4,1 -"Earth, Wind & Fire",September,80.0,0.697,0.832,9.0,-7.264,1,0.0298,0.168,0.00131,0.269,0.979,125.926,215093.0,4,10 -The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,10 -AJ Tracey,Kukoƒç (feat. NAV),68.0,0.741,0.851,9.0,-6.03,0,0.0672,0.207,,0.296,0.84,141.987,195000.0,4,5 -Type O Negative,Cinnamon Girl,45.0,0.484,0.913,1.0,-5.942,1,0.045,0.13,0.78,0.0992,0.465,99.052,248333.0,4,8 -Avril Lavigne,Head Above Water,69.0,0.578,0.694,5.0,-5.351,1,0.0706,0.0112,,0.102,0.268,129.921,220850.0,4,9 -Tempa T,Next Hype - Instrumental,19.0,0.869,0.761,8.0,-6.449,1,0.105,0.0016,0.829,0.0736,0.281,139.973,239640.0,4,5 -Viscera,Lamb to the Slaughter,33.0,0.423,0.958,7.0,-5.251,0,0.188,2.46e-05,0.127,0.388,0.174,119.967,230500.0,4,8 -Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,1 -"Samuel Lindon, Ensemble Cordes De La Mer",La Tour - Orchestral Version,44.0,0.179,0.059,2.0,-18.992,0,0.0387,0.985,0.951,0.101,0.0845,74.702,2.320266667,4,7 -Black Pumas,Colors,66.0,0.546,0.696,4.0,-6.537,1,0.0335,0.0887,1.84e-05,0.195,0.596,89.882,246587.0,4,10 -The Jesus and Mary Chain,April Skies,54.0,0.545,0.717,3.0,-6.869,1,0.036,0.00417,0.406,0.136,0.589,118.515,239621.0,4,10 -Charlie Feathers,One Hand Loose,31.0,0.661,0.762,4.0,-9.581,1,0.038,0.792,3.38e-05,0.121,0.911,89.292,144480.0,4,10 -Chicocurlyhead,Modelo,47.0,0.594,0.666,3.0,-5.237,0,0.211,0.565,,0.0891,0.507,81.75,160244.0,4,5 -Westlife,If Your Heart's Not In It,,0.533,0.565,,-7.092,1,0.0249,0.399,,0.315,0.34,82.973,4.339333333,4,9 -Rochelle Jordan,Something,34.0,0.778,0.703,1.0,-5.978,0,0.0391,0.0193,4.21e-05,0.069,0.493,126.015,239516.0,3,6 -Nasty Cherry,Win,49.0,0.778,0.552,7.0,-5.987,1,0.0367,0.00661,0.000607,0.0815,0.499,115.032,164203.0,4,1 -Psymon Spine,Milk,34.0,0.765,0.476,,-8.069,0,0.0969,0.213,0.0177,0.106,0.598,107.004,254461.0,4,6 -Power Trip,Executioner's Tax (Swing of the Axe),54.0,0.484,0.991,8.0,-4.028,0,0.0676,0.000289,0.657,0.359,0.559,167.035,225245.0,4,8 -Nothing,Blue Line Baby,36.0,0.248,0.687,2.0,-6.233,1,0.0393,0.00224,0.85,0.0639,0.17,164.622,270853.0,4,6 -Alien Sex Fiend,I Walk The Line,36.0,0.564,0.804,2.0,-11.786,1,0.0733,0.0311,0.81,0.0463,0.397,123.716,291600.0,4,10 -Lush,Sweetness and Light,45.0,0.46,0.878,4.0,-7.903,1,0.0514,0.326,0.813,0.0967,0.34,109.903,317093.0,4,6 -DJ Khaled,"I DID IT (feat. Post Malone, Megan Thee Stallion, Lil Baby & DaBaby)",83.0,0.757,0.721,4.0,-2.906,0,0.0691,0.00196,,0.647,0.364,124.036,165366.0,4,9 -Remi Wolf,Photo ID (with Dominic Fike),67.0,0.747,0.822,1.0,-5.15,1,0.0893,0.192,,0.288,0.862,115.937,207927.0,4,6 -Data,Rapture,27.0,0.541,0.882,3.0,-3.929,0,0.219,0.158,,0.079,0.423,142.867,218373.0,4,1 -Paladin,The River Dragon Has Come,28.0,0.485,0.975,6.0,-4.956,1,0.0692,3.07e-05,0.00077,0.0443,0.265,139.91,305052.0,4,8 -Michael Kiwanuka,You Ain't The Problem,59.0,0.643,0.773,1.0,-7.998,1,0.0414,0.188,0.000412,0.0986,0.653,124.538,249333.0,4,9 -Death Valley Girls,Street Justice,25.0,0.324,0.948,9.0,-4.609,1,0.0522,8.85e-06,0.561,0.165,0.342,90.542,160587.0,4,1 -MONOEYES,„É™„Ç∂„ɺ„Éâ„Éû„É≥,40.0,0.472,0.862,9.0,-4.835,1,0.0324,2.49e-05,6.08e-06,0.076,0.0956,94.984,247067.0,4,10 -The Cult,She Sells Sanctuary,69.0,0.55,0.765,7.0,-8.684,1,0.0287,4.76e-06,0.873,0.132,0.419,139.46,252533.0,4,6 -Tuna,◊û◊®◊§◊ß◊ô◊ù,42.0,0.542,0.812,6.0,-6.485,1,0.107,0.0798,,0.693,0.577,72.936,286470.0,4,5 -Part-Time Friends,Paris en ao√ªt,37.0,0.709,0.554,,-9.802,1,0.0734,0.375,0.000796,0.108,0.631,138.117,210147.0,4,6 -Concha Piquer,Tatuaje,35.0,0.46,0.223,2.0,-8.974,0,0.138,0.995,0.0957,0.253,0.306,78.306,188200.0,4,9 -Arcade Fire,Wake Up,65.0,0.252,0.8,,-4.845,1,0.0368,0.12,0.0538,0.118,0.29,139.361,335333.0,4,1 -Ana Alcaide,Elenion,40.0,0.701,0.204,4.0,-17.527,0,0.0406,0.964,0.835,0.0985,0.27,104.983,4.314666667,3,7 -TDJ,Open Air,37.0,0.667,0.51,1.0,-10.133,1,0.0436,0.176,0.00283,0.0857,0.16,141.077,251555.0,4,1 -Britney Spears,Don't Let Me Be the Last to Know,57.0,0.633,0.755,4.0,-6.566,1,0.0421,0.158,,0.273,0.729,138.96,3.848883333,4,9 -Miri Mesika,◊ó◊ì◊©◊ï◊™ ◊ò◊ï◊ë◊ï◊™,15.0,0.437,0.469,2.0,-6.321,0,0.0293,0.73,,0.104,0.369,139.824,177493.0,3,9 -Institute,Bulletproof Skin,44.0,0.327,0.852,6.0,-4.798,1,0.0613,0.00295,,0.12,0.222,180.075,265107.0,4,10 -James Taylor,Fire and Rain - 2019 Remaster,73.0,0.597,0.271,5.0,-17.293,1,0.0394,0.766,0.0119,0.0933,0.338,76.271,203613.0,4,10 -James Otto,Just Got Started Lovin' You,62.0,0.705,0.606,7.0,-7.047,1,0.0243,0.159,0.00149,0.242,0.876,98.001,3.910666667,4,4 -elegant slims,Not Human,46.0,0.52,0.815,11.0,-4.758,0,0.0488,0.00172,1.92e-06,0.089,0.466,91.972,199387.0,4,10 -Ms. Lauryn Hill,Lost Ones,61.0,0.832,0.749,2.0,-6.129,1,0.37,0.0998,3.74e-06,0.0837,0.65,94.899,333907.0,4,5 -Goldfinger,Put The Knife Away,45.0,0.241,0.916,8.0,-3.9,1,0.168,0.000868,,0.031,0.67,186.797,177924.0,4,10 -Dire Straits,Money For Nothing,42.0,0.666,0.667,2.0,-9.305,0,0.0371,0.043,0.0005,0.074,0.679,134.219,8.51555,4,10 -Eyal Golan,◊û◊ê◊û◊ô,32.0,0.552,0.653,6.0,-4.52,0,0.0327,0.48,,0.11,0.473,140.046,302466.0,4,9 -Bleachers,Chinatown (feat. Bruce Springsteen),64.0,0.442,0.689,4.0,-5.289,1,0.0251,0.00458,,0.11,0.208,89.001,247968.0,3,6 -MAX RAD,Where Are We Now?,32.0,0.742,0.657,9.0,-10.579,0,0.105,0.0687,0.000613,0.274,0.656,107.479,197477.0,4,6 -The Faint,The Geeks Were Right,37.0,0.737,0.668,5.0,-6.261,0,0.0323,0.00405,6.04e-05,0.385,0.961,131.009,176240.0,4,6 -Kojaque,Town's Dead,45.0,0.529,0.746,8.0,-8.288,1,0.0649,0.0271,7.94e-06,0.158,0.184,83.978,186334.0,4,10 -Limp Bizkit,Take A Look Around,72.0,0.425,0.852,11.0,-5.607,1,0.046,0.0175,0.306,0.0935,0.512,101.968,321040.0,4,10 -Freddie King,Going Down,59.0,0.565,0.526,,-11.352,1,0.0365,0.0339,0.000119,0.11,0.637,167.936,204333.0,4,2 -Nick Hakim,QADIR - Single Version,29.0,0.766,0.488,8.0,-6.402,0,0.0595,0.257,0.0132,0.155,0.582,142.035,241920.0,4,6 -"Pritam, Arijit Singh","Hardum Humdum (From ""Ludo"")",50.0,0.59,0.821,2.0,-4.933,1,0.0444,0.346,8.38e-06,0.454,0.784,116.942,3.133333333,4,3 -Omer Adam,◊û◊ë◊ô◊ò ◊û◊î◊¶◊ì,36.0,0.715,0.755,1.0,-5.213,0,0.0534,0.501,,0.0663,0.615,132.003,223760.0,4,9 -Van Halen,Poundcake,39.0,0.487,0.948,4.0,-7.754,1,0.043,0.000662,0.102,0.0506,0.242,105.395,321707.0,4,8 -The Who,Behind Blue Eyes,71.0,0.394,0.622,4.0,-8.258,0,0.0336,0.213,4.45e-05,0.0892,0.342,126.844,221427.0,4,10 -Garmarna,Tv√• Systrar,39.0,0.516,0.655,,-9.428,0,0.0306,0.664,0.107,0.0891,0.19,120.028,352787.0,3,8 -Caitlyn Smith,Cheap Date,54.0,0.587,0.299,2.0,-6.649,1,0.0327,0.853,2.11e-06,0.149,0.184,96.657,190067.0,3,9 -Leroy Carr,Papa's on the House Top,29.0,0.683,0.285,3.0,-12.101,1,0.0366,0.994,0.603,0.122,0.783,94.913,175400.0,4,2 -Fickle Friends,Cosmic Coming of Age,46.0,0.603,0.674,6.0,-8.193,1,0.0591,0.139,3.41e-06,0.116,0.732,93.004,204259.0,4,6 -Trippie Redd,PILL BREAKER (feat. blackbear & Machine Gun Kelly),71.0,0.527,0.79,2.0,-6.268,1,0.0788,0.016,,0.37,0.236,153.034,177059.0,3,10 -bl00dwave,Blue,33.0,0.626,0.861,9.0,-7.384,0,0.0285,0.0114,0.562,0.101,0.501,110.014,146182.0,4,6 -Johnny Winter,Third Degree,42.0,0.256,0.573,,-12.179,1,0.0408,0.141,0.0279,0.111,0.824,205.057,395600.0,3,2 -"Gaetano Donizetti, Academy of St. Martin in the Fields, Sir Neville Marriner",String Quartet in D - Arr. for string orchestra: 1. Allegro,20.0,0.269,0.154,9.0,-18.072,1,0.0387,0.93,0.751,0.109,0.104,134.817,6.858216667,4,7 -Chapterhouse,Breather,37.0,0.267,0.94,9.0,-7.052,1,0.0629,0.000126,0.161,0.358,0.21,155.581,258760.0,4,6 -ILLENIUM,Crawl Outta Love - The Glitch Mob Remix,41.0,0.476,0.798,2.0,-5.405,1,0.0869,0.00677,0.0914,0.583,0.0372,92.781,309677.0,4,10 -Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,1 -"ATB, Topic, A7S",Your Love (9PM),88.0,0.669,0.784,7.0,-5.603,1,0.112,0.194,6.28e-06,0.115,0.517,125.993,2.50088333,4,9 -LO,Ani Oogiot,3.0,0.559,0.463,,-11.841,1,0.0257,0.201,0.00226,0.122,0.155,99.014,229520.0,4,6 -MOSES,Cause You Got Me,46.0,0.494,0.805,1.0,-6.437,1,0.0293,0.000595,7.12e-05,0.0636,0.571,96.996,232526.0,4,10 -ILLENIUM,First Time,74.0,0.526,0.667,9.0,-5.451,1,0.0437,0.0505,,0.321,0.43,155.085,165779.0,4,10 -Shreya Ghoshal,Mann Bheetar,19.0,0.616,0.547,7.0,-7.63,1,0.0342,0.739,0.0362,0.121,0.345,110.025,6.484166667,4,0 -MOD SUN,Heavy (feat. blackbear),65.0,0.367,0.707,5.0,-4.698,0,0.044,0.00806,,0.358,0.377,83.032,167765.0,4,1 -Glass Animals,Tangerine,69.0,0.845,0.583,9.0,-5.948,0,0.0773,0.114,0.000536,0.1,0.842,149.941,200584.0,4,6 -Aerosmith,Train Kept a Rollin',53.0,0.359,0.854,11.0,-9.799,0,0.0418,0.00194,0.00767,0.841,0.472,99.414,333227.0,4,10 -Eyal Golan,◊§◊®◊ó◊ô◊ù ◊ë◊û◊ì◊ë◊®,33.0,0.478,0.447,10.0,-4.828,0,0.0295,0.55,,0.145,0.321,75.053,216496.0,4,9 -Bathtub Cig,My Friend,26.0,0.689,0.208,7.0,-15.944,1,0.0344,0.96,0.635,0.0933,0.194,96.052,220514.0,4,6 -Louf,Formation - Otik Remix,33.0,0.434,0.599,10.0,-11.966,0,0.0734,0.00189,0.891,0.0929,0.436,109.188,436630.0,5,1 -Black Sabbath,Iron Man - 2012 - Remaster,38.0,0.336,0.796,6.0,-10.845,0,0.0896,0.00361,0.00143,0.0621,0.417,155.28,353613.0,4,10 -Yung Bleu,Ghetto Love Birds,57.0,0.604,0.522,8.0,-6.796,1,0.0924,0.734,0.000172,0.113,0.287,93.169,186039.0,4,5 -George Strait,The Fireman,56.0,0.664,0.601,2.0,-13.379,1,0.0616,0.137,3.09e-05,0.0567,0.934,168.979,2.572666667,4,4 -BENEE,Night Garden (feat. Kenny Beats & Bakar),55.0,0.712,0.625,9.0,-4.925,0,0.29,0.0154,,0.0509,0.48,177.94,221865.0,4,6 -DDG,Get What You Want (feat. PnB Rock),50.0,0.799,0.494,7.0,-12.029,1,0.266,0.147,0.000929,0.115,0.234,136.019,186196.0,4,5 -Eugene Bridges,In Your Arms Again,8.0,0.668,0.614,4.0,-7.882,0,0.0278,0.127,,0.367,0.46,103.57,308573.0,4,2 -Dead Pony,Speak of the Devil,32.0,0.431,0.777,7.0,-7.853,1,0.0494,0.000207,1.25e-05,0.105,0.361,76.027,215296.0,4,10 -iann dior,Darkside,58.0,0.695,0.869,5.0,-6.914,1,0.0264,0.71,,0.343,0.92,123.991,154871.0,4,10 -Idan Amedi,◊ê◊†◊ô ◊®◊ï◊¶◊î,45.0,0.632,0.499,2.0,-7.975,0,0.0313,0.788,,0.199,0.332,105.876,207020.0,4,9 -Johnny Adams,This Time I'm Gone For Good,29.0,0.418,0.387,5.0,-11.79,0,0.0634,0.216,0.0127,0.142,0.361,202.033,280360.0,3,2 -Lime Cordiale,On Our Own,57.0,0.705,0.692,9.0,-7.271,1,0.0303,0.00149,0.000193,0.137,0.772,125.933,216636.0,4,6 -Isaac DaBom,◊™◊ë◊ò◊ô◊ó◊ô ◊ú◊ô,15.0,0.831,0.632,8.0,-8.875,0,0.13,0.139,2.71e-06,0.112,0.647,103.023,281477.0,4,9 -Ghetts,IC3 (feat. Skepta) - Single Version,48.0,0.663,0.645,8.0,-7.977,1,0.398,0.443,,0.166,0.394,128.023,231107.0,4,5 -Shivam Pathak,Ek Dil Ek Jaan,57.0,0.528,0.664,2.0,-7.262,1,0.0377,0.226,,0.121,0.109,97.893,3.6645,4,3 -The Soft Cavalry,Dive,28.0,0.5,0.528,2.0,-10.051,1,0.0276,0.044,0.000243,0.0911,0.094,78.0,255385.0,4,6 -Willie J Healey,Big Nothing,38.0,0.466,0.699,7.0,-6.101,1,0.0319,0.475,0.0065,0.221,0.716,190.384,142246.0,4,6 -The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,10 -Suldusk,The Elm,38.0,0.601,0.439,4.0,-10.507,0,0.0253,0.43,0.00107,0.125,0.186,106.973,210834.0,4,8 -Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,6 -Yameii Online,Baby My Phone,70.0,0.427,0.666,5.0,-7.902,0,0.0415,0.176,0.229,0.0856,0.232,85.022,215771.0,4,9 -Nikola Zolkiewska,Smoothness,55.0,0.325,0.164,,-17.19,0,0.0438,0.958,0.899,0.112,0.211,49.196,2.5641,3,7 -The Rolling Stones,Gimme Shelter,,0.63,0.616,1.0,-8.128,0,0.0309,0.463,0.0408,0.173,0.509,118.65,4.51288333,4,10 -Rod Stewart,The First Cut Is the Deepest,60.0,0.546,0.627,,-9.037,1,0.0244,0.316,0.00114,0.096,0.764,81.278,4.52,4,0 -Jackie Hayes,eye 2 eye,48.0,0.638,0.666,4.0,-6.951,0,0.0392,0.00784,6.65e-05,0.314,0.651,131.962,185455.0,4,6 -Jack Fruit,wrong but worth it,30.0,0.627,0.5,9.0,-9.615,0,0.046,0.0957,0.0385,0.522,0.353,120.025,178711.0,4,9 -Phoria,Current,49.0,0.254,0.117,8.0,-21.35,0,0.0376,0.964,0.875,0.111,0.0447,78.533,350974.0,4,1 -Shocking Blue,Inkpot,37.0,0.655,0.648,4.0,-8.708,1,0.0345,0.102,,0.0946,0.712,125.603,159000.0,4,2 -James Bay,If You Ever Wanna Be In Love - James Bay Spotify Session 2015,66.0,0.68,0.315,11.0,-8.425,1,0.0391,0.913,,0.712,0.361,117.614,3.94645,4,0 -Elliott Ok,72,14.0,0.398,0.338,7.0,-10.084,1,0.0304,0.328,0.0319,0.099,0.188,135.75,222906.0,4,6 -The Zombies,Time of the Season - Mono Version,66.0,0.537,0.7,4.0,-6.852,0,0.0366,0.142,1.58e-06,0.383,0.695,117.111,214027.0,4,10 -AC/DC,Big Gun,59.0,0.569,0.901,9.0,-5.197,1,0.0544,0.00555,0.26,0.16,0.839,133.194,259413.0,4,8 -Webb Pierce,There Stands The Glass,20.0,0.524,0.176,3.0,-11.14,1,0.0345,0.911,,0.366,0.676,115.996,146000.0,4,10 -Swamp Dogg,Please Let Me Go Round Again,34.0,0.716,0.33,,-13.283,1,0.046,0.193,2.94e-05,0.124,0.572,139.927,280840.0,4,6 -The Pale White,Wisdom Tooth,29.0,0.441,0.884,,-4.319,1,0.104,0.00408,0.000812,0.406,0.468,129.931,171107.0,4,10 -Machine Gun Kelly,forget me too (feat. Halsey),80.0,0.654,0.875,1.0,-4.845,1,0.0744,0.000417,0.0086,0.194,0.522,99.975,171621.0,4,10 -Wallice,Hey Michael,60.0,0.759,0.636,4.0,-6.387,1,0.0473,0.0386,0.000117,0.643,0.921,120.019,179852.0,4,6 -Tim Montana,Be A Cowboy,49.0,0.512,0.885,11.0,-3.558,1,0.0359,0.0208,,0.101,0.47,85.017,201707.0,4,10 -Low (Acoustic),Angel Snow,33.0,0.557,0.264,9.0,-10.625,1,0.028,0.874,1.16e-05,0.0984,0.433,77.099,3.445166667,4,0 -Johnny Cash,Big River,54.0,0.632,0.559,5.0,-10.49,1,0.0674,0.854,0.000103,0.127,0.884,182.942,151427.0,4,10 -LILHUDDY,The Eulogy of You and Me,64.0,0.513,0.848,4.0,-4.644,1,0.0676,0.000161,,0.336,0.394,143.968,183362.0,4,9 -BTS,Butter,,0.759,0.459,8.0,-5.187,1,0.0948,0.00323,,0.0906,0.695,109.997,164442.0,4,9 -Shimi Tavori,◊¢◊ï◊ì ◊°◊ô◊§◊ï◊® ◊ê◊ó◊ì ◊©◊ú ◊ê◊î◊ë◊î,29.0,0.477,0.342,,-13.44,1,0.0273,0.304,,0.206,0.346,84.871,252467.0,4,9 -The Wallflowers,Sleepwalker,44.0,0.534,0.892,4.0,-5.04,0,0.028,0.000697,,0.109,0.749,128.834,211027.0,4,10 -Five Finger Death Punch,"Blue On Black (feat. Kenny Wayne Shepherd, Brantley Gilbert & Brian May)",58.0,0.45,0.872,7.0,-4.91,1,0.0353,0.0018,1.61e-05,0.0833,0.396,156.059,274615.0,4,8 -2 Chainz,Grey Area,70.0,0.897,0.767,11.0,-4.544,1,0.0959,0.0679,0.000364,0.129,0.675,134.913,171838.0,4,5 -Faze Miyake,Stay Woke,2.0,0.655,0.438,,-11.276,1,0.0433,0.012,0.648,0.222,0.557,148.018,174724.0,4,5 -Jess Locke,Universe,28.0,0.653,0.543,11.0,-7.154,0,0.026,0.0852,5.37e-06,0.295,0.419,97.029,219753.0,4,6 -Jeremy Zucker,emily,66.0,0.551,0.249,,-11.392,1,0.06,0.68,0.0022,0.112,0.257,156.02,233747.0,3,9 -Wild Pink,The Shining but Tropical,40.0,0.501,0.792,4.0,-7.31,1,0.0255,0.00708,0.00318,0.67,0.645,88.014,291613.0,4,1 -Jeezy,And Then What,33.0,0.75,0.723,,-5.452,1,0.231,0.00829,,0.0588,0.747,170.006,245480.0,4,5 -"Mukesh, Lata Mangeshkar",Begani Shadi Men Abdulla Diwana,17.0,0.715,0.446,4.0,-10.887,0,0.0591,0.908,0.000198,0.427,0.932,102.673,3.61555,4,3 -Passion Pit,Take a Walk,71.0,0.566,0.755,11.0,-5.526,1,0.0368,0.0338,,0.315,0.445,101.006,264493.0,4,6 -Shawnna,Gettin' Some,47.0,0.823,0.586,4.0,-6.044,0,0.336,0.0901,,0.0605,0.611,78.054,202760.0,4,5 -Walter Wolfman Washington,Landslide,18.0,0.705,0.811,11.0,-5.483,0,0.133,0.27,0.0248,0.0233,0.549,97.938,313813.0,4,2 -Jamestown Revival,Prospector's Blues,45.0,0.529,0.652,4.0,-7.592,1,0.0348,0.607,,0.0893,0.486,76.052,239733.0,4,1 -Second to Sun,Marsch der W√∂lfe,28.0,0.313,0.933,2.0,-4.574,1,0.062,4.82e-06,0.139,0.717,0.0958,76.01,315790.0,4,8 -Baby Keem,durag activity (with Travis Scott),80.0,0.89,0.701,,-5.712,0,0.342,0.00306,3.06e-06,0.0895,0.505,80.462,225020.0,4,5 -Armon,Hot Summer,8.0,0.352,0.648,9.0,-7.426,1,0.0375,0.37,0.432,0.27,0.36,82.436,349822.0,4,6 -Long Distance Calling,Hazard,34.0,0.287,0.77,2.0,-7.477,1,0.0546,0.000483,0.445,0.0519,0.293,71.072,368973.0,4,8 -The Jungle Giants,Treat You Right,56.0,0.664,0.759,9.0,-4.926,0,0.0428,0.0169,0.0025,0.179,0.771,160.023,221466.0,4,9 -Sha Na Na,At the Hop - Live at Woodstock,22.0,0.294,0.923,4.0,-12.239,0,0.212,0.198,0.000128,0.992,0.208,135.384,184787.0,4,10 -Wallice,23,55.0,0.576,0.597,5.0,-4.974,1,0.0391,0.22,,0.0914,0.614,133.686,164782.0,4,6 -Dead by April,Let It Go,51.0,0.42,0.937,,-2.672,0,0.152,0.00938,,0.166,0.412,156.059,191154.0,4,8 -Beck,Dreams,59.0,0.582,0.938,1.0,-5.726,0,0.0392,0.000733,0.0202,0.0841,0.8,113.999,314487.0,4,6 -The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,10 -"Hemanth Bhagavath, Vignesh Prabhu, Swayam Prakash Prabhu",Jog Fusion,13.0,0.645,0.504,9.0,-13.495,1,0.145,0.974,0.786,0.23,0.511,124.904,4.725,4,0 -Parker Millsap,Hades Pleads,48.0,0.568,0.632,9.0,-6.958,1,0.161,0.0245,0.000246,0.401,0.711,164.823,156107.0,4,10 -bbno$,bad to the bone,67.0,0.95,0.574,11.0,-7.969,0,0.251,0.0973,0.000274,0.0801,0.656,106.042,141509.0,4,9 -No s√© a qui√©n matar,No S√© a Qui√©n Matar,34.0,0.561,0.704,9.0,-6.062,1,0.0232,0.0412,0.857,0.217,0.678,98.99,219475.0,4,6 -AWOLNATION,The Best (feat. Alice Merton),53.0,0.645,0.86,2.0,-5.041,0,0.031,0.128,0.00517,0.0929,0.04,111.029,223320.0,4,10 -Bruce Springsteen,Ghosts,58.0,0.532,0.736,11.0,-6.901,1,0.0383,0.000146,0.000961,0.292,0.656,125.105,354813.0,4,10 -Jamie O'Neal,When I Think About Angels,46.0,0.507,0.843,11.0,-3.421,1,0.108,0.274,,0.295,0.504,193.708,3.04355,4,4 -Braid,Killing A Camera,32.0,0.39,0.885,11.0,-6.98,0,0.0549,0.0014,2.11e-05,0.371,0.592,83.661,153800.0,4,10 -Rekha Bhardwaj,Badi Dheere Jali,25.0,0.439,0.364,10.0,-10.723,1,0.0341,0.877,0.007,0.0776,0.111,80.202,7.023266667,4,0 -Tyla Yaweh,All the Smoke (feat. Gunna & Wiz Khalifa),71.0,0.712,0.822,6.0,-3.728,0,0.131,0.0321,,0.239,0.469,91.011,211237.0,4,5 -JunkBunny,Another Summer Song,27.0,0.343,0.85,1.0,-7.51,1,0.0567,5.37e-05,5.01e-05,0.0905,0.437,161.794,230747.0,4,10 -Lisa Mann,"Hard Times, Bad Decisions",29.0,0.624,0.849,11.0,-4.261,0,0.0358,0.0862,5.3e-05,0.362,0.717,94.066,271867.0,4,2 -Kylie V,On My Mind,30.0,0.605,0.428,6.0,-7.93,1,0.0261,0.685,0.00924,0.201,0.228,152.969,260013.0,4,1 -Hazvuvim,◊ñ◊®◊ñ◊ô◊®◊ô◊ù,14.0,0.682,0.749,4.0,-10.759,0,0.0435,0.00883,0.00166,0.12,0.686,117.871,330493.0,4,10 -Illinois Jacquet,Port Of Rico,34.0,0.769,0.25,,-11.141,1,0.0556,0.711,0.0823,0.0855,0.615,127.147,164573.0,4,2 -The Walkmen,The Rat,57.0,0.167,0.921,6.0,-4.881,0,0.061,0.000141,0.0716,0.239,0.315,168.225,262227.0,4,6 -OK Go,This Too Shall Pass,43.0,0.43,0.669,5.0,-3.398,1,0.0448,5.07e-05,0.0105,0.121,0.417,160.001,188120.0,4,10 -Half the Animal,Magic,43.0,0.539,0.654,1.0,-6.454,0,0.0813,0.0296,1.49e-06,0.0595,0.511,170.138,210820.0,5,10 -bloody/bath,Arp-87,37.0,0.527,0.878,1.0,-4.932,1,0.0561,0.2,0.876,0.104,0.198,152.017,169728.0,4,6 -Evolution Empire,Fist of God,,0.568,0.981,7.0,-5.161,1,0.0835,0.000322,0.0354,0.133,0.183,122.04,224028.0,4,10 -Donny Hathaway,"To Be Young, Gifted and Black",,0.408,0.242,,-15.35,1,0.0328,0.538,0.0706,0.0931,0.364,131.152,410257.0,3,5 -Fontaines D.C.,Too Real,46.0,0.495,0.96,4.0,-6.235,0,0.061,0.0281,1.05e-05,0.111,0.182,172.808,248409.0,4,1 -Lowertown,Tourist Trap,32.0,0.516,0.698,,-8.008,1,0.031,0.00741,0.0087,0.575,0.227,84.014,181397.0,4,9 -Eyal Golan,◊¶◊ê◊ô ◊ê◊ú ◊î◊ó◊ú◊ï◊ü,31.0,0.619,0.893,,-7.089,0,0.0438,0.0784,2.13e-05,0.291,0.939,104.014,242293.0,4,9 -DaBaby,8 Figures (feat. Meek Mill),56.0,0.703,0.555,8.0,-8.199,1,0.382,0.0382,,0.246,0.702,177.205,178949.0,4,5 -Monolink,Harlem River,51.0,0.845,0.429,1.0,-11.706,0,0.0973,0.183,0.267,0.0727,0.443,116.007,277609.0,4,6 -The Beaches,Give It Up,41.0,0.691,0.62,6.0,-3.339,0,0.0455,0.0129,0.000686,0.0821,0.552,109.027,179973.0,4,10 -Dua Lipa,"I'm Not the Only One - Live from Spotify, London",65.0,0.455,0.265,5.0,-8.468,1,0.0491,0.861,,0.685,0.324,176.036,3.264,4,0 -Suli Breaks,Adulthood,22.0,0.885,0.517,4.0,-12.067,0,0.5,0.186,,0.446,0.705,110.012,178909.0,4,5 -Malfunkshun,Jezebel Woman,42.0,0.217,0.736,9.0,-7.309,0,0.0409,0.000689,2.46e-06,0.0821,0.246,130.404,271333.0,4,10 -George Harrison,Give Me Love (Give Me Peace On Earth),62.0,0.373,0.57,5.0,-11.56,1,0.0441,0.497,0.0124,0.128,0.631,81.28,215693.0,4,10 -Mavi Phoenix,Grass And The Sun,46.0,0.818,0.459,8.0,-10.073,1,0.0399,0.916,0.906,0.111,0.246,110.126,174545.0,4,6 -Jade Bird,I Get No Joy,43.0,0.673,0.722,5.0,-5.497,1,0.0855,0.364,,0.0605,0.717,91.962,162070.0,4,1 -King of Asgard,Ammobi√¶rg,26.0,0.0809,0.993,2.0,-4.093,1,0.163,5.49e-05,0.932,0.183,0.0397,70.972,483440.0,1,8 -Middle Kids,Cellophane (Brain),34.0,0.545,0.421,,-7.201,1,0.0276,0.0469,2.28e-06,0.214,0.314,149.955,210133.0,4,6 -Touch√© Amor√©,Reminders,40.0,0.352,0.927,8.0,-8.144,1,0.11,6.9e-05,4.48e-05,0.0409,0.355,98.336,183338.0,4,10 -Misplaced,idk why i try,33.0,0.495,0.949,1.0,-3.789,1,0.0407,4.2e-05,0.711,0.438,0.683,105.013,187571.0,4,10 -The Maccabees,Precious Time,,0.339,0.821,7.0,-5.549,1,0.143,0.048,,0.0938,0.428,169.541,259787.0,4,6 -Pote Baby,In The Kitchen,51.0,0.881,0.475,1.0,-8.794,1,0.5,0.303,,0.229,0.615,146.931,182870.0,4,5 -Run‚ÄìD.M.C.,It's Tricky,73.0,0.965,0.857,11.0,-8.458,0,0.17,0.00131,,0.0726,0.951,127.656,183760.0,4,9 -Darkcell,Burn the Witches,33.0,0.486,0.975,,-4.016,1,0.11,0.00177,1.51e-05,0.929,0.131,105.005,281838.0,4,8 -Journers,Yok Mu ?,28.0,0.485,0.706,9.0,-7.165,1,0.0333,0.00782,0.000568,0.108,0.349,135.954,274750.0,4,10 -Miss May I,Shadows Inside,56.0,0.381,0.969,10.0,-4.956,0,0.141,4.59e-06,1.47e-05,0.143,0.338,179.987,236549.0,4,8 -wave to earth,daisy.,33.0,0.442,0.576,6.0,-5.611,0,0.0321,0.362,9.77e-06,0.308,0.643,202.081,218500.0,4,10 -Fallen,Tolo,30.0,0.538,0.507,2.0,-11.016,1,0.0312,0.029,0.264,0.354,0.169,103.021,4.065783333,4,0 -Greta Van Fleet,Age of Machine,63.0,0.222,0.807,7.0,-4.738,1,0.045,0.000696,0.00844,0.0801,0.106,136.344,413524.0,4,10 -Godsticks,Victim - Edit,24.0,0.292,0.775,4.0,-6.192,0,0.0488,0.00796,1.98e-06,0.111,0.368,150.475,333137.0,4,10 -Jan & Dean,Surf City - Remastered 1990/Stereo Remix,45.0,0.469,0.647,8.0,-13.913,1,0.0315,0.595,1.65e-06,0.339,0.942,147.878,163027.0,4,10 -The Pharcyde,Drop,56.0,0.853,0.754,10.0,-7.158,0,0.259,0.335,6.21e-06,0.252,0.69,95.081,334467.0,4,5 -Justus Bennetts,Nightstand,60.0,0.669,0.648,5.0,-4.66,1,0.067,0.34,,0.314,0.616,80.974,161747.0,4,9 -Salt-N-Pepa,Push It,68.0,0.913,0.596,11.0,-12.477,0,0.0707,0.00658,0.00349,0.078,0.973,127.215,272133.0,4,9 -Jake Milliner,Juno,35.0,0.811,0.453,6.0,-9.54,0,0.0948,0.438,0.853,0.345,0.605,93.014,207250.0,4,1 -21 Savage,Runnin,80.0,0.819,0.626,10.0,-4.574,0,0.202,0.00748,0.101,0.167,0.415,143.01,195906.0,4,5 -George Moir,Baked Beans,35.0,0.663,0.604,11.0,-5.252,1,0.186,0.367,0.000269,0.134,0.567,82.536,177000.0,4,6 -Amber Run,Neon Circus,38.0,0.486,0.908,2.0,-4.43,1,0.0369,0.0023,0.24,0.389,0.241,89.991,216667.0,4,10 -Whitney,Strange Overtones,52.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,206995.0,4,6 -P.O.D.,Boom - 2006 Remaster,50.0,0.563,0.924,2.0,-5.567,1,0.0734,0.00156,1.15e-06,0.0468,0.539,90.928,187240.0,4,10 -Monster Magnet,Powertrip,49.0,0.522,0.853,11.0,-5.861,1,0.0383,7.44e-05,0.582,0.131,0.637,140.727,211440.0,4,8 -Press Club,Behave,26.0,0.447,0.949,4.0,-4.245,0,0.0841,0.000283,2.4e-05,0.132,0.364,104.724,197263.0,4,1 -The Futureheads,The Beginning Of The Twist,43.0,0.42,0.988,5.0,-2.622,1,0.157,0.00164,,0.286,0.353,155.993,216040.0,4,6 -Gorgoroth,Begravelsesnatt,35.0,0.17,0.98,7.0,-12.697,1,0.0652,2.48e-06,0.852,0.515,0.0504,144.475,153240.0,4,8 -YONAKA,Call Me a Saint,56.0,0.503,0.685,9.0,-6.48,0,0.0423,0.0421,,0.0674,0.508,146.997,200067.0,4,10 -Fleetwood Mac,The Chain - 2004 Remaster,82.0,0.545,0.67,9.0,-8.81,1,0.0496,0.009,0.000822,0.0451,0.481,151.553,270213.0,4,10 -Arik Einstein,◊û◊ì◊ï◊¢ ◊î◊ô◊ú◊ì ◊¶◊ó◊ß ◊ë◊ó◊ú◊ï◊ù,23.0,0.409,0.231,1.0,-15.002,1,0.0353,0.451,1.02e-05,0.084,0.125,116.036,253000.0,4,10 -Mohammed Rafi,Dekhi Zamane Ki Yaari,9.0,0.261,0.14,6.0,-15.33,1,0.0412,0.983,0.69,0.116,0.188,72.286,9.006,4,3 -Pinkshinyultrablast,Songs,42.0,0.12,0.87,9.0,-6.984,1,0.0995,0.0018,0.815,0.0834,0.0536,179.815,950210.0,3,6 -"Britney Spears, Tinashe",Slumber Party (feat. Tinashe),,0.752,0.784,,-4.942,1,0.0753,0.322,,0.11,0.464,135.039,3.558916667,4,9 -Migrant Motel,New Religion,35.0,0.571,0.405,1.0,-8.907,1,0.025,0.00157,0.000991,0.0911,0.398,72.974,184000.0,4,10 -Bleachers,Stop Making This Hurt,54.0,0.691,0.864,,-7.206,1,0.0417,0.0766,,0.0853,0.756,109.201,199627.0,4,1 -John Denver,"Take Me Home, Country Roads",,0.456,0.383,9.0,-9.516,1,0.0263,0.715,,0.127,0.67,82.026,3.167333333,4,4 -Teenage Wrist,Earth Is A Black Hole,47.0,0.553,0.902,11.0,-4.35,0,0.0588,0.00286,,0.2,0.572,132.089,175577.0,4,10 -"Atif Aslam, Tulsi Kumar",Paniyon Sa,54.0,0.523,0.768,,-4.953,0,0.0566,0.447,0.000226,0.0833,0.669,75.03,3.937333333,4,3 -Radiohead,Just,63.0,0.291,0.767,7.0,-6.913,0,0.0862,0.000401,0.012,0.0763,0.359,175.702,234800.0,4,1 -Red Fang,Arrows,46.0,0.187,0.913,7.0,-8.185,1,0.0558,0.224,0.843,0.102,0.344,156.715,232980.0,4,10 -Omer Adam,◊ô◊¢◊©◊ï ◊ú◊†◊ï ◊õ◊ë◊ï◊ì,44.0,0.767,0.498,11.0,-5.995,1,0.376,0.566,,0.325,0.61,129.919,201500.0,4,9 -INXS,Listen Like Thieves,,0.567,0.919,7.0,-4.425,1,0.0713,0.0108,0.0106,0.0819,0.593,116.033,3.77245,4,10 -The Devil and the Almighty Blues,The Ghosts of Charlie Barracuda,40.0,0.298,0.584,11.0,-7.257,1,0.0322,0.0435,0.328,0.1,0.388,143.927,466382.0,3,10 -Will Paquin,Chandelier,62.0,0.331,0.5,2.0,-9.119,0,0.0514,0.677,6.61e-06,0.116,0.421,86.963,127465.0,4,6 -David Shaul,◊®◊ß ◊™◊í◊ô◊ì◊ô,25.0,0.538,0.362,,-8.97,1,0.0258,0.463,,0.177,0.24,76.045,251194.0,4,10 -Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,1 -Sha Na Na,Silhouettes - Live at Woodstock,21.0,0.4,0.682,5.0,-11.927,1,0.0563,0.183,0.000803,0.803,0.778,117.528,177640.0,1,10 -Electric Light Orchestra,Mr. Blue Sky,81.0,0.388,0.338,10.0,-10.054,1,0.0329,0.652,3.73e-06,0.248,0.478,177.765,303373.0,4,9 -Rat Tally,Shrug,26.0,0.446,0.373,,-9.192,1,0.0312,0.0949,2.13e-06,0.116,0.201,144.073,151257.0,4,6 -Johnny Cash,Man in Black,57.0,0.676,0.58,5.0,-14.217,1,0.0506,0.589,0.000145,0.218,0.89,95.358,2.883116667,4,4 -M√∂tley Cr√ºe,"Girls, Girls, Girls",71.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,270427.0,4,9 -Ravid Plotnik,◊û◊ï◊ñ◊ô◊ß◊î ◊ò◊ï◊ë◊î (◊†◊¶'◊ô ◊†◊¶'),38.0,0.646,0.559,7.0,-6.751,1,0.181,0.128,,0.167,0.648,85.444,201173.0,4,5 -Lauv,I Like Me Better,83.0,0.752,0.505,9.0,-7.621,1,0.253,0.535,2.55e-06,0.104,0.419,91.97,197437.0,4,9 -Elton John,"Rocket Man (I Think It's Going To Be A Long, Long Time)",82.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,281613.0,4,10 -Willie Dixon,Little Red Rooster,48.0,0.584,0.278,4.0,-18.566,1,0.0312,0.55,0.21,0.255,0.75,81.712,215027.0,4,2 -Hollow,Caterpillar,44.0,0.401,0.764,1.0,-5.476,1,0.145,0.00705,0.000142,0.0506,0.109,99.949,205200.0,4,10 -Stick Figure,World on Fire (with Slightly Stoopid),51.0,0.866,0.518,,-7.372,1,0.0457,0.303,0.0512,0.104,0.644,141.01,240029.0,4,10 -N.Flying,Pardon?,33.0,0.583,0.981,4.0,-0.741,1,0.102,0.0701,,0.187,0.907,145.021,169173.0,4,10 -Life On Venus,What Lies Beneath,39.0,0.433,0.676,8.0,-5.953,1,0.0304,0.000364,0.531,0.101,0.404,133.957,233731.0,4,10 -"Pritam, Arijit Singh","Shayad (From ""Love Aaj Kal"")",64.0,0.487,0.456,8.0,-7.144,1,0.0319,0.789,1.79e-06,0.141,0.348,136.088,4.13235,4,3 -The Robert Cray Band,Phone Booth,2.0,0.575,0.838,4.0,-11.252,0,0.0534,0.0297,0.0836,0.974,0.488,113.303,278693.0,4,2 -Ivri Lider,◊î◊ô◊ô◊™◊ô ◊õ◊ê◊ü,35.0,0.37,0.411,4.0,-9.684,1,0.032,0.627,,0.108,0.169,106.773,263034.0,4,9 -Sammy Hagar,Give To Live,40.0,0.423,0.63,2.0,-9.778,1,0.0312,0.0129,5.86e-06,0.0479,0.393,153.945,4.40155,4,10 -My Morning Jacket,Circuital,29.0,0.44,0.505,10.0,-9.517,1,0.031,0.22,0.413,0.129,0.501,102.354,439680.0,4,10 -Kansas,Carry on Wayward Son,75.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,5.38333333,4,10 -Rita Ora,Your Song - Acoustic,55.0,0.846,0.559,6.0,-4.306,1,0.0644,0.109,,0.0445,0.721,114.037,3.03178333,4,0 -Russell Dickerson,Every Little Thing,2.0,0.638,0.854,1.0,-4.664,1,0.11,0.216,,0.0357,0.859,93.869,3.177333333,4,4 -Dilated Peoples,Work The Angles,47.0,0.656,0.767,11.0,-7.032,0,0.321,0.191,,0.641,0.739,181.33,240667.0,4,5 -Veil Of Maya,Viscera,56.0,0.537,0.96,2.0,-3.705,1,0.0594,0.000175,4.25e-06,0.0892,0.382,137.986,220000.0,4,8 -Kenny Neal,Hooked On Your Love,13.0,0.576,0.693,9.0,-9.936,1,0.0374,0.546,0.109,0.186,0.908,159.786,285093.0,3,2 -Look What You've Done,Ron Pope,39.0,0.57,0.571,7.0,-7.282,1,0.0291,0.00995,0.000181,0.133,0.25,134.012,3.746266667,4,0 -Monster Magnet,Learning to Die,40.0,0.253,0.802,9.0,-6.866,1,0.0495,0.00192,0.148,0.398,0.279,160.099,387936.0,4,8 -Fl√µstate,Dream Dance,27.0,0.318,0.359,9.0,-8.549,0,0.0305,0.681,0.00799,0.0951,0.0397,127.747,227333.0,3,9 -Florence + The Machine,Ship To Wreck,59.0,0.564,0.923,9.0,-3.843,0,0.0325,0.00147,,0.277,0.587,141.991,234526.0,4,10 -Waterparks,Numb,56.0,0.61,0.974,6.0,-3.407,1,0.166,0.000625,1.2e-06,0.429,0.71,125.077,146897.0,4,10 -YSN Flow,Money Man,48.0,0.8,0.52,5.0,-7.251,0,0.328,0.175,,0.326,0.599,120.244,143998.0,4,5 -Gotye,Somebody That I Used To Know,80.0,0.865,0.521,,-6.932,1,0.0371,0.548,0.000115,0.0989,0.748,129.059,244885.0,4,9 -Bun B,Get Throwed,56.0,0.704,0.803,7.0,-4.77,1,0.351,0.165,,0.54,0.529,124.087,233840.0,4,5 -TOOL,Pneuma,65.0,0.415,0.53,9.0,-9.338,0,0.0314,0.00209,0.75,0.11,0.0586,114.174,713192.0,1,8 -Yungeen Ace,All in All,53.0,0.553,0.667,7.0,-6.686,0,0.214,0.266,,0.0679,0.366,131.18,124000.0,5,5 -The Strokes,Last Nite,72.0,0.624,0.91,,-5.703,1,0.0297,0.0285,0.000198,0.0789,0.767,104.042,193051.0,4,6 -Fleetwood Mac,Hellhound on My Trail,26.0,0.451,0.0589,,-16.082,1,0.0361,0.954,0.00473,0.1,0.266,64.826,125293.0,4,2 -The Standells,Dirty Water,46.0,0.62,0.781,9.0,-5.938,1,0.0379,0.181,,0.187,0.864,144.707,167253.0,4,6 -Van Halen,And the Cradle Will Rock... - 2015 Remaster,51.0,0.509,0.928,2.0,-5.833,1,0.0329,0.189,1.41e-06,0.269,0.736,107.921,213150.0,4,10 -Miranda Lambert,The House That Built Me,66.0,0.525,0.3,5.0,-8.005,1,0.0286,0.578,8.3e-06,0.116,0.206,80.993,3.943783333,4,4 -Airbourne,Runnin' Wild,65.0,0.503,0.96,10.0,-2.672,1,0.0626,9.25e-05,0.578,0.274,0.489,162.022,218040.0,4,8 -The Fall,Fiery Jack - Bonus Track,30.0,0.704,0.917,1.0,-7.902,0,0.122,9.12e-05,0.00546,0.0459,0.336,110.606,283947.0,4,6 -Haley Reinhart,Free As a Bird,27.0,0.498,0.28,11.0,-11.026,0,0.0261,0.955,0.155,0.149,0.189,76.078,268328.0,3,10 -The Last Poets,When The Revolution Comes,28.0,0.669,0.567,8.0,-12.381,0,0.335,0.614,,0.246,0.909,81.93,150867.0,4,5 -Code Orange,Bleeding In The Blur,41.0,0.529,0.908,,-5.405,1,0.0522,2.46e-05,0.947,0.0942,0.183,126.032,244693.0,4,8 -Pixies,Here Comes Your Man,69.0,0.669,0.795,2.0,-10.865,1,0.0285,0.00772,0.0781,0.401,0.882,124.594,201187.0,4,6 -John Mayer,Slow Dancing in a Burning Room - Acoustic,55.0,0.611,0.313,4.0,-10.242,1,0.0339,0.835,0.000315,0.111,0.378,134.858,3.87845,3,0 -Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,9 -Sad Night Dynamite,Smoke Hole,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,1 -Julian Lynch,Contribution to the Catalog of Spatial and Temporal Events,23.0,0.912,0.182,9.0,-22.639,0,0.0786,0.995,0.952,0.103,0.972,96.014,214788.0,4,6 -Einherjer,West Coast Groove,28.0,0.489,0.95,4.0,-8.544,1,0.0397,1.5e-05,0.707,0.477,0.602,75.997,247387.0,4,8 -Kris Barras Band,Ignite (Light It Up),37.0,0.604,0.818,6.0,-6.083,1,0.0379,0.00335,0.00103,0.0411,0.697,102.993,196104.0,4,2 -Honey Lung,Sophomore,36.0,0.399,0.744,7.0,-8.303,1,0.0455,8.44e-05,0.0335,0.0497,0.125,91.918,353956.0,4,6 -Heart of Somebody,Caroline Spence,,0.631,0.461,11.0,-7.912,1,0.0246,0.417,1.64e-05,0.099,0.455,105.872,3.534216667,4,0 -The Alchemist,Stained Glass (feat. Westside Gunn),35.0,0.698,0.644,1.0,-8.554,0,0.321,0.562,,0.567,0.374,145.868,110147.0,4,5 -Miri Mesika,◊ê◊©◊î ◊ó◊®◊°◊ô◊†◊î,28.0,0.526,0.622,7.0,-5.492,0,0.0374,0.536,1.97e-05,0.251,0.224,123.958,249852.0,4,9 -Rick Wakeman,Catherine Of Aragon,39.0,0.351,0.307,3.0,-12.071,1,0.0336,0.433,0.85,0.328,0.0951,105.092,229147.0,4,10 -Mondo Cozmo,Bittersweet Symphony - Jim Eno Sessions,41.0,0.396,0.774,9.0,-8.22,1,0.03,0.0266,0.0347,0.0702,0.462,169.959,323467.0,4,10 -Alluvial,Colony,35.0,0.413,0.987,7.0,-3.675,1,0.17,0.000403,0.667,0.125,0.167,149.992,176800.0,4,8 -Joe Nichols,Brokenheartsville,59.0,0.686,0.631,10.0,-5.182,1,0.0232,0.126,0.000183,0.107,0.509,103.953,3.839333333,4,4 -Itay Levi,◊ó◊ï◊ò◊ô◊ù ◊ï◊û◊ô◊ß◊®◊ï◊§◊ï◊†◊ô◊ù,21.0,0.7,0.701,2.0,-4.973,0,0.0414,0.199,,0.111,0.774,149.917,208917.0,4,9 -Orions Belte,Joe Frazier,44.0,0.432,0.63,7.0,-9.511,0,0.0384,0.0663,0.687,0.223,0.569,133.77,338613.0,4,6 -Sarit Hadad,◊õ◊©◊î◊õ◊ú ◊ô◊í◊û◊®,42.0,0.52,0.305,8.0,-7.227,1,0.0384,0.791,,0.0882,0.53,101.335,173824.0,4,9 -The Darkness,All the Pretty Girls,30.0,0.248,0.943,7.0,-4.252,1,0.172,0.000119,0.00428,0.136,0.378,172.435,198347.0,4,10 -Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,10 -If We Were Vampires,Jason Isbell and the 400 Unit,,0.629,0.208,5.0,-16.225,1,0.0324,0.824,3.7e-06,0.107,0.685,96.609,3.592733333,4,0 -Erik Ekholm,Extinction,36.0,0.437,0.776,7.0,-9.259,1,0.0348,0.000153,0.816,0.0989,0.193,140.021,243857.0,4,8 -Sean Ono Lennon,Parachute,43.0,0.538,0.532,6.0,-9.61,0,0.0249,0.555,7.27e-05,0.118,0.433,77.018,199320.0,4,10 -Nick Cave & The Bad Seeds,Tupelo - 2009 Remastered Version,38.0,0.504,0.69,5.0,-10.309,0,0.0849,0.0553,0.0365,0.255,0.577,109.038,438227.0,4,10 -FKA twigs,mary magdalene,56.0,0.391,0.444,1.0,-13.137,0,0.119,0.488,3.26e-05,0.111,0.159,171.831,321067.0,5,6 -Glom,Immortalized,14.0,0.491,0.835,4.0,-6.445,1,0.0416,0.0466,0.289,0.261,0.504,118.447,183366.0,3,10 -"Antonín Dvořák, Busch Trio, Maria Milstein, Miguel Da Silva","Bagatelles, Op. 47: IV. Canon (Andante con moto)",23.0,0.121,0.0825,4.0,-24.735,1,0.0537,0.935,0.662,0.107,0.0735,75.31,2.395333333,3,7 -Paul McCartney,Seize The Day (feat. Phoebe Bridgers),58.0,0.214,0.457,1.0,-10.538,0,0.0502,0.627,0.0191,0.108,0.432,178.011,209421.0,4,6 -AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,208400.0,4,8 -Lata Mangeshkar,Jeevan Ke Safar Mein Rahi - Female Vocals,3.0,0.521,0.39,5.0,-6.973,1,0.0319,0.833,,0.295,0.464,102.272,2.562216667,4,3 -"Sandeep Chowta, Abhay Nayampally, Alex Sill, Anthony Crawford",Kaleidoscope,11.0,0.55,0.486,5.0,-11.0,1,0.0264,0.62,0.821,0.171,0.311,79.988,4.05,4,0 -Hiatus Kaiyote,Red Room,64.0,0.687,0.361,7.0,-9.782,1,0.0501,0.631,0.00479,0.117,0.453,80.935,232053.0,4,1 -Yuval Dayan,◊™◊©◊ê◊ú ◊ê◊™ ◊î◊û◊ô◊ù,39.0,0.653,0.523,8.0,-10.083,1,0.0576,0.326,0.00539,0.373,0.35,89.024,187053.0,4,9 -Arlo Parks,Eugene,65.0,0.606,0.589,7.0,-7.194,0,0.0456,0.75,0.0102,0.0922,0.889,174.285,221804.0,4,6 -Volumes,Pixelate,40.0,0.376,0.956,1.0,-4.936,1,0.0921,7.25e-05,0.112,0.117,0.406,200.211,190436.0,3,8 -Jasta,Strength to Draw the Line,41.0,0.353,0.994,6.0,-3.38,1,0.204,0.0002,,0.39,0.154,184.932,168164.0,4,8 -Mudvayne,Dig,64.0,0.623,0.983,11.0,-3.548,0,0.151,9.62e-05,0.0617,0.261,0.271,134.975,162293.0,4,8 -Mick Fleetwood and Friends,Rattlesnake Shake (with Steven Tyler & Billy Gibbons) - Live from The London Palladium,38.0,0.492,0.871,2.0,-8.919,1,0.0623,0.0157,0.00405,0.847,0.354,106.399,289800.0,4,2 -Westy,Residence,12.0,0.618,0.448,9.0,-10.248,0,0.0676,0.027,0.767,0.0924,0.074,107.181,167889.0,3,5 -Gracie Abrams,Brush Fire,7.0,0.528,0.367,2.0,-9.227,1,0.055,0.878,0.000146,0.0795,0.293,128.715,190427.0,4,9 -Deap Vally,Bring It On,38.0,0.612,0.622,2.0,-6.698,1,0.0559,0.266,0.000677,0.174,0.594,81.972,179268.0,4,10 -Hether,Sex Wax,43.0,0.722,0.85,1.0,-4.967,0,0.0542,0.000554,0.61,0.546,0.809,133.055,216677.0,4,1 -Confusing Paradise,Skylla,34.0,0.533,0.942,10.0,-6.067,0,0.0722,3.9e-05,0.704,0.106,0.0469,120.012,258429.0,4,8 -Nothing But Thieves,Sorry,63.0,0.667,0.776,8.0,-4.535,0,0.0281,0.00238,4.52e-05,0.134,0.519,128.005,214707.0,4,10 -LCY,Decay,17.0,0.172,0.236,1.0,-17.666,1,0.0394,0.715,0.765,0.148,0.034,123.078,206222.0,4,6 -Westlife,You Must Have Had A Broken Heart,,0.447,0.581,4.0,-4.513,1,0.0315,0.511,,0.126,0.261,143.798,4.026666667,4,9 -KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,9 -Aya Zahavi Feiglin,◊ú◊ê ◊ú◊ë◊õ◊ï◊™,25.0,0.541,0.458,2.0,-7.742,1,0.0257,0.216,0.00159,0.144,0.292,145.013,220410.0,4,9 -Black Violin,Stereotypes,31.0,0.338,0.58,2.0,-8.703,0,0.0573,0.506,7.76e-05,0.147,0.262,157.801,209667.0,4,5 -Kaiser Chiefs,Ruby,62.0,0.443,0.934,5.0,-3.398,0,0.0501,0.00604,6.66e-06,0.0779,0.401,93.43,202800.0,4,10 -Sarit Hadad,◊ô◊ê◊ú◊ú◊î ◊ú◊ö ◊î◊ë◊ô◊™◊î ◊û◊ï◊ò◊ô,28.0,0.722,0.896,7.0,-4.581,0,0.0365,0.144,3.49e-06,0.196,0.928,114.008,201227.0,4,9 -IMMERSE,With You,41.0,0.448,0.526,4.0,-8.513,0,0.0292,0.0069,0.139,0.208,0.119,100.007,186503.0,4,10 -Ina Wroldsen,Haloes - Acoustic,52.0,0.801,0.383,3.0,-6.098,1,0.0323,0.826,,0.113,0.564,100.033,182502.0,4,9 -Itzik Kala,◊û◊ê◊û◊ô ◊û◊ê◊û◊ô,20.0,0.78,0.603,2.0,-12.064,0,0.0376,0.22,2.39e-05,0.336,0.836,145.486,286800.0,4,9 -The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,10 -Villain of the Story,Animals,40.0,0.553,0.977,,-3.271,1,0.0629,0.000468,0.0397,0.0713,0.632,153.868,182338.0,4,8 -Sentenced,Noose,45.0,0.53,0.893,7.0,-5.426,0,0.0704,0.00027,0.37,0.095,0.585,135.076,241267.0,4,8 -Marianne Faithfull,It's All Over Now Baby Blue,53.0,0.651,0.414,2.0,-10.572,1,0.0301,0.524,0.00267,0.118,0.445,111.175,3.83266667,4,0 -Infinity Ripple,Torn Apart,39.0,0.149,0.0366,1.0,-22.291,1,0.0382,0.755,0.88,0.121,0.121,89.643,3.009833333,3,7 -Johnny B. Moore,Lonesome Blues,32.0,0.439,0.326,,-14.278,1,0.0348,0.448,0.000518,0.135,0.548,159.619,443053.0,3,2 -Lil Skies,Ice Water (feat. Trippie Redd),66.0,0.712,0.671,4.0,-7.198,0,0.112,0.125,,0.0954,0.446,160.028,180325.0,4,9 -Swamp Dogg,"Sleeping Without You Is a Dragg (feat. Justin Vernon, Jenny Lewis)",41.0,0.674,0.313,5.0,-11.384,1,0.0425,0.289,0.0803,0.091,0.514,77.019,241773.0,4,2 -Savel,Forgetting - Tennyson Remix,36.0,0.348,0.45,6.0,-13.748,1,0.0501,0.37,0.947,0.137,0.141,171.042,212992.0,3,1 -Rexx Life Raj,Aura (feat. Kojey Radical),48.0,0.731,0.693,1.0,-7.372,0,0.0893,0.603,0.0677,0.111,0.798,161.991,203033.0,4,5 -Surfing,Enough,26.0,0.648,0.772,,-7.339,0,0.0445,0.504,0.0018,0.0379,0.944,91.999,177625.0,4,6 -Kartell,Crossing Paths,44.0,0.827,0.745,4.0,-6.832,0,0.0443,0.0762,0.83,0.0753,0.387,115.047,244707.0,4,6 -The Bloody Beetroots,My Name Is Thunder,54.0,0.457,0.95,2.0,-2.533,1,0.0776,0.000482,0.00189,0.141,0.27,128.034,167344.0,4,10 -Trace Kotik,Hesitant,18.0,0.44,0.477,10.0,-11.709,1,0.0399,0.77,0.584,0.259,0.254,132.082,300816.0,4,6 -Ov Sulfur,Behind the Hand of God,34.0,0.454,0.993,6.0,-2.521,1,0.205,0.00104,0.000315,0.36,0.149,130.032,200308.0,3,8 -black midi,953,46.0,0.272,0.909,6.0,-4.921,1,0.111,0.00202,0.145,0.286,0.245,124.227,320667.0,4,10 -Lauren Sanderson,QUEEN BEE,46.0,0.8,0.627,7.0,-8.477,1,0.0585,0.101,,0.19,0.862,120.036,148250.0,4,10 -my bloody valentine,Soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,10 -"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in C Major, RV 398: II. Largo",34.0,0.352,0.03,9.0,-23.518,0,0.0401,0.979,0.838,0.109,0.22,114.834,1.75,3,7 -Ouzo Bazooka,Space Camel,38.0,0.483,0.931,,-5.787,1,0.0319,0.00181,0.0427,0.236,0.887,91.575,397813.0,4,1 -Joyner Lucas,Zim Zimma,65.0,0.883,0.621,11.0,-6.063,0,0.212,0.0871,,0.499,0.676,149.052,239702.0,4,5 -Mabel,Boyfriend - Acoustic,40.0,0.651,0.623,11.0,-5.183,0,0.0368,0.476,,0.302,0.523,92.934,239840.0,4,9 -Ozzy Osbourne,Crazy Train,20.0,0.453,0.905,9.0,-4.001,1,0.115,0.36,0.000569,0.26,0.474,137.571,4.93666667,4,10 -Keith Jarrett Trio,I Thought About You,45.0,0.337,0.0281,5.0,-28.315,1,0.0327,0.89,0.325,0.184,0.0804,101.031,4.027783333,4,7 -St. Vincent,The Melting Of The Sun,61.0,0.52,0.463,10.0,-10.429,1,0.0958,0.609,0.0014,0.426,0.469,159.931,257520.0,4,6 -Michael Swissa,◊û◊°◊§◊® ◊ú◊ê ◊û◊ñ◊ï◊î◊î,28.0,0.866,0.438,2.0,-10.146,1,0.447,0.0851,,0.21,0.841,139.982,101303.0,4,5 -Power Trip,Divine Apprehension,46.0,0.168,0.979,9.0,-3.963,0,0.184,8.44e-06,0.204,0.0644,0.153,169.925,257695.0,4,8 -Good Health Good Wealth,Guinness - Edit,19.0,0.366,0.61,8.0,-9.472,0,0.0483,0.00144,0.507,0.101,0.216,152.047,208463.0,4,6 -Grip,Chicken N Dumplins,52.0,0.677,0.596,4.0,-8.852,0,0.298,0.0798,,0.102,0.172,163.152,226174.0,4,5 -Omer Adam,◊™◊¢◊†◊î ◊ú◊î,30.0,0.774,0.687,,-6.204,0,0.0629,0.154,1.52e-06,0.0984,0.53,115.931,211293.0,4,9 -Advaita,Gamapani,6.0,0.677,0.736,4.0,-9.916,1,0.0432,0.274,0.146,0.195,0.974,129.933,1.365333333,4,0 -New Order,Blue Monday,70.0,0.762,0.651,,-13.34,1,0.0655,0.00198,0.856,0.111,0.941,130.395,449160.0,4,1 -Unknown Mortal Orchestra,Swim and Sleep (Like a Shark),60.0,0.766,0.806,8.0,-10.011,1,0.0403,0.124,0.171,0.119,0.76,123.509,165227.0,4,1 -FEVER 333,(The First Stone) Changes [feat. Yelawolf],37.0,0.689,0.869,2.0,-5.031,1,0.249,0.0124,4.57e-05,0.381,0.372,118.956,189743.0,4,10 -Billie Holiday,Strange Fruit,61.0,0.313,0.0437,6.0,-22.627,1,0.0315,0.989,0.148,0.209,0.0625,100.827,192867.0,1,5 -Chris Isaak,San Francisco Days,31.0,0.486,0.527,,-8.272,1,0.027,0.265,1.26e-05,0.158,0.534,133.993,2.994,4,0 -Motorjesus,Hellbreaker,35.0,0.527,0.944,5.0,-4.763,0,0.0519,0.000105,,0.0915,0.534,125.009,247747.0,4,10 -"Jubin Nautiyal, Gourov Dasgupta","Hanjugam (From ""Bhuj The Pride Of India"")",55.0,0.549,0.665,4.0,-3.603,1,0.0288,0.129,,0.0886,0.465,94.959,3.7571,4,3 -The Teskey Brothers,Never Tear Us Apart,48.0,0.311,0.583,,-5.068,1,0.0343,0.846,0.172,0.124,0.324,188.873,204605.0,3,2 -Carlos Cano,A Rafael de Le√≥n,19.0,0.404,0.266,4.0,-12.272,1,0.0399,0.958,2.72e-05,0.11,0.322,100.831,349240.0,4,9 -Tui,La la la,26.0,0.576,0.749,1.0,-5.768,1,0.0308,0.0187,,0.122,0.434,95.999,241027.0,4,6 -Little Milton,Guitar Man,15.0,0.623,0.675,5.0,-4.903,0,0.112,0.414,1.81e-06,0.0442,0.83,170.601,257560.0,4,2 -Houston Stackhouse,Cool Drink Of Water,29.0,0.538,0.0814,5.0,-18.022,1,0.0788,0.989,0.000334,0.0935,0.26,174.765,196827.0,4,2 -Parkway Drive,Carrion,58.0,0.228,0.969,6.0,-4.07,0,0.1,0.000275,,0.0982,0.428,155.212,187960.0,4,8 -Fab Samperi,That's Alright,21.0,0.816,0.771,2.0,-6.414,1,0.0342,0.276,0.00242,0.157,0.893,109.965,161253.0,4,2 -Wanda Jackson,Funnel Of Love,53.0,0.6,0.593,,-9.799,1,0.0452,0.726,,0.399,0.912,134.979,128427.0,4,6 -The Pineapple Thief,Demons,40.0,0.607,0.503,1.0,-12.523,1,0.0283,0.116,0.183,0.0625,0.354,140.031,273921.0,4,10 -The Red Jumpsuit Apparatus,Cat And Mouse,54.0,0.466,0.653,,-4.583,1,0.0298,0.0157,,0.263,0.205,143.034,208907.0,3,10 -Green Day,Still Breathing,62.0,0.54,0.902,1.0,-3.577,1,0.0442,0.0142,,0.0756,0.692,75.033,224760.0,4,10 -Shalom Gad,◊î◊î◊ï◊†◊ê◊î ◊©◊ú ◊î◊û◊ê◊î,20.0,0.353,0.546,11.0,-7.88,0,0.0307,0.255,,0.121,0.48,93.056,174683.0,4,6 -Palm Reader,A Bird and Its Feathers,20.0,0.445,0.776,9.0,-7.21,1,0.0399,0.00237,0.799,0.0636,0.0503,134.895,392507.0,3,8 -Not Dead Yet,Lord Huron,61.0,0.491,0.809,10.0,-7.68,1,0.0332,0.33,0.158,0.0874,0.656,74.008,2.9561,4,0 -Kickin Valentina,End Of The Road,38.0,0.559,0.875,9.0,-6.894,1,0.0367,7.69e-06,0.0125,0.359,0.626,133.03,252213.0,4,10 -Angel Bat Dawid,Harkening Etudes,22.0,0.622,0.394,10.0,-11.777,1,0.115,0.835,0.0181,0.182,0.243,120.089,1083755.0,5,6 -Oliver Tree,Let Me Down,69.0,0.457,0.648,7.0,-5.762,1,0.0552,0.0114,1.69e-05,0.212,0.736,160.021,111210.0,4,10 -Stroke 9,Little Black Backpack - Remastered,51.0,0.453,0.847,7.0,-4.918,1,0.0515,0.000136,,0.0988,0.319,118.077,224939.0,4,10 -Sports,The Look,46.0,0.818,0.867,10.0,-4.864,0,0.0756,0.0725,0.842,0.0613,0.921,117.003,236496.0,4,1 -Monta√±a,Andes,23.0,0.461,0.551,8.0,-8.121,0,0.0307,0.194,0.763,0.0916,0.212,158.088,209971.0,3,10 -Imagine Dragons,Blank Space/Stand By Me - Live From Spotify London,63.0,0.774,0.553,9.0,-6.815,1,0.0823,0.379,,0.739,0.514,102.055,5.057233333,4,9 -The Cold Stares,Head Bent,33.0,0.563,0.939,1.0,-7.322,1,0.061,0.000633,0.00673,0.287,0.587,112.48,154507.0,1,10 -Coal Chamber,Sway,48.0,0.486,0.763,7.0,-6.719,1,0.111,0.00154,0.047,0.0612,0.342,133.929,215133.0,4,8 -Avril Lavigne,Keep Holding On,65.0,0.162,0.786,7.0,-2.353,1,0.038,0.0374,,0.143,0.138,161.192,239907.0,3,10 -Aya Zahavi Feiglin,◊í◊ô◊ò◊®◊î ◊ï◊§◊°◊†◊™◊®,27.0,0.594,0.554,,-6.215,0,0.0314,0.385,0.000603,0.0962,0.507,134.041,228215.0,4,10 -Sam Hunt,Body Like A Back Road,75.0,0.732,0.458,5.0,-7.225,1,0.0311,0.447,,0.136,0.661,98.938,2.75645,4,4 -Josh Turner,Would You Go With Me,76.0,0.605,0.864,6.0,-5.365,1,0.0292,0.13,0.000827,0.113,0.736,122.918,3.803116667,4,4 -Wig Wam,Kilimanjaro,33.0,0.448,0.585,1.0,-12.226,1,0.0284,0.000604,0.546,0.0632,0.399,84.994,235727.0,4,8 -Gary Moore,Parisienne Walkways,55.0,0.149,0.243,9.0,-13.188,0,0.0305,0.3,0.00506,0.12,0.215,174.451,200640.0,3,10 -Sia,1+1,68.0,0.862,0.641,,-4.109,1,0.0442,0.12,1.04e-05,0.336,0.674,109.998,178656.0,4,9 -Blackstratblues,Tiny Bit of Sky,27.0,0.488,0.327,7.0,-11.4,1,0.0293,0.858,0.759,0.206,0.2,175.945,319652.0,4,6 -BROCKHAMPTON,BUZZCUT (feat. Danny Brown),66.0,0.717,0.758,2.0,-5.576,0,0.268,0.0791,7.08e-06,0.293,0.252,91.983,201160.0,4,5 -gabriel black,king of the nosebleeds,57.0,0.549,0.502,10.0,-6.781,1,0.0308,0.339,,0.122,0.371,157.041,162997.0,4,9 -David Keenan,The Healing,17.0,0.396,0.415,6.0,-7.271,0,0.0715,0.571,1.83e-05,0.0894,0.539,166.706,200920.0,4,1 -Ikiatari,Gatatttack!,25.0,0.466,0.654,3.0,-7.545,0,0.0346,0.337,0.331,0.123,0.693,156.874,204906.0,4,10 -Mountain,"Waiting To Take You Away - Live at Woodstock, Bethel, NY - August 1969",25.0,0.255,0.586,7.0,-8.314,1,0.044,0.147,0.0171,0.97,0.334,164.121,279840.0,4,10 -Spock's Beard,To Breathe Another Day,29.0,0.468,0.967,2.0,-5.143,1,0.0884,0.00364,0.00013,0.519,0.486,140.029,338093.0,1,10 -Ghostemane,Lazaretto,59.0,0.542,0.923,9.0,-5.924,1,0.306,0.00334,0.505,0.397,0.321,149.883,113333.0,4,10 -The Naked And Famous,Punching In A Dream,62.0,0.473,0.883,6.0,-3.65,1,0.047,0.00201,0.000967,0.142,0.164,115.048,238133.0,4,6 -Syberia,Empire of Oppression,29.0,0.369,0.897,7.0,-8.644,1,0.0528,3.06e-05,0.732,0.0805,0.255,169.985,367547.0,4,8 -Omer Adam,◊ï◊ï◊ê◊ô,38.0,0.603,0.499,11.0,-7.448,0,0.035,0.523,,0.091,0.331,144.005,188241.0,4,9 -Yuval Banay,◊î◊ó◊ô◊ô◊ù ◊ñ◊î ◊¢◊õ◊©◊ô◊ï,18.0,0.656,0.928,5.0,-3.757,0,0.114,0.158,,0.0596,0.821,131.916,245909.0,4,10 -P.O.D.,Alive - 2006 Remaster,57.0,0.409,0.952,2.0,-3.761,0,0.0756,1.23e-05,0.000156,0.31,0.55,80.899,203693.0,4,8 -The Jesus and Mary Chain,Reverence,,0.444,0.991,11.0,-5.412,0,0.101,1.65e-05,0.787,0.118,0.665,104.882,220693.0,4,10 -Sarit Hadad,◊õ◊õ◊î ◊ë◊ú◊ô ◊©◊ú◊ï◊ù,47.0,0.63,0.496,8.0,-9.303,0,0.0339,0.319,,0.0821,0.419,139.878,223071.0,4,9 -Yuval Dayan,◊ê◊ó◊õ◊î ◊ú◊ö,33.0,0.533,0.415,1.0,-10.708,0,0.0454,0.879,0.000488,0.141,0.264,137.571,234900.0,4,9 -Meshuggah,Bleed,60.0,0.242,0.998,3.0,-5.64,0,0.0895,8.12e-06,0.88,0.284,0.18,114.831,442733.0,4,8 -Weezer,Hash Pipe,5.0,0.578,0.883,7.0,-6.354,1,0.0439,0.000123,0.459,0.284,0.627,125.603,186533.0,4,6 -Carson Beyer,Bones,50.0,0.423,0.748,7.0,-3.681,1,0.0318,0.0343,,0.218,0.144,175.948,237923.0,4,10 -Future Islands,For Sure,59.0,0.587,0.766,10.0,-5.735,1,0.0305,0.0406,0.249,0.0833,0.758,134.977,205246.0,4,6 -Citizen King,Better Days (And the Bottom Drops Out),58.0,0.758,0.896,9.0,-3.311,1,0.0501,0.173,3.18e-05,0.136,0.797,94.911,207027.0,4,10 -Tears For Fears,Woman In Chains,68.0,0.434,0.609,5.0,-8.295,1,0.0306,0.0232,0.00108,0.0557,0.372,159.994,391000.0,4,10 -Imperio Argentina,Falsa Moneda,23.0,0.554,0.431,7.0,-5.89,1,0.0962,0.912,7.54e-05,0.397,0.418,116.303,217133.0,4,9 -Allman Brothers Band,Blue Sky,63.0,0.491,0.47,4.0,-13.45,1,0.0264,0.747,0.747,0.128,0.846,93.964,311704.0,4,10 -Brooks & Dunn,Play Something Country,59.0,0.685,0.909,,-3.797,1,0.032,0.0782,1.25e-06,0.369,0.864,115.043,3.259783333,4,4 -Black Pistol Fire,Fleet Foot,38.0,0.335,0.959,7.0,-3.864,1,0.258,0.0117,,0.157,0.207,106.685,196360.0,4,10 -Walking On Cars,Catch Me If You Can,50.0,0.508,0.844,2.0,-5.989,1,0.0454,0.00329,0.093,0.118,0.303,129.031,261491.0,4,10 -Kills Birds,Volcano,38.0,0.274,0.984,7.0,-3.378,1,0.29,0.00155,0.0503,0.314,0.359,169.235,168824.0,4,10 -Clairy Browne & The Bangin' Rackettes,Love Letter,37.0,0.598,0.871,3.0,-3.614,0,0.102,0.535,,0.0801,0.544,126.856,184640.0,4,9 -Frances Forever,space girl (feat. chloe moriondo),58.0,0.661,0.407,9.0,-8.643,1,0.0295,0.566,0.000116,0.185,0.227,125.993,232600.0,4,9 -Eric Von Schmidt,Turtle Beach,35.0,0.535,0.141,5.0,-16.568,1,0.0325,0.968,0.0738,0.0932,0.536,95.664,233933.0,4,2 -The Magnetic Fields,The Book of Love,32.0,0.485,0.262,7.0,-13.286,1,0.0263,0.978,5.99e-05,0.117,0.332,98.536,2.70688333,4,0 -The Cash Box Kings,The Wine Talkin',17.0,0.627,0.859,9.0,-3.334,1,0.0975,0.722,,0.315,0.807,123.179,229507.0,4,2 -NanowaR of Steel,Uranus (feat. Michael Starr),39.0,0.549,0.92,8.0,-6.046,1,0.0497,0.00105,3.52e-05,0.0322,0.41,101.955,253390.0,4,8 -Walter Egan,Magnet and Steel,29.0,0.768,0.331,1.0,-14.248,0,0.0321,0.653,2.89e-05,0.0943,0.52,114.037,208107.0,3,10 -Pretty Sick,Bet My Blood,1.0,0.423,0.984,9.0,-4.261,0,0.1,2.29e-05,0.00676,0.321,0.199,103.218,179785.0,4,6 -Toby Keith,As Good As I Once Was,69.0,0.68,0.87,5.0,-4.461,1,0.0393,0.266,,0.109,0.646,119.075,3.797333333,4,4 -Carey Bell,Everything's Gonna Be All Right,34.0,0.692,0.625,,-10.375,1,0.0362,0.883,0.0888,0.282,0.842,118.774,279800.0,4,2 -L.A. Guns,The Ballad Of Jayne,53.0,0.474,0.369,6.0,-14.216,1,0.0296,0.0291,5.86e-05,0.128,0.156,61.207,274107.0,4,8 -Eddie Bo,Hard Times,,0.533,0.417,5.0,-14.248,1,0.0402,0.607,,0.252,0.739,143.935,148082.0,4,2 -I Prevail,Every Time You Leave,63.0,0.473,0.749,1.0,-5.047,0,0.0287,0.000466,5.5e-06,0.0883,0.167,150.022,216627.0,4,10 -The Black Keys,Crawling Kingsnake - Edit,56.0,0.395,0.824,5.0,-5.659,0,0.0317,0.0516,0.395,0.206,0.514,83.422,232049.0,4,1 -London Grammar,Wasting My Young Years,30.0,0.547,0.303,5.0,-10.344,0,0.0347,0.838,0.000615,0.0982,0.109,126.882,204246.0,4,6 -Temples,Shelter Song,47.0,0.493,0.898,9.0,-3.321,1,0.0372,0.000219,0.000109,0.173,0.536,126.054,190558.0,4,1 -THE SCOTTS,THE SCOTTS,82.0,0.716,0.537,,-7.648,0,0.0514,0.233,,0.157,0.28,129.979,165978.0,4,9 -Rose Cousins,Chains,42.0,0.381,0.593,2.0,-7.376,1,0.0382,0.396,0.00245,0.113,0.477,79.848,194571.0,4,2 -Semisonic,Secret Smile,59.0,0.551,0.516,10.0,-9.587,0,0.027,0.289,0.00015,0.0853,0.547,99.045,279813.0,4,10 -Betcha,July,55.0,0.607,0.658,6.0,-5.552,0,0.0262,0.0103,0.0224,0.0537,0.567,99.983,207587.0,4,10 -Young Stoner Life,Solid (feat. Drake),86.0,0.887,0.485,11.0,-9.358,0,0.2,0.0392,,0.141,0.328,125.987,215693.0,4,5 -Nirvana,The Man Who Sold The World,74.0,0.483,0.753,1.0,-8.937,0,0.0832,0.425,0.000142,0.257,0.42,115.102,261093.0,4,10 -IOU,Olivia Chaney,23.0,0.509,0.289,4.0,-8.3,1,0.0286,0.88,0.0036,0.111,0.156,158.799,4.05045,3,0 -"Ivan Bielsa, Timothy Reiger",Blue In Green,40.0,0.567,0.123,5.0,-16.546,1,0.0594,0.969,0.848,0.111,0.0492,113.205,2.490833333,4,7 -Armlock,Turf War,27.0,0.694,0.379,2.0,-14.014,1,0.0301,0.835,0.869,0.111,0.346,79.981,200020.0,4,6 -Atreyu,Catastrophe,59.0,0.54,0.968,5.0,-3.167,1,0.0766,0.00429,1.2e-05,0.111,0.354,130.015,164867.0,4,10 -The Killers,Be Still,55.0,0.548,0.254,3.0,-8.981,1,0.0314,0.59,1.55e-05,0.0937,0.0386,143.769,273240.0,4,10 -Benny Carter,Crazy Rhythm,12.0,0.634,0.637,7.0,-8.07,0,0.0542,0.272,0.251,0.0874,0.839,118.997,3.398883333,4,7 -Cedric Burnside,Coldwater,34.0,0.604,0.612,4.0,-6.92,1,0.0262,0.314,4.39e-05,0.104,0.375,102.969,247145.0,4,2 -Lando Burch,Disco Dad,37.0,0.672,0.808,,-6.657,1,0.325,2.74e-05,0.666,0.0655,0.646,123.053,300488.0,4,6 -Electric Enemy,Heartache Melody,42.0,0.393,0.926,1.0,-2.368,0,0.116,0.00195,0.0287,0.371,0.36,145.92,172140.0,4,10 -Seaway,Mrs. David,48.0,0.537,0.943,11.0,-4.505,1,0.0707,0.000132,6.16e-05,0.204,0.477,130.034,201500.0,4,10 -Slash,"Sweet Child O' Mine (feat. Myles Kennedy and The Conspirators) - Live at Spotify, London",58.0,0.566,0.538,6.0,-5.729,1,0.0346,0.406,0.000497,0.979,0.315,121.154,396968.0,4,10 -Lloyd Cole and the Commotions,Rattlesnakes,49.0,0.457,0.884,9.0,-9.954,1,0.0675,0.02,4.17e-05,0.09,0.682,151.747,207427.0,4,6 -The Black Crowes,Waitin' Guilty,42.0,0.359,0.938,,-4.182,1,0.0773,0.00364,9.04e-06,0.0972,0.378,113.468,184720.0,4,10 -Advaita,Mere Yaar,23.0,0.578,0.455,11.0,-11.265,1,0.0252,0.813,0.0532,0.112,0.217,99.988,3.763333333,4,0 -Shlomo Artzi,◊û◊†◊í◊ë ◊ú◊ö ◊™'◊ì◊û◊¢◊ï◊™,37.0,0.552,0.57,1.0,-6.973,0,0.0274,0.71,2.18e-06,0.0886,0.734,147.268,187413.0,4,10 -Nitin Sawhney,The Namesake Reprise,27.0,0.524,0.224,2.0,-11.612,1,0.0327,0.896,0.686,0.0937,0.148,130.093,304080.0,4,6 -Years & Years,Starstruck,74.0,0.555,0.879,9.0,-2.484,0,0.0983,0.011,,0.298,0.691,113.852,207755.0,4,9 -Ludacris,Stand Up,3.0,0.754,0.854,6.0,-4.192,1,0.328,0.344,,0.0825,0.772,99.095,216341.0,4,5 -Onslaught,Strike Fast Strike Hard,34.0,0.469,0.975,,-6.912,0,0.0706,2.87e-06,0.0851,0.293,0.502,105.003,278400.0,4,8 -Pixies,Wave of Mutilation,59.0,0.642,0.355,5.0,-14.196,1,0.0329,0.0951,3.44e-05,0.0865,0.725,180.26,180133.0,4,10 -ONR,It Gets To A Point,45.0,0.545,0.964,1.0,-4.326,1,0.0565,0.000114,3.87e-06,0.0842,0.698,142.002,233439.0,4,10 -Kid Ink,Red Light,55.0,0.829,0.619,9.0,-8.275,0,0.0996,0.0871,1.3e-06,0.119,0.217,102.025,160161.0,4,5 -Points of Conception,Transformation,23.0,0.441,0.984,,-3.449,1,0.167,7.71e-05,,0.0581,0.135,120.023,201625.0,4,8 -Tommy Johnson,Canned Heat Blues,32.0,0.747,0.162,2.0,-16.498,1,0.031,0.964,0.000291,0.132,0.716,93.09,219141.0,1,2 -Guns N' Roses,Paradise City,77.0,0.273,0.952,11.0,-8.762,1,0.0843,0.0169,0.0111,0.142,0.472,100.271,6.76066667,4,10 -Omer Adam,◊§◊¢◊ù ◊ë◊ó◊ô◊ô◊ù,41.0,0.718,0.304,9.0,-10.176,1,0.0688,0.772,,0.141,0.556,99.788,243187.0,4,9 -The Dandy Warhols,Ride,33.0,0.11,0.729,9.0,-7.247,1,0.0395,0.000413,0.137,0.108,0.498,182.476,249963.0,4,10 -Me And That Man,My Church Is Black,40.0,0.38,0.843,4.0,-2.939,0,0.0346,0.0279,0.519,0.113,0.306,106.149,178987.0,4,2 -The Mayries,Voices,48.0,0.481,0.175,11.0,-15.214,1,0.03,0.882,,0.114,0.207,110.224,186129.0,4,9 -Yonatan Rozen,◊ê◊ï◊ò◊ï◊û◊ï◊ë◊ô◊ú,33.0,0.765,0.813,2.0,-4.76,1,0.0398,0.102,,0.0701,0.624,94.088,217200.0,4,6 -Johnny Cash,One Piece at a Time,58.0,0.721,0.539,10.0,-14.064,1,0.351,0.685,,0.282,0.963,102.648,241813.0,4,10 -LPB Poody,Batman,78.0,0.893,0.565,1.0,-4.74,1,0.268,0.0754,,0.0375,0.808,81.009,156432.0,4,9 -VED,Ett visst f√§ngelse,18.0,0.546,0.918,8.0,-10.854,0,0.0328,0.063,0.946,0.403,0.956,90.103,277313.0,4,6 -Soundgarden,The Day I Tried To Live,58.0,0.472,0.752,,-6.051,1,0.0555,0.000164,0.181,0.0903,0.305,133.248,320107.0,4,10 -Jonas Blue,Younger,64.0,0.784,0.845,3.0,-2.793,1,0.0596,0.286,1.59e-05,0.074,0.888,105.981,194721.0,4,9 -Tropidelic,Cali,45.0,0.646,0.807,5.0,-5.169,1,0.0353,0.00445,,0.108,0.825,142.038,223348.0,4,10 -Michael Kiwanuka,Hero,57.0,0.532,0.942,4.0,-3.395,0,0.0348,0.0232,0.848,0.104,0.533,95.065,199133.0,4,9 -Skindred,Nobody,59.0,0.627,0.91,10.0,-4.629,0,0.052,0.018,,0.369,0.751,97.867,236013.0,4,8 -Crossfaith,RedZone,47.0,0.405,0.943,6.0,-5.399,0,0.0929,7.95e-05,0.000672,0.159,0.521,175.008,227707.0,4,10 -The 1975,People,51.0,0.492,0.926,,-5.257,1,0.188,3.74e-05,0.0187,0.475,0.479,149.957,160008.0,4,10 -N.O.R.E.,N.O.R.E.,48.0,0.881,0.622,10.0,-7.366,0,0.307,0.00137,,0.0524,0.708,93.455,194973.0,4,5 -Pink Sweat$,At My Worst (feat. Kehlani),74.0,0.731,0.484,,-5.579,1,0.0354,0.73,3.01e-06,0.326,0.35,92.043,169128.0,4,9 -"Christone ""Kingfish"" Ingram",Listen,35.0,0.617,0.593,4.0,-7.761,1,0.028,0.385,0.000123,0.137,0.614,95.086,329237.0,4,2 -NTMY,Ransom,48.0,0.806,0.149,8.0,-14.023,0,0.0583,0.924,,0.111,0.635,112.001,166699.0,4,9 -Rory Gallagher,Bourbon,17.0,0.301,0.813,11.0,-8.145,1,0.0459,0.0949,0.001,0.308,0.563,158.675,234901.0,4,2 -Cheap Trick,The Flame,66.0,0.629,0.581,4.0,-11.856,1,0.027,0.513,2.06e-06,0.0755,0.359,97.074,338800.0,4,10 -Dispatch,Only the Wild Ones,63.0,0.492,0.7,8.0,-7.001,1,0.0437,0.413,0.00013,0.0996,0.605,110.741,253165.0,4,10 -"Kina Grannis, Imaginary Future",God Only Knows,58.0,0.658,0.125,8.0,-15.901,1,0.0323,0.877,,0.287,0.507,106.686,2.2757,4,0 -Cosmo Sheldrake,Skylark,36.0,0.79,0.143,9.0,-17.285,1,0.39,0.948,2.65e-05,0.339,0.589,119.964,135040.0,3,6 -Eagles,Take It to the Limit - 2013 Remaster,66.0,0.435,0.423,11.0,-8.795,1,0.024,0.0916,0.000659,0.132,0.451,91.137,287091.0,3,10 -Son Little,belladonna,37.0,0.586,0.401,6.0,-11.063,0,0.223,0.128,0.00472,0.263,0.405,115.951,195341.0,4,2 -Pee Wee Crayton,Let The Good Times Roll,36.0,0.619,0.839,9.0,-10.204,1,0.416,0.265,0.00363,0.0789,0.743,162.385,173000.0,4,2 -"Barbara Mandrell, George Jones","I Was Country When Country Wasn't Cool - Live At The Roy Acuff Theater Nashville, TN, 1981",47.0,0.597,0.473,,-14.271,1,0.0318,0.0759,0.000119,0.937,0.533,105.031,3.67,4,4 -Philip Sayce Group,Morning Star,41.0,0.393,0.913,8.0,-5.009,1,0.0713,0.00683,0.00328,0.0547,0.651,78.157,309533.0,4,10 -MO3,Outside,63.0,0.57,0.431,9.0,-8.685,0,0.178,0.583,,0.105,0.433,154.918,215496.0,4,5 -Ryan Adams,Wonderwall,60.0,0.321,0.22,7.0,-12.608,0,0.0352,0.828,0.00398,0.0873,0.301,157.037,248280.0,4,10 -Altin G√ºn,Kara Toprak,46.0,0.792,0.634,4.0,-11.178,0,0.0723,0.116,0.162,0.065,0.556,90.04,252036.0,4,10 -Iggy Pop,The Passenger,73.0,0.498,0.889,,-5.413,1,0.0546,0.0947,1.62e-06,0.733,0.696,134.88,283360.0,4,1 -Bobby Verne,Red Hot Car,27.0,0.299,0.578,9.0,-7.567,1,0.0341,0.67,7.1e-05,0.125,0.707,90.612,154680.0,4,10 -Good Thing,Maple Glider,33.0,0.704,0.2,8.0,-12.217,0,0.035,0.755,0.00186,0.126,0.139,111.947,4.207583333,4,0 -Peeping Drexels,Pit,11.0,0.599,0.617,8.0,-9.81,1,0.0425,0.0209,5e-06,0.146,0.279,135.002,239107.0,4,6 -Justin Timberlake,SexyBack (feat. Timbaland),80.0,0.967,0.583,7.0,-5.562,0,0.0789,0.0584,,0.0519,0.964,117.0,242733.0,4,9 -Beartooth,Devastation,63.0,0.501,0.988,1.0,-3.339,1,0.12,6.02e-05,5.54e-05,0.394,0.192,94.953,221748.0,4,10 -M-Beat,Incredible,54.0,0.807,0.903,4.0,-11.09,1,0.113,0.211,3.13e-06,0.0565,0.94,165.034,269867.0,4,5 -Moshe Peretz,◊ê◊©◊û◊ï◊® ◊¢◊ú◊ô◊ô◊ö,25.0,0.684,0.892,1.0,-3.262,0,0.0508,0.122,,0.415,0.854,126.004,244187.0,4,9 -The Strangeloves,I Want Candy,41.0,0.669,0.848,8.0,-10.072,0,0.03,0.0273,0.0869,0.0881,0.661,102.048,177507.0,4,6 -Genesis Owusu,Gold Chains,43.0,0.66,0.708,10.0,-9.142,1,0.117,0.101,0.00185,0.0869,0.908,75.219,218307.0,4,6 -The Vaccines,If You Wanna,64.0,0.353,0.866,2.0,-3.274,1,0.0392,3.03e-05,3e-05,0.295,0.544,165.215,174013.0,4,10 -Bonded,Suit Murderer,10.0,0.496,0.984,11.0,-3.899,0,0.136,3.41e-05,0.000335,0.368,0.247,107.48,252840.0,4,8 -Moshe Peretz,◊ë◊®◊¶◊ú◊ï◊†◊î,32.0,0.557,0.674,4.0,-4.547,0,0.0328,0.0484,,0.105,0.362,143.886,218478.0,4,9 -Don Rimini,Let Me Back Up - Crookers Tetsujin Remix,26.0,0.764,0.961,2.0,-3.658,1,0.0559,0.172,0.0524,0.0473,0.432,126.008,351095.0,4,1 -Imperia,Starlight,45.0,0.51,0.944,5.0,-5.773,0,0.0385,5.68e-05,0.000167,0.228,0.635,109.985,326160.0,4,8 -Steep Canyon Rangers,Honey on My Tongue,47.0,0.409,0.566,,-6.234,1,0.0347,0.582,3.51e-06,0.11,0.423,181.783,203347.0,4,1 -Shemekia Copeland,Promised Myself,31.0,0.602,0.324,4.0,-7.498,1,0.0479,0.57,,0.108,0.261,124.136,319458.0,3,2 -Passafire,Greatest Hits,43.0,0.693,0.538,7.0,-6.191,1,0.0557,0.207,,0.109,0.821,95.992,175440.0,4,10 -Reese Quartet,Lost and Found,55.0,0.488,0.153,5.0,-17.966,1,0.033,0.918,0.384,0.141,0.155,143.907,3.441083333,4,7 -Ozzy Osbourne,Straight to Hell,55.0,0.436,0.761,8.0,-2.43,1,0.0506,0.00127,0.00403,0.173,0.282,142.027,225027.0,4,8 -serpentwithfeet,Fellowship,50.0,0.861,0.642,7.0,-8.634,0,0.0793,0.421,0.000262,0.0828,0.775,113.976,219320.0,4,9 -Briston Maroney,It's Still Cool If You Don't,56.0,0.597,0.655,9.0,-6.188,1,0.0299,0.00473,5.15e-05,0.607,0.36,121.06,237413.0,4,1 -Transatlantic,Heart Like a Whirlwind,35.0,0.393,0.895,10.0,-6.187,1,0.0524,0.00416,1.13e-06,0.71,0.281,131.256,311267.0,4,8 -Fleece,Do U Mind? (Leave the Light On),55.0,0.625,0.358,5.0,-8.545,0,0.0279,0.309,0.0171,0.11,0.238,84.609,222929.0,4,6 -Paul Simon,Father and Daughter,54.0,0.775,0.56,4.0,-7.085,1,0.0314,0.195,0.000863,0.183,0.811,106.003,251187.0,4,10 -Arca,Mequetrefe,49.0,0.674,0.823,,-8.654,1,0.202,0.0199,1.25e-05,0.666,0.673,94.118,140742.0,4,6 -Attila,Clarity,57.0,0.45,0.993,6.0,-2.216,1,0.292,3.45e-05,0.0308,0.451,0.217,160.029,211875.0,4,8 -Maudits,Verloren Strijd,22.0,0.189,0.872,2.0,-4.918,1,0.0528,3.16e-05,0.9,0.125,0.122,109.953,315856.0,4,8 -Laura Marling,Strange Girl,54.0,0.682,0.74,2.0,-9.886,1,0.0445,0.286,2.13e-06,0.0812,0.904,98.999,201893.0,4,1 -Boston,More Than a Feeling,79.0,0.377,0.682,7.0,-8.039,1,0.0299,0.000894,0.00217,0.0504,0.288,108.736,285133.0,4,10 -Dan Mangan,Fool For Waiting,42.0,0.325,0.342,7.0,-8.86,1,0.0358,0.748,6.63e-05,0.101,0.264,92.08,243193.0,4,9 -Hermie,I Will Wait For You,40.0,0.44,0.114,2.0,-18.43,0,0.037,0.953,0.849,0.119,0.144,92.895,2.2809,4,7 -Kelsea Ballerini,Peter Pan,64.0,0.514,0.659,1.0,-6.142,1,0.0309,0.0284,,0.266,0.463,76.483,3.334,4,4 -Charli XCX,pink diamond,5.0,0.675,0.787,11.0,-2.468,0,0.334,0.0693,,0.0494,0.647,140.959,124067.0,4,6 -P!nk,Just Give Me a Reason (feat. Nate Ruess),82.0,0.778,0.547,2.0,-7.273,1,0.0489,0.346,0.000302,0.132,0.441,95.002,242733.0,4,9 -Gwendolyn Brooks,"Beverly Hills, Chicago",10.0,0.587,0.0595,11.0,-26.964,1,0.73,0.857,,0.128,0.376,172.18,136867.0,3,5 -West Thebarton,Moving Out,31.0,0.489,0.925,7.0,-4.679,1,0.0644,7.37e-05,0.00543,0.347,0.651,169.832,172387.0,4,10 -Porridge Radio,Strong Enough,29.0,0.405,0.715,,-8.197,1,0.0374,0.541,0.223,0.0819,0.116,132.407,191267.0,4,6 -Arrested Youth,The Kid I Used to Know,63.0,0.639,0.776,9.0,-4.61,1,0.0829,0.0731,1.97e-06,0.18,0.267,160.101,145801.0,4,10 -Eyal Golan,◊®◊õ◊ë◊™ ◊î◊®◊ô◊ù,43.0,0.643,0.378,10.0,-9.741,0,0.0301,0.792,,0.129,0.484,126.052,170000.0,4,9 -Trapdoor,Valh√∂ll,33.0,0.52,0.761,2.0,-6.873,0,0.0304,0.000596,0.306,0.178,0.276,118.908,358000.0,4,10 -Yung Mal,Wassup With Me (feat. G Herbo),32.0,0.841,0.843,11.0,-8.777,0,0.374,0.0586,,0.102,0.652,89.996,202206.0,4,5 -The Warning,Survive,42.0,0.628,0.795,11.0,-6.941,0,0.0282,0.00406,1.36e-05,0.132,0.731,134.999,308387.0,4,10 -Nicki Minaj,Seeing Green (with Drake & Lil Wayne),80.0,0.573,0.867,5.0,-2.876,0,0.168,0.0853,,0.38,0.231,74.861,339506.0,4,9 -Sleater-Kinney,A New Wave,36.0,0.32,0.932,7.0,-4.85,1,0.0992,0.0024,0.0145,0.508,0.607,173.83,218533.0,4,1 -Skegss,Fantasising,47.0,0.176,0.962,5.0,-3.139,1,0.103,1.66e-05,0.522,0.321,0.425,153.951,206733.0,4,10 -Kinneret,No Wind Resistance!,63.0,0.692,0.494,1.0,-12.232,0,0.0581,0.234,0.00453,0.122,0.469,139.874,198924.0,4,9 -Post Malone,Circles,88.0,0.695,0.762,,-3.497,1,0.0395,0.192,0.00244,0.0863,0.553,120.042,215280.0,4,9 -No Vacation,Yam Yam,64.0,0.445,0.591,7.0,-9.004,0,0.0316,0.319,0.766,0.107,0.0774,137.864,216038.0,4,6 -Little Feat,The Weight,30.0,0.334,0.884,7.0,-4.923,1,0.0399,0.135,3.71e-06,0.126,0.552,163.04,318320.0,4,10 -Conquer Divide,Messy,45.0,0.406,0.804,6.0,-6.341,0,0.0504,0.00546,5.25e-05,0.473,0.48,155.023,216000.0,4,8 -Lucky Peterson,Funky Broadway,16.0,0.584,0.635,8.0,-9.223,1,0.127,0.219,0.00227,0.351,0.915,91.121,281013.0,4,2 -◊ò◊ú ◊ê◊ï◊®◊ü,◊©◊ë◊™,13.0,0.598,0.772,7.0,-9.139,1,0.0339,0.00297,0.015,0.924,0.707,126.019,306902.0,3,9 -Beggars & Thieves,Your Love Is in Vain,21.0,0.4,0.456,7.0,-11.607,1,0.0338,0.104,2.73e-06,0.0981,0.273,117.623,308973.0,4,10 -After The Burial,Collapse,50.0,0.373,0.97,1.0,-4.905,1,0.181,2.02e-05,0.668,0.446,0.277,153.786,252469.0,4,8 -The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,9 -Jake Bugg,Lost,62.0,0.723,0.896,10.0,-2.512,1,0.0435,0.0598,7.76e-05,0.0689,0.938,124.013,208402.0,4,9 -"Majestic, Boney M.",Rasputin,89.0,0.758,0.913,6.0,-2.926,0,0.113,0.00364,6.92e-05,0.193,0.658,128.04,3.1035,4,9 -Hannah Jadagu,Sundown,32.0,0.55,0.716,,-5.084,1,0.0397,0.299,0.0396,0.141,0.202,110.027,216367.0,4,9 -whenyoung,Given Up,31.0,0.506,0.832,7.0,-3.913,1,0.0596,0.00154,2.15e-05,0.087,0.32,140.903,195587.0,4,1 -Shordie Shordie,Good Evening,54.0,0.699,0.666,9.0,-7.883,0,0.282,0.0229,,0.127,0.433,99.888,137640.0,4,5 -Liquid Liquid,Cavern,45.0,0.682,0.78,7.0,-9.948,1,0.0538,0.0114,0.735,0.0862,0.317,115.564,319760.0,4,1 -Long John Hunter,Crazy Love,30.0,0.47,0.401,5.0,-12.476,1,0.0355,0.297,0.00594,0.174,0.407,188.037,341933.0,3,2 -C. Ramchandra,"Subhaschandra Ke Naam Se, Pt. 1",1.0,0.611,0.402,4.0,-11.807,1,0.328,0.936,,0.149,0.444,103.809,2.639333333,4,3 -Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,6 -Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,6 -The Pretty Reckless,Make Me Wanna Die - Acoustic Version,37.0,0.582,0.338,5.0,-6.416,0,0.0369,0.665,4.01e-05,0.107,0.298,97.785,213880.0,4,10 -Handbook,Eyes - Edit,21.0,0.567,0.461,1.0,-7.124,1,0.0459,0.00107,0.136,0.4,0.184,83.021,2.939766667,4,0 -The Vaselines,Son Of A Gun,47.0,0.531,0.943,7.0,-6.025,1,0.0489,0.5,0.232,0.932,0.778,144.746,225760.0,4,6 -Stellar,Ashes,76.0,0.712,0.568,5.0,-7.864,0,0.0546,0.0947,,0.169,0.46,130.019,166356.0,4,9 -The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,6 -Prasanna,Bowling For Peace,26.0,0.349,0.443,3.0,-15.045,1,0.0328,0.964,0.925,0.0872,0.657,135.03,426413.0,4,6 -Vantage,Right on Time,42.0,0.834,0.856,5.0,-3.309,0,0.206,0.00118,0.0494,0.389,0.772,125.984,209529.0,4,6 -Ministry,Alert Level (Quarantined Mix),44.0,0.547,0.949,9.0,-6.244,1,0.0546,0.00038,0.177,0.101,0.169,119.991,366427.0,4,8 -Parker McCollum,Hold Me Back,2.0,0.737,0.409,,-10.917,1,0.026,0.18,0.00423,0.128,0.405,106.965,183653.0,4,1 -Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,6 -"Lata Mangeshkar, S. P. Balasubrahmanyam",Mujhse Juda Hokar,45.0,0.553,0.38,5.0,-18.311,0,0.0397,0.446,2.87e-05,0.307,0.861,161.161,6.036216667,4,3 -Berry Sakharof,◊®◊ê◊ô ◊ê◊ô◊ñ◊î ◊§◊ú◊ê,39.0,0.487,0.738,,-6.066,0,0.0369,0.0301,1.98e-05,0.0455,0.694,158.059,278107.0,4,10 -Benaia Barabi,◊õ◊û◊î ◊®◊ß◊ì◊†◊ï,45.0,0.419,0.339,7.0,-7.694,0,0.0366,0.784,1.56e-06,0.16,0.378,90.566,181390.0,3,9 -FCG Heem,Need Dat Crack,,0.494,0.506,10.0,-8.298,0,0.398,0.373,,0.105,0.533,90.175,223977.0,4,5 -Kate Tempest,The Beigeness,37.0,0.887,0.855,,-6.21,1,0.186,0.146,3.66e-05,0.109,0.67,116.982,188777.0,4,6 -Jacob Simon Band,Perdido,44.0,0.571,0.41,,-11.428,1,0.0413,0.716,0.755,0.0832,0.499,81.218,3.381733333,4,7 -Psychic Ills,I Don't Mind,41.0,0.191,0.376,1.0,-9.946,1,0.0341,0.47,0.775,0.104,0.194,159.53,280720.0,3,6 -Fuel,Hemorrhage (In My Hands),48.0,0.313,0.831,1.0,-3.894,1,0.0404,0.000127,0.000341,0.24,0.332,152.034,236867.0,4,9 -BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,6 -Mike Shinoda,Happy Endings (feat. iann dior and UPSAHL),67.0,0.652,0.876,7.0,-3.323,1,0.0359,0.0307,,0.449,0.695,126.007,212513.0,4,10 -Quaker City Night Hawks,Good Evening,42.0,0.527,0.606,5.0,-6.799,1,0.0305,0.0134,0.00029,0.418,0.267,105.509,279107.0,4,10 -Yan Wagner,Fais comme si,33.0,0.75,0.681,,-6.906,1,0.0401,0.011,0.549,0.0684,0.967,125.005,201080.0,4,6 -SK√ÅLD,R√∫n,54.0,0.555,0.422,8.0,-11.541,0,0.0372,0.405,0.0569,0.135,0.35,170.115,160400.0,4,8 -Carla Geneve,Greg's Discount Chemist,37.0,0.696,0.598,7.0,-5.413,1,0.0301,0.0146,0.000517,0.104,0.515,132.941,209661.0,4,6 -Muse,Stockholm Syndrome,60.0,0.434,0.977,2.0,-4.845,1,0.0786,0.00187,0.166,0.347,0.0939,128.223,297000.0,4,10 -Razorlight,America,67.0,0.447,0.568,2.0,-4.975,1,0.0305,0.295,3.26e-06,0.355,0.149,90.933,249760.0,4,6 -Egypt Central,Let Me Out,49.0,0.434,0.955,2.0,-2.637,0,0.0719,0.000127,1.09e-05,0.0572,0.336,89.113,212900.0,4,10 -Civil Twilight,Letters From The Sky,49.0,0.342,0.7,8.0,-5.955,1,0.0449,0.561,0.00121,0.0994,0.118,150.04,275040.0,4,10 -Ten Years After,Hear Me Calling - Mono,21.0,0.413,0.705,9.0,-9.565,1,0.0356,0.0446,0.00325,0.0951,0.571,128.54,348240.0,4,2 -Bon Jovi,I'll Be There For You,68.0,0.437,0.727,2.0,-5.432,1,0.0293,0.0532,,0.103,0.233,73.029,5.77645,4,10 -Amir Ve Ben,◊™◊ú ◊ê◊ë◊ô◊ë ◊ñ◊î ◊ê◊†◊ô ◊ï◊ê◊™,50.0,0.847,0.608,8.0,-4.925,1,0.0645,0.511,,0.0862,0.707,104.993,221235.0,4,9 -TEMPOREX,U Open Up a Window,41.0,0.604,0.609,6.0,-7.104,1,0.0327,0.0219,0.0178,0.342,0.351,143.579,191664.0,4,6 -"Antônio Carlos Jobim, Sharon Isbin",Jobim: Road to the Sun,48.0,0.356,0.0145,2.0,-31.366,1,0.0526,0.991,0.922,0.0945,0.196,78.685,2.533333333,3,7 -The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,10 -Linkin Park,Guilty All the Same (feat. Rakim),59.0,0.566,0.969,2.0,-3.369,0,0.046,0.0287,0.000442,0.281,0.641,100.012,355120.0,4,10 -Nitty Gritty Dirt Band,Fishin' in the Dark,60.0,0.771,0.283,2.0,-16.326,1,0.0444,0.198,,0.0888,0.906,77.756,3.379783333,4,4 -"The Kid LAROI, Polo G, Stunna Gambino",NOT SOBER (feat. Polo G & Stunna Gambino),83.0,0.671,0.639,2.0,-6.852,0,0.134,0.0928,,0.0941,0.385,119.82,3.6,5,9 -Andromida,Supernova,39.0,0.427,0.992,11.0,-2.642,1,0.101,1.63e-05,0.944,0.108,0.267,143.052,273566.0,4,8 -Matthewdavid,La Tierra de la Culebra,37.0,0.208,0.433,5.0,-12.396,1,0.0498,0.991,0.94,0.172,0.278,82.92,124000.0,4,6 -Le Shiv,When The Kids Grow Up,31.0,0.404,0.514,,-6.849,1,0.031,0.00137,0.00177,0.252,0.163,120.2,219998.0,4,6 -Muddy Waters,Got My Mojo Working,49.0,0.519,0.779,4.0,-9.159,1,0.0648,0.573,8.13e-05,0.286,0.888,113.487,173040.0,4,2 -Yemi Alade,Boyz,46.0,0.8,0.841,10.0,-3.771,0,0.073,0.355,0.000694,0.0784,0.711,100.0,214000.0,4,9 -The Wrecks,I Want My Life Back Now,43.0,0.523,0.918,5.0,-5.535,1,0.0879,0.0037,,0.161,0.245,109.987,188707.0,4,10 -Danielle Bradbery,Slow Burn - Yours Truly: 2018,44.0,0.425,0.314,2.0,-9.072,1,0.0312,0.924,0.0124,0.129,0.311,73.69,3.49645,4,0 -T. Rex,Jeepster,49.0,0.394,0.863,9.0,-6.239,1,0.101,0.0157,0.0116,0.0609,0.907,193.552,247773.0,4,10 -The Suitcase Junket,On Our Own,43.0,0.509,0.504,1.0,-6.789,1,0.0267,0.351,0.15,0.31,0.327,104.755,161320.0,4,10 -TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,9 -A Perfect Circle,The Doomed,54.0,0.367,0.903,4.0,-5.956,0,0.175,0.0477,0.00124,0.235,0.239,106.329,281781.0,3,10 -Lynyrd Skynyrd,I Know A Little,51.0,0.384,0.575,2.0,-11.808,1,0.0635,0.0818,0.00387,0.161,0.775,196.495,207973.0,4,10 -Mazen,Dork,31.0,0.858,0.561,7.0,-8.628,0,0.145,0.135,,0.372,0.411,125.016,207915.0,4,9 -Rostam,These Kids We Knew,46.0,0.675,0.649,4.0,-8.937,1,0.0562,0.334,0.0655,0.11,0.496,148.0,148267.0,4,1 -Diamanda Gal√°s,Do You Take This Man?,34.0,0.632,0.8,11.0,-10.833,0,0.0361,0.00676,0.00773,0.148,0.767,131.371,369400.0,4,10 -patchymate,babyur2nice,,0.74,0.646,6.0,-5.838,0,0.375,0.0766,1.15e-05,0.386,0.776,127.896,120000.0,4,6 -Yuval Dayan,◊™◊†◊í◊ü,29.0,0.667,0.694,10.0,-7.44,0,0.0265,0.168,,0.149,0.417,125.023,198693.0,4,9 -Against The Current,weapon,64.0,0.402,0.924,7.0,-4.089,0,0.156,0.00021,,0.237,0.443,180.075,197209.0,4,10 -The Undertones,Teenage Kicks,61.0,0.415,0.782,2.0,-6.745,1,0.0461,0.0011,,0.14,0.564,135.029,148480.0,4,6 -Defamed,Wounds,34.0,0.27,0.957,1.0,-3.848,1,0.145,0.000525,0.706,0.389,0.454,92.99,216913.0,5,8 -REO Speedwagon,Take It On the Run,68.0,0.371,0.758,7.0,-5.679,1,0.036,0.0958,,0.116,0.452,77.81,239680.0,4,10 -grandson,War,54.0,0.369,0.835,1.0,-4.462,0,0.0777,0.000105,0.0523,0.253,0.525,160.156,211500.0,4,10 -"Bruno Mars, Anderson .Paak, Silk Sonic",Skate,77.0,0.719,0.631,5.0,-7.779,1,0.0312,0.0384,,0.109,0.761,111.982,3.38538333,4,9 -Claud,Gold,6.0,0.74,0.121,7.0,-21.824,1,0.0565,0.996,0.939,0.139,0.917,81.616,97600.0,4,6 -Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,1 -Tyler Leads,Hellhounds,27.0,0.293,0.978,5.0,-4.882,1,0.087,5.51e-05,0.00604,0.518,0.514,141.714,174378.0,4,8 -Nulbarich,Be Alright feat. Mummy-D,32.0,0.673,0.538,,-8.64,1,0.36,0.486,3.13e-06,0.101,0.455,179.987,220400.0,4,9 -Flat Duo Jets,Frog Went a Courtin',32.0,0.189,0.997,4.0,-8.196,1,0.119,0.193,0.0472,0.193,0.084,186.337,138413.0,4,2 -MARINA,Man's World,29.0,0.5,0.499,7.0,-8.069,0,0.0485,0.285,,0.105,0.292,126.059,239830.0,3,6 -We Were Sharks,New Low,,0.493,0.968,1.0,-3.615,1,0.0974,8.56e-05,3.65e-05,0.323,0.592,119.641,164927.0,4,10 -Billie Marten,Human Replacement,28.0,0.533,0.663,1.0,-8.301,0,0.0341,0.237,0.0814,0.0709,0.702,175.927,185627.0,4,1 -Starcastle,Lady of the Lake,26.0,0.359,0.699,1.0,-11.195,1,0.0402,0.0064,0.222,0.117,0.514,148.092,626933.0,4,10 -Doja Cat,Kiss Me More (feat. SZA),98.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,208867.0,4,5 -Courtney Marie Andrews,It Must Be Someone Else‚Äôs Fault,45.0,0.563,0.535,8.0,-7.922,1,0.0296,0.509,2.35e-06,0.0838,0.391,94.574,198173.0,4,1 -Lynch Mob,Wicked Sensation,46.0,0.559,0.875,,-7.575,0,0.0339,0.000157,5.21e-05,0.0609,0.425,98.159,281840.0,4,8 -Eden Ben Zaken,◊™◊ê◊û◊ô◊ü ◊ú◊ô,29.0,0.492,0.727,7.0,-4.736,0,0.0344,0.286,,0.166,0.371,145.978,267747.0,4,9 -Joey Gilmore,Blues All Over You,11.0,0.723,0.595,11.0,-7.407,0,0.03,0.161,0.000273,0.181,0.892,122.477,221587.0,4,2 -Mohammed Rafi,Khush Rahe Tu Sada,12.0,0.426,0.426,7.0,-10.955,0,0.0545,0.455,,0.256,0.506,115.618,3.680216667,4,3 -Tropidelic,Sleepers (with RDGLDGRN),39.0,0.61,0.683,,-6.168,1,0.0998,0.238,,0.151,0.379,140.055,223027.0,4,10 -Gorillaz,She's My Collar (feat. Kali Uchis),70.0,0.726,0.815,11.0,-5.886,1,0.0313,0.00799,0.081,0.112,0.462,140.158,209560.0,4,9 -Fox Stevenson,Dreamland,56.0,0.413,0.879,11.0,-4.934,1,0.0747,0.000132,,0.384,0.59,167.94,241159.0,4,10 -New Found Glory,My Friends Over You,66.0,0.404,0.98,2.0,-4.038,1,0.107,0.000193,,0.0742,0.433,177.793,220200.0,4,10 -Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,6 -Wiley,Step 2001 - Instrumental,12.0,0.903,0.869,2.0,-10.167,0,0.125,0.0978,0.000749,0.258,0.896,139.982,205714.0,4,5 -La Rata Bluesera,Blues de la Transici√≥n,24.0,0.412,0.379,9.0,-12.424,0,0.0603,0.327,0.000336,0.692,0.248,102.96,212815.0,4,2 -The National Parks,Wind & Anchor,50.0,0.44,0.324,6.0,-9.468,1,0.0307,0.777,1.41e-06,0.0621,0.328,79.382,3.14155,4,0 -Suffer Like G Did,Beow,29.0,0.442,0.61,9.0,-9.986,0,0.0581,0.0392,0.88,0.173,0.413,140.43,208893.0,4,10 -Major Murphy,Attention,43.0,0.533,0.876,2.0,-5.452,1,0.0311,0.000754,0.178,0.0823,0.606,101.011,177326.0,4,6 -The War and Treaty,Set My Soul on Fire,44.0,0.507,0.328,11.0,-10.767,0,0.0382,0.484,,0.128,0.299,122.416,299680.0,4,2 -John Mayer,Daughters,67.0,0.674,0.413,2.0,-7.816,1,0.0274,0.836,1.95e-05,0.098,0.503,124.893,3.96511667,3,0 -Nascent,Bottom Dollar,26.0,0.654,0.78,1.0,-4.612,1,0.0676,0.0239,0.0523,0.239,0.626,148.149,184288.0,4,9 -Marmozets,Captivate You,39.0,0.401,0.904,11.0,-5.297,0,0.098,0.000385,1.63e-06,0.0643,0.251,153.422,240667.0,4,1 -Petter Bergander Trio,One Night At Fasching,52.0,0.514,0.186,,-18.769,1,0.0342,0.885,0.765,0.099,0.414,114.744,4.304216667,3,7 -Metallica,The Day That Never Comes,63.0,0.334,0.982,4.0,-2.293,0,0.0619,9.11e-05,0.149,0.106,0.501,126.883,476267.0,4,8 -Î∞ïÌòúÏßÑ Park Hye Jin,CLOUDS,51.0,0.81,0.425,6.0,-14.68,0,0.0686,0.638,0.802,0.104,0.542,104.953,196008.0,4,1 -All That Remains,Madness,44.0,0.465,0.874,4.0,-5.058,0,0.0523,5.83e-05,,0.16,0.379,85.947,204427.0,4,10 -POLICE CAR COLLECTIVE,ALLTHETIME,41.0,0.2,0.63,5.0,-5.679,1,0.0291,0.000713,0.0879,0.137,0.145,42.956,425681.0,4,6 -Gary Clark Jr.,Come Together,63.0,0.447,0.788,2.0,-4.994,0,0.0464,0.00257,1.68e-05,0.0744,0.505,80.04,193714.0,4,10 -Krokus,Screaming in the Night,53.0,0.475,0.576,9.0,-13.059,1,0.0312,0.0218,0.0221,0.391,0.524,96.378,397773.0,4,10 -Slaves,One More Day Won‚Äôt Hurt,44.0,0.633,0.878,11.0,-5.985,1,0.11,0.00287,0.00256,0.0631,0.724,140.976,167000.0,4,10 -Damien Burbank,Sarah Tonin,31.0,0.363,0.191,3.0,-19.055,0,0.0367,0.744,,0.114,0.292,87.64,154511.0,4,6 -Mc Rebecca,T√¥ Preocupada (Calma Amiga) (feat. Anitta),72.0,0.895,0.671,7.0,-3.126,1,0.137,0.243,3.57e-06,0.0768,0.905,84.956,120000.0,4,9 -The Surfaris,Wipe Out,45.0,0.461,0.955,11.0,-6.684,1,0.0489,0.111,0.532,0.952,0.725,160.073,166092.0,4,6 -Lata Mangeshkar,Mere Khwabon Mein,51.0,0.621,0.512,7.0,-11.074,0,0.0547,0.634,,0.0803,0.926,114.802,4.274,4,3 -Whitesnake,Still Of The Night,3.0,0.357,0.853,4.0,-7.529,0,0.0492,0.00235,0.0013,0.158,0.294,100.157,397768.0,4,8 -The Peterson Brothers,Lose a Good Thing,35.0,0.641,0.646,8.0,-5.987,1,0.0231,0.0166,0.662,0.127,0.313,94.007,329511.0,4,2 -Fleetwood Mac,Go Your Own Way - 2004 Remaster,76.0,0.583,0.947,5.0,-5.12,1,0.0378,0.0185,0.00109,0.0679,0.803,135.448,223613.0,4,10 -Powderfinger,Waiting For The Sun,46.0,0.201,0.961,2.0,-5.234,1,0.0822,0.000525,0.294,0.329,0.154,109.135,234400.0,4,10 -Trivium,In Waves,60.0,0.477,0.94,9.0,-3.435,1,0.103,0.000211,0.0518,0.346,0.338,76.517,302467.0,4,8 -Bebe Rexha,Sacrifice,80.0,0.659,0.877,11.0,-5.089,0,0.0288,0.0878,,0.094,0.471,119.992,160871.0,4,9 -Ed Sheeran,Shape of You,86.0,0.825,0.652,1.0,-3.183,0,0.0802,0.581,,0.0931,0.931,95.977,233713.0,4,9 -Grizzly Bear,Two Weeks,69.0,0.537,0.712,5.0,-5.597,1,0.0286,0.289,0.00568,0.08,0.704,159.871,243160.0,4,6 -Marcia Ball,The Party's Still Going On,21.0,0.592,0.94,2.0,-4.265,1,0.0454,0.225,,0.276,0.967,159.713,205280.0,4,2 -Fenyan,Break Your Rules,29.0,0.697,0.867,,-8.685,0,0.0425,0.00739,0.381,0.396,0.478,121.996,259408.0,4,1 -Jerry Reed,Amos Moses,45.0,0.75,0.711,2.0,-10.633,1,0.0641,0.526,0.000653,0.0282,0.961,105.636,2.329333333,4,4 -The Police,Every Breath You Take - Remastered 2003,,0.82,0.452,1.0,-9.796,1,0.0348,0.543,0.00294,0.0714,0.737,117.401,253920.0,4,10 -MOD SUN,Amnesia,58.0,0.457,0.804,6.0,-4.756,0,0.0362,0.000206,,0.197,0.523,155.022,171033.0,4,9 -The Killers,The World We Live In,51.0,0.597,0.852,,-6.89,1,0.0248,0.0265,0.00425,0.266,0.559,105.996,278493.0,4,10 -Bombay Bicycle Club,Shuffle,61.0,0.627,0.959,7.0,-4.744,1,0.0298,0.316,0.00576,0.112,0.397,109.981,235293.0,4,6 -James TW,Butterflies - Acoustic,46.0,0.674,0.406,,-9.327,0,0.0534,0.786,,0.101,0.429,99.701,200547.0,4,9 -Aviv Geffen,◊ë◊ï◊ß◊® ◊ò◊ï◊ë ◊ê◊ô◊®◊ê◊ü,17.0,0.278,0.944,10.0,-6.169,1,0.0577,0.000132,0.16,0.304,0.494,164.968,182293.0,4,10 -SawanoHiroyuki[nZk]:mizuki,Avid,57.0,0.468,0.753,4.0,-4.329,0,0.031,0.179,5.65e-06,0.148,0.18,155.929,250293.0,4,10 -Jean Charnaux,Entrelaços,24.0,0.425,0.14,5.0,-14.161,1,0.0432,0.979,0.734,0.0994,0.183,83.518,2.658333333,4,7 -Tame Impala,The Less I Know The Better,84.0,0.64,0.74,4.0,-4.083,1,0.0284,0.0115,0.00678,0.167,0.785,116.879,216320.0,4,9 -Metallica,All Nightmare Long,59.0,0.268,0.974,9.0,-2.948,1,0.114,0.00067,0.00106,0.0772,0.342,182.095,477027.0,4,8 -Sea Girls,Forever,37.0,0.592,0.811,7.0,-8.282,1,0.0392,0.00118,0.00231,0.13,0.453,124.029,240640.0,4,10 -Blonde Redhead,Misery Is a Butterfly,42.0,0.548,0.77,9.0,-6.676,0,0.026,0.193,0.286,0.291,0.41,144.242,307667.0,4,6 -Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,6 -"Midival Punditz, Kutle Khan",Nukhta,15.0,0.501,0.659,1.0,-8.786,1,0.0355,0.0514,0.327,0.107,0.0756,175.998,4.315666667,4,0 -Godsmack,Bulletproof,59.0,0.362,0.915,5.0,-3.244,0,0.181,0.000181,,0.166,0.603,162.226,177048.0,4,10 -PawPaw Rod,Glass House,,0.801,0.391,7.0,-8.063,1,0.178,0.151,1.09e-05,0.137,0.86,180.926,171978.0,4,6 -Idan Yaniv,◊õ◊û◊î ◊ú◊ô◊ú◊ï◊™,39.0,0.676,0.512,11.0,-8.693,1,0.0463,0.624,,0.119,0.63,134.077,186269.0,4,9 -Archetypes Collide,Your Misery,46.0,0.447,0.913,1.0,-4.842,1,0.0551,1.02e-05,0.0706,0.0767,0.254,140.055,202286.0,4,10 -Far Away the Hills Are Green,"Joshua Burnside, Laura Quirke",40.0,0.467,0.114,7.0,-13.973,1,0.0318,0.941,2.25e-05,0.292,0.24,134.647,4.012233333,4,0 -Coldplay,Talk,63.0,0.415,0.554,7.0,-10.839,0,0.0334,0.00541,0.00202,0.155,0.163,120.318,311292.0,4,10 -Patrick Paige II,Freestyle,,0.824,0.812,1.0,-5.367,1,0.18,0.189,,0.269,0.775,164.04,129856.0,4,5 -Megan Thee Stallion,Circles,66.0,0.842,0.789,6.0,-8.733,0,0.178,0.0265,,0.355,0.795,111.113,170641.0,4,5 -Ravi Chary,Funk Jog,6.0,0.582,0.662,,-8.493,1,0.0346,0.282,0.504,0.0615,0.381,140.075,4.78,4,0 -Chapterhouse,Mesmerise,42.0,0.477,0.578,10.0,-7.965,1,0.0312,0.000224,0.169,0.195,0.666,88.043,252200.0,4,6 -Praying Mantis,Children of the Earth,47.0,0.208,0.787,9.0,-6.763,0,0.0728,0.00131,0.0171,0.0626,0.472,170.626,337880.0,4,8 -Lehakat Tzliley Haud,◊û◊ó◊®◊ï◊ñ◊™: ◊ó◊†◊î'◊ú◊î ◊î◊™◊ë◊ú◊ë◊ú◊î,24.0,0.379,0.654,9.0,-10.798,1,0.0447,0.694,0.000111,0.275,0.698,135.069,343800.0,4,9 -Jerry Garcia,House Of The Rising Sun,23.0,0.521,0.193,9.0,-17.467,0,0.0664,0.948,0.0337,0.152,0.236,138.78,485227.0,5,10 -Dudu Faruk,◊û◊°◊™◊§◊® ◊õ◊õ◊î,22.0,0.832,0.629,10.0,-8.245,1,0.344,0.225,0.000481,0.0713,0.52,130.062,136615.0,4,5 -Dave Matthews Band,Ants Marching,48.0,0.637,0.856,2.0,-4.34,1,0.034,0.0187,1.99e-05,0.0157,0.846,113.32,271187.0,4,9 -Las Penas,Enrejado,46.0,0.469,0.216,2.0,-14.891,1,0.0565,0.98,0.912,0.114,0.316,98.962,3.6279,4,7 -Zubi,sugar,66.0,0.774,0.609,3.0,-10.13,0,0.213,0.397,0.0458,0.111,0.891,95.598,205000.0,4,9 -LaSalle Street Trio,Deep In A Dream,56.0,0.476,0.0808,5.0,-21.66,1,0.0357,0.971,0.828,0.0978,0.182,113.985,4.702066667,4,7 -YSI,Shake well before use,44.0,0.602,0.496,10.0,-9.765,0,0.0407,0.386,0.87,0.112,0.504,158.433,340197.0,4,6 -"The Ayoub Sisters, Royal Philharmonic Orchestra, Mark Messenger",Pie Jesu,,0.159,0.126,9.0,-19.521,1,0.0467,0.921,0.585,0.0847,0.0442,78.151,3.31045,4,7 -Saweetie,"Best Friend (feat. Doja Cat, Jamie & CHANMINA) [Remix]",63.0,0.842,0.807,1.0,-3.59,0,0.134,0.0052,1.06e-06,0.0613,0.441,93.996,206000.0,4,9 -Valley,Kevin Morby,48.0,0.59,0.575,1.0,-6.42,0,0.0246,0.602,0.067,0.128,0.5,79.563,4.076216667,4,0 -Ofdrykkja,Herr Mannelig,43.0,0.614,0.143,9.0,-18.164,0,0.0267,0.981,0.803,0.114,0.112,119.48,419067.0,4,8 -Softcult,Gloomy Girl,36.0,0.427,0.623,9.0,-6.248,1,0.0321,0.000439,0.013,0.109,0.175,150.077,186411.0,4,6 -This Will Destroy You,Quiet,45.0,0.482,0.463,1.0,-7.927,1,0.0573,0.282,0.848,0.36,0.0427,115.011,293173.0,4,10 -Snail Mail,Pristine,57.0,0.483,0.688,,-5.508,1,0.0316,0.00435,0.00101,0.102,0.292,126.241,295333.0,4,6 -Thirty Seconds To Mars,Hurricane,54.0,0.533,0.747,10.0,-5.678,0,0.0443,0.041,5.7e-06,0.261,0.277,124.97,372133.0,4,10 -Trivium,Drowning in the Sound,50.0,0.478,0.972,6.0,-4.157,1,0.153,0.00114,0.000122,0.354,0.245,100.05,223200.0,4,8 -Lucy Dacus,Thumbs,52.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,265440.0,4,6 -Metronomy,The Bay - Mr. Mitch Remix,51.0,0.854,0.467,1.0,-9.528,1,0.251,0.00784,0.406,0.099,0.154,129.963,299837.0,4,1 -Sea Girls,Ready For More,45.0,0.481,0.856,1.0,-5.733,1,0.0331,0.0223,2.26e-05,0.275,0.564,97.515,207373.0,4,6 -Bruce Hornsby,The Way It Is,70.0,0.582,0.689,7.0,-12.203,1,0.0277,0.607,0.0571,0.145,0.531,111.166,297853.0,4,10 -Duran Duran,Five Years,36.0,0.544,0.507,7.0,-6.285,1,0.0385,0.00456,2.02e-05,0.258,0.407,154.718,285246.0,3,10 -Ariana Grande,successful,68.0,0.847,0.603,,-4.607,0,0.0397,0.107,7.4e-06,0.106,0.735,114.045,227387.0,4,9 -Popp Hunna,Adderall (Corvette Corvette) - Remix,70.0,0.921,0.718,4.0,-3.545,0,0.299,0.217,,0.189,0.677,141.06,176383.0,4,5 -Sizzy Rocket,That Bitch,47.0,0.593,0.651,1.0,-4.425,0,0.0508,0.000115,,0.0655,0.345,86.085,152900.0,4,1 -Why Don't We,Fallin‚Äô (Adrenaline),74.0,0.606,0.9,,-4.504,1,0.119,0.0101,,0.075,0.233,133.963,216504.0,4,9 -Kaiser Chiefs,Everyday I Love You Less and Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,10 -Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,10 -Dolly Parton,Here You Come Again,65.0,0.585,0.511,1.0,-9.37,1,0.0391,0.647,0.007,0.0392,0.552,105.898,2.991516667,4,4 -WALK THE MOON,Work This Body,59.0,0.421,0.831,4.0,-5.128,1,0.106,0.0283,,0.464,0.488,134.184,175907.0,4,10 -Bring Me The Horizon,Can You Feel My Heart,77.0,0.15,0.859,4.0,-2.827,0,0.0595,0.00201,0.194,0.387,0.354,170.527,228147.0,5,8 -Coldplay,Trouble,72.0,0.565,0.546,11.0,-7.496,0,0.0314,0.189,0.0015,0.17,0.195,139.757,273427.0,4,10 -IDLES,Grounds,50.0,0.562,0.537,7.0,-6.273,0,0.073,0.00623,,0.316,0.465,100.757,188716.0,4,6 -Slomosa,There is Nothing New Under the Sun,34.0,0.46,0.756,5.0,-9.251,0,0.0426,0.0371,0.0113,0.645,0.552,152.059,237424.0,4,10 -Kanye West,Nah Nah Nah (feat. DaBaby & 2 Chainz) - Remix,69.0,0.733,0.743,2.0,-5.045,1,0.371,0.00494,,0.261,0.623,150.024,191353.0,4,5 -Aya Korem,◊ó◊ï◊®◊£,30.0,0.378,0.664,5.0,-7.502,1,0.0383,0.541,0.329,0.117,0.327,87.261,188292.0,4,9 -Pepe Pecas,Lo Que Vales (Para M√≠),40.0,0.255,0.684,9.0,-11.969,1,0.152,0.0423,0.00629,0.386,0.399,171.682,211023.0,4,6 -TORRES,Three Futures,38.0,0.535,0.287,7.0,-11.5,1,0.0368,0.237,0.205,0.0893,0.206,121.148,244641.0,4,6 -U2,So Cruel,48.0,0.598,0.56,9.0,-10.89,1,0.0458,0.00428,0.0067,0.121,0.38,92.086,349213.0,4,10 -Ravid Plotnik,◊û◊ì◊ô◊†◊™ ◊û◊©◊ò◊®◊î,35.0,0.724,0.532,2.0,-10.13,0,0.0596,0.157,0.0233,0.694,0.456,130.021,241080.0,4,5 -Rajna Swaminathan,Peregrination (feat. Anjna Swaminathan),14.0,0.39,0.219,9.0,-14.722,0,0.0456,0.937,0.861,0.11,0.133,89.534,249064.0,3,6 -Def Leppard,Too Late For Love,53.0,0.536,0.812,4.0,-7.379,0,0.0441,0.00306,0.000455,0.116,0.338,94.677,266729.0,4,8 -Thirty Seconds To Mars,The Kill (Bury Me),63.0,0.179,0.912,4.0,-3.881,0,0.0791,0.0014,0.000294,0.582,0.289,182.99,231533.0,3,10 -James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,1 -Dave Matthews Band,Crash into Me,57.0,0.541,0.677,4.0,-10.764,1,0.0373,0.122,0.0191,0.0938,0.555,101.1,316467.0,4,10 -Kevin Gates,Plug Daughter 2,65.0,0.763,0.806,7.0,-5.082,0,0.172,0.668,6.99e-06,0.527,0.739,127.998,226875.0,4,5 -Grateful Dead,Dire Wolf - 2013 Remaster,50.0,0.615,0.376,9.0,-11.331,1,0.0347,0.763,,0.0524,0.725,76.711,194491.0,4,10 -Japandroids,Near To The Wild Heart Of Life,41.0,0.232,0.946,7.0,-4.395,1,0.0661,0.0122,3.34e-06,0.088,0.262,181.958,297120.0,4,6 -18 Carat Affair,Memphis Design,22.0,0.361,0.578,5.0,-6.399,0,0.0427,0.631,0.00249,0.708,0.247,130.107,56000.0,3,6 -√ìlafur Arnalds,Loom (feat. Bonobo),61.0,0.545,0.18,5.0,-21.022,0,0.0337,0.988,0.906,0.0686,0.31,156.694,226867.0,4,6 -Loverground,Be Patient,52.0,0.688,0.462,,-13.723,1,0.032,0.224,0.217,0.0987,0.35,114.036,216794.0,4,1 -Elder Island,Feral - letherette Remix,46.0,0.46,0.405,8.0,-10.547,1,0.132,0.487,0.717,0.108,0.153,92.714,239556.0,4,1 -Carla Geneve,Greg's Discount Chemist,37.0,0.696,0.598,7.0,-5.413,1,0.0301,0.0146,0.000517,0.104,0.515,132.941,209661.0,4,1 -Kishore Kumar,Ham The Woh Thi,10.0,0.797,0.458,4.0,-10.843,1,0.438,0.866,,0.134,0.868,114.768,3.7316,4,3 -blink-182,All The Small Things,80.0,0.434,0.897,,-4.918,1,0.0488,0.0103,,0.612,0.684,148.726,167067.0,4,10 -Doja Cat,Need To Know,86.0,0.664,0.609,1.0,-6.509,1,0.0707,0.304,,0.0926,0.194,130.041,3.509333333,4,9 -Velvet Revolver,Slither,66.0,0.478,0.974,7.0,-3.866,1,0.102,0.000266,0.0984,0.0738,0.268,141.077,248307.0,4,10 -Lil Nas X,SUN GOES DOWN,42.0,0.551,0.636,2.0,-6.798,1,0.054,0.0837,4.28e-06,0.112,0.148,174.065,168276.0,4,9 -Henry Park,Wasted Time,11.0,0.499,0.65,5.0,-8.688,1,0.0444,0.282,0.244,0.0731,0.246,66.116,240000.0,4,6 -Kayzo,Breakdown,49.0,0.447,0.988,2.0,-0.846,1,0.446,0.0164,0.000833,0.0727,0.113,179.968,249333.0,4,1 -War,Slippin' Into Darkness,53.0,0.676,0.625,4.0,-8.747,0,0.0729,0.144,0.00658,0.0796,0.655,90.999,227373.0,4,5 -TheHxliday,MiSSed Calls,45.0,0.704,0.491,8.0,-6.831,1,0.0591,0.0266,,0.338,0.123,137.036,247080.0,4,5 -Good Woman,The Staves,53.0,0.628,0.345,1.0,-12.505,1,0.0289,0.425,0.0165,0.119,0.116,99.991,3.294,4,0 -Lata Mangeshkar,Neela Aasman So Gaya - Lata Mangeshkar,25.0,0.265,0.249,5.0,-12.076,1,0.0288,0.86,0.0696,0.0748,0.228,93.079,5.473333333,3,3 -Def Leppard,When Love And Hate Collide,57.0,0.477,0.564,4.0,-8.582,1,0.028,0.0111,,0.254,0.292,67.965,256867.0,4,10 -Shlomo Artzi,◊ó◊ï◊ñ◊®◊ô◊ù ◊î◊ë◊ô◊™◊î,41.0,0.601,0.484,11.0,-7.502,0,0.046,0.849,,0.113,0.447,78.124,218147.0,4,10 -Mayhem,Funeral Fog,44.0,0.114,0.959,6.0,-9.419,0,0.0963,1.31e-06,0.9,0.104,0.126,153.904,347253.0,4,8 -Baseball Gregg,Let Me Help You,23.0,0.786,0.596,7.0,-8.393,0,0.0416,0.133,1.76e-05,0.324,0.773,124.984,181235.0,4,6 -Marillion,Forgotten Sons - 1997 Remaster,36.0,0.352,0.656,2.0,-9.05,0,0.114,0.000865,0.00259,0.184,0.498,142.976,503307.0,4,10 -Fredo Bang,Oppanese,57.0,0.78,0.648,1.0,-4.952,0,0.332,0.262,,0.0841,0.881,159.984,148500.0,4,5 -Hein Talbot,Suji,43.0,0.222,0.158,8.0,-15.982,1,0.043,0.954,0.961,0.1,0.0308,80.005,2.228783333,4,7 -Khruangbin,Time (You and I),65.0,0.751,0.49,11.0,-13.679,1,0.0453,0.00932,0.145,0.0725,0.925,105.407,342189.0,4,6 -Tim McGraw,My Next Thirty Years,54.0,0.605,0.804,5.0,-7.521,1,0.0363,0.265,4.93e-06,0.345,0.601,98.866,3.628883333,4,4 -Eli Luzon,◊ô◊ú◊ì◊î,22.0,0.604,0.558,,-12.885,0,0.0362,0.106,2.91e-05,0.0854,0.968,156.618,305973.0,4,9 -Rainbow,Stone Cold,50.0,0.419,0.613,7.0,-8.995,1,0.0316,0.0523,6.35e-05,0.361,0.733,112.638,317307.0,4,10 -Leif Vollebekk,Long Blue Light,63.0,0.552,0.485,9.0,-9.111,1,0.0332,0.517,0.106,0.164,0.51,71.548,200173.0,4,1 -Miles Kane,Come Closer,57.0,0.511,0.696,6.0,-5.157,0,0.0421,0.0272,0.000249,0.0875,0.788,164.614,179240.0,4,6 -Ratt,Givin' Yourself Away,51.0,0.594,0.752,11.0,-10.661,0,0.0263,0.00847,0.00161,0.0578,0.736,101.582,326000.0,4,10 -Jimmy Cliff,"Wonderful World, Beautiful People - Single Version",58.0,0.767,0.568,2.0,-8.516,1,0.0261,0.00382,,0.0448,0.901,105.571,194867.0,4,10 -Django Django,Hail Bop,42.0,0.615,0.751,10.0,-7.38,0,0.0321,0.0129,0.592,0.24,0.531,123.739,243693.0,4,6 -The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,6 -Don Henley,The End Of The Innocence,56.0,0.62,0.416,8.0,-13.048,1,0.0294,0.299,5.4e-05,0.0746,0.371,116.552,316360.0,4,10 -Magic Bronson,Nervous,41.0,0.573,0.715,4.0,-7.016,0,0.0497,0.0175,0.0296,0.135,0.0881,96.439,173152.0,4,6 -The Futureheads,The Beginning Of The Twist,43.0,0.42,0.988,5.0,-2.622,1,0.157,0.00164,,0.286,0.353,155.993,216040.0,4,1 -Shlomo Artzi,◊î◊ê◊ù ◊¢◊ï◊ì◊ö ◊ô◊§◊î,20.0,0.579,0.631,1.0,-6.869,1,0.0471,0.0846,,0.51,0.646,103.98,129907.0,3,10 -courtship.,Prom,50.0,0.665,0.725,10.0,-6.777,1,0.0329,0.0651,0.000214,0.13,0.445,119.947,249078.0,4,6 -Frankie Ballard,Sunshine & Whiskey,67.0,0.67,0.737,9.0,-6.794,1,0.0434,0.223,,0.325,0.754,92.983,3.04,4,4 -Yehuda Poliker,◊î◊ê◊ï◊® ◊ë◊ß◊¶◊î,35.0,0.626,0.483,6.0,-9.458,0,0.0298,0.499,1.65e-05,0.202,0.461,110.971,248300.0,3,10 -Arik Einstein,◊©◊ô◊® ◊î◊©◊ô◊ô◊®◊î,31.0,0.652,0.655,3.0,-12.066,1,0.0351,0.361,,0.389,0.962,116.592,252000.0,4,10 -Downtown Boys,A Wall,27.0,0.262,0.951,,-3.917,1,0.065,0.0043,0.0419,0.172,0.315,166.418,242647.0,4,6 -Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,6 -Paul McCartney,Every Night - Remastered 2011,49.0,0.605,0.404,4.0,-12.366,1,0.0256,0.588,0.00143,0.104,0.867,94.285,153413.0,4,10 -Eve,Satisfaction,48.0,0.843,0.553,11.0,-3.198,0,0.437,0.236,,0.0523,0.63,93.383,258733.0,4,5 -Liily,Toro,47.0,0.432,0.878,1.0,-4.109,1,0.132,0.00315,0.0398,0.11,0.554,177.922,219342.0,4,6 -Shea Diamond,Keisha Complexion,10.0,0.634,0.745,9.0,-7.405,1,0.258,0.159,8.17e-05,0.408,0.75,176.048,198991.0,4,2 -Darlingside,Paradise Bay,26.0,0.29,0.386,10.0,-9.728,1,0.0279,0.51,0.000191,0.101,0.228,86.889,149328.0,4,1 -Marina Maximilian,Silence,21.0,0.56,0.506,,-7.259,0,0.0392,0.273,6.78e-05,0.109,0.19,124.057,213917.0,4,9 -George Strait,Baby's Gotten Good At Goodbye,45.0,0.468,0.41,3.0,-11.782,1,0.028,0.587,6.27e-06,0.0699,0.519,183.898,3.513333333,4,4 -Estrons,Drop,28.0,0.385,0.91,11.0,-4.941,0,0.0624,1.54e-05,0.64,0.206,0.514,185.047,203502.0,4,10 -Doobie Bronson,The Brook & The Bluff,47.0,0.551,0.832,2.0,-4.629,1,0.0903,0.364,0.067,0.233,0.303,122.065,3.392466667,4,0 -Britney Spears,Man On The Moon,,0.711,0.668,7.0,-5.962,0,0.0385,0.0311,9.51e-06,0.101,0.318,110.028,3.777333333,4,9 -Dudu Aharon,◊ë◊ô◊ô◊ë◊ô,18.0,0.743,0.701,1.0,-6.362,0,0.0508,0.101,,0.0493,0.721,95.984,211321.0,4,9 -"Kishore Kumar, Amitabh Bachchan",My Name Is Anthony Gonsalves - From 'Amar Akbar Anthony' / Soundtrack Version,31.0,0.626,0.579,3.0,-9.198,1,0.242,0.68,,0.0665,0.757,92.754,5.535783333,4,3 -DPR IAN,No Blueberries,62.0,0.721,0.63,4.0,-6.126,0,0.0409,0.534,,0.245,0.908,148.045,185107.0,4,5 -Spoon,The Underdog,50.0,0.693,0.528,7.0,-10.855,1,0.0365,0.0714,0.0015,0.671,0.905,145.157,222107.0,4,6 -Merle Haggard,Big City,56.0,0.707,0.401,4.0,-14.222,1,0.0533,0.275,0.000296,0.201,0.602,136.188,2.988883333,4,4 -Gorillaz,Stylo (feat. Mos Def and Bobby Womack),64.0,0.686,0.751,10.0,-5.747,0,0.0604,0.00604,0.000849,0.0979,0.851,100.222,270520.0,4,1 -pizzagirl,bullet train,48.0,0.527,0.928,10.0,-6.866,1,0.0424,9.48e-06,0.798,0.135,0.557,109.993,270326.0,4,6 -Holy Fawn,Dark Stone,43.0,0.304,0.583,6.0,-5.313,1,0.061,0.052,0.185,0.179,0.0764,105.929,382167.0,4,10 -Ellie Goulding,"Love Me Like You Do - From ""Fifty Shades Of Grey""",78.0,0.262,0.606,8.0,-6.646,1,0.0484,0.247,,0.125,0.275,189.857,252534.0,4,9 -Rhys Lewis,No Right To Love You - Acoustic,1.0,0.531,0.269,1.0,-10.6,1,0.0406,0.866,,0.116,0.52,84.186,3.82595,4,0 -PENPALS,The Stars My Destination,46.0,0.503,0.554,5.0,-7.551,0,0.305,0.389,,0.108,0.188,79.497,180290.0,4,5 -JUVENILE,Back That Azz Up,68.0,0.874,0.714,7.0,-6.664,1,0.129,0.0155,,0.0968,0.541,95.826,265600.0,4,5 -YUKIKA,Insomnia - JP Ver.,32.0,0.738,0.802,,-3.827,0,0.0572,0.588,1.82e-05,0.234,0.744,104.95,207125.0,4,9 -LEN,Steal My Sunshine - Single Version,57.0,0.405,0.944,4.0,-8.473,1,0.249,0.527,,0.214,0.71,192.147,211467.0,4,9 -Kishore Kumar,Zindagi Ki Yahi Reet Hai,42.0,0.349,0.744,5.0,-8.625,1,0.0468,0.646,5.95e-06,0.262,0.749,93.584,5.22355,4,3 -David Bowie,Loving The Alien - 2018 Remaster,42.0,0.604,0.779,,-7.549,1,0.0262,0.0151,0.0026,0.141,0.762,118.24,7.21133333,4,10 -Suicide,Dream Baby Dream,51.0,0.688,0.716,1.0,-10.437,0,0.032,0.00905,0.732,0.0921,0.977,144.122,384907.0,4,6 -Hadag Nahash,◊û◊¢◊®◊ë◊ï◊ú◊™ ◊©◊ú ◊ó◊ï◊ú,22.0,0.818,0.947,11.0,-3.064,0,0.0566,0.591,0.000394,0.0984,0.936,107.012,277933.0,4,5 -Depths of Hatred,Illusive Obsession,25.0,0.337,0.989,4.0,-5.035,1,0.134,1.54e-05,0.0714,0.424,0.0397,114.985,287364.0,4,8 -Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,2 -"Asha Bhosle, Mahendra Kapoor",Dheere Dheere Bol Koi Sun Lega,2.0,0.455,0.504,3.0,-11.032,1,0.0525,0.96,,0.107,0.767,94.544,5.633333333,4,3 -Lawrence Rothman,Kate's Not Here - Day Wave & Lawrence Rothman Remix,52.0,0.482,0.866,7.0,-4.534,1,0.0293,0.000368,0.116,0.247,0.372,147.994,187364.0,4,6 -Dead Meadow,What Needs Must Be,45.0,0.274,0.606,4.0,-6.493,1,0.03,0.00962,0.0264,0.115,0.685,77.336,256960.0,4,10 -Yuni Wa,Holding On,31.0,0.517,0.768,8.0,-4.739,0,0.0427,0.000122,0.732,0.111,0.73,172.032,245596.0,4,6 -Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,9 -Yael Levi,◊ë◊ú◊ì◊î ◊ú◊†◊ê◊ô◊ë◊ô◊™,30.0,0.588,0.248,9.0,-19.068,0,0.0448,0.291,,0.146,0.357,123.012,216733.0,4,10 -Jade Bird,Headstart,60.0,0.536,0.704,10.0,-7.612,1,0.0417,0.0932,,0.227,0.702,103.134,142819.0,4,6 -Bush,The Kingdom,49.0,0.366,0.845,2.0,-3.893,1,0.096,5.62e-05,9.98e-05,0.197,0.446,174.118,227207.0,4,10 -Kansas,Dust in the Wind,77.0,0.475,0.322,7.0,-10.687,1,0.0283,0.367,0.00056,0.11,0.387,93.503,206267.0,4,10 -Fred Hersch Trio,Infant Eyes,,0.429,0.118,10.0,-19.942,0,0.039,0.898,0.569,0.298,0.172,112.864,7.621133333,3,7 -Fred again..,Angie (I‚Äôve Been Lost),59.0,0.72,0.888,11.0,-9.254,1,0.0847,0.14,0.23,0.0806,0.378,131.97,285093.0,4,6 -Truffel the Phunky Phaqir,Bionic Muscle,43.0,0.897,0.706,10.0,-3.925,0,0.149,0.0143,6.55e-05,0.157,0.841,91.022,180000.0,4,5 -The Black Keys,Howlin' for You,67.0,0.725,0.747,11.0,-5.545,1,0.0876,0.0272,0.0468,0.104,0.38,132.921,191956.0,4,1 -Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,10 -Audioslave,Getaway Car,50.0,0.574,0.456,7.0,-5.66,1,0.0259,0.157,,0.251,0.234,62.261,298893.0,4,10 -Suicide,Dream Baby Dream,51.0,0.688,0.716,1.0,-10.437,0,0.032,0.00905,0.732,0.0921,0.977,144.122,384907.0,4,1 -Powerwolf,Resurrection by Erection - Rerecorded Version,43.0,0.208,0.909,3.0,-5.24,0,0.0802,0.000652,,0.26,0.358,160.001,242807.0,4,8 -Coma Cinema,Her Sinking Sun,43.0,0.466,0.445,1.0,-5.257,0,0.0262,0.275,0.00133,0.361,0.129,90.091,153234.0,4,6 -"John McLaughlin, Shankar Mahadevan, Zakir Hussain",Sakhi,25.0,0.468,0.546,5.0,-9.335,1,0.0654,0.738,0.0298,0.114,0.32,99.934,8.44555,4,0 -ALO,Barbeque,27.0,0.683,0.616,,-9.765,1,0.0398,0.798,2.98e-06,0.134,0.704,123.446,241667.0,4,10 -The Police,Invisible Sun,51.0,0.573,0.396,10.0,-10.927,1,0.031,0.425,0.267,0.0934,0.149,120.308,224200.0,4,10 -Emil Landman,Falling,45.0,0.534,0.679,9.0,-8.346,1,0.0328,0.269,0.0197,0.112,0.209,88.007,202484.0,4,9 -Sara Evans,A Little Bit Stronger,62.0,0.536,0.65,2.0,-5.603,1,0.0337,0.282,1.16e-06,0.0876,0.288,147.93,5.033116667,4,4 -Backstreet Boys,If You Want to Be a Good Girl (Get Yourself a Bad Boy),35.0,0.758,0.869,9.0,-5.474,0,0.0568,0.146,,0.0946,0.83,113.918,4.832216667,4,9 -Bon Jovi,Do What You Can - Single Edit,52.0,0.332,0.771,8.0,-5.05,1,0.0362,0.00906,2.53e-06,0.288,0.686,172.107,231400.0,4,10 -Kadinja,The Modern Rage,31.0,0.515,0.973,11.0,-4.272,0,0.167,2.11e-05,0.000888,0.233,0.134,129.965,246720.0,4,8 -Sumo Cyco,Bad News,33.0,0.603,0.898,5.0,-5.777,0,0.125,0.00835,0.0716,0.386,0.755,156.001,234770.0,4,8 -Eloise,Who's She,15.0,0.49,0.224,5.0,-12.681,0,0.0522,0.835,3.74e-05,0.138,0.216,116.567,199400.0,4,9 -Primal Fear,Vote of No Confidence,46.0,0.439,0.984,9.0,-4.755,1,0.0915,6.25e-06,0.000746,0.0849,0.2,153.99,365987.0,4,8 -Britney Spears,Work Bitch,73.0,0.629,0.824,9.0,-6.53,1,0.159,0.155,0.000628,0.0651,0.852,128.01,247960.0,4,9 -Maggie Lindemann,Knife Under My Pillow,59.0,0.562,0.876,,-4.448,1,0.0463,0.00147,0.000678,0.217,0.525,149.971,122999.0,4,9 -Thelonious Monk Septet,Well You Needn't,31.0,0.472,0.23,5.0,-18.543,0,0.035,0.472,0.000114,0.141,0.498,93.099,682173.0,4,2 -Dire Straits,Why Worry?,49.0,0.596,0.134,4.0,-21.216,1,0.0282,0.933,0.225,0.111,0.107,93.652,504827.0,4,10 -Mondo Cozmo,Come On,39.0,0.225,0.727,,-3.78,1,0.0458,5.14e-06,5.12e-06,0.255,0.365,171.83,209529.0,4,1 -Earth Trax,Ambient Dance - Radio Mix,38.0,0.684,0.69,1.0,-9.885,1,0.0412,0.00512,0.936,0.101,0.167,120.033,231821.0,4,6 -John Harvie,Bleach (On the Rocks),63.0,0.616,0.839,2.0,-4.281,1,0.054,0.0601,,0.294,0.722,85.029,174309.0,4,10 -Ten Thousand Crows,The Lovers,40.0,0.355,0.922,,-2.061,1,0.0753,0.00013,4.3e-05,0.351,0.13,117.585,202360.0,4,8 -The Clash,Rudie Can't Fail - Remastered,50.0,0.636,0.684,6.0,-9.37,0,0.0596,0.00312,,0.0402,0.684,96.989,208867.0,4,10 -The Easybeats,Friday On My Mind,57.0,0.374,0.991,9.0,-1.101,1,0.0813,0.38,0.000719,0.0929,0.51,95.105,2.72155,4,10 -Activity,White Phosphorus,18.0,0.541,0.811,11.0,-7.292,1,0.03,0.0321,0.515,0.211,0.211,137.095,303666.0,4,10 -Olivia Meyer,Landsort,41.0,0.385,0.00573,11.0,-36.214,1,0.0365,0.991,0.699,0.0921,0.302,101.688,2.328166667,4,7 -Kate Nash,Foundations,61.0,0.502,0.904,,-4.01,1,0.0774,0.0886,,0.0839,0.868,84.461,245173.0,4,6 -John Hanks,Grenada Plaza,47.0,0.649,0.103,9.0,-18.252,0,0.0511,0.978,0.45,0.11,0.118,50.767,2.818866667,4,7 -Tame Impala,Lost In Yesterday,71.0,0.569,0.84,1.0,-4.123,1,0.118,0.0295,0.000118,0.0995,0.749,183.059,249587.0,3,6 -Full House Brew Crew,Unforgiving Land,28.0,0.499,0.956,,-5.443,1,0.079,7.29e-05,0.000383,0.412,0.605,159.988,216707.0,4,8 -bloodsimple,Dead Man Walking,50.0,0.541,0.98,1.0,-3.463,1,0.0832,0.000172,1.6e-06,0.319,0.388,107.779,237693.0,4,8 -Tamikrest,Aratane N' Adagh,18.0,0.48,0.382,10.0,-9.017,0,0.0339,0.976,0.911,0.113,0.102,144.069,312333.0,3,2 -David Bowie,The Jean Genie - 2013 Remaster,60.0,0.58,0.571,9.0,-9.116,1,0.0321,0.378,5.13e-06,0.358,0.818,128.15,248013.0,4,1 -Mandevilla,Sno Peas,49.0,0.413,0.266,3.0,-16.193,0,0.0287,0.963,0.918,0.104,0.214,61.237,2.880383333,4,7 -Carbine,Desensitised,29.0,0.179,0.921,6.0,-6.935,0,0.15,4.31e-05,0.691,0.916,0.0848,168.78,201333.0,4,8 -Young Stoner Life,Litty (feat. DaBaby),69.0,0.894,0.472,4.0,-9.837,1,0.307,0.0597,,0.139,0.464,139.977,216053.0,4,5 -daydream Masi,Night Like This,46.0,0.656,0.669,5.0,-8.371,0,0.0415,0.0788,,0.136,0.509,149.909,183218.0,4,6 -John Prine,That's the Way the World Goes Round,55.0,0.636,0.454,5.0,-16.548,1,0.0615,0.599,0.00343,0.304,0.806,155.547,3.33733333,4,0 -Mimi Webb,Dumb Love,80.0,0.569,0.422,,-5.856,1,0.0302,0.0296,,0.0613,0.175,76.96,3.45113333,4,9 -Adri√°n Otero,Me Gusta Ese Tajo,22.0,0.777,0.594,2.0,-6.35,1,0.0419,0.107,,0.125,0.724,108.073,168386.0,4,2 -Arik Einstein,◊ê◊†◊ô ◊ï◊ê◊™◊î - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,32.0,0.572,0.455,2.0,-14.201,1,0.0339,0.39,0.000121,0.0756,0.306,133.701,214571.0,4,10 -Waylon Jennings,"Luckenbach, Texas (Back to the Basics of Love)",56.0,0.684,0.45,7.0,-10.422,1,0.0332,0.704,0.00191,0.243,0.639,102.902,3.34155,4,4 -Shlomo Artzi,◊ú◊ê ◊î◊§◊°◊ß◊™◊ô ◊ú◊ó◊§◊© ◊ê◊ï◊™◊ö,41.0,0.597,0.666,7.0,-5.323,0,0.0372,0.183,,0.12,0.436,136.81,238421.0,4,10 -"Suresh Wadkar, Bela",Pardesi Pardesi - Sad Version,34.0,0.408,0.402,9.0,-9.485,0,0.0397,0.784,,0.218,0.308,73.831,2.670666667,4,3 -Lil Poppa,A.M. Flights (feat. Toosii),51.0,0.482,0.635,5.0,-5.422,0,0.4,0.368,,0.122,0.817,172.231,123123.0,3,5 -Jeff Beck,I Ain't Superstitious,30.0,0.421,0.596,5.0,-10.877,1,0.362,0.536,0.000915,0.107,0.516,167.873,293027.0,3,2 -ILIRA,Dynamite,74.0,0.761,0.821,8.0,-5.238,1,0.202,0.185,,0.0692,0.388,108.13,125879.0,4,9 -Billie Eilish,Therefore I Am,88.0,0.889,0.34,11.0,-7.773,0,0.0697,0.218,0.13,0.055,0.716,94.009,174321.0,4,10 -Eric Carmen,"Hungry Eyes - From ""Dirty Dancing"" Soundtrack",75.0,0.712,0.549,5.0,-9.484,1,0.0254,0.011,,0.118,0.552,109.882,251067.0,4,10 -Sepultura,Refuse / Resist,56.0,0.475,0.953,2.0,-6.951,1,0.15,0.000291,0.00338,0.104,0.232,118.033,199227.0,4,8 -The Devil Wears Prada,Nightfall,55.0,0.261,0.985,8.0,-3.237,1,0.129,0.000187,0.00177,0.316,0.239,159.838,268200.0,3,8 -Dikla,◊©◊ë◊ï◊¢◊ô◊ô◊ù,38.0,0.598,0.69,5.0,-4.758,0,0.303,0.363,,0.0519,0.653,187.934,198300.0,4,9 -Billy Boy Arnold,I Wish You Would,25.0,0.654,0.568,7.0,-11.979,1,0.0272,0.226,0.00356,0.114,0.762,95.116,219560.0,4,2 -Fly Right,Oliver Hazard,31.0,0.686,0.382,10.0,-9.37,1,0.0319,0.518,3.63e-05,0.104,0.273,132.961,3.38845,4,0 -Haricharan,Jagadananda Karaka,15.0,0.597,0.686,2.0,-10.458,1,0.0749,0.288,2.93e-05,0.0876,0.804,152.049,11.61245,4,0 -NOROZ,◊ê◊ô◊ü ◊û◊¶◊ë,23.0,0.8,0.604,8.0,-7.067,1,0.163,0.0159,1.35e-05,0.031,0.515,150.079,133046.0,4,5 -Ehud Banai,◊î◊í◊ô◊ò◊®◊î,17.0,0.389,0.865,,-4.622,1,0.0348,0.00158,0.000134,0.159,0.382,129.726,263720.0,4,10 -The Adverts,Gary Gilmore's Eyes,39.0,0.421,0.598,4.0,-6.078,0,0.0487,0.0349,4.8e-06,0.416,0.778,157.927,136960.0,4,1 -Cedric Burnside,We Made It,45.0,0.725,0.746,2.0,-7.785,1,0.0292,0.0223,0.0357,0.293,0.819,107.205,214613.0,4,2 -Kula Shaker,Hush,53.0,0.484,0.852,8.0,-6.83,1,0.0451,0.000251,1.05e-06,0.0761,0.806,117.792,174787.0,4,10 -Qrion,Monolith,43.0,0.731,0.644,8.0,-11.248,0,0.0416,0.0267,0.824,0.0639,0.24,120.0,322058.0,4,1 -Proxy,Raven,11.0,0.345,0.698,1.0,-8.214,1,0.171,0.00735,0.872,0.14,0.0395,127.992,354129.0,4,1 -"Amitabh Bachchan, Pran",Sir Main Vijay Bol Raha Hun - Dialogues,2.0,0.396,0.347,8.0,-15.483,1,0.373,0.95,0.289,0.398,0.497,73.548,29.45,4,3 -Lloyd Cole and the Commotions,Rattlesnakes,49.0,0.457,0.884,9.0,-9.954,1,0.0675,0.02,4.17e-05,0.09,0.682,151.747,207427.0,4,1 -Sam Flax,Fire Doesn't Burn Itself,35.0,0.547,0.757,6.0,-2.479,0,0.0362,0.000577,0.197,0.0789,0.335,112.919,327489.0,4,9 -SEB,seaside_demo,62.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,132000.0,4,9 -Scorpions,Blackout - 2015 Remaster,42.0,0.186,0.943,9.0,-2.154,1,0.0874,0.0068,0.0622,0.59,0.603,179.557,230840.0,4,8 -"Britney Spears, G-Eazy",Make Me... (feat. G-Eazy),,0.702,0.7,7.0,-6.672,0,0.0925,0.146,,0.206,0.591,122.982,3.849333333,4,9 -"Kishore Kumar, Alisha Chinai",Kate Nahin Kat Te,39.0,0.569,0.55,8.0,-10.342,1,0.0702,0.589,,0.0931,0.495,131.082,6.628216667,4,3 -Erick the Architect,I Can't Lose,56.0,0.678,0.627,10.0,-10.659,0,0.164,0.21,,0.397,0.365,115.062,197500.0,4,5 -Nasta Super,Que Curioso,17.0,0.701,0.612,8.0,-9.65,0,0.0325,0.367,5e-05,0.103,0.26,99.131,314840.0,3,2 -The Beths,Jump Rope Gazers,39.0,0.56,0.412,5.0,-11.908,1,0.0255,0.00795,1.43e-06,0.107,0.44,99.979,312182.0,4,1 -Sonic Youth,I Love You Mary Jane,45.0,0.643,0.271,,-16.505,0,0.0842,0.00235,0.461,0.546,0.263,79.402,229267.0,4,10 -Old Dominion,I Was On a Boat That Day,72.0,0.535,0.915,11.0,-3.819,1,0.0991,0.00699,,0.224,0.731,140.13,2.976883333,4,4 -Peled,◊§◊ú◊ê◊ò◊ï,22.0,0.797,0.475,9.0,-10.674,0,0.158,0.258,2.1e-06,0.168,0.584,120.041,285179.0,4,5 -Dudu Aharon,◊ê◊ú ◊™◊°◊í◊®◊ô ◊ú◊ô ◊™◊≥◊ì◊ú◊™,19.0,0.532,0.5,4.0,-6.3,0,0.0265,0.51,,0.0959,0.642,99.739,274880.0,4,9 -The Killers,Somebody Told Me,74.0,0.497,0.97,10.0,-4.851,0,0.0836,9.04e-05,0.000674,0.101,0.689,138.081,197200.0,4,10 -Big Audio Dynamite,E=MC2,50.0,0.721,0.782,2.0,-9.723,0,0.0529,0.716,,0.204,0.844,129.975,354627.0,4,6 -Cradle Of Filth,Cruelty Brought Thee Orchids,39.0,0.262,0.983,,-4.855,0,0.102,0.000977,0.00687,0.294,0.366,132.606,438733.0,4,8 -"Johnny ""Guitar"" Watson",Cuttin' In,29.0,0.537,0.356,10.0,-12.071,1,0.0315,0.721,,0.0973,0.564,85.307,195133.0,3,2 -D√òDSENGEL,AZONEI WYRDWALKER,25.0,0.138,0.951,10.0,-3.951,0,0.178,2.22e-05,0.484,0.244,0.0262,140.345,478302.0,4,8 -Flying Lotus,Black Gold,62.0,0.401,0.918,8.0,-5.274,1,0.367,0.0149,0.77,0.397,0.525,86.063,95973.0,4,1 -Boy 8-Bit,Suspense Is Killing Me,19.0,0.962,0.253,5.0,-11.178,0,0.335,0.00578,,0.0751,0.137,127.003,293883.0,4,6 -Mazzy Star,Fade Into You,73.0,0.42,0.33,9.0,-13.925,1,0.0275,0.245,0.000679,0.0677,0.175,157.143,295600.0,3,6 -The Clash,Rock the Casbah - Remastered,71.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,3.70711667,4,10 -Cheap Trick,California Man,36.0,0.527,0.939,9.0,-7.97,1,0.0467,0.0065,3.83e-05,0.177,0.865,155.838,224800.0,4,2 -Eden Ben Zaken,◊ó◊¶◊ô ◊û◊ì◊ô◊†◊î,36.0,0.585,0.633,5.0,-5.243,0,0.0371,0.512,,0.206,0.367,150.093,177337.0,4,9 -Cracker,Low,58.0,0.329,0.646,7.0,-6.962,1,0.0283,0.0093,0.00469,0.101,0.471,173.974,276132.0,4,10 -Alan Jackson,Chattahoochee,72.0,0.606,0.706,,-9.665,1,0.0379,0.362,,0.16,0.819,174.533,2.469333333,4,4 -Billy Joel,"Lullabye (Goodnight, My Angel)",57.0,0.442,0.157,7.0,-13.791,1,0.0324,0.948,,0.224,0.22,76.48,214400.0,4,10 -Britney Spears,Overprotected - The Darkchild Remix - Remastered,39.0,0.433,0.815,5.0,-4.737,0,0.38,0.0072,1.92e-06,0.356,0.911,191.803,3.334216667,4,9 -Junkyard Drive,Let It Burn,36.0,0.367,0.856,1.0,-11.546,1,0.065,6.98e-05,0.00609,0.0492,0.322,167.849,220000.0,4,10 -Jake Wesley Rogers,Middle of Love,47.0,0.563,0.612,10.0,-6.785,1,0.0369,0.0406,6.33e-06,0.432,0.341,134.896,200902.0,4,1 -Hannah Wicklund,Bomb Through the Breeze,44.0,0.401,0.591,2.0,-4.65,1,0.0299,0.00252,0.00278,0.313,0.691,82.133,164645.0,4,2 -Middle Kids,Stacking Chairs,39.0,0.549,0.758,8.0,-5.991,1,0.0262,0.0267,0.000376,0.213,0.486,109.975,188347.0,4,6 -Hatikva 6,◊ú◊ó◊ñ◊ï◊® ◊î◊ë◊ô◊™◊î,43.0,0.521,0.65,8.0,-6.474,1,0.0436,0.272,,0.0844,0.743,156.003,231526.0,4,9 -Sad Night Dynamite,Krunk - LARRY PINK THE HUMAN Remix,34.0,0.599,0.815,1.0,-3.426,1,0.0373,0.00608,0.282,0.118,0.213,100.013,250800.0,4,10 -Dylan Scott,My Girl,67.0,0.652,0.719,1.0,-7.251,1,0.033,0.0353,,0.108,0.24,94.969,3.294,4,4 -Freak Slug,Radio,42.0,0.693,0.528,1.0,-8.468,1,0.0259,0.699,0.846,0.114,0.597,107.949,191528.0,4,6 -Reymour,De ma Tour,37.0,0.632,0.787,10.0,-7.42,0,0.0326,0.295,0.302,0.572,0.808,149.967,196986.0,3,6 -Kishore Kumar,Hum To Mohabbat Karega,9.0,0.806,0.427,9.0,-7.701,0,0.209,0.948,0.00097,0.112,0.878,103.606,3.254,4,3 -The Cold Stares,In the Middle,27.0,0.703,0.606,9.0,-9.871,1,0.0303,0.0392,0.0322,0.139,0.567,90.065,214818.0,4,2 -Syl Johnson,Who's Still in Love,9.0,0.749,0.857,,-6.188,1,0.0603,0.0709,0.000516,0.067,0.847,118.728,189093.0,4,2 -Helena Deland,Someone New,45.0,0.535,0.763,1.0,-10.16,0,0.0788,0.578,0.573,0.103,0.166,148.027,229502.0,4,1 -Eleine,Mein Herz brennt,44.0,0.546,0.667,7.0,-9.884,1,0.0401,0.000272,0.125,0.108,0.185,83.235,281373.0,4,8 -Declan McKenna,Brazil,73.0,0.687,0.617,4.0,-5.213,1,0.0287,0.0941,1.27e-05,0.0898,0.665,121.079,252307.0,4,6 -Josh Teskey,Push The Blues Away,51.0,0.538,0.381,2.0,-8.119,1,0.0349,0.797,3.56e-06,0.115,0.193,86.023,209619.0,4,2 -Tones And I,Cloudy Day,73.0,0.705,0.776,4.0,-6.096,1,0.0445,0.0643,2.81e-06,0.0246,0.366,116.011,3.0884,4,9 -Pavement,Gold Soundz,53.0,0.448,0.614,9.0,-9.357,1,0.031,0.0675,,0.14,0.479,126.459,159707.0,4,6 -LASTMONDAY,Freestyle Cruda,29.0,0.636,0.824,,-7.458,1,0.134,0.137,,0.208,0.765,184.05,149348.0,4,9 -Britney Spears,Invitation,,0.366,0.652,6.0,-7.17,1,0.11,0.0332,6.85e-05,0.0947,0.156,112.33,3.333116667,4,9 -TV On The Radio,Wolf Like Me,59.0,0.346,0.785,7.0,-4.991,1,0.0434,0.00165,0.00806,0.124,0.186,175.986,277467.0,4,1 -Ali Handal,Shut Your Mouth and Do Something,31.0,0.611,0.688,7.0,-6.044,1,0.0848,0.00402,1.84e-06,0.15,0.691,119.995,200449.0,4,2 -Wetter,Love Is All Around,36.0,0.547,0.514,8.0,-5.856,1,0.0298,0.45,,0.0373,0.415,80.943,265265.0,4,10 -Giraffes? Giraffes!,At the Turf Field Behind My Parents' House,37.0,0.563,0.648,9.0,-13.441,1,0.0284,0.529,0.882,0.342,0.685,80.002,273782.0,4,10 -Morray,Trenches,58.0,0.644,0.607,2.0,-8.066,1,0.47,0.00685,,0.0786,0.403,161.796,193200.0,3,5 -–∏—Å—Ç–æ—á–Ω–∏–∫,—Å—Ç—Ä–∞—Ö,40.0,0.379,0.685,11.0,-6.433,0,0.0353,0.0134,0.00778,0.294,0.112,105.584,203333.0,4,6 -TOOL,Fear Inoculum,62.0,0.31,0.584,7.0,-10.091,1,0.042,0.000827,0.512,0.0528,0.16,86.913,620101.0,4,8 -Tesher,Jalebi Baby,77.0,0.68,0.895,2.0,-7.144,1,0.0378,0.0156,0.000374,0.145,0.824,93.037,189375.0,4,9 -UniBe@t,Expectations,17.0,0.77,0.665,9.0,-7.58,0,0.43,0.00592,0.156,0.268,0.725,113.974,271579.0,4,6 -Guns N' Roses,Nightrain,61.0,0.4,0.992,6.0,-6.995,1,0.0725,0.107,0.0117,0.179,0.243,149.412,266173.0,4,10 -U2,Stuck In A Moment You Can't Get Out Of,64.0,0.526,0.665,4.0,-4.997,1,0.0243,0.407,0.000271,0.169,0.285,158.493,273467.0,4,10 -blink-182,Darkside,62.0,0.497,0.923,4.0,-3.04,1,0.11,0.00627,,0.082,0.545,155.11,180960.0,4,10 -Mac Curtis,That Ain't Nothin' but Right,23.0,0.691,0.749,9.0,-5.686,1,0.042,0.603,0.00376,0.0469,0.867,94.989,134493.0,4,10 -luxury elite,Strut (Áå´ „Ç∑ Corp. Remix),38.0,0.582,0.94,1.0,-7.675,1,0.0389,0.0406,0.923,0.696,0.671,92.946,145087.0,4,6 -Down for Tomorrow,Trouble Prone,28.0,0.471,0.927,2.0,-3.165,1,0.0743,1.78e-05,,0.135,0.479,138.025,149629.0,4,10 -Mickey Lamantia,Honky Tonk Confessions,44.0,0.671,0.667,2.0,-5.451,1,0.0271,0.0328,,0.08,0.671,111.967,228853.0,4,10 -Omer Adam,◊ë◊ï◊ß◊®◊©◊ò,37.0,0.653,0.941,,-2.939,0,0.114,0.134,,0.318,0.613,129.96,227840.0,4,9 -Samia,Big Wheel,58.0,0.553,0.512,5.0,-7.759,1,0.0465,0.569,3.87e-05,0.107,0.259,94.96,195773.0,4,6 -"Udit Narayan, Sadhana Sargam",Pehla Nasha,55.0,0.458,0.339,5.0,-14.309,1,0.0333,0.775,2.04e-05,0.0799,0.529,151.986,4.856666667,4,3 -ZZ Top,Cheap Sunglasses,48.0,0.617,0.461,5.0,-14.485,0,0.0434,0.148,0.0151,0.12,0.828,93.853,288400.0,4,10 -Queensr√øche,Silent Lucidity - Remastered 2003,63.0,0.462,0.628,7.0,-5.659,1,0.0274,0.0534,0.00025,0.12,0.0981,140.049,347760.0,4,8 -Young Stoner Life,Ski,82.0,0.953,0.621,8.0,-7.638,0,0.221,0.017,,0.0398,0.883,123.016,152333.0,4,5 -Curley Weaver,You Was Born To Die,37.0,0.564,0.269,2.0,-13.749,1,0.0443,0.995,0.00483,0.132,0.602,103.355,171546.0,4,2 -Talking Heads,Once in a Lifetime - 2005 Remaster,70.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,259907.0,4,6 -Fuel,Hemorrhage (In My Hands),48.0,0.313,0.831,1.0,-3.894,1,0.0404,0.000127,0.000341,0.24,0.332,152.034,236867.0,4,10 -Eric B. & Rakim,Paid In Full,50.0,0.902,0.743,7.0,-11.136,1,0.229,0.000755,0.00104,0.0555,0.423,98.944,228267.0,4,5 -bonsi,Mouth of Shame,32.0,0.468,0.539,4.0,-12.652,0,0.241,0.5,0.00714,0.132,0.0824,115.083,221217.0,4,1 -SID,£∞Ëâ≤,37.0,0.408,0.591,5.0,-4.151,1,0.0305,0.0836,,0.102,0.269,74.783,303667.0,4,10 -Van Halen,Jump - 2015 Remaster,78.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,4.02666667,4,10 -Prince Rapid,Gladiator - Instrumental,9.0,0.78,0.972,6.0,0.119,0,0.253,0.0107,0.0296,0.1,0.958,137.056,198000.0,4,5 -Aura Blum,Dolor,29.0,0.533,0.562,6.0,-6.664,0,0.0247,0.526,0.616,0.182,0.278,103.055,196408.0,4,6 -WSTR,Filthy,51.0,0.614,0.885,8.0,-6.485,1,0.0891,0.0123,,0.312,0.577,117.98,187207.0,4,10 -Aviv Geffen,◊í◊©◊ù ◊õ◊ë◊ì ◊¢◊ï◊û◊ì ◊ú◊ô◊§◊ï◊ú,34.0,0.263,0.753,7.0,-3.842,1,0.0341,0.123,9.48e-05,0.724,0.47,126.388,242693.0,4,10 -Langston Hughes,Dreams,8.0,0.745,0.102,2.0,-19.061,1,0.937,0.982,,0.124,0.371,88.247,57443.0,4,5 -From Sorrow To Serenity,Reclaim,30.0,0.503,0.979,,-3.685,0,0.0596,0.00102,0.862,0.14,0.391,106.015,196320.0,4,8 -MC Lyte,Poor Georgie,44.0,0.837,0.688,10.0,-7.307,0,0.216,0.0329,,0.0999,0.708,95.565,270093.0,4,5 -Songhoy Blues,Soubour,43.0,0.62,0.875,11.0,-5.957,0,0.0256,0.0159,0.374,0.344,0.903,101.872,212307.0,4,2 -Dustin Tebbutt,Love Is Blind,34.0,0.571,0.477,2.0,-12.319,1,0.0392,0.6,0.391,0.111,0.466,77.954,3.88453333,4,0 -The Smashing Pumpkins,Farewell And Goodnight - Remastered 2012,43.0,0.648,0.295,11.0,-15.026,1,0.0292,0.811,0.0164,0.0806,0.175,140.062,264240.0,4,10 -U2,Red Hill Mining Town - Remastered 2007,43.0,0.337,0.657,,-9.316,1,0.033,0.161,0.0029,0.257,0.415,69.129,292867.0,4,10 -American Authors,Luck,53.0,0.554,0.806,,-3.463,1,0.046,0.00177,,0.165,0.646,144.923,220693.0,4,10 -Kali,Do A Bitch (Remix) [feat. Rico Nasty],64.0,0.874,0.531,11.0,-8.425,1,0.34,0.0252,,0.305,0.514,111.999,198951.0,4,5 -boy-ish,time again,23.0,0.875,0.408,10.0,-10.056,1,0.247,0.841,0.183,0.0579,0.472,131.972,150828.0,4,6 -Jason Aldean,Amarillo Sky,60.0,0.491,0.776,2.0,-3.887,1,0.0393,0.314,,0.146,0.428,154.988,3.375783333,4,4 -fanclubwallet,Bike Song,31.0,0.821,0.695,7.0,-5.841,1,0.042,0.0402,0.0312,0.0599,0.903,107.006,144667.0,4,6 -Biddu,Baat Ban Jaye - Qurbani / Soundtrack Version,26.0,0.689,0.617,7.0,-10.666,1,0.0314,0.645,0.574,0.0546,0.978,108.811,3.25645,4,3 -Jme,96 Bars of Revenge,42.0,0.566,0.907,1.0,-8.277,1,0.522,0.0546,,0.119,0.56,93.164,224213.0,5,5 -The Smashing Pumpkins,Landslide,59.0,0.422,0.208,10.0,-15.886,1,0.0318,0.896,0.0265,0.192,0.354,111.549,190587.0,3,10 -Neumatic Parlo,Real Insight,21.0,0.397,0.835,11.0,-8.619,1,0.0383,1.32e-05,0.694,0.21,0.389,147.017,202953.0,4,10 -Nick Lowe,Cruel To Be Kind,57.0,0.694,0.656,,-10.598,1,0.026,0.0586,1.81e-06,0.0505,0.803,131.679,210131.0,4,10 -Fantastic Negrito,Chocolate Samurai,46.0,0.739,0.669,5.0,-8.79,1,0.0386,0.0274,0.00464,0.123,0.547,128.26,295839.0,4,10 -Alessia Cara,Sweet Dream,71.0,0.76,0.532,,-9.177,1,0.127,0.252,,0.252,0.5,123.064,3.03136667,4,9 -Northlane,Clockwork,60.0,0.48,0.97,8.0,-5.006,0,0.0595,3.72e-05,0.309,0.29,0.346,136.123,238373.0,4,8 -Mahendra Kapoor,Jai Janani Jai Bharat Maa,1.0,0.571,0.585,1.0,-8.611,1,0.123,0.974,1.59e-05,0.113,0.825,82.565,3.34,3,3 -"Pritam, Arijit Singh, Antara Mitra, Nikhil D'Souza",Dil Hi Toh Hai,55.0,0.482,0.694,,-5.368,1,0.042,0.452,,0.11,0.573,90.196,4.674933333,4,3 -Mohammed Rafi,Chahoonga Main Tujhe,25.0,0.352,0.331,8.0,-12.489,1,0.0489,0.994,0.663,0.245,0.255,77.039,4.908216667,4,3 -Icewear Vezzo,Up The Sco (feat. Lil Durk),58.0,0.828,0.663,10.0,-6.158,0,0.357,0.172,,0.206,0.691,78.477,165121.0,4,5 -Dayglow,Woah Man,,0.497,0.675,2.0,-7.442,1,0.0332,0.0035,0.000367,0.219,0.338,79.965,208587.0,4,6 -Tame Impala,Remember Me,52.0,0.631,0.851,7.0,-5.871,1,0.04,0.392,0.0647,0.57,0.469,107.008,261040.0,4,10 -The Isley Brothers,That Lady - Live,22.0,0.465,0.903,,-6.971,0,0.081,0.000515,0.00783,0.853,0.787,142.687,216907.0,4,10 -Robert Plant,Big Log - 2006 Remaster,59.0,0.554,0.639,9.0,-7.163,0,0.0278,0.359,0.00274,0.205,0.644,180.638,5.08,4,10 -Mos Def,Ms. Fat Booty,69.0,0.782,0.589,1.0,-4.827,1,0.189,0.148,,0.164,0.869,90.438,223547.0,4,5 -Sonna,Something's Gotta Give,31.0,0.666,0.463,1.0,-7.806,0,0.086,0.413,,0.232,0.497,84.903,140965.0,4,5 -Glen Hansard,Wedding Ring,41.0,0.481,0.385,4.0,-12.981,1,0.0458,0.62,0.117,0.114,0.363,148.504,4.78888333,3,0 -Hyro The Hero,Bullet,51.0,0.59,0.857,6.0,-3.982,0,0.0831,4.67e-05,6.4e-06,0.284,0.652,110.027,173733.0,4,8 -Faith Hill,Cry,47.0,0.512,0.645,8.0,-5.631,1,0.029,0.141,,0.0987,0.283,111.015,3.771783333,3,4 -R.E.M.,Losing My Religion,82.0,0.666,0.855,9.0,-5.051,0,0.0295,0.179,1.2e-06,0.0987,0.803,125.639,268427.0,4,10 -"Alexander Glazunov, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd","Mélodie, Op.20, No.1",,0.105,0.092,2.0,-23.655,1,0.0422,0.99,0.864,0.116,0.0838,89.542,6.625333333,4,7 -Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,1 -WHOKILLEDXIX,spy?,77.0,0.87,0.565,11.0,-5.356,0,0.0581,0.0631,0.0579,0.104,0.646,100.041,2.565366667,4,9 -The Orwells,Who Needs You,42.0,0.3,0.88,5.0,-4.573,1,0.0465,1.37e-05,0.0273,0.0746,0.563,207.92,199147.0,4,6 -James Smith,I Don't Wanna Know,44.0,0.254,0.266,7.0,-8.603,1,0.0347,0.791,1.42e-06,0.114,0.221,165.336,208954.0,3,9 -Mark Morton,All I Had To Lose (feat. Mark Morales),45.0,0.328,0.232,9.0,-16.28,0,0.0339,0.419,,0.11,0.412,149.444,195700.0,4,10 -Audioslave,Cochise,67.0,0.452,0.873,9.0,-4.867,1,0.0613,0.000519,,0.0592,0.433,80.473,222027.0,4,10 -Girlhood,It Might Take A Woman,49.0,0.59,0.864,4.0,-5.478,1,0.0327,0.000453,1.06e-06,0.275,0.272,102.972,190960.0,4,6 -Sticky,Booo! (feat. Ms Dynamite) - Original Dirty Mix,46.0,0.6,0.77,6.0,-7.077,1,0.195,0.0004,0.000264,0.0533,0.625,131.582,327293.0,4,5 -Mr Eazi,The Don,55.0,0.637,0.457,2.0,-8.455,1,0.259,0.402,0.000129,0.231,0.4,66.743,168896.0,3,9 -Processor,Royal Leash,47.0,0.6,0.833,1.0,-3.736,1,0.0402,3.68e-05,0.805,0.646,0.16,118.023,223729.0,4,8 -Glass Heart,Loved & Lost,10.0,0.499,0.905,11.0,-9.354,0,0.0585,0.000186,,0.072,0.418,110.019,244500.0,4,8 -Leah Nobel,Over the Moon,39.0,0.641,0.435,2.0,-9.88,1,0.0485,0.461,0.000153,0.132,0.22,76.01,208882.0,4,9 -Flyleaf,All Around Me,53.0,0.472,0.88,9.0,-4.925,1,0.0519,0.0257,,0.0506,0.5,146.929,198467.0,4,10 -Dan Mangan,Fool For Waiting,45.0,0.325,0.342,7.0,-8.86,1,0.0358,0.748,6.63e-05,0.101,0.264,92.08,4.05333333,4,0 -Jammz,The World,14.0,0.856,0.336,1.0,-10.061,0,0.0777,0.0403,0.0857,0.116,0.249,143.002,229700.0,4,5 -Gary Moore,Cold Wind Blows,11.0,0.608,0.739,4.0,-10.582,0,0.0416,0.0102,0.552,0.202,0.268,97.884,329733.0,4,2 -Abbath,Winter Bane,39.0,0.471,0.959,8.0,-6.042,1,0.0545,1.02e-05,0.844,0.183,0.194,141.969,409840.0,4,8 -Daniel Lee,Huckleberry,44.0,0.442,0.615,,-7.909,1,0.0321,0.0557,5.73e-05,0.182,0.44,84.944,230412.0,4,10 -Rush,What You're Doing,37.0,0.436,0.826,11.0,-9.457,0,0.0532,0.0305,0.00572,0.128,0.56,99.106,262107.0,4,10 -Whitney Houston,Greatest Love of All - Live from That's What Friends Are For: Arista Records 15th Anniversary Concert,36.0,0.321,0.604,8.0,-6.718,1,0.0554,0.643,,0.977,0.267,112.01,6.838,4,9 -Ali Gatie,Sunrise,55.0,0.684,0.495,5.0,-8.282,0,0.0297,0.223,,0.154,0.19,99.991,184710.0,4,9 -Omer Adam,◊†◊©◊ë◊¢◊™◊ô ◊ú◊¢◊ï◊ú◊ù,27.0,0.447,0.59,10.0,-4.331,0,0.0281,0.477,2.43e-06,0.144,0.304,145.014,295093.0,4,9 -Chelsea Cutler,Walking Away,69.0,0.551,0.381,2.0,-8.919,1,0.203,0.748,,0.135,0.271,97.216,2.93953333,4,9 -The Animals,House of the Rising Sun,74.0,0.316,0.484,9.0,-9.11,0,0.0308,0.000334,0.00445,0.0912,0.299,117.363,269907.0,3,6 -New Order,Blue Monday - 2016 Remaster,67.0,0.793,0.703,,-9.548,1,0.0581,0.000726,0.88,0.075,0.856,130.27,450800.0,4,6 -Blind Faith,Can't Find My Way Home,34.0,0.32,0.545,1.0,-14.043,1,0.0415,0.586,0.00262,0.605,0.605,87.618,373893.0,4,6 -Hiatus Kaiyote,Get Sun (feat. Arthur Verocai) - Pocket Size Radio Edit,55.0,0.311,0.632,7.0,-6.852,1,0.0878,0.0206,0.000429,0.0714,0.467,90.713,280375.0,4,1 -BONES UK,Pretty Waste,51.0,0.66,0.835,4.0,-3.79,1,0.114,0.0001,0.000443,0.247,0.544,94.014,170500.0,4,10 -Eddie Burns,You Got To Love Me With A Feeling,5.0,0.49,0.485,2.0,-8.14,1,0.132,0.733,0.0188,0.0867,0.523,185.73,336040.0,3,2 -Sonny Boy Williamson I,Got The Bottle Up And Gone,35.0,0.612,0.117,9.0,-15.357,1,0.177,0.99,0.00031,0.0788,0.781,172.444,153260.0,4,2 -The Chemical Brothers,Block Rockin' Beats,4.0,0.558,0.982,10.0,-3.125,0,0.063,0.0221,0.508,0.117,0.684,109.372,313667.0,4,6 -Apoorva Krishna,Valencia,13.0,0.61,0.712,5.0,-6.822,1,0.0408,0.135,0.483,0.175,0.349,99.975,294999.0,5,6 -CLOVES,Better Now - Acoustic,45.0,0.741,0.164,11.0,-12.18,0,0.0334,0.924,0.000889,0.108,0.299,100.491,234551.0,3,9 -Dani de Morón,Creer Para Ver,41.0,0.4,0.285,5.0,-12.209,0,0.0625,0.969,0.862,0.109,0.105,79.115,5.96645,4,7 -The Searchers,Needles and Pins - Mono,57.0,0.565,0.953,9.0,-6.504,1,0.0393,0.0546,2.95e-05,0.0637,0.887,124.287,131360.0,4,10 -REINDIER,You Took It All,20.0,0.509,0.333,6.0,-12.622,0,0.0779,0.0835,2.6e-06,0.133,0.243,111.002,181127.0,4,9 -Judas Priest,Lightning Strike,54.0,0.521,0.915,9.0,-5.705,0,0.0544,1.69e-05,0.43,0.065,0.336,112.507,209453.0,3,8 -Sam Hunt,Break Up In A Small Town,68.0,0.579,0.776,8.0,-5.365,1,0.173,0.0749,,0.239,0.434,136.044,3.831333333,4,4 -Daya,Montana,39.0,0.602,0.405,2.0,-7.157,1,0.0319,0.903,,0.133,0.321,137.743,203869.0,4,9 -Rasmus Jenzen,The Well,46.0,0.619,0.3,9.0,-8.95,1,0.0982,0.942,0.908,0.141,0.443,106.717,1.75025,4,7 -Moon Fever,Cocaine,45.0,0.48,0.879,11.0,-4.67,0,0.0933,8.87e-05,,0.0828,0.289,141.063,143400.0,4,8 -Deathbeds AU,A Night in Hell,32.0,0.396,0.968,3.0,-4.322,1,0.131,5.49e-05,0.494,0.263,0.178,161.021,212143.0,4,8 -The Stranglers,No More Heroes - 1996 Remaster,52.0,0.293,0.933,,-8.082,1,0.0701,0.000109,0.145,0.336,0.837,150.994,207440.0,4,10 -Muddy Waters,I'm Your Hoochie Coochie Man,3.0,0.469,0.297,7.0,-12.576,1,0.0733,0.908,,0.0604,0.802,71.683,172373.0,4,2 -SMOKIN‚ÄôtheJAZZ,Look up at the sky,36.0,0.699,0.678,5.0,-11.312,1,0.0398,0.0132,0.000215,0.103,0.862,110.974,277951.0,4,9 -Noel Gallagher's High Flying Birds,AKA... What A Life!,40.0,0.447,0.927,6.0,-3.3,0,0.0508,0.000297,0.362,0.0972,0.104,119.034,264480.0,4,6 -The Heavy,Short Change Hero,60.0,0.68,0.64,1.0,-6.691,0,0.0336,0.29,0.00593,0.124,0.738,105.981,322267.0,4,9 -Nekromantheon,Thanatos,16.0,0.0646,0.995,6.0,-7.07,0,0.143,7.39e-05,0.868,0.295,0.0351,204.316,214544.0,4,8 -Blue Öyster Cult,(Don't Fear) The Reaper,75.0,0.333,0.927,9.0,-8.55,0,0.0733,0.0029,0.000208,0.297,0.385,141.466,5.13533333,4,10 -Richard Thompson,1952 Vincent Black Lightning,56.0,0.488,0.209,10.0,-19.549,1,0.0369,0.374,5.05e-06,0.103,0.362,120.63,4.72488333,4,0 -YBN Almighty Jay,Bring Out The Hoochies,51.0,0.768,0.733,10.0,-7.057,0,0.068,0.0823,0.0163,0.113,0.64,116.98,150976.0,4,5 -La La Lars,Pour Qui Pourquoi,34.0,0.29,0.58,7.0,-8.18,0,0.0346,0.692,0.933,0.368,0.505,89.848,4.814666667,4,7 -Scotty McCreery,This Is It,1.0,0.557,0.511,8.0,-6.788,1,0.0291,0.254,,0.099,0.602,156.042,3.84955,4,4 -Fickle Friends,IRL,46.0,0.666,0.815,5.0,-5.692,1,0.0622,0.0702,3.57e-05,0.762,0.788,101.972,204065.0,4,9 -Saves The Day,Shoulder to the Wheel,45.0,0.35,0.958,4.0,-4.597,1,0.0949,0.000436,,0.314,0.555,190.501,199573.0,4,10 -Gaffa Tape Sandy,Kill the Chord,34.0,0.358,0.912,9.0,-4.651,1,0.05,3.36e-06,0.00271,0.122,0.578,156.873,205400.0,4,10 -TV On The Radio,Golden Age,30.0,0.71,0.807,5.0,-5.83,0,0.0622,0.0147,5.6e-05,0.0949,0.565,110.051,251893.0,4,6 -The Cars,Magic,49.0,0.683,0.806,9.0,-7.574,1,0.042,0.125,0.000548,0.191,0.962,118.032,3.95155,4,10 -Osi And The Jupiter,Baldur,46.0,0.104,0.352,9.0,-15.31,0,0.0422,0.194,0.858,0.0904,0.0373,90.265,395337.0,3,8 -The Surfaris,Wipe Out,45.0,0.461,0.955,11.0,-6.684,1,0.0489,0.111,0.532,0.952,0.725,160.073,166092.0,4,10 -Johnny Duncan,Thinkin' of a Rendezvous - Single Version,45.0,0.674,0.552,9.0,-9.904,1,0.04,0.23,,0.274,0.787,127.313,3.379783333,4,4 -Dimmu Borgir,The Serpentine Offering,45.0,0.135,0.964,7.0,-3.492,0,0.113,3.18e-05,0.0297,0.0731,0.0799,154.486,309213.0,3,8 -Climax Blues Band,"Hey Baby, Everything's Gonna Be Alright, Yeh Yeh Yeh",31.0,0.462,0.877,7.0,-9.245,0,0.0459,0.147,0.857,0.362,0.852,133.131,266120.0,4,2 -Beastie Boys,Fight For Your Right,70.0,0.503,0.858,8.0,-6.296,1,0.0657,0.00757,0.00234,0.0803,0.419,133.615,208653.0,5,10 -Elmore James,The Sky Is Crying,53.0,0.294,0.611,2.0,-6.268,1,0.0348,0.0226,0.435,0.114,0.567,178.191,166400.0,3,2 -Brent Faiyaz,"Gravity (feat. Tyler, The Creator)",79.0,0.539,0.615,1.0,-8.746,0,0.252,0.173,0.0056,0.144,0.493,163.924,214693.0,4,5 -Phani Narayana,Cheri Yasodaku,15.0,0.607,0.281,,-15.041,1,0.0475,0.956,0.667,0.116,0.414,151.986,320993.0,4,6 -Loverboy,Working for the Weekend,68.0,0.515,0.766,7.0,-12.768,1,0.0343,0.0249,0.00103,0.455,0.774,146.911,221000.0,4,10 -Sonny Landreth,Soul Salvation - Live,27.0,0.561,0.836,9.0,-8.904,1,0.0913,0.184,0.00355,0.859,0.495,132.041,272160.0,3,2 -Nirvana,Polly,62.0,0.83,0.382,2.0,-11.231,0,0.0566,0.884,0.301,0.11,0.54,121.12,173853.0,4,10 -Atmosphere,God's Bathroom Floor,53.0,0.596,0.712,6.0,-5.305,1,0.313,0.146,,0.103,0.2,81.846,238800.0,4,5 -Fishbone,Bonin' In the Boneyard,40.0,0.663,0.96,1.0,-4.927,1,0.108,0.0344,0.445,0.371,0.408,130.404,284627.0,4,10 -Tion Wayne,"Body (Remix) [feat. ArrDee, E1 (3x3), ZT (3x3), Bugzy Malone, Buni, Fivio Foreign & Darkoo]",90.0,0.883,0.674,11.0,-8.043,0,0.357,0.21,,0.0678,0.73,141.02,278085.0,4,5 -Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,10 -Hobosexual,Trans Am Sunday,24.0,0.326,0.904,10.0,-2.683,0,0.129,0.195,0.00966,0.675,0.244,128.696,353583.0,4,10 -Keane,Somewhere Only We Know,77.0,0.448,0.665,9.0,-4.203,1,0.026,0.06,2.55e-05,0.0828,0.304,172.004,237147.0,4,10 -Marina Maximilian,Tango,36.0,0.572,0.695,7.0,-7.929,0,0.028,0.00298,0.123,0.171,0.252,140.005,250018.0,4,9 -Aviana,Heavy Feather - Instrumental,27.0,0.22,0.964,8.0,-3.927,1,0.166,4.93e-06,0.939,0.394,0.134,199.996,271333.0,4,8 -Danny Bassan,◊ú◊ô◊ú◊î,17.0,0.473,0.358,2.0,-8.795,1,0.0276,0.85,5.73e-06,0.106,0.237,98.248,267211.0,3,10 -Bryan Adams,I Thought I'd Seen Everything,32.0,0.537,0.818,6.0,-7.206,1,0.0294,0.00398,0.00133,0.0979,0.386,130.365,306547.0,4,10 -THE DRIVER ERA,Feel You Now,50.0,0.535,0.724,7.0,-5.192,1,0.191,0.102,0.000121,0.207,0.501,180.077,258477.0,4,10 -"Peter, Paul and Mary","Puff, the Magic Dragon",57.0,0.507,0.088,9.0,-23.309,1,0.0343,0.51,,0.0984,0.398,144.226,206867.0,4,10 -Runtown,Kini Issue,44.0,0.802,0.672,6.0,-4.349,1,0.0932,0.108,0.0259,0.0724,0.767,101.029,194952.0,4,9 -Arik Einstein,◊ê◊î◊ë◊î ◊û◊û◊ë◊ò ◊®◊ê◊©◊ï◊ü,41.0,0.589,0.447,7.0,-9.538,1,0.0316,0.901,2.12e-05,0.123,0.153,103.586,200827.0,3,10 -Billy Strings,Away From The Mire,53.0,0.379,0.593,6.0,-9.113,0,0.0295,0.584,0.00547,0.122,0.511,143.207,463653.0,4,1 -Wolf Alice,Giant Peach,49.0,0.503,0.812,6.0,-7.829,0,0.0754,4.75e-05,0.0639,0.691,0.136,140.902,275493.0,4,10 -BlabberMouf,Put in Work,40.0,0.908,0.609,10.0,-9.669,0,0.278,0.0611,,0.132,0.625,94.99,212211.0,4,5 -The Rolling Stones,All The Rage,41.0,0.544,0.876,7.0,-4.33,1,0.0362,0.0176,0.665,0.063,0.907,133.026,251173.0,4,10 -Aviana,Oblivion,47.0,0.26,0.981,6.0,-4.521,1,0.169,2.05e-05,0.0334,0.344,0.194,116.259,248226.0,3,8 -The Replacements,Bastards of Young - 2008 Remaster,51.0,0.438,0.916,4.0,-8.318,1,0.124,0.00573,1.07e-06,0.334,0.391,143.101,218067.0,4,10 -The Offspring,Original Prankster,63.0,0.664,0.877,2.0,-4.251,1,0.0334,0.000542,2.95e-05,0.284,0.961,146.804,220947.0,4,10 -Avenged Sevenfold,Bat Country,69.0,0.541,0.968,,-4.129,1,0.0396,0.000248,8.28e-06,0.423,0.505,125.04,311813.0,4,10 -The Verve,The Drugs Don't Work,64.0,0.442,0.52,,-8.648,1,0.0261,0.184,,0.154,0.177,77.437,304880.0,4,10 -Hoobastank,Crawling In The Dark,66.0,0.57,0.915,6.0,-4.802,0,0.105,0.000273,8.48e-05,0.178,0.676,93.54,175227.0,4,8 -Death From Above 1979,Freeze Me,60.0,0.511,0.724,,-5.927,1,0.0311,0.000826,0.00019,0.23,0.536,130.029,198081.0,4,1 -Opeth,Harvest,44.0,0.501,0.686,4.0,-6.457,0,0.0246,0.0405,0.014,0.0846,0.218,62.509,361467.0,4,8 -Chattanooga Trio,Jazzanooga,52.0,0.588,0.0493,1.0,-20.4,1,0.0355,0.882,0.496,0.136,0.202,99.929,2.792833333,4,7 -The dB's,Black And White,35.0,0.299,0.971,1.0,-6.816,0,0.069,0.000656,0.00565,0.0364,0.734,174.192,189093.0,4,10 -Kendra Collins Band,Pure Imagination,51.0,0.483,0.292,8.0,-16.653,1,0.0305,0.865,0.778,0.115,0.175,139.348,5.2579,5,7 -Nectar,Birthday,24.0,0.467,0.896,4.0,-3.31,1,0.0441,7.97e-05,0.358,0.3,0.145,109.953,242116.0,4,10 -SAULT,Why Why Why Why Why,59.0,0.805,0.61,9.0,-6.64,0,0.0357,0.338,0.0616,0.112,0.686,114.762,238679.0,4,6 -Mouth Culture,ihatesadsongs,34.0,0.651,0.71,11.0,-4.345,1,0.0302,0.0406,1.12e-06,0.309,0.521,117.079,159000.0,4,10 -The Telescopes,The Perfect Needle,31.0,0.278,0.568,2.0,-9.636,1,0.033,1.04e-05,0.664,0.331,0.216,95.514,208040.0,4,10 -Alice In Chains,Check My Brain,59.0,0.441,0.845,10.0,-3.315,1,0.0462,3.28e-06,0.0533,0.723,0.304,113.989,237907.0,4,8 -The All-American Rejects,"Swing, Swing",68.0,0.553,0.717,7.0,-5.857,1,0.0318,6.48e-05,0.128,0.0385,0.318,127.947,233267.0,4,10 -Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,6 -TOOL,Stinkfist,66.0,0.286,0.728,,-6.608,1,0.0616,0.000174,0.836,0.133,0.467,171.441,312120.0,4,8 -Backstreet Boys,Everything But Mine,31.0,0.58,0.911,11.0,-3.849,0,0.0321,0.00589,,0.327,0.597,129.908,4.11445,4,9 -Inner Wave,Mushroom,51.0,0.703,0.781,4.0,-5.536,1,0.0262,0.262,0.544,0.155,0.845,100.909,166229.0,4,6 -Heaven Shall Burn,Thoughts and Prayers,38.0,0.17,0.986,5.0,-3.951,1,0.0953,7.89e-06,0.783,0.338,0.161,162.782,298429.0,4,8 -Willie Dixon,The Little Red Rooster,35.0,0.477,0.29,4.0,-18.066,1,0.0374,0.554,0.178,0.283,0.727,122.589,215203.0,3,2 -Kings of Leon,The Bucket,58.0,0.494,0.637,,-6.004,1,0.0336,0.0789,2.77e-05,0.215,0.175,140.034,175547.0,4,10 -The Hives,Walk Idiot Walk,58.0,0.623,0.947,9.0,-3.934,1,0.103,0.00386,0.00575,0.582,0.684,146.318,211813.0,4,10 -Arca,Watch,45.0,0.669,0.732,6.0,-8.724,0,0.244,0.00308,,0.0492,0.727,150.043,148577.0,4,6 -Amitabh Bachchan,Rang Barse Bheege Chunarwali,37.0,0.656,0.5,9.0,-12.391,1,0.295,0.849,,0.1,0.598,120.608,6.10445,4,3 -Christina Perri,A Thousand Years,68.0,0.423,0.407,10.0,-7.45,1,0.0267,0.312,0.000961,0.11,0.161,139.048,285120.0,3,9 -Strapping Young Lad,Love?,51.0,0.412,0.964,6.0,-7.557,0,0.169,1.84e-06,0.146,0.502,0.232,142.536,293347.0,3,8 -Julia Michaels,Love Is Weird,70.0,0.536,0.404,11.0,-9.315,0,0.0367,0.619,,0.127,0.325,112.807,150394.0,4,9 -The Gathering,Strange Machines,43.0,0.228,0.85,,-6.23,1,0.0489,0.00223,0.00136,0.056,0.391,130.566,364693.0,4,8 -Trushinitas,By the River,37.0,0.695,0.292,1.0,-18.11,1,0.0614,0.978,0.651,0.0917,0.458,85.206,146270.0,4,6 -Idan Amedi,◊ñ◊ï◊õ◊® ◊õ◊û◊¢◊ò ◊î◊õ◊ú,39.0,0.491,0.622,2.0,-9.051,0,0.0935,0.637,,0.341,0.513,80.913,209817.0,3,9 -Grimes,Violence - REZZ Remix,59.0,0.596,0.661,2.0,-7.533,0,0.0382,0.0713,0.817,0.209,0.124,99.951,195300.0,4,10 -Hundredth,Youth,43.0,0.442,0.978,8.0,-4.568,0,0.0846,2.93e-05,0.465,0.0763,0.356,89.986,210480.0,4,1 -Sarah de Warren,Flow (Acoustic Version),41.0,0.748,0.41,7.0,-8.312,0,0.0307,0.688,3e-05,0.114,0.86,100.016,191000.0,4,9 -Michael Soriano Trio,Send In the Clowns,47.0,0.408,0.239,3.0,-14.704,1,0.0341,0.941,0.851,0.104,0.172,151.622,3.449383333,3,7 -Just Geo,iBunk,8.0,0.74,0.733,,-7.142,1,0.0427,0.00349,0.485,0.106,0.643,140.012,182179.0,4,5 -COUNTERFEIT.,Getting Over It,29.0,0.406,0.986,10.0,-3.662,0,0.14,0.000288,,0.261,0.423,168.068,157694.0,4,10 -Spin Doctors,Two Princes,71.0,0.543,0.912,7.0,-10.71,1,0.0601,0.00162,2.1e-06,0.0565,0.836,103.731,256733.0,4,9 -Harlott,As We Breach,24.0,0.34,0.951,8.0,-5.376,1,0.114,5.99e-05,0.00864,0.298,0.122,100.093,292147.0,4,8 -Biig Piig,Feels Right,65.0,0.811,0.452,7.0,-8.676,1,0.115,0.162,0.00305,0.12,0.556,121.058,199006.0,4,6 -Asha Bhosle,Jeene Ke Bahane Lakhon Hain,27.0,0.636,0.692,3.0,-11.06,0,0.0351,0.31,,0.0979,0.9,123.611,6.019783333,4,3 -Buffalo Fuzz,My Cosmic Love,23.0,0.411,0.679,2.0,-6.48,1,0.0341,0.00814,,0.13,0.229,79.081,285677.0,3,8 -Slow Pulp,Steel Birds,39.0,0.581,0.432,2.0,-7.305,1,0.0262,0.461,0.00127,0.0972,0.253,140.062,203500.0,4,10 -Nothing But Thieves,Sorry - Acoustic,52.0,0.672,0.429,8.0,-7.364,0,0.0298,0.818,4.69e-06,0.205,0.481,127.912,214413.0,4,10 -Coldplay,Magic,73.0,0.738,0.482,6.0,-8.917,0,0.0402,0.0266,0.621,0.106,0.352,93.457,285014.0,4,10 -Nicholas Payton,The Last Goodbye,,0.32,0.156,2.0,-12.258,1,0.033,0.96,0.904,0.0775,0.0664,159.618,5.423333333,3,7 -DIAMANTE,Serves You Right,43.0,0.517,0.795,4.0,-6.34,0,0.0399,0.0031,,0.126,0.358,141.008,214321.0,4,8 -Lata Mangeshkar,Aji Rooth Kar Ab Kahan Jaiyega,12.0,0.428,0.413,3.0,-6.638,1,0.0319,0.985,0.288,0.174,0.654,125.296,5.0696,3,3 -Cut out Club,We Are the Ghosts,9.0,0.388,0.848,5.0,-6.939,0,0.0503,0.00381,1.39e-06,0.102,0.536,166.216,192493.0,4,6 -Emily Wolfe,Atta Blues,38.0,0.44,0.533,9.0,-5.318,1,0.0292,0.00279,0.0158,0.191,0.461,144.039,208173.0,4,10 -Johnny Cosmic,Kingdom (with The Movement),47.0,0.742,0.503,5.0,-8.396,0,0.0621,0.0604,0.066,0.12,0.444,74.004,282323.0,4,10 -Bon Jovi,Bad Medicine,69.0,0.555,0.973,9.0,-3.804,1,0.035,0.048,,0.0853,0.805,118.642,316707.0,4,10 -VVV [Trippin'you],Invierno Nuclear,37.0,0.532,0.836,9.0,-7.683,0,0.0359,0.0179,0.000772,0.0873,0.184,139.997,274000.0,3,6 -The Record Company,I Wanna Get High,42.0,0.494,0.548,9.0,-6.753,0,0.0355,0.0213,0.0294,0.183,0.129,78.028,233077.0,4,10 -To Kill Achilles,fourpercent,36.0,0.309,0.931,1.0,-9.859,1,0.167,2.16e-05,1.94e-06,0.414,0.131,197.044,174004.0,4,8 -Billy Branch,Nobody But You,24.0,0.567,0.765,10.0,-6.625,1,0.0517,0.282,3.82e-05,0.22,0.768,147.923,187187.0,4,2 -◊ú◊ô◊ú ◊ê◊® ◊§◊ô ◊í'◊ô,◊§◊ß◊°◊° ◊ê◊ï◊™◊ô ◊ô◊ê ◊û◊†◊ô◊ê◊ß ◊¢◊ù ◊ë◊ô◊ò◊ï◊ü,9.0,0.814,0.557,3.0,-9.184,0,0.476,0.132,,0.201,0.715,87.451,157889.0,4,5 -Culture Wars,Hunger,,0.612,0.761,3.0,-6.317,0,0.0481,0.0979,0.108,0.111,0.531,154.042,200809.0,4,10 -The Offspring,Self Esteem,75.0,0.488,0.862,,-7.595,1,0.0476,0.0204,,0.359,0.706,104.56,257827.0,4,10 -Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,1 -Adi Rennert,◊°◊ô◊ò◊ï◊ê◊¶◊ô◊î,15.0,0.596,0.481,11.0,-11.191,0,0.0258,0.829,0.00124,0.197,0.485,105.99,267560.0,4,10 -Jordana,I Guess This is Life,41.0,0.639,0.544,,-7.355,1,0.0318,0.261,0.00567,0.114,0.324,92.018,211630.0,4,1 -Shalom Hanoch,◊õ◊ì◊ô ◊ú◊ó◊ô◊ï◊™,18.0,0.732,0.757,,-12.541,1,0.0413,0.0561,0.000251,0.244,0.916,102.233,374733.0,4,10 -"Hank Williams, Jr.",All My Rowdy Friends Are Coming Over Tonight,49.0,0.607,0.904,2.0,-7.693,1,0.0435,0.13,,0.134,0.877,146.831,2.980666667,4,4 -Hanni El Khatib,You Rascal You,41.0,0.604,0.665,5.0,-7.981,1,0.305,0.516,6.77e-06,0.0766,0.48,84.691,141093.0,4,9 -Bryan Adams,Heaven,76.0,0.382,0.589,9.0,-7.315,0,0.0267,0.0465,,0.122,0.335,140.059,243360.0,4,10 -Prithviraj Kapoor,Agar Aisa Na Hua Toh Salim Tujhe Marne Nahin Dega - Dialogues,1.0,0.597,0.31,2.0,-12.812,1,0.0847,0.979,,0.438,0.963,125.608,0.533916667,4,3 -Jamiroquai,Virtual Insanity - Remastered,70.0,0.662,0.949,6.0,-4.758,1,0.108,0.128,,0.135,0.516,91.954,229360.0,4,10 -Nadia Reid,All of My Love,33.0,0.515,0.239,1.0,-13.68,1,0.0296,0.714,9.13e-05,0.112,0.27,115.72,247041.0,4,1 -Heretical Sect,The Depths of Weeping Infinity,18.0,0.0814,0.902,7.0,-4.89,1,0.0841,2.28e-06,0.866,0.2,0.0898,83.631,277383.0,4,8 -Kate Bush,Wuthering Heights,69.0,0.481,0.392,1.0,-11.381,1,0.0312,0.366,0.0452,0.124,0.52,124.572,269067.0,4,6 -Shlomo Artzi,◊õ◊®◊ò◊ô◊° ◊ú◊ú◊ï◊†◊î ◊§◊ê◊®◊ß,23.0,0.61,0.409,4.0,-12.84,1,0.0306,0.19,4.32e-05,0.244,0.561,122.549,454240.0,4,10 -Jesse Cook,Canción Triste,49.0,0.655,0.165,1.0,-16.415,0,0.034,0.954,0.926,0.0941,0.494,138.02,5.03045,4,7 -False Advertising,You Won't Feel Love,6.0,0.495,0.783,2.0,-8.835,1,0.0361,3.65e-05,0.261,0.574,0.567,144.072,226587.0,4,10 -little hurricane,Sun Sets West,33.0,0.439,0.698,,-6.764,1,0.0643,0.171,3.73e-06,0.286,0.815,112.726,148800.0,3,10 -"Charles Gounod, Yo-Yo Ma",Ave Maria,59.0,0.132,0.0195,,-29.76,1,0.0445,0.993,0.888,0.0569,0.14,81.616,2.721116667,3,7 -Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,6 -Fun Lovin' Criminals,Scooby Snacks,57.0,0.76,0.577,2.0,-7.899,1,0.0339,0.0139,0.0306,0.0745,0.293,104.61,184000.0,4,10 -John Diva & the Rockets of Love,American Amadeus,29.0,0.446,0.973,1.0,-4.111,1,0.0539,0.0156,1.81e-06,0.322,0.52,169.998,240840.0,4,8 -Hole,Doll Parts,61.0,0.245,0.542,7.0,-7.159,1,0.0324,0.147,4.05e-06,0.102,0.365,204.824,211960.0,4,10 -Les Sexareenos,(Oh Mom) Teach Me How to Uncle Willy,10.0,0.34,0.807,2.0,-8.196,1,0.0528,0.657,0.947,0.266,0.858,205.773,154387.0,4,2 -The Seeds,It's A Hard Life,20.0,0.679,0.489,10.0,-14.14,0,0.0327,0.0224,0.0159,0.0848,0.863,102.357,160496.0,4,2 -Babyface Ray,Allowance (feat. Kash Doll),51.0,0.77,0.748,1.0,-4.944,1,0.0449,0.00651,0.00402,0.144,0.263,101.501,143480.0,4,5 -Allison Ponthier,Harshest Critic,45.0,0.542,0.493,11.0,-8.022,1,0.0254,0.861,5.72e-05,0.151,0.273,101.022,196211.0,4,9 -Devin Townsend,Genesis,41.0,0.536,0.841,9.0,-9.336,1,0.0912,0.00112,0.0233,0.645,0.216,128.04,365861.0,4,8 -Remi Wolf,Hello Hello Hello,54.0,0.736,0.669,1.0,-8.305,1,0.136,0.107,,0.224,0.797,86.531,172023.0,4,6 -Peled,◊©◊®◊©◊®◊ô◊ù,26.0,0.643,0.713,4.0,-4.852,0,0.0831,0.0646,,0.131,0.449,150.003,174523.0,4,5 -HAIM,The Wire,61.0,0.548,0.632,2.0,-5.569,1,0.145,0.0126,4.95e-06,0.0769,0.535,113.682,245800.0,4,6 -Carrie Underwood,Before He Cheats,75.0,0.519,0.749,6.0,-3.318,0,0.0405,0.271,,0.119,0.29,147.905,3.33245,4,4 -ED.,Sonic Boom,32.0,0.899,0.726,10.0,-9.273,1,0.172,0.000726,0.02,0.109,0.708,115.009,219136.0,4,6 -"Nazia Hassan, Feroz Khan",Aap Jaisa Koi - Qurbani / Soundtrack Version,45.0,0.712,0.529,2.0,-8.46,1,0.0411,0.728,0.0528,0.371,0.962,108.363,4.151783333,4,3 -Marina Maximilian,◊™◊†◊ô ◊ú◊ï ◊ú◊®◊ê◊ï◊™,26.0,0.489,0.548,7.0,-9.199,0,0.0463,0.538,0.0248,0.112,0.249,75.308,235000.0,4,9 -bl00dwave,Pink Skies,25.0,0.717,0.534,6.0,-11.072,1,0.0333,0.68,0.379,0.0716,0.124,99.998,158400.0,4,6 -HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,10 -Aaron Aye,Potion,26.0,0.396,0.474,3.0,-5.725,1,0.0625,0.629,,0.295,0.699,70.551,170164.0,4,9 -renforshort,"fuck, i luv my friends",3.0,0.443,0.551,4.0,-5.667,1,0.026,0.121,,0.334,0.683,168.099,163852.0,4,9 -Briston Maroney,Bottle Rocket,54.0,0.583,0.931,11.0,-4.975,0,0.125,0.0174,3.6e-06,0.405,0.319,127.034,190360.0,4,10 -Tee Grizzley,White Lows Off Designer (feat. Lil Durk),68.0,0.747,0.574,1.0,-6.587,1,0.24,0.561,,0.1,0.436,127.981,175031.0,4,5 -DMX,X Gon' Give It To Ya,78.0,0.761,0.899,10.0,-3.09,0,0.183,0.0135,,0.0719,0.673,95.027,217587.0,4,5 -Plainride,Devil At Your Heels,35.0,0.478,0.834,5.0,-6.891,0,0.0439,0.00138,0.321,0.0588,0.387,139.995,389547.0,4,8 -Like A Storm,Teardrop,42.0,0.445,0.779,9.0,-7.435,1,0.044,0.0236,0.028,0.121,0.25,75.983,238613.0,4,10 -Heart,What About Love?,,0.257,0.595,2.0,-6.692,0,0.0354,0.444,,0.416,0.294,160.6,222000.0,4,10 -"Arijit Singh, Parampara Tandon",Pal Pal Dil Ke Paas- Title Track,54.0,0.56,0.512,1.0,-7.185,0,0.0333,0.592,,0.056,0.39,123.991,4.241933333,4,3 -Anz,Unravel in the Designated Zone,41.0,0.733,0.762,3.0,-6.516,0,0.068,0.000433,0.901,0.384,0.749,130.005,288000.0,4,6 -Bile,In League,36.0,0.497,0.909,5.0,-11.786,0,0.0802,2.08e-05,0.578,0.68,0.125,139.915,292037.0,4,8 -Maisie Peters,"I'll Be There For You - Recorded at Metropolis Studios, London",53.0,0.528,0.116,2.0,-14.375,1,0.0388,0.94,,0.108,0.438,78.245,2.81331667,4,0 -Emma Hoet,jeunesse exemplaire,37.0,0.715,0.645,7.0,-6.84,0,0.0497,0.399,0.0103,0.115,0.316,117.023,228813.0,4,6 -Quaker City Night Hawks,Suit in the Back,38.0,0.744,0.562,10.0,-8.883,0,0.0327,0.0836,0.00148,0.149,0.523,104.035,173253.0,4,2 -The Clovers,"Hey, Miss Fannie - 2007 Remaster",35.0,0.613,0.279,1.0,-13.187,1,0.0432,0.757,,0.0874,0.955,165.259,146000.0,4,2 -Son House,Death Letter Blues,45.0,0.803,0.288,7.0,-15.418,0,0.0629,0.865,0.0593,0.0833,0.865,115.685,259160.0,4,2 -Black Rebel Motorcycle Club,Spread Your Love,61.0,0.415,0.901,2.0,-3.124,1,0.0428,0.00987,0.361,0.136,0.424,128.216,225333.0,4,10 -Cian Ducrot,Know Me Again (with Cate),54.0,0.558,0.407,4.0,-10.381,1,0.0281,0.842,2.77e-06,0.107,0.478,133.959,255255.0,4,9 -Lita Ford,Kiss Me Deadly,57.0,0.468,0.743,,-10.846,1,0.0326,0.00819,7.88e-05,0.369,0.648,156.103,241800.0,4,10 -LOKI,Gonz√°lez,33.0,0.52,0.307,,-16.509,1,0.0345,0.952,0.53,0.0941,0.515,140.008,238000.0,4,6 -Miley Cyrus,Midnight Sky,79.0,0.705,0.814,4.0,-5.466,0,0.0346,0.00115,0.00312,0.203,0.259,110.0,223279.0,4,10 -'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,1 -Mickey Hawks,Bip Bop Boom,32.0,0.421,0.922,5.0,-5.875,1,0.0601,0.501,0.637,0.0863,0.894,88.387,96227.0,4,10 -◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß,◊ú◊ô◊ú◊î ◊©◊ú ◊®◊ï◊ß ◊ò◊ô◊§◊™◊ô,4.0,0.4,0.723,2.0,-7.679,1,0.0626,0.349,0.00124,0.265,0.201,184.475,183164.0,4,6 -Jessy Martens and Band,Stronger,35.0,0.718,0.676,6.0,-7.442,0,0.0307,0.219,0.000167,0.338,0.595,97.027,230467.0,4,2 -Volumes,holywater,42.0,0.503,0.992,6.0,-5.407,1,0.18,1.88e-05,0.000226,0.327,0.113,139.965,164571.0,4,8 -Fredo Bang,Top (Remix) feat. Lil Durk,70.0,0.537,0.674,5.0,-6.3,1,0.274,0.0657,,0.1,0.468,98.642,158427.0,4,5 -Gretchen Wilson,Here for the Party,65.0,0.656,0.717,,-4.871,1,0.0279,0.0127,1.22e-05,0.904,0.809,123.988,3.279333333,4,4 -John Cooper Clarke,(I Married a) Monster from Outer Space,31.0,0.562,0.545,9.0,-14.392,0,0.0487,0.764,0.65,0.347,0.342,132.495,211560.0,4,6 -Alabama,High Cotton,55.0,0.661,0.581,5.0,-9.67,1,0.032,0.423,,0.11,0.863,91.11,3.005333333,4,4 -Megadeth,Symphony Of Destruction,72.0,0.61,0.891,4.0,-5.452,0,0.0587,0.000805,0.0928,0.0657,0.51,139.903,246733.0,4,8 -Bobby Timmons Trio,They Didn't Believe Me,39.0,0.518,0.12,8.0,-25.934,1,0.0467,0.808,0.8,0.117,0.354,95.735,6.78845,4,7 -Earl Hooker,You Don't Want Me,49.0,0.593,0.464,7.0,-16.925,1,0.0374,0.509,0.000214,0.166,0.763,113.001,316667.0,4,2 -Highly Suspect,Little One,47.0,0.474,0.363,7.0,-7.489,1,0.0295,0.0126,7.77e-06,0.109,0.11,139.889,241667.0,3,1 -Amy Macdonald,This Is The Life,72.0,0.628,0.882,1.0,-5.024,0,0.0323,0.259,,0.065,0.853,95.083,184413.0,4,9 -King Calaway,World For Two,53.0,0.677,0.446,10.0,-8.096,1,0.025,0.315,,0.212,0.44,96.947,3.094,4,4 -cleopatrick,hometown,63.0,0.315,0.826,7.0,-4.314,0,0.0636,0.00064,0.000687,0.0703,0.359,139.161,256072.0,4,10 -Of Monsters and Men,Sloom,46.0,0.479,0.411,1.0,-8.833,1,0.0282,0.555,0.00053,0.0797,0.316,89.779,283947.0,4,10 -Dave Edmunds,King Of Love,28.0,0.388,0.831,4.0,-8.686,1,0.055,0.16,,0.156,0.8,173.636,191320.0,4,10 -BLOXX,Coming Up Short,46.0,0.53,0.721,2.0,-4.599,1,0.0431,0.0047,5.79e-06,0.0568,0.594,150.988,195534.0,4,1 -Masked Wolf,Astronaut In The Ocean,16.0,0.778,0.695,4.0,-6.865,0,0.0913,0.174,,0.151,0.472,149.996,2.213,4,9 -STACEY,Strange (But I Like It),3.0,0.605,0.779,9.0,-4.816,0,0.0317,0.272,,0.221,0.812,122.009,224801.0,4,1 -Kyuss,Son of a Bitch,34.0,0.456,0.7,5.0,-13.014,1,0.0464,0.0353,0.0469,0.182,0.471,101.023,363307.0,4,8 -Omer Adam,◊©◊ß◊ò,37.0,0.581,0.223,7.0,-6.41,0,0.0335,0.868,,0.176,0.257,139.59,205773.0,4,9 -Joanne Shaw Taylor,Creepin',27.0,0.427,0.85,8.0,-5.524,1,0.0407,0.0493,0.46,0.348,0.695,135.208,221430.0,4,2 -Minutemen,Corona,54.0,0.47,0.913,7.0,-10.196,1,0.0343,6.59e-05,0.267,0.222,0.977,130.425,145533.0,4,1 -fern,Wasting Time,38.0,0.542,0.752,9.0,-6.463,1,0.218,0.229,0.0891,0.129,0.514,172.511,144706.0,4,6 -Luke Combs,Cold As You,70.0,0.598,0.846,6.0,-4.956,1,0.0355,0.0527,,0.113,0.328,144.04,3.101783333,4,4 -Jimmie Allen,Make Me Want To,,0.519,0.872,2.0,-3.212,1,0.0616,0.0793,,0.111,0.74,179.965,2.871333333,4,4 -Sonder,Nobody But You,73.0,0.637,0.299,7.0,-11.314,1,0.0366,0.742,,0.359,0.364,83.872,213214.0,4,6 -Biffy Clyro,End Of,42.0,0.474,0.956,2.0,-4.442,0,0.0809,0.00124,0.000597,0.114,0.589,168.148,277427.0,3,6 -The Only Ones,"Another Girl, Another Planet - 2008 re-mastered version",51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,10 -The Vintage Caravan,Whispers,32.0,0.259,0.976,11.0,-4.654,0,0.1,1.17e-05,0.0355,0.2,0.283,149.351,224956.0,4,8 -Pepper,Warning (feat. Stick Figure),51.0,0.801,0.527,1.0,-7.191,0,0.118,0.0192,0.118,0.131,0.52,76.022,232160.0,4,10 -Machine Gun Kelly,DAYWALKER! (feat. CORPSE),79.0,0.632,0.922,7.0,-2.173,1,0.0794,0.00558,1.81e-05,0.0927,0.497,88.972,137747.0,4,10 -Sepultura,Orgasmatron,49.0,0.495,0.98,9.0,-5.467,1,0.091,0.000177,0.000451,0.227,0.326,138.217,254387.0,4,8 -Belle Mt.,Famous Son,36.0,0.72,0.742,,-5.889,1,0.0559,0.0324,,0.306,0.718,118.063,180561.0,4,10 -From Sorrow To Serenity,Red Mist,27.0,0.282,0.903,11.0,-5.554,1,0.0633,4.25e-05,0.378,0.0838,0.276,177.097,224383.0,4,8 -Built To Spill,Mountain Top,29.0,0.503,0.759,7.0,-8.7,1,0.0315,0.00755,2.15e-06,0.338,0.965,142.856,125765.0,4,6 -Svalbard,Listen to Someone,38.0,0.225,0.926,3.0,-5.378,0,0.0556,1.27e-05,0.595,0.0804,0.165,128.574,310547.0,3,8 -–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–†–æ–¥–∏–Ω–∞,29.0,0.539,0.701,7.0,-13.176,1,0.0673,0.29,0.694,0.31,0.498,139.967,261536.0,4,6 -Lil Zay Osama,61st to 64th,56.0,0.843,0.535,6.0,-8.922,1,0.507,0.403,,0.101,0.409,73.063,121853.0,4,5 -Fontaines D.C.,I Don't Belong,50.0,0.657,0.716,9.0,-7.76,0,0.0264,0.2,0.000728,0.173,0.513,112.045,271107.0,4,6 -Bryce Janey,Funky Guitar Blues,43.0,0.563,0.871,5.0,-5.825,1,0.029,0.000197,0.0128,0.0928,0.517,114.894,261627.0,4,2 -Pharrell Williams,Frontin' (feat. Jay-Z) - Club Mix,66.0,0.894,0.404,9.0,-5.913,0,0.13,0.453,1.57e-06,0.0801,0.759,102.009,236507.0,4,5 -OurR,MUNG,36.0,0.562,0.572,9.0,-5.943,1,0.03,0.0019,0.422,0.0712,0.791,120.026,299000.0,4,10 -The Shelters,Rebel Heart,49.0,0.392,0.884,,-3.374,1,0.0385,0.00132,6.79e-05,0.35,0.508,169.123,238924.0,4,10 -Aretha Franklin,I Get High,34.0,0.444,0.406,1.0,-12.765,0,0.0535,0.119,2.46e-06,0.351,0.411,95.373,251827.0,4,5 -Casper The Ghost,Again,54.0,0.572,0.73,5.0,-7.617,1,0.0358,0.00479,,0.104,0.635,148.052,158973.0,4,10 -Alaska Reid,Oblivion,32.0,0.522,0.457,4.0,-6.094,1,0.0267,0.175,,0.209,0.25,74.914,251579.0,4,6 -MISSIO,Sing To Me,64.0,0.55,0.872,2.0,-4.742,0,0.0588,0.0864,0.000291,0.0617,0.618,142.041,189920.0,4,10 -SAINt JHN,Roses - Imanbek Remix,47.0,0.784,0.721,8.0,-5.457,1,0.0506,0.0149,0.00424,0.285,0.895,121.966,176219.0,4,9 -Bettye LaVette,Blues For The Weepers,33.0,0.617,0.57,6.0,-6.823,0,0.105,0.761,1.32e-05,0.109,0.64,145.035,226027.0,4,2 -Big Brother & The Holding Company,Ball and Chain,53.0,0.398,0.266,11.0,-14.661,0,0.0396,0.516,0.0165,0.218,0.25,81.045,567973.0,4,10 -Kishore Kumar,Tu Rutha Dil Tuta - Yaarana / Soundtrack Version,23.0,0.237,0.484,5.0,-8.521,0,0.0363,0.9,0.374,0.0909,0.642,87.352,3.08755,4,3 -The Cure,Fascination Street - Remastered,52.0,0.506,0.909,,-5.746,0,0.08,0.00145,0.457,0.17,0.499,100.101,315187.0,4,10 -John Mayer,Waiting On the World to Change,73.0,0.578,0.756,2.0,-5.82,1,0.115,0.157,0.000232,0.249,0.663,176.739,201173.0,4,10 -blond,Les bonnes mani√®res,37.0,0.762,0.471,8.0,-9.657,1,0.166,0.658,0.631,0.101,0.658,167.033,178973.0,4,6 -Shed Seven,Chasing Rainbows,54.0,0.202,0.853,4.0,-6.326,1,0.0475,0.0245,9.5e-05,0.143,0.37,100.625,265133.0,4,6 -Everything Everything,No Reptiles,49.0,0.631,0.515,5.0,-9.038,1,0.0245,0.0339,0.00124,0.116,0.381,154.935,282853.0,4,6 -"Langhorne Slim, Jill Andrews",Sea Of Love,54.0,0.538,0.272,11.0,-10.783,1,0.0381,0.904,0.000613,0.108,0.316,118.382,3.38651667,4,0 -Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,1 -Heathen,Empire of the Blind,40.0,0.474,0.974,7.0,-3.715,0,0.0688,2.26e-06,0.0177,0.499,0.227,105.018,351613.0,4,8 -KISS,Psycho Circus,49.0,0.556,0.929,1.0,-5.055,1,0.0637,7.36e-05,0.38,0.237,0.44,121.48,330360.0,4,8 -Golden Vessel,Hesitate,59.0,0.406,0.53,2.0,-9.556,1,0.045,0.739,0.0161,0.108,0.0701,122.773,251279.0,4,6 -Beastie Boys,Intergalactic - Remastered,69.0,0.734,0.864,2.0,-6.119,1,0.303,0.022,9.85e-06,0.246,0.47,105.932,231493.0,4,5 -Smash Into Pieces,Merry Go Round,46.0,0.528,0.939,1.0,-3.085,1,0.0437,0.076,,0.412,0.577,95.98,222973.0,4,10 -R.B James,Let Me Reach That Mountain,47.0,0.704,0.111,9.0,-19.914,0,0.0599,0.925,0.889,0.106,0.179,74.969,3.525,4,7 -All Time Low,Once In A Lifetime,68.0,0.492,0.911,1.0,-3.891,0,0.113,0.015,,0.345,0.429,168.024,189543.0,4,9 -David Banner,Like A Pimp,58.0,0.844,0.846,7.0,-5.167,1,0.176,0.00487,,0.0784,0.91,144.079,254707.0,4,5 -Cage The Elephant,Too Late To Say Goodbye,62.0,0.482,0.55,4.0,-7.098,0,0.0356,0.135,,0.294,0.105,67.559,252787.0,4,10 -Truckfighters,Desert Cruiser,51.0,0.198,0.756,1.0,-7.04,1,0.0518,0.00229,0.715,0.16,0.246,121.924,449947.0,4,8 -Arijit Singh,Kalank (Title Track),,0.57,0.55,10.0,-8.343,1,0.035,0.524,3.73e-05,0.0921,0.435,117.999,5.186433333,4,3 -Five Finger Death Punch,Lift Me Up (feat. Rob Halford of Judas Priest),61.0,0.508,0.988,1.0,-3.613,0,0.165,8.45e-05,,0.209,0.174,75.018,246209.0,4,8 -Car Bomb,Lights Out,37.0,0.284,0.951,4.0,-5.134,1,0.0992,0.000189,0.85,0.369,0.181,104.722,257916.0,3,8 -"Asha Bhosle, Kishore Kumar",Phool Se Galon Pe,,0.52,0.37,4.0,-13.84,1,0.384,0.981,0.843,0.18,0.95,84.061,2.580266667,4,3 -SEND MEDICINE,She Believes in the Devil,30.0,0.596,0.658,7.0,-7.44,1,0.0337,0.258,0.000624,0.0975,0.956,88.842,269621.0,4,1 -Rauw Alejandro,El Efecto - Remix,75.0,0.771,0.769,,-3.504,0,0.0694,0.18,1.57e-05,0.345,0.931,167.969,289899.0,4,9 -Travis Tritt,Country Club,53.0,0.805,0.57,4.0,-8.215,1,0.0272,0.194,1.46e-05,0.106,0.76,126.478,3.18,4,4 -Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,10 -Phoenix,If I Ever Feel Better,66.0,0.755,0.553,6.0,-9.449,0,0.107,0.0492,0.00607,0.0646,0.836,119.7,266600.0,4,6 -ghost orange,Phantoms,27.0,0.409,0.0965,4.0,-22.079,1,0.0387,0.919,0.725,0.379,0.219,135.024,239222.0,3,6 -LOWLIVES,I Don't Like You,36.0,0.527,0.969,1.0,-3.97,1,0.0692,0.000114,0.00812,0.109,0.386,125.079,175533.0,4,10 -Nadia Reid,Oh Canada,45.0,0.6,0.613,10.0,-10.711,1,0.0258,0.0104,0.0142,0.217,0.558,129.995,287150.0,4,6 -YSN Flow,Do It Again (feat. Doe Boy),52.0,0.729,0.741,7.0,-6.537,0,0.253,0.171,,0.0972,0.877,137.457,155024.0,4,5 -Kjell Braaten,√òstavind,33.0,0.677,0.817,8.0,-8.569,0,0.0369,0.625,0.887,0.104,0.0903,95.009,193833.0,4,8 -Eli Brown,Trouble (with Talk Show),38.0,0.631,0.948,,-4.459,1,0.11,0.0286,0.0198,0.0556,0.57,130.053,197043.0,4,10 -Mooski,Track Star,81.0,0.641,0.598,7.0,-5.7,0,0.324,0.381,,0.0921,0.285,131.459,199706.0,5,5 -Primal Scream,Rocks,60.0,0.619,0.855,7.0,-4.164,1,0.0376,0.000247,0.00292,0.0318,0.935,127.671,216160.0,4,10 -Barracuda Sound,Eres Divina,40.0,0.93,0.409,4.0,-8.347,0,0.077,0.759,0.87,0.0925,0.927,119.875,2.784,4,7 -Tommy Castro,Love Is,41.0,0.76,0.776,5.0,-5.094,0,0.0645,0.0315,0.000124,0.102,0.935,99.006,280480.0,4,2 -Leon Bridges,River,74.0,0.635,0.184,8.0,-10.785,1,0.0456,0.665,,0.146,0.177,128.424,240200.0,4,2 -Hong Kong Express,"Time-Data. The Stars. The Essence. Love. Abstract Beauty. Desire. Ariseth, As The Sun.",29.0,0.637,0.287,11.0,-14.732,0,0.155,0.734,0.935,0.112,0.199,82.008,187317.0,4,6 -Memorex Memories,Curious Alice,47.0,0.383,0.512,8.0,-17.868,1,0.0601,0.0951,0.892,0.115,0.293,170.034,206158.0,4,6 -Classixx,Weekends,36.0,0.722,0.727,7.0,-7.797,1,0.0382,0.00336,0.0104,0.0944,0.708,116.024,233337.0,4,6 -Alicia Keys,No One,79.0,0.644,0.549,1.0,-5.415,0,0.0285,0.0209,8.85e-06,0.134,0.167,90.04,253813.0,4,9 -George Harrison,All Things Must Pass - 2020 Mix,64.0,0.46,0.586,9.0,-6.32,1,0.0281,0.446,1.74e-05,0.0831,0.489,122.014,226960.0,4,10 -Aretha Franklin,Jump to It,42.0,0.823,0.611,8.0,-8.899,0,0.136,0.127,4.08e-06,0.206,0.872,119.569,401267.0,4,5 -Of Monsters and Men,Slow And Steady,51.0,0.316,0.803,8.0,-7.143,0,0.0543,0.0172,0.166,0.36,0.308,117.233,301613.0,4,10 -Nairobi,Funky Soul Makossa,27.0,0.915,0.827,6.0,-7.715,1,0.137,0.0411,4.83e-06,0.0618,0.791,118.07,296253.0,4,5 -Sepultura,Arise,53.0,0.372,0.961,9.0,-6.765,0,0.0931,1.52e-05,0.0548,0.0916,0.159,115.336,198227.0,4,8 -Remi Wolf,Photo ID,71.0,0.822,0.66,1.0,-3.637,1,0.0819,0.111,,0.143,0.802,113.956,265263.0,4,6 -Tiwa Savage,Koroba,55.0,0.85,0.645,11.0,-6.302,0,0.0611,0.358,1.12e-05,0.09,0.93,104.022,156454.0,4,9 -Geeshie Wiley,Last Kind Words Blues,32.0,0.393,0.315,8.0,-11.066,1,0.0305,0.939,0.000106,0.252,0.376,137.741,181000.0,4,2 -The Kid LAROI,WITHOUT YOU,91.0,0.662,0.413,,-7.357,1,0.0299,0.213,,0.134,0.467,93.005,161385.0,4,9 -mui zyu,pour a brain,30.0,0.557,0.289,7.0,-12.165,1,0.0282,0.562,0.853,0.108,0.138,120.031,207915.0,4,6 -Metallica,Enter Sandman,79.0,0.577,0.828,6.0,-8.691,0,0.0298,0.00213,0.0114,0.0581,0.604,123.257,331267.0,4,10 -Thee Mighty Caesars,Oh Yeah,10.0,0.478,0.714,3.0,-4.033,1,0.0417,0.694,,0.353,0.731,112.234,161427.0,4,2 -Phantom Elite,The Race,42.0,0.351,0.937,2.0,-5.445,1,0.0768,0.000429,6.07e-06,0.34,0.286,199.935,230920.0,4,8 -Acceptance,In Too Far,42.0,0.423,0.885,1.0,-4.003,1,0.0481,0.000672,,0.106,0.628,75.192,173493.0,4,10 -Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,1 -Talking Heads,Once in a Lifetime - 2005 Remaster,70.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,259907.0,4,10 -Classic Case,Hospitalized,35.0,0.432,0.965,2.0,-3.673,0,0.0954,2.5e-05,,0.348,0.396,96.508,181400.0,4,10 -CHUNG HA,Demente - Spanish Version,58.0,0.802,0.852,7.0,-1.851,1,0.0604,0.0404,0.000437,0.0539,0.685,100.029,163799.0,4,9 -Hands Like Houses,The Water,52.0,0.47,0.902,4.0,-4.544,1,0.129,0.00419,1.78e-05,0.153,0.607,156.094,194000.0,4,10 -Sodom,Glock 'n' Roll,28.0,0.443,0.991,7.0,-5.792,1,0.121,7.19e-06,0.219,0.738,0.0654,102.478,302267.0,4,8 -Felix Trapp,Die Wanderbiene,51.0,0.629,0.123,7.0,-19.583,1,0.077,0.994,0.954,0.112,0.313,101.034,3.163533333,4,7 -Superbloom,Level Head,24.0,0.505,0.987,,-4.037,1,0.0464,1.28e-05,0.0621,0.137,0.848,140.148,112583.0,4,10 -The Struts,Primadonna Like Me,44.0,0.53,0.949,11.0,-2.699,1,0.0459,3.59e-05,0.522,0.378,0.836,137.011,203705.0,4,10 -Howlin' Wolf,How Many More Years,45.0,0.657,0.642,7.0,-12.98,1,0.085,0.926,0.0165,0.12,0.737,110.543,163027.0,4,2 -Soccer Mommy,bloodstream,53.0,0.59,0.647,9.0,-6.195,1,0.0246,0.483,0.0744,0.141,0.615,172.033,337427.0,4,6 -Nita Strauss,Our Most Desperate Hour,34.0,0.514,0.943,2.0,-3.932,0,0.0471,5.98e-06,0.965,0.15,0.454,110.01,244754.0,4,8 -Udit Narayan,Papa Kahte They,30.0,0.173,0.307,5.0,-12.555,1,0.0329,0.398,0.433,0.116,0.0658,97.36,3.97355,3,3 -Shalom Hanoch,◊ê◊ú ◊™◊ß◊®◊ê ◊ú◊ô ◊¢◊ù,23.0,0.536,0.62,9.0,-7.859,1,0.0268,0.672,1.51e-06,0.088,0.644,112.406,246733.0,4,10 -Prospective,Against All Odds,31.0,0.444,0.979,8.0,-4.319,1,0.158,0.000188,6.61e-05,0.293,0.277,161.978,181507.0,4,8 -J. Cole,p u n c h i n ‚Äò . t h e . c l o c k,81.0,0.769,0.74,11.0,-6.579,0,0.378,0.197,,0.171,0.692,94.104,112579.0,4,5 -Hein Cooper,Rusty,47.0,0.87,0.571,6.0,-7.667,1,0.0391,0.157,0.00263,0.0992,0.858,119.983,198582.0,4,9 -Big Walter Horton,Little Boy Blue,25.0,0.382,0.33,,-15.964,0,0.0784,0.385,0.000707,0.196,0.647,205.835,194573.0,3,2 -Courtney Barnett,"Nameless, Faceless",38.0,0.552,0.873,5.0,-5.146,0,0.033,5.99e-05,1.1e-05,0.067,0.508,121.965,194867.0,4,1 -Little Walter,Juke,50.0,0.566,0.657,4.0,-10.33,1,0.0693,0.751,0.896,0.156,0.643,145.359,164893.0,4,2 -Gomez,Whippin' Piccadilly,37.0,0.731,0.489,1.0,-10.365,1,0.0439,0.564,,0.318,0.691,114.673,192227.0,4,10 -King's X,Dogman,44.0,0.543,0.891,11.0,-7.084,1,0.0431,0.000262,0.000386,0.165,0.393,142.633,241573.0,4,8 -Father John Misty,Everything Is Free - Recorded at Spotify Studios NYC,48.0,0.506,0.0952,7.0,-13.51,1,0.0385,0.91,3.55e-06,0.111,0.162,111.163,265687.0,4,1 -Lamb of God,Redneck,63.0,0.512,0.996,2.0,-2.1,1,0.114,5.63e-05,0.000167,0.347,0.0601,130.931,220880.0,4,8 -Dudu Aharon,◊î◊õ◊ô ◊ô◊§◊î,19.0,0.794,0.912,2.0,-3.699,0,0.0406,0.251,,0.261,0.859,96.973,242934.0,4,9 -Chris Stapleton,Whiskey Sunrise,60.0,0.545,0.537,7.0,-6.989,1,0.0352,0.39,0.00248,0.12,0.525,114.385,202440.0,3,10 -P!nk,Get the Party Started,69.0,0.802,0.904,11.0,-3.267,0,0.0459,0.00108,,0.173,0.961,128.931,192533.0,4,9 -Lunatic Soul,Navvie,37.0,0.639,0.701,2.0,-12.343,1,0.0316,0.699,0.935,0.15,0.7,102.031,243180.0,3,8 -Zach Zoya,Patience,44.0,0.441,0.583,1.0,-8.489,1,0.305,0.273,,0.126,0.449,171.702,200422.0,4,5 -Brittany Howard,13th Century Metal - Michael Kiwanuka Mix,42.0,0.55,0.602,7.0,-10.286,1,0.0467,0.689,0.92,0.0866,0.681,101.328,302437.0,4,10 -Shipi,◊ë◊ô◊¶‚Äô◊î◊ë◊ô◊™◊î,17.0,0.849,0.73,8.0,-7.734,0,0.271,0.28,,0.248,0.494,95.023,162000.0,4,5 -Chilly Gonzales,The Tearjerker Returns,48.0,0.354,0.00717,7.0,-23.13,0,0.0413,0.987,0.671,0.0959,0.116,80.517,212991.0,4,6 -Jon Batiste,I NEED YOU,59.0,0.818,0.639,6.0,-6.383,1,0.165,0.0172,,0.137,0.886,112.955,157133.0,4,9 -Breaking Benjamin,Dear Agony,61.0,0.358,0.75,3.0,-3.572,1,0.0414,8.49e-05,,0.113,0.218,125.103,258253.0,4,10 -Sof√≠a Vald√©s,Handful of Water,53.0,0.631,0.503,1.0,-7.857,0,0.0648,0.327,,0.14,0.753,209.06,151747.0,4,1 -Hound Dog Taylor,"Wild About You, Baby",33.0,0.509,0.53,8.0,-15.929,0,0.0389,0.14,0.00456,0.321,0.969,123.037,219067.0,4,2 -Mekaal Hassan Band,Kinaray,24.0,0.433,0.464,8.0,-10.741,1,0.0341,0.635,4.06e-05,0.121,0.128,143.78,4.350166667,4,0 -In The Whale,Drug Dealer,32.0,0.275,0.933,2.0,-5.14,0,0.0879,6.86e-05,0.0457,0.206,0.164,100.47,169284.0,4,6 -Caliban,Memorial,44.0,0.448,0.913,11.0,-3.094,0,0.0399,3.92e-05,1.46e-05,0.236,0.233,92.482,260947.0,4,8 -Daniel Deluxe,Darkness,52.0,0.638,0.637,2.0,-10.727,1,0.0332,0.0429,0.752,0.11,0.0664,95.989,257490.0,4,6 -Fear Factory,Replica,54.0,0.574,0.943,11.0,-5.238,1,0.0769,3.69e-05,0.0317,0.366,0.72,112.009,237360.0,4,8 -Ehud Banai,◊í`◊û◊ú◊ô ◊§◊ï◊®◊ï◊©,21.0,0.415,0.593,8.0,-11.603,1,0.0467,0.635,0.00226,0.229,0.473,120.138,241000.0,4,10 -Shem-Tov Levi,◊î◊™◊¢◊ï◊®◊®◊ï◊™,28.0,0.567,0.653,,-14.148,1,0.0497,0.294,1.45e-06,0.0771,0.538,119.347,220000.0,4,10 -Velvet Revolver,Sucker Train Blues,43.0,0.261,0.993,9.0,-5.622,1,0.377,0.000292,0.0029,0.637,0.0958,173.371,267773.0,4,10 -Omer Adam,◊û◊ê◊ï◊©◊®◊™ ◊ë◊ú◊¢◊ì◊ô◊ô,39.0,0.548,0.52,7.0,-7.553,0,0.056,0.373,,0.128,0.445,159.726,193965.0,4,9 -Architechs,Body Groove - Mix Mc Version,56.0,0.872,0.707,1.0,-7.911,1,0.0513,0.0362,5.59e-06,0.27,0.92,132.955,315533.0,4,5 -Na√Øka,African Sun,46.0,0.802,0.442,1.0,-8.908,1,0.423,0.59,2.35e-05,0.107,0.486,103.047,158486.0,4,9 -Gym Class Heroes,Cupid's Chokehold / Breakfast in America,85.0,0.72,0.744,1.0,-6.938,0,0.12,0.237,,0.255,0.619,78.953,243773.0,4,9 -Dixie,FUCKBOY,73.0,0.759,0.475,8.0,-7.226,1,0.0443,0.205,,0.085,0.505,89.471,190347.0,4,9 -The Prodigy,Breathe,65.0,0.673,0.808,9.0,-6.183,1,0.0491,0.0121,0.878,0.037,0.303,130.041,336280.0,4,1 -Violet Cold,Contact,35.0,0.454,0.563,4.0,-7.653,0,0.0367,0.211,0.957,0.126,0.0621,119.939,214250.0,4,8 -Berry Sakharof,◊®◊ï◊ó ◊®◊ï◊ó,23.0,0.34,0.542,,-5.746,1,0.0462,0.316,0.000698,0.113,0.616,169.284,204893.0,4,10 -Britney Spears,Cinderella,47.0,0.667,0.898,1.0,-1.843,0,0.0448,0.00293,0.000722,0.159,0.751,110.056,3.653783333,4,9 -Blackbriar,Selkie,46.0,0.171,0.653,7.0,-6.641,0,0.046,0.0106,,0.367,0.105,199.663,263799.0,4,8 -"Hari & Sukhmani, Noori",Yariyaan,31.0,0.373,0.403,2.0,-10.829,1,0.0312,0.183,6.33e-05,0.0757,0.206,116.41,5.186433333,4,0 -Alabama,Mountain Music,61.0,0.467,0.526,9.0,-9.982,1,0.0433,0.119,,0.124,0.753,109.555,3.64355,4,4 -Mike Shinoda,Happy Endings (feat. iann dior and UPSAHL),67.0,0.652,0.876,7.0,-3.323,1,0.0359,0.0307,,0.449,0.695,126.007,212513.0,4,1 -Kim Wilde,Kids In America,69.0,0.557,0.782,4.0,-3.899,1,0.0475,0.0953,6.75e-06,0.118,0.305,159.621,205533.0,4,10 -Big Sean,Dance (A$$),65.0,0.787,0.73,11.0,-6.788,0,0.35,0.0276,0.00157,0.0828,0.739,159.825,220293.0,4,5 -Van Halen,Eruption,64.0,0.225,0.689,8.0,-9.12,1,0.0555,0.469,0.813,0.337,0.5,93.798,102080.0,4,10 -Henry Webb-Jenkins,Months,16.0,0.687,0.199,8.0,-13.854,1,0.0402,0.839,0.00796,0.117,0.153,112.417,194000.0,3,6 -Eels,Last Stop: This Town,44.0,0.65,0.729,4.0,-8.641,1,0.0434,0.37,0.544,0.323,0.752,103.706,207067.0,4,6 -GUM,Airwalkin',36.0,0.598,0.875,7.0,-5.66,1,0.31,0.0491,0.00114,0.342,0.616,168.871,215969.0,4,6 -Rayland Baxter,Bad Things,54.0,0.318,0.586,2.0,-7.606,0,0.0375,0.383,,0.145,0.211,80.806,313868.0,4,10 -Dimmu Borgir,Mourning Palace,47.0,0.167,0.932,6.0,-5.22,0,0.0828,1.57e-05,0.772,0.0962,0.221,129.093,313360.0,3,8 -Death Cab for Cutie,Soul Meets Body,57.0,0.63,0.772,2.0,-8.366,0,0.0251,0.124,0.000432,0.116,0.717,128.133,230907.0,4,6 -Johnny Winter,Mean Mistreater,48.0,0.554,0.49,9.0,-8.725,1,0.0267,0.736,0.00728,0.327,0.578,67.591,232453.0,4,2 -The Raincoats,Lola,50.0,0.523,0.854,9.0,-8.27,1,0.0954,0.478,0.000939,0.271,0.83,146.688,243507.0,4,1 -Sarit Hadad,◊ê◊û◊ü,29.0,0.788,0.839,4.0,-5.163,0,0.0465,0.0261,0.000259,0.137,0.765,109.968,169872.0,4,9 -Bryan Adams,Heaven - Live At Sydney Opera House / 2013,35.0,0.415,0.456,,-7.878,1,0.048,0.762,,0.986,0.423,135.085,4.898233333,4,9 -New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,6 -"America, George Martin",A Horse with No Name,76.0,0.654,0.506,11.0,-17.18,0,0.0535,0.686,0.0155,0.155,0.831,123.179,4.204,4,0 -Itay Levi,◊î◊û◊ó◊©◊ë◊ï◊™ ◊î◊ï◊®◊í◊ï◊™ ◊ê◊ï◊™◊ô,34.0,0.518,0.465,2.0,-6.065,0,0.0383,0.407,,0.175,0.183,141.867,277731.0,4,9 -galen tipton,Courageous Grieving,30.0,0.721,0.759,11.0,-7.9,0,0.208,0.0125,0.67,0.061,0.369,160.025,246000.0,4,6 -Matthew Sweet,Girlfriend,52.0,0.529,0.714,6.0,-6.315,1,0.031,0.00901,6.26e-06,0.0772,0.814,120.598,219800.0,4,10 -Richie Kotzen,Go Faster,38.0,0.504,0.939,,-1.786,0,0.0554,0.133,0.00758,0.626,0.741,118.09,175773.0,4,2 -Kanye West,POWER,78.0,0.542,0.914,,-4.747,0,0.113,0.0161,,0.744,0.576,153.993,292093.0,4,10 -Remlarr,Diagonale,33.0,0.575,0.843,7.0,-6.44,0,0.392,0.177,3.71e-05,0.238,0.631,109.987,205091.0,4,6 -Ben Harper And The Innocent Criminals,Call It What It Is,39.0,0.615,0.56,,-7.721,1,0.0389,0.442,3.99e-06,0.132,0.502,131.859,227600.0,4,2 -"Shashi Kapoor, Asha Bhosle, Bappi Lahiri",Raat Baaqi Baat Baaqi,27.0,0.633,0.35,4.0,-12.982,1,0.0684,0.347,0.000336,0.0604,0.222,123.468,6.330216667,4,3 -Westlife,Desperado,,0.384,0.39,2.0,-7.325,1,0.0293,0.557,,0.242,0.211,120.515,3.636216667,4,9 -Mike Garson,"Introduction (Greensleeves) - Live, Glastonbury, 2000",27.0,0.285,0.542,2.0,-16.67,0,0.0669,0.771,0.302,0.497,0.383,107.762,108720.0,3,10 -Kaleidoscope,The Sky Children,41.0,0.576,0.591,,-9.959,1,0.027,0.191,,0.0678,0.479,108.444,480800.0,4,10 -Hadag Nahash,"◊©◊ú◊ï◊ù, ◊°◊ú◊ê◊ù, ◊§◊ô◊°",24.0,0.711,0.772,1.0,-7.322,1,0.0665,0.183,1.53e-05,0.0568,0.92,107.955,260267.0,4,5 -The Doors,Five To One,56.0,0.615,0.401,4.0,-14.07,0,0.0507,0.203,,0.086,0.672,87.959,264960.0,4,10 -Pulp,Common People,69.0,0.314,0.797,,-9.026,1,0.038,0.0057,5.59e-05,0.0718,0.569,145.393,351627.0,4,6 -Rotterdam,Pokey LaFarge,43.0,0.473,0.753,7.0,-4.878,0,0.1,0.549,2.57e-06,0.168,0.87,169.695,3.4247,4,0 -"Asha Bhosle, Kishore Kumar",O Meri Soni Meri Tamanna,18.0,0.297,0.585,10.0,-11.217,0,0.0576,0.678,0.000352,0.0778,0.366,117.525,4.502666667,4,3 -The Beach Boys,Good Vibrations - Remastered 2001,72.0,0.396,0.473,10.0,-7.67,0,0.0345,0.326,0.000124,0.109,0.385,133.449,219027.0,4,10 -Riot Ten,Ready For War (feat. Joe Buras of Born Of Osiris),43.0,0.446,0.971,9.0,-3.25,1,0.263,0.000551,1.28e-06,0.108,0.159,72.493,185379.0,4,10 -Action Pack,Minute Phone,39.0,0.755,0.556,6.0,-9.535,0,0.332,0.0481,,0.297,0.504,140.028,185053.0,4,5 -Kenny Neal,Old Friends,25.0,0.559,0.639,7.0,-9.845,1,0.0327,0.126,0.103,0.0928,0.857,118.925,277933.0,3,2 -Dire Straits,Sultans of Swing,80.0,0.733,0.794,5.0,-10.023,1,0.0307,0.0614,0.0367,0.33,0.931,148.174,348624.0,4,10 -Grow into Love,Half Moon Run,,0.641,0.533,7.0,-8.909,1,0.0287,0.279,6.06e-05,0.113,0.364,95.776,2.701783333,3,0 -347aidan,Dancing in My Room,3.0,0.979,0.41,8.0,-11.056,0,0.112,0.658,3.42e-05,0.205,0.74,119.971,3.002033333,4,9 -jxdn,So What!,67.0,0.598,0.662,4.0,-5.797,1,0.048,0.00301,0.000167,0.0812,0.531,174.937,141207.0,4,9 -"Lata Mangeshkar, S. D. Burman",Piya Tose Naina Laage Re,38.0,0.438,0.449,4.0,-10.066,1,0.0439,0.907,0.127,0.179,0.608,129.037,8.4911,3,3 -Joywave,Every Window Is A Mirror,,0.503,0.667,,-4.166,1,0.0307,0.00104,0.000438,0.0991,0.68,105.033,173227.0,4,9 -Yelle,Noir - Radio Edit,42.0,0.848,0.496,6.0,-7.738,1,0.0647,0.00079,0.00843,0.0777,0.903,121.047,161653.0,4,6 -The Wrecks,James Dean,52.0,0.383,0.868,4.0,-4.074,0,0.179,0.00146,,0.3,0.688,180.077,198668.0,4,10 -CFCF,Life is Perfecto,33.0,0.641,0.569,1.0,-13.311,0,0.0436,0.063,0.565,0.192,0.323,147.019,437551.0,4,6 -Buck Owens,Love's Gonna Live Here,50.0,0.621,0.552,8.0,-6.986,1,0.0242,0.464,0.00135,0.0735,0.969,92.668,2.069116667,4,4 -Foals,Like Lightning,49.0,0.552,0.779,,-4.151,1,0.0364,0.0419,0.000222,0.364,0.541,100.28,214446.0,4,6 -Black Sabbath,Paranoid - 2012 - Remaster,38.0,0.415,0.647,4.0,-12.021,0,0.0696,4.14e-05,0.000847,0.208,0.409,163.047,166693.0,4,10 -Philip Sayce,Burning Out,44.0,0.255,0.947,,-4.14,1,0.071,0.000103,,0.397,0.235,159.905,208974.0,4,2 -Carolyn Wonderland,Open Eyes,35.0,0.482,0.402,4.0,-11.261,1,0.0472,0.228,0.133,0.0742,0.314,173.302,321494.0,3,2 -The Police,Every Little Thing She Does Is Magic - Remastered 2003,5.0,0.556,0.767,2.0,-10.028,1,0.0345,0.123,0.0697,0.133,0.397,81.933,260933.0,4,10 -Taj Mahal,All Around The World,35.0,0.782,0.846,2.0,-5.69,1,0.0284,0.00415,0.00153,0.0603,0.892,106.997,202160.0,4,2 -LASTELLE,Only Apathy,25.0,0.226,0.908,2.0,-7.469,0,0.104,9.01e-05,0.000314,0.251,0.245,170.359,274588.0,4,8 -Orson Wilds,Stand Up,39.0,0.481,0.845,1.0,-4.657,0,0.0326,0.000447,,0.103,0.332,130.126,194155.0,4,10 -Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,1 -Altin G√ºn,Gelin Halayƒ±,36.0,0.407,0.704,,-10.505,1,0.0361,0.0395,0.0829,0.12,0.948,104.695,197125.0,4,6 -Breaking Benjamin,The Diary of Jane - Single Version,74.0,0.392,0.964,10.0,-4.441,0,0.0644,7.13e-05,0.0387,0.106,0.269,167.024,200547.0,4,10 -Orson,No Tomorrow,33.0,0.653,0.638,3.0,-4.667,0,0.0684,0.00593,,0.061,0.771,124.069,171707.0,4,9 -Omer Adam,◊©◊ô◊®◊ï ◊©◊ú ◊©◊§◊©◊£,38.0,0.562,0.314,7.0,-10.825,0,0.0825,0.634,,0.151,0.546,104.648,205143.0,4,9 -Brass Against,Stinkfist,36.0,0.226,0.88,9.0,-6.96,1,0.0976,0.000304,0.725,0.258,0.341,88.184,309696.0,4,8 -Haricharan,"Bharathiyar Medley - Aasai Mugam Maranthu, Paayum Oli, Chinnam Chiru Kiliye",18.0,0.452,0.347,2.0,-10.989,1,0.0475,0.456,1.6e-05,0.0953,0.388,75.001,12.56333333,4,0 -Crafty 893,100 Racks,32.0,0.678,0.558,1.0,-7.023,1,0.27,0.0376,0.000486,0.235,0.451,155.129,137806.0,4,5 -Chris Patrick,Typical Shit,50.0,0.601,0.633,5.0,-8.723,1,0.504,0.629,,0.679,0.601,80.812,182278.0,4,5 -Arik Einstein,◊û◊î ◊ê◊ô◊™◊ô - ◊§◊ú◊°◊ò◊ú◊ô◊†◊î - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,27.0,0.395,0.456,10.0,-15.065,0,0.0315,0.635,,0.499,0.45,85.526,301824.0,4,10 -Trevor Morris,Sacrifice for the Crops,48.0,0.396,0.495,1.0,-16.163,1,0.0324,0.221,0.765,0.392,0.231,150.062,108773.0,3,8 -Idan Amedi,◊û◊©◊ï◊ù ◊û◊î,30.0,0.382,0.702,6.0,-4.865,0,0.0332,0.147,,0.0985,0.485,163.982,249520.0,4,9 -Bugzy Malone,Skeletons,60.0,0.732,0.568,2.0,-8.929,1,0.279,0.395,0.000808,0.34,0.591,97.943,229866.0,4,5 -Lonely The Brave,"The Blue, The Green",40.0,0.412,0.852,1.0,-4.345,0,0.0333,0.000257,,0.0979,0.241,90.613,276107.0,4,10 -Tomi Saario,I Think We Need To Talk,39.0,0.73,0.428,3.0,-6.802,1,0.137,0.192,,0.637,0.664,80.493,179479.0,4,9 -Algeir,◊ß◊ô◊ò◊©,24.0,0.272,0.977,2.0,-4.339,0,0.205,0.00013,0.000397,0.0908,0.321,140.653,194040.0,4,6 -Internet Money,"His & Hers (feat. Don Toliver, Lil Uzi Vert & Gunna)",78.0,0.792,0.707,7.0,-5.218,0,0.0623,0.116,,0.12,0.408,134.997,224042.0,4,5 -Sons Of Apollo,Goodbye Divinity,37.0,0.297,0.964,4.0,-5.716,1,0.13,9.77e-05,0.0139,0.332,0.23,126.287,433000.0,4,8 -The Blue Room Band,Emily,52.0,0.524,0.265,,-15.365,1,0.0282,0.933,0.886,0.186,0.218,106.487,4.8995,3,7 -Steve Winwood,Arc Of A Diver,45.0,0.564,0.744,5.0,-7.485,1,0.0661,0.77,,0.196,0.656,185.699,325960.0,4,10 -Tommy Lefroy,The Cause,43.0,0.666,0.474,,-6.763,1,0.0534,0.157,0.000208,0.124,0.447,115.911,185782.0,4,10 -Marshmello,Leave Before You Love Me (with Jonas Brothers),,0.721,0.738,7.0,-4.77,1,0.0403,0.00226,4.41e-06,0.118,0.637,119.976,154983.0,4,9 -Lady A,Bartender,62.0,0.631,0.937,11.0,-3.858,0,0.034,0.0198,7.38e-06,0.327,0.654,101.011,3.30445,4,4 -Bon Jovi,Beautiful Drug,43.0,0.506,0.957,5.0,-5.197,0,0.0612,0.00097,0.000307,0.082,0.571,116.013,228360.0,4,10 -Wishbone Ash,We Stand as One,43.0,0.49,0.776,9.0,-7.367,1,0.033,0.000239,0.00911,0.0881,0.709,160.052,255520.0,4,10 -NiNE8,FVR105 - p-rallel Remix,44.0,0.82,0.62,5.0,-9.755,0,0.364,0.0384,1.31e-05,0.114,0.898,120.009,193000.0,4,6 -Ozzy Osbourne,Shot in the Dark,62.0,0.581,0.791,6.0,-7.262,1,0.0324,0.00835,6.02e-05,0.142,0.619,123.887,256293.0,3,8 -Joe Louis Walker,Uptown to Harlem,12.0,0.85,0.761,5.0,-7.328,1,0.0506,0.154,6.78e-05,0.0787,0.746,120.929,263725.0,4,2 -Ploho,–ü—Ä–æ—Å—Ç–∏,33.0,0.528,0.901,8.0,-7.724,1,0.0265,0.00677,0.802,0.128,0.665,154.938,209129.0,4,6 -U2,Pride (In The Name Of Love),68.0,0.458,0.843,4.0,-7.201,1,0.0316,0.00135,0.000296,0.778,0.713,105.701,228427.0,4,10 -Foals,On The Luna,51.0,0.525,0.976,,-2.023,1,0.0479,0.0662,0.000392,0.0804,0.855,138.984,192695.0,4,6 -"Jatin-Lalit, Amit Kumar, Udit Narayan",Deewana Dil Deewana,37.0,0.605,0.621,2.0,-7.484,1,0.0323,0.445,3.36e-06,0.104,0.864,105.535,7.617116667,4,3 -Phillip Walker,Dressin' Tasty,13.0,0.484,0.802,8.0,-9.15,1,0.0339,0.00469,0.00658,0.186,0.944,130.967,231332.0,4,2 -Thrice,The Artist In The Ambulance,62.0,0.522,0.88,5.0,-4.104,0,0.0633,9.38e-05,0.00111,0.0812,0.701,174.762,219267.0,4,10 -b√ºlow,First Place,61.0,0.666,0.642,3.0,-6.385,1,0.0445,0.293,,0.0873,0.427,165.076,153545.0,4,9 -Swervedriver,Rave Down,26.0,0.129,0.962,9.0,-4.327,1,0.0706,1.55e-06,0.825,0.0968,0.324,170.165,308253.0,4,6 -Omer Adam,◊ò◊û◊§◊®◊ò◊ï◊®◊î,47.0,0.817,0.753,8.0,-3.427,1,0.0497,0.0173,4.31e-06,0.049,0.604,97.998,182449.0,4,9 -L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,10 -beabadoobee,Bobby,53.0,0.488,0.164,11.0,-14.138,0,0.0402,0.974,0.256,0.105,0.317,128.455,205176.0,4,6 -King Princess,Only Time Makes It Human,55.0,0.729,0.672,2.0,-4.815,1,0.0351,0.00353,7.06e-05,0.275,0.663,115.023,204633.0,4,6 -The Lumineers,Ho Hey,75.0,0.682,0.471,,-9.182,1,0.0301,0.765,,0.0908,0.421,79.907,163133.0,4,6 -Echosmith,Over My Head,53.0,0.656,0.723,11.0,-4.975,0,0.0262,0.0968,,0.343,0.904,105.049,208233.0,4,10 -Nikki Hill,Nothin' With You,29.0,0.397,0.367,10.0,-9.16,1,0.0363,0.586,0.000417,0.103,0.524,178.975,216547.0,3,2 -Peled,◊ñ◊î ◊ú◊ê ◊û◊¢◊†◊ô◊ô◊ü ◊ê◊ï◊™◊ô,31.0,0.825,0.726,10.0,-6.953,0,0.265,0.241,,0.122,0.389,133.006,188295.0,4,5 -Joe Louis Walker,Old Time Used to Be,39.0,0.654,0.616,9.0,-9.803,1,0.0569,0.0704,0.297,0.198,0.759,123.437,317820.0,4,2 -Dirty Heads,Bum Bum,57.0,0.608,0.801,2.0,-6.045,1,0.0664,0.0043,4.72e-06,0.316,0.373,180.084,239667.0,4,10 -Howlin' Wolf,Spoonful,55.0,0.821,0.376,,-13.622,1,0.0487,0.669,1.39e-05,0.106,0.824,119.039,170000.0,4,2 -Billie Marten,Garden of Eden,55.0,0.577,0.72,5.0,-8.08,1,0.0421,0.0496,0.00423,0.0977,0.465,150.085,199480.0,4,9 -Petit Biscuit,Night Trouble,67.0,0.411,0.364,1.0,-15.335,1,0.0743,0.951,0.93,0.126,0.0685,95.967,391257.0,3,9 -Colin James,See That My Grave Is Kept Clean,37.0,0.604,0.0518,6.0,-14.453,1,0.0506,0.82,9.22e-05,0.119,0.399,133.217,183312.0,4,2 -August Burns Red,Invisible Enemy,48.0,0.201,0.977,11.0,-5.218,1,0.278,9.27e-06,0.015,0.0969,0.0512,134.192,277693.0,4,8 -Sum 41,So Long Goodbye,49.0,0.328,0.447,7.0,-6.857,1,0.027,0.119,,0.113,0.189,144.429,181613.0,3,10 -Metallica,Devil's Dance,52.0,0.611,0.792,,-4.836,0,0.0327,4.04e-05,0.146,0.0587,0.477,92.609,318960.0,4,8 -Aya Korem,◊õ◊ï◊ó,19.0,0.491,0.797,1.0,-5.212,0,0.0519,0.287,,0.109,0.369,81.006,228090.0,4,10 -Phil Campbell and the Bastard Sons,Born to Roam,41.0,0.366,0.888,9.0,-5.462,0,0.0382,0.000759,,0.0648,0.748,184.992,298703.0,4,8 -Evergreen Terrace,Sweet Nothings Gone Forever,31.0,0.34,0.911,7.0,-6.196,0,0.0557,0.00161,0.000441,0.597,0.173,104.427,202480.0,4,8 -Big Thief,UFOF,53.0,0.623,0.614,10.0,-9.24,0,0.0309,0.638,0.566,0.143,0.744,147.168,188413.0,4,1 -Karsh Kale,Butterfly Effect (Feat. Ankita Joshi),7.0,0.563,0.922,2.0,-4.565,1,0.055,0.00254,0.116,0.141,0.0887,149.993,4.382483333,4,0 -Outkast,Ms. Jackson,82.0,0.843,0.806,4.0,-5.946,0,0.269,0.143,,0.0771,0.613,94.948,270507.0,4,5 -Conway the Machine,Blood Roses (feat. Jae Skeese),47.0,0.552,0.765,1.0,-8.21,1,0.334,0.234,,0.275,0.77,155.093,187386.0,4,5 -James Arthur,Say You Won't Let Go,55.0,0.358,0.557,10.0,-7.398,1,0.059,0.695,,0.0902,0.494,85.043,211467.0,4,9 -King Princess,Only Time Makes It Human,55.0,0.729,0.672,2.0,-4.815,1,0.0351,0.00353,7.06e-05,0.275,0.663,115.023,204633.0,4,9 -"Lata Mangeshkar, Kishore Kumar",Tere Mere Milan Ki Yeh Raina (with Dialogues),11.0,0.434,0.511,7.0,-6.433,1,0.0371,0.742,8e-05,0.205,0.632,90.392,4.98955,3,3 -Billie Eilish,bad guy,87.0,0.701,0.425,7.0,-10.965,1,0.375,0.328,0.13,0.1,0.562,135.128,194088.0,4,9 -Tigers Jaw,Hesitation,44.0,0.544,0.951,6.0,-4.227,0,0.0784,0.00233,0.00302,0.129,0.601,154.969,163925.0,4,10 -TORA,Cry for Me,32.0,0.703,0.313,9.0,-9.755,0,0.0484,0.667,0.00114,0.131,0.547,101.036,180583.0,5,2 -Prospa,WANT NEED LOVE,55.0,0.429,0.683,8.0,-7.297,1,0.038,0.000823,0.00342,0.0801,0.0536,126.873,241890.0,4,1 -Cradle Of Filth,From the Cradle to Enslave,46.0,0.342,0.926,7.0,-6.313,0,0.0939,3.96e-05,0.683,0.186,0.0972,147.313,396829.0,4,8 -Arlo Parks,Green Eyes,58.0,0.618,0.75,5.0,-6.938,0,0.0641,0.324,0.0168,0.431,0.864,88.179,197525.0,4,1 -DMX,Party Up,1.0,0.487,0.954,11.0,-1.584,1,0.326,0.0798,,0.163,0.596,202.532,272920.0,4,5 -Lady A,Ocean,,0.58,0.36,6.0,-7.93,1,0.0303,0.841,6.15e-06,0.129,0.302,99.194,3.501883333,4,4 -Sky Ferreira,Lost In My Bedroom,43.0,0.607,0.831,11.0,-5.195,0,0.0461,9.12e-05,7.14e-06,0.266,0.335,125.037,194587.0,4,10 -Justin Townes Earle,Ain‚Äôt Got No Money,57.0,0.445,0.655,2.0,-7.402,0,0.0694,0.418,5.19e-06,0.0829,0.62,108.406,185096.0,4,1 -The Temperance Movement,Love and Devotion,28.0,0.443,0.909,,-3.995,1,0.031,0.0351,0.000229,0.349,0.623,90.272,203720.0,4,2 -Ryan Hurd,Diamonds or Twine,,0.621,0.568,2.0,-8.795,1,0.0311,0.145,1.65e-06,0.108,0.724,148.047,3.518083333,4,4 -Jared James Nichols,Honey Forgive Me,31.0,0.596,0.932,5.0,-4.331,0,0.034,0.000943,0.0178,0.229,0.839,93.057,142063.0,4,2 -Lake Street Dive,Mistakes,54.0,0.753,0.39,6.0,-7.294,0,0.0403,0.371,0.000815,0.125,0.374,136.747,248387.0,4,2 -Buddy Guy,(Baby) You Got What It Takes (feat. Joss Stone),29.0,0.632,0.542,,-4.724,1,0.108,0.755,1.48e-06,0.383,0.752,136.318,197947.0,4,2 -New Star,Watchhouse,31.0,0.683,0.488,2.0,-8.733,1,0.0266,0.605,0.0554,0.13,0.424,113.387,3.095466667,4,0 -Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,9 -Lil Baby,Real As It Gets (feat. EST Gee),80.0,0.779,0.705,6.0,-5.891,0,0.163,0.00471,,0.0971,0.196,140.005,192804.0,4,5 -Drakum,Urashima,38.0,0.402,0.892,5.0,-5.857,0,0.0447,1.74e-06,0.515,0.162,0.423,94.982,269938.0,4,8 -Amit Lewis,◊°◊§◊®◊ô ◊ú◊ô,32.0,0.5,0.606,1.0,-7.988,0,0.0702,0.588,,0.0871,0.251,159.956,160653.0,4,9 -Wolfmother,Vagabond - Acoustic Version,40.0,0.585,0.534,2.0,-7.802,1,0.0298,0.213,,0.16,0.358,101.025,160347.0,4,10 -Coleman Hawkins Quartet,Don't Love Me,55.0,0.42,0.116,,-18.078,1,0.0419,0.943,0.0801,0.124,0.142,120.071,4.650216667,4,7 -"Lata Mangeshkar, Bhupinder Singh",Honthon Mein Aisi Baat,20.0,0.567,0.666,9.0,-6.888,1,0.274,0.905,0.247,0.443,0.795,111.315,7.927683333,4,3 -Dudu Tassa,◊î◊ì◊ú◊™,18.0,0.422,0.665,4.0,-9.552,0,0.0347,0.428,0.175,0.159,0.113,84.993,233160.0,4,10 -Matti Caspi,◊û◊ß◊ï◊ù ◊ú◊ì◊ê◊í◊î,26.0,0.476,0.381,1.0,-12.557,0,0.0312,0.285,0.00482,0.0979,0.319,115.024,250467.0,4,10 -Acid King,Electric Machine,43.0,0.321,0.662,5.0,-10.374,1,0.0349,0.00352,0.503,0.105,0.199,117.853,384867.0,4,8 -J√≥hann J√≥hannsson,Wrestling,35.0,0.124,0.0712,10.0,-24.035,1,0.0418,0.939,0.789,0.0801,0.0407,154.206,168230.0,3,1 -The Soft Cavalry,Dive,28.0,0.5,0.528,2.0,-10.051,1,0.0276,0.044,0.000243,0.0911,0.094,78.0,255385.0,4,10 -Shemekia Copeland,When A Woman's Had Enough,18.0,0.694,0.774,8.0,-4.858,1,0.195,0.218,3.7e-06,0.195,0.867,171.919,234907.0,4,2 -Danheim,Runar,51.0,0.564,0.63,11.0,-11.022,0,0.0668,0.107,0.897,0.0854,0.31,184.206,260557.0,4,8 -Atreyu,Lip Gloss And Black,48.0,0.318,0.808,8.0,-7.186,1,0.0703,0.000257,0.0146,0.283,0.219,147.74,304613.0,4,10 -Biffy Clyro,Space,63.0,0.457,0.559,10.0,-5.17,1,0.027,0.206,,0.193,0.41,156.907,235947.0,3,10 -Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,10 -Crumb,Ghostride,63.0,0.665,0.35,2.0,-9.426,1,0.028,0.508,0.83,0.109,0.467,87.061,126120.0,4,6 -Catholic Country,"Kings of Convenience, Feist",61.0,0.794,0.408,2.0,-11.661,0,0.102,0.788,0.00145,0.105,0.576,93.916,3.019,4,0 -Bush,Glycerine - Remastered,63.0,0.421,0.335,5.0,-11.384,1,0.0324,0.0342,0.00236,0.0944,0.0889,114.227,266493.0,4,10 -Apate,Under My Skin,24.0,0.384,0.995,,-1.549,1,0.272,0.000519,0.0187,0.787,0.209,159.957,159373.0,4,8 -"Toumani Diabaté, Sidiki Diabaté",Claudia & Salma,35.0,0.501,0.315,5.0,-13.706,1,0.0389,0.922,0.831,0.114,0.593,155.994,4.663816667,3,7 -The Black Keys,Ten Cent Pistol,50.0,0.59,0.551,,-6.693,0,0.0305,0.25,0.00668,0.111,0.304,105.482,269829.0,4,10 -The Catheters,Nothing,38.0,0.198,0.964,,-3.874,1,0.21,0.000245,0.00321,0.172,0.191,163.424,214467.0,4,1 -SK√ÅLD,Fimbulvetr,43.0,0.63,0.448,2.0,-14.446,1,0.0349,0.254,0.232,0.38,0.186,100.021,196747.0,1,8 -The Libertines,Gunga Din,45.0,0.596,0.727,6.0,-5.763,0,0.0405,0.00481,3.28e-05,0.0554,0.678,135.091,178813.0,4,6 -P√ÜRISH,Violet,31.0,0.338,0.851,6.0,-4.193,1,0.0333,1.92e-05,0.182,0.0916,0.62,172.534,252170.0,4,10 -Elton John,Rocket Man (I Think It's Going To Be A Long Long Time),82.0,0.601,0.532,10.0,-9.119,1,0.0286,0.432,6.25e-06,0.0925,0.341,136.571,281613.0,4,10 -Ahuva Ozeri,◊¶◊ú◊¶◊ï◊ú◊ô ◊§◊¢◊û◊ï◊†◊ô◊ù,37.0,0.51,0.731,4.0,-6.715,0,0.0343,0.164,0.000467,0.363,0.227,95.955,302160.0,4,9 -U2,Sleep Like A Baby Tonight,42.0,0.559,0.354,6.0,-12.5,0,0.0309,0.454,0.00132,0.11,0.471,171.98,301525.0,4,10 -"Willie Nelson, Ray Charles",Seven Spanish Angels (with Ray Charles),57.0,0.549,0.287,5.0,-13.135,1,0.0362,0.373,,0.115,0.382,132.439,3.85045,4,4 -Geist,Shannon Lay,40.0,0.565,0.292,8.0,-13.124,1,0.0255,0.889,0.00126,0.112,0.217,78.535,3.503633333,1,0 -Medium Medium,"Hungry, So Angry",40.0,0.81,0.835,4.0,-10.18,1,0.0847,0.365,0.00201,0.0523,0.948,125.67,239027.0,4,6 -"Edvard Grieg, Mischa Maisky, Lily Maisky","Peer Gynt, Op. 23 / Act 3: Solveig's Song (Arr. for Cello and Piano by Georg Goltermann)",35.0,0.134,0.0174,4.0,-28.408,1,0.0535,0.973,0.963,0.0659,0.0551,170.917,5.709116667,3,7 -S. J. Jananiy,Kaana Vendaamo,16.0,0.391,0.577,9.0,-6.53,1,0.0324,0.488,9.34e-05,0.0758,0.708,173.933,5.378216667,3,0 -jxdn,Angels & Demons,75.0,0.554,0.8,8.0,-3.936,1,0.0395,0.119,,0.629,0.463,115.056,160120.0,4,5 -The Black Moods,Sunshine,44.0,0.252,0.978,11.0,-2.341,1,0.166,1.21e-05,7.13e-05,0.408,0.563,86.754,217060.0,4,10 -Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,6 -Cake,Comfort Eagle,53.0,0.736,0.782,11.0,-6.171,1,0.0528,0.09,,0.211,0.899,120.987,220227.0,4,10 -Mary Bragg,Fool,17.0,0.543,0.342,,-8.647,0,0.0292,0.502,4.07e-05,0.106,0.153,117.934,229630.0,4,1 -Paulo Mendonca,U got 2 believe,38.0,0.616,0.908,10.0,-6.867,0,0.0551,0.00194,0.00235,0.0345,0.808,92.984,208332.0,4,10 -Foo Fighters,Everlong,78.0,0.413,0.881,11.0,-5.541,0,0.0367,5.99e-05,0.000308,0.0805,0.364,158.066,250547.0,4,10 -Disturbed,Are You Ready,61.0,0.392,0.976,7.0,-2.189,1,0.107,0.000107,,0.271,0.521,199.888,261680.0,4,10 -Mrigya,Rock The Raag,8.0,0.299,0.811,7.0,-7.647,1,0.0948,0.068,0.112,0.459,0.709,89.986,7.54045,4,0 -Robin Schulz,One More Time (feat. Alida),77.0,0.5,0.701,,-6.261,0,0.0499,0.0302,8.97e-06,0.307,0.159,123.985,199358.0,4,9 -Lorde,Royals,76.0,0.674,0.428,7.0,-9.504,1,0.122,0.121,,0.132,0.337,84.878,190185.0,4,9 -Wait for Springtime,Kishi Bashi,37.0,0.572,0.246,,-13.668,1,0.0267,0.489,0.00601,0.108,0.465,95.34,4.005583333,4,0 -Icon For Hire,Last One Standing,45.0,0.467,0.809,5.0,-5.2,0,0.0944,0.000506,,0.337,0.336,180.001,204004.0,4,8 -Boogie Down Productions,My Philosophy,45.0,0.875,0.907,4.0,-11.434,0,0.166,0.0166,,0.36,0.743,94.005,340133.0,4,5 -"Rekha, Sapan Chakraborty",Qayda Qayda,11.0,0.659,0.288,2.0,-14.641,1,0.0848,0.895,0.00128,0.213,0.882,93.444,3.802666667,4,3 -Eddy Clearwater,Gotta Move On,32.0,0.31,0.718,8.0,-3.837,1,0.0706,0.179,1.7e-06,0.336,0.274,185.561,280440.0,3,2 -Alan Jackson,Write It In Red,48.0,0.679,0.401,2.0,-13.766,1,0.0275,0.348,0.000534,0.303,0.448,117.993,255148.0,4,1 -Peled,◊ë◊ú◊ë◊ú◊î,27.0,0.858,0.873,7.0,-3.717,1,0.21,0.213,,0.132,0.598,130.139,184827.0,4,5 -Carolina Story,Dandelion,29.0,0.666,0.501,,-8.951,1,0.0298,0.0342,0.000203,0.0904,0.487,122.021,222973.0,4,1 -Aerosmith,Hole In My Soul,63.0,0.465,0.701,,-4.809,1,0.0268,0.00506,,0.207,0.216,75.427,370093.0,4,10 -M√∂tley Cr√ºe,Live Wire,65.0,0.422,0.901,7.0,-6.655,0,0.0631,9.22e-05,6.78e-06,0.56,0.673,112.445,194587.0,4,8 -Manga Saint Hilare,Contraband,32.0,0.868,0.73,,-7.478,0,0.337,0.332,8.94e-06,0.141,0.947,140.091,164571.0,4,5 -Pretty Sick,Devil in Me,36.0,0.288,0.936,2.0,-6.148,1,0.0705,0.000621,0.309,0.21,0.332,103.706,276493.0,4,10 -The Zombies,She's Not There,63.0,0.523,0.803,4.0,-5.189,0,0.045,0.579,,0.0948,0.898,132.316,145293.0,4,1 -Chelsea Cutler,Sad Tonight - Acoustic,46.0,0.463,0.31,9.0,-8.364,0,0.0386,0.473,,0.218,0.463,124.25,193800.0,5,9 -The War and Treaty,Love Like There's No Tomorrow,41.0,0.485,0.286,3.0,-12.266,1,0.0462,0.934,,0.331,0.327,70.634,144107.0,4,2 -Black Pistol Fire,Hope in Hell,47.0,0.338,0.521,9.0,-10.15,0,0.0341,0.0202,,0.325,0.287,145.687,267427.0,4,10 -Tre' Amani,Come Thru,38.0,0.563,0.593,,-6.166,1,0.414,0.158,1.36e-05,0.291,0.591,147.442,293159.0,4,5 -Aubrie Sellers,Just to Be with You,35.0,0.336,0.739,,-5.394,0,0.0481,0.0325,5.9e-05,0.137,0.578,169.932,203653.0,4,10 -Lexa,Chama Ela (feat. Pedro Sampaio),60.0,0.888,0.841,6.0,-1.933,1,0.147,0.46,9.12e-05,0.0568,0.964,149.994,120200.0,4,9 -You Me At Six,Stay With Me - Acoustic Version,50.0,0.62,0.701,2.0,-8.241,0,0.0296,0.172,7.4e-05,0.242,0.447,134.966,198573.0,4,10 -Pip Millett,Heavenly Mother,59.0,0.871,0.397,11.0,-7.872,0,0.394,0.14,0.0196,0.0681,0.486,88.167,239767.0,4,1 -Advaita,Rasiya,,0.493,0.582,8.0,-11.906,1,0.0315,0.596,0.925,0.115,0.25,149.981,5.647333333,4,0 -"Franz Schubert, vision string quartet","Schubert: String Quartet No. 14 in D Minor, D. 810, ""Death and the Maiden"": II. Theme -",25.0,0.175,0.0483,7.0,-22.434,0,0.0471,0.975,0.858,0.143,0.0387,130.585,2.2702,4,7 -"Quasheba, Quasheba","Our Native Daughters, Rhiannon Giddens, Leyla McCalla, Allison Russell",32.0,0.574,0.351,,-10.911,1,0.0549,0.153,6.19e-06,0.103,0.319,80.578,4.709783333,4,0 -Honey Lung,Sophomore,36.0,0.399,0.744,7.0,-8.303,1,0.0455,8.44e-05,0.0335,0.0497,0.125,91.918,353956.0,4,10 -Eyal Golan,◊ë◊ê◊ï◊® ◊í◊ì◊ï◊ú,54.0,0.595,0.489,9.0,-6.947,0,0.0427,0.636,,0.114,0.489,139.723,190500.0,4,9 -BRONCHO,Class Historian,51.0,0.576,0.97,6.0,-5.143,1,0.0507,0.214,0.706,0.262,0.965,158.111,212236.0,4,6 -Fleetwood Mac,Landslide,76.0,0.414,0.161,7.0,-22.32,0,0.0318,0.883,0.000223,0.117,0.423,159.375,3.32488333,4,0 -Foo Fighters,My Hero,70.0,0.398,0.927,9.0,-4.212,1,0.0567,6.2e-05,0.000177,0.0575,0.311,77.106,260027.0,4,10 -Michael Romeo,Black,34.0,0.449,0.978,2.0,-5.409,1,0.11,0.00176,0.000313,0.351,0.151,177.952,378840.0,4,8 -Gojira,The Heaviest Matter of the Universe,26.0,0.244,0.967,5.0,-3.01,0,0.0905,2.79e-06,0.074,0.0794,0.225,103.259,240293.0,4,8 -iann dior,Sick and Tired (ft. Machine Gun Kelly and Travis Barker),75.0,0.748,0.492,11.0,-8.584,1,0.0498,0.151,,0.146,0.483,145.097,144000.0,4,5 -Van Halen,(Oh) Pretty Woman - 2015 Remaster,57.0,0.441,0.97,1.0,-2.1,0,0.0708,0.192,1.68e-06,0.312,0.5,128.289,172671.0,4,10 -Dead Ghosts,Roky Said,48.0,0.288,0.696,7.0,-7.315,1,0.0436,0.00228,0.0228,0.295,0.167,136.531,196053.0,4,10 -Eliza & The Delusionals,YOU,41.0,0.428,0.804,,-4.84,1,0.0564,0.0544,7.74e-06,0.124,0.595,184.238,197232.0,4,6 -Sun June,Bad girl,44.0,0.578,0.374,8.0,-9.501,1,0.0279,0.281,0.126,0.114,0.449,175.867,247507.0,4,6 -Elmore James,CrossRoads,33.0,0.632,0.765,7.0,-4.577,1,0.0331,0.315,0.000246,0.244,0.95,99.617,178907.0,4,2 -Stunna Gambino,Demons,60.0,0.553,0.68,6.0,-7.929,0,0.328,0.44,,0.12,0.33,122.007,177197.0,5,5 -King Promise,Alright (feat. Shatta Wale),56.0,0.604,0.501,6.0,-6.717,1,0.164,0.463,2.49e-05,0.0989,0.909,68.988,178663.0,5,9 -The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,6 -Geva Alon,The Wind Whispers,37.0,0.448,0.546,9.0,-6.681,0,0.0272,0.518,,0.147,0.335,133.435,242160.0,4,6 -Joe Cocker,I Shall Be Released,43.0,0.379,0.363,9.0,-13.502,1,0.0308,0.823,0.013,0.0951,0.411,60.564,275960.0,4,2 -Kanye West,School Spirit,55.0,0.483,0.787,5.0,-5.422,0,0.21,0.339,,0.236,0.592,84.81,182387.0,4,5 -Eden Ben Zaken,◊ê◊ú◊ë◊ô◊†◊î,28.0,0.711,0.91,8.0,-3.896,0,0.0406,0.57,0.00011,0.347,0.75,106.004,211954.0,4,9 -Cortes,Facing My Fear,40.0,0.411,0.813,6.0,-3.419,0,0.0598,0.00024,,0.275,0.643,168.034,201827.0,4,10 -Shalom Gad,◊°◊ï◊£ ◊î◊û◊ì◊ë◊®,23.0,0.368,0.521,8.0,-9.874,0,0.0258,0.36,,0.339,0.468,91.433,193587.0,4,6 -Sublime,Santeria,77.0,0.682,0.765,1.0,-5.021,0,0.0395,0.0268,3.42e-05,0.188,0.567,90.807,182747.0,4,10 -Eric Clapton,Milkcow's Calf Blues,38.0,0.458,0.758,5.0,-6.193,0,0.0286,0.262,0.000504,0.18,0.784,168.974,199133.0,4,2 -Keith Urban,Long Hot Summer,61.0,0.657,0.785,3.0,-8.428,1,0.037,0.0301,4.62e-06,0.0927,0.769,127.987,4.559783333,4,4 -BTS,Permission to Dance,95.0,0.702,0.741,9.0,-5.33,1,0.0427,0.00544,,0.337,0.646,124.925,3.12641667,4,9 -The Rapture,Echoes,40.0,0.603,0.946,8.0,-3.369,0,0.228,0.000335,0.0604,0.0936,0.3,133.986,186520.0,4,1 -Megan Davies,Only Us (Acoustic),48.0,0.504,0.315,9.0,-11.79,0,0.0286,0.775,3.49e-06,0.112,0.27,101.298,3.6397,4,0 -Kadavar,All Our Thoughts,39.0,0.139,0.912,2.0,-1.884,1,0.0679,0.167,0.0038,0.114,0.609,80.895,275000.0,4,10 -Kishore Kumar,Dekha Na Haye Re,8.0,0.536,0.763,5.0,-5.384,1,0.063,0.856,,0.117,0.814,133.275,4.21435,4,3 -Tried to Tell You,The Weather Station,34.0,0.776,0.57,,-8.767,1,0.03,0.704,0.00215,0.109,0.784,131.0,3.643383333,4,0 -Gunna,DOLLAZ ON MY HEAD (feat. Young Thug),79.0,0.825,0.458,,-7.47,1,0.0577,0.114,,0.102,0.161,145.115,197760.0,4,5 -The Kooks,See Me Now,44.0,0.354,0.549,1.0,-6.031,1,0.0384,0.715,3.69e-06,0.124,0.319,174.223,181027.0,4,10 -Tino Sutra,TROY BOLTON,40.0,0.774,0.674,2.0,-6.362,1,0.072,0.022,0.00323,0.0831,0.449,81.994,140488.0,4,5 -Shalom Hanoch,◊ê◊ì◊ù ◊ë◊™◊ï◊ö ◊¢◊¶◊û◊ï,42.0,0.633,0.376,9.0,-11.434,1,0.0277,0.822,0.0195,0.0814,0.303,88.276,431933.0,4,10 -Geeta Dutt,Pyare Darshan Dijo Aaj,1.0,0.399,0.222,6.0,-12.37,1,0.0545,0.994,0.339,0.104,0.29,85.134,2.7581,4,3 -Steppenwolf,Born To Be Wild - Single Version,2.0,0.468,0.81,9.0,-8.33,1,0.0724,0.00169,0.0314,0.567,0.464,145.589,216693.0,4,10 -Rosie Tucker,Gay Bar,43.0,0.348,0.521,7.0,-5.617,1,0.0388,0.253,0.00729,0.116,0.331,175.819,183480.0,4,1 -Dan + Shay,Speechless,74.0,0.616,0.438,1.0,-5.968,1,0.0298,0.356,,0.24,0.386,135.929,3.55645,4,4 -Useless ID,Stopwatch,16.0,0.286,0.992,9.0,-2.333,1,0.21,0.000531,2.06e-05,0.104,0.49,178.619,81573.0,4,6 -TheHxliday,Wit Dat,57.0,0.683,0.54,7.0,-5.308,0,0.332,0.0114,,0.127,0.432,140.217,164736.0,4,5 -King Crimson,Starless And Bible Black,29.0,0.257,0.403,7.0,-17.972,1,0.0604,0.0131,0.353,0.126,0.0399,148.854,550633.0,4,10 -Sara Montiel,Fumando Espero,38.0,0.465,0.256,9.0,-9.653,0,0.0787,0.947,,0.102,0.341,168.353,124760.0,4,9 -Underoath,Reinventing Your Exit,57.0,0.45,0.978,9.0,-4.198,0,0.0637,0.000124,7.14e-06,0.361,0.268,155.014,262573.0,4,10 -Counting Crows,Goodnight Elisabeth,48.0,0.558,0.499,9.0,-8.182,1,0.0384,0.593,1.08e-05,0.0755,0.217,80.178,318200.0,4,10 -Backstreet Boys,Don't Want You Back,52.0,0.73,0.638,6.0,-5.32,0,0.0336,0.0999,,0.131,0.893,103.049,3.44155,4,9 -"Miles Davis, John Coltrane, Bill Evans",Blue in Green (feat. John Coltrane & Bill Evans),62.0,0.421,0.0162,2.0,-25.358,0,0.0388,0.808,0.0024,0.0978,0.154,110.479,5.628883333,4,7 -Ludacris,S.O.T.L. (Silence of the Lambs) [feat. Lil Wayne],53.0,0.924,0.766,10.0,-4.092,0,0.256,0.051,,0.0981,0.455,132.06,191713.0,4,5 -Jonas Brothers,Sucker,83.0,0.842,0.734,1.0,-5.065,0,0.0588,0.0427,,0.106,0.952,137.958,181027.0,4,9 -Parazit,Asleep Reason Horror,24.0,0.553,0.937,11.0,-5.314,1,0.0447,0.00258,0.689,0.201,0.545,159.978,322512.0,4,8 -Rallye,Univers,36.0,0.435,0.798,7.0,-5.882,1,0.0327,0.000757,0.00115,0.162,0.438,100.018,228053.0,4,6 -Manna Dey,Yeh Natak Kavi Likh Gaye Kalidas,1.0,0.333,0.373,2.0,-9.087,1,0.0481,0.936,,0.246,0.434,78.08,5.156566667,3,3 -Exhorder,My Time,37.0,0.354,0.994,7.0,-4.254,1,0.151,3.38e-05,0.000701,0.0746,0.0761,203.921,233146.0,4,8 -Nevertel,new friend,,0.599,0.816,2.0,-5.87,1,0.053,0.00154,0.000131,0.462,0.249,120.022,178250.0,4,10 -Moose Blood,Honey,42.0,0.493,0.951,2.0,-5.138,1,0.0805,4.49e-05,,0.101,0.375,143.041,208160.0,4,10 -Burning Witches,Dance with the Devil,37.0,0.458,0.951,6.0,-4.936,1,0.075,0.000254,0.00262,0.109,0.495,155.073,266467.0,4,8 -Lil Wayne,Let The Beat Build,39.0,0.493,0.527,8.0,-8.128,1,0.246,0.144,3.35e-06,0.38,0.887,154.055,309000.0,4,5 -Olivia Holt,love on you.,51.0,0.885,0.594,,-9.005,1,0.0936,0.431,0.000121,0.131,0.841,111.997,151449.0,5,9 -Sjowgren,Human Condition,46.0,0.561,0.798,10.0,-4.619,0,0.0389,0.0219,0.217,0.109,0.422,93.028,131619.0,4,6 -6th Street Jazz,Tonda,48.0,0.479,0.179,2.0,-18.337,1,0.0315,0.952,0.936,0.208,0.201,68.672,5.184483333,3,7 -Potter Payper,Topshottas Freestyle,34.0,0.601,0.724,1.0,-6.769,0,0.48,0.0859,,0.14,0.669,125.117,130542.0,5,9 -Sylvester Cotton,When I'm Gone,4.0,0.569,0.249,11.0,-12.789,1,0.0421,0.96,0.305,0.0817,0.462,105.513,169348.0,4,2 -Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,6 -Nathan Goshen,◊†◊ó◊õ◊î ◊ú◊ö,52.0,0.542,0.465,2.0,-7.736,1,0.027,0.491,,0.0737,0.464,74.911,207443.0,4,9 -The Chambers Brothers,Time Has Come Today,52.0,0.528,0.514,2.0,-11.909,1,0.133,0.0252,0.0894,0.0725,0.44,122.872,290933.0,4,10 -Tuna,◊©◊†◊ô◊¶◊ú◊ô◊ù,39.0,0.363,0.714,4.0,-5.743,0,0.19,0.195,,0.184,0.631,75.155,224144.0,4,5 -Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,6 -the sleepover disaster,Dark Star,31.0,0.107,0.57,11.0,-7.209,0,0.0348,0.00378,0.706,0.449,0.159,80.74,297813.0,4,10 -The Cure,A Forest,64.0,0.587,0.493,,-14.927,1,0.0505,0.423,0.712,0.0909,0.451,161.222,354640.0,4,6 -Lil Skies,My Baby (feat. Zhavia Ward),52.0,0.8,0.597,9.0,-9.082,1,0.203,0.0299,,0.177,0.449,95.072,132300.0,4,5 -Hania Rani,Buka,43.0,0.604,0.258,2.0,-19.848,1,0.0398,0.982,0.94,0.175,0.413,103.019,302724.0,3,6 -Omer Adam,◊†◊ô◊§◊í◊© ◊ë◊©◊û◊ó◊ï◊™,37.0,0.851,0.322,1.0,-11.078,0,0.323,0.293,,0.168,0.503,129.93,187846.0,4,9 -Helena Deland,Someone New,45.0,0.535,0.763,1.0,-10.16,0,0.0788,0.578,0.573,0.103,0.166,148.027,229502.0,4,6 -BackRoad Gee,A Yo,56.0,0.839,0.793,,-5.885,1,0.407,0.547,,0.134,0.771,143.978,161344.0,4,5 -The Amazons,Black Magic,54.0,0.375,0.777,10.0,-3.92,0,0.0407,6.51e-05,0.00186,0.153,0.48,114.968,271560.0,4,10 -Freeds,Fruit Bats,42.0,0.897,0.466,10.0,-10.18,1,0.0478,0.556,0.000165,0.119,0.522,104.944,175313.0,4,9 -Youngbloodz,Damn! (feat. Lil' Jon) - Club Mix,56.0,0.772,0.724,6.0,-5.799,0,0.307,0.0149,,0.355,0.518,84.038,298600.0,4,5 -Eyal Golan,◊î◊ê◊ù ◊ú◊î◊ô◊ï◊™ ◊ë◊ö ◊û◊ê◊ï◊î◊ë,31.0,0.62,0.494,,-6.298,1,0.029,0.222,,0.122,0.197,114.945,203078.0,4,9 -Taylor Swift,Soon You‚Äôll Get Better (feat. The Chicks),65.0,0.433,0.182,,-12.566,1,0.0641,0.907,,0.123,0.421,207.476,201587.0,4,9 -Foster,fools (can't help falling in love) (feat. Sody),75.0,0.706,0.604,2.0,-6.932,1,0.303,0.418,,0.242,0.361,82.03,165029.0,4,9 -GRAE,Spinning,46.0,0.641,0.857,7.0,-7.572,1,0.0431,0.0388,0.727,0.339,0.781,150.0,188173.0,4,6 -Volumes,Weighted,47.0,0.439,0.93,1.0,-7.056,1,0.0652,5e-05,0.488,0.212,0.383,83.992,224792.0,4,8 -ICE-T,Colors - 2014 Remaster,44.0,0.847,0.92,10.0,-7.261,0,0.287,0.0902,1.33e-05,0.126,0.519,93.532,266027.0,4,5 -Yehudit Ravitz,◊¢◊©◊î ◊©◊ô◊î◊ô◊î ◊ú◊ô ◊ß◊ú,14.0,0.455,0.202,4.0,-16.988,1,0.0277,0.687,0.166,0.104,0.0675,73.108,422067.0,3,10 -Fit For An Autopsy,Fear Tomorrow,46.0,0.22,0.972,11.0,-5.017,0,0.155,0.000162,7.15e-06,0.335,0.0761,91.921,269381.0,3,8 -Ruston Kelly,Teenage Dirtbag - Acoustic,45.0,0.354,0.321,,-10.068,1,0.0314,0.862,4.21e-05,0.0953,0.356,146.079,4.59378333,4,0 -Kelly Joe Phelps,Lead Me On,41.0,0.345,0.307,9.0,-13.97,1,0.031,0.834,0.000239,0.101,0.483,176.666,287947.0,4,2 -Ariel Segal,◊™◊®◊ê◊ô ◊ê◊ï◊™◊ô,1.0,0.305,0.373,8.0,-10.742,0,0.0656,0.889,5.78e-06,0.253,0.343,82.531,170250.0,5,9 -Love Battery,Between The Eyes,44.0,0.634,0.909,2.0,-8.332,1,0.0289,0.171,0.00318,0.102,0.816,103.398,268467.0,4,10 -Warren G,Regulate,75.0,0.849,0.521,11.0,-12.999,0,0.216,0.304,1.65e-06,0.115,0.763,95.265,248867.0,4,5 -John Legend,Hang on in There,32.0,0.366,0.686,9.0,-7.004,1,0.048,0.318,8.79e-06,0.239,0.611,84.01,435373.0,4,5 -Red Hot Chili Peppers,Good Time Boys - Remastered,42.0,0.454,0.973,11.0,-2.884,0,0.139,0.0096,3.46e-06,0.0911,0.563,93.914,301680.0,4,10 -Thee Headcoatees,Round Every Corner,14.0,0.592,0.547,,-13.09,1,0.0627,0.303,,0.0709,0.736,133.581,145400.0,4,2 -Passenger,The Way That I Love You - Acoustic,34.0,0.569,0.111,1.0,-18.174,1,0.0406,0.929,,0.104,0.284,118.6,2.624,4,0 -Ell Murphy,Arms Around,32.0,0.778,0.825,11.0,-6.73,0,0.105,0.00588,0.581,0.0659,0.725,133.015,306569.0,4,1 -AC/DC,Safe in New York City,50.0,0.494,0.881,9.0,-4.773,1,0.037,0.0111,0.00953,0.104,0.623,160.942,239467.0,4,8 -Little Walter,Last Night - Single Version,6.0,0.468,0.419,7.0,-10.746,1,0.139,0.977,0.00159,0.143,0.472,207.452,163213.0,3,2 -The Backyardigans,Castaways,72.0,0.756,0.211,5.0,-17.646,1,0.409,0.784,8.65e-06,0.11,0.307,81.253,1.461783333,4,9 -Medhane,Off Tha Strength,33.0,0.344,0.826,6.0,-5.971,0,0.195,0.67,0.000399,0.0731,0.526,81.796,152000.0,4,5 -"Jazim Sharma, Tajasvi Sharma",Inteha,19.0,0.456,0.353,9.0,-9.607,1,0.0349,0.874,9.82e-06,0.107,0.335,124.318,4.267633333,3,0 -Rossdale Junction,Sleeper,49.0,0.563,0.126,11.0,-17.326,1,0.0315,0.858,0.617,0.132,0.103,104.959,3.759116667,4,7 -Eli Hurts,TOO MUCH,36.0,0.785,0.424,,-4.299,1,0.0952,0.00386,,0.0724,0.757,118.977,149153.0,4,10 -Iron Maiden,The Number Of The Beast - 1998 Remastered Version,24.0,0.287,0.997,,-3.124,1,0.107,0.00206,0.000397,0.944,0.268,99.545,294627.0,4,8 -moe.,Nebraska,48.0,0.645,0.623,2.0,-7.836,1,0.0359,0.566,,0.204,0.624,95.968,229667.0,4,10 -John Lee Hooker,Moon Is Rising,35.0,0.654,0.159,5.0,-15.9,1,0.0698,0.979,0.00706,0.0911,0.322,129.481,169600.0,4,2 -TOPS,Witching Hour,40.0,0.727,0.905,6.0,-5.274,0,0.0376,0.126,0.0358,0.125,0.876,135.969,193227.0,3,6 -Imad Royal,Heart-Shaped Box - VIRTU Remix,41.0,0.459,0.677,7.0,-5.719,1,0.0626,0.0373,0.000587,0.12,0.146,160.154,244500.0,4,10 -Yuval Dayan,◊ú◊ô◊ú◊ï◊™◊ô◊ô,43.0,0.602,0.329,11.0,-7.788,1,0.0285,0.81,7.46e-05,0.126,0.135,111.986,246579.0,4,9 -Topaz Jones,Black Tame,49.0,0.627,0.81,11.0,-4.971,1,0.284,0.314,,0.546,0.637,100.136,252374.0,4,5 -Ghostemane,Anti-Social Masochistic Rage [ASMR],51.0,0.51,0.709,1.0,-7.86,1,0.0598,0.0125,0.869,0.0716,0.267,120.633,193952.0,3,8 -Reeshabh Purohit,Soona Soona,,0.467,0.193,1.0,-18.895,1,0.0315,0.731,0.107,0.105,0.108,100.006,5.4,4,0 -AWOLNATION,The Best,57.0,0.635,0.875,2.0,-4.756,0,0.0306,0.11,0.236,0.0993,0.0485,111.005,223320.0,4,10 -"Kenny Chesney, P!nk",Setting the World On Fire (with P!nk),61.0,0.61,0.822,,-4.422,1,0.0355,0.0171,1.88e-06,0.093,0.437,93.993,3.62445,4,4 -Oasis,Live Forever - Remastered,53.0,0.191,0.829,9.0,-3.381,0,0.0447,2.72e-05,2.11e-05,0.362,0.191,116.007,276667.0,5,10 -Myd,Let You Speak,52.0,0.777,0.694,10.0,-9.237,0,0.0305,0.101,0.0134,0.0763,0.801,124.022,187880.0,4,6 -Sing-Sing,Feels Like Summer,23.0,0.586,0.813,9.0,-5.126,0,0.0276,0.156,0.000391,0.276,0.568,132.64,248467.0,4,6 -The Hirsch Effekt,Torka,16.0,0.138,0.883,10.0,-6.656,0,0.0885,0.000273,0.283,0.159,0.116,171.903,381133.0,5,8 -Melanie,Animal Crackers - Live at Woodstock,23.0,0.595,0.158,2.0,-17.446,1,0.0576,0.752,4.41e-06,0.139,0.392,135.968,173760.0,4,10 -Saving Abel,Drowning (Face Down),51.0,0.384,0.871,7.0,-4.034,1,0.04,0.00991,1.55e-06,0.349,0.321,159.939,235613.0,4,10 -Rajhesh Vaidhya,Nagumomu - Abheri - Adi,19.0,0.395,0.774,2.0,-7.731,0,0.0433,0.346,0.841,0.0898,0.762,91.578,1284507.0,4,6 -Jarren Benton,Andre 3K's,37.0,0.783,0.757,11.0,-6.166,0,0.188,0.158,0.00371,0.0925,0.713,155.96,135334.0,5,5 -Wolf King,Sanctuary,19.0,0.446,0.997,6.0,-3.952,0,0.103,9.44e-05,0.00394,0.391,0.104,155.108,246212.0,4,8 -North Mississippi Allstars,Meet Me In the City,51.0,0.867,0.503,8.0,-8.431,1,0.0334,0.827,0.464,0.184,0.474,111.016,276760.0,4,10 -Fear Factory,Linchpin,59.0,0.693,0.871,,-3.389,1,0.0844,0.00358,2.01e-05,0.11,0.533,111.989,204853.0,4,8 -Saweetie,Best Friend (feat. Doja Cat),89.0,0.84,0.766,4.0,-4.12,1,0.136,0.00302,3.61e-06,0.0684,0.402,94.018,155884.0,4,9 -Seething Akira,Ded,38.0,0.282,0.939,5.0,-4.938,0,0.269,0.0037,0.00036,0.162,0.201,150.058,236625.0,4,10 -Death,Painkiller,47.0,0.428,0.995,8.0,-2.53,1,0.0918,2.06e-05,0.429,0.305,0.123,103.24,362347.0,4,8 -Busta Rhymes,Everything Remains Raw,50.0,0.759,0.809,1.0,-7.886,0,0.293,0.0955,1.71e-06,0.35,0.508,86.848,220800.0,4,5 -Built To Spill,Life in Vain,37.0,0.488,0.775,4.0,-9.387,1,0.0567,0.0435,0.000443,0.181,0.826,81.004,205506.0,4,6 -The Kooks,Naive,74.0,0.391,0.808,8.0,-6.209,0,0.0892,0.0759,,0.149,0.737,100.304,203507.0,4,10 -◊©◊ô◊ú◊î ◊ë◊ü ◊°◊¢◊ì◊ï◊ü,Forever,41.0,0.471,0.436,11.0,-7.493,1,0.0546,0.688,,0.0813,0.421,143.213,220972.0,4,9 -"Britney Spears, will.i.am",It Should Be Easy (feat. will.i.am),39.0,0.706,0.56,7.0,-5.482,0,0.0777,0.246,,0.0807,0.539,129.851,3.443116667,4,9 -Scar$,Your Ex Is A Bitch And I Hate Her,32.0,0.609,0.6,10.0,-9.005,1,0.0877,0.0183,,0.0461,0.184,81.504,156074.0,4,10 -Sheryl Crow,Strong Enough,62.0,0.58,0.265,2.0,-15.267,1,0.0317,0.796,0.00019,0.11,0.583,154.595,189827.0,3,10 -Dudu Aharon,◊ë◊ô◊ï◊ù ◊©◊†◊§◊í◊©,22.0,0.604,0.429,10.0,-7.237,1,0.0247,0.674,,0.249,0.42,96.009,257720.0,4,9 -Metric,Synthetica,39.0,0.373,0.862,,-3.988,1,0.0383,4.78e-05,0.00486,0.109,0.21,158.932,234707.0,4,10 -Yung Bae,Bad Boy,67.0,0.861,0.82,1.0,-4.807,0,0.0728,0.032,4.76e-06,0.0706,0.781,118.04,187571.0,4,9 -Public Enemy,Fight The Power,58.0,0.797,0.582,2.0,-12.97,1,0.255,0.00484,2.04e-06,0.517,0.415,105.974,282640.0,4,5 -Electric Boys,Super God,34.0,0.45,0.894,2.0,-6.033,1,0.0519,9.45e-06,0.109,0.421,0.339,128.04,208863.0,4,8 -Volturian,Broken,33.0,0.475,0.908,,-5.519,1,0.0432,3.37e-05,0.00171,0.339,0.374,95.018,219133.0,4,8 -Big Joe Williams,Baby Please Don't Go,40.0,0.499,0.302,7.0,-15.15,1,0.0495,0.752,0.0266,0.129,0.564,167.075,164507.0,4,2 -Chris Young,Gettin' You Home,65.0,0.639,0.678,7.0,-5.02,1,0.0278,0.44,1.45e-06,0.221,0.531,106.966,3.53555,4,4 -NEEDTOBREATHE,Brother - Acoustic,48.0,0.386,0.561,9.0,-5.879,1,0.0324,0.806,,0.11,0.416,78.884,3.60618333,4,0 -Damn Yankees,Where You Goin' Now,47.0,0.48,0.72,7.0,-5.607,1,0.0283,0.0116,,0.114,0.383,76.54,279847.0,4,10 -Joshua Ray Walker,Voices,42.0,0.515,0.447,,-10.533,1,0.0394,0.291,0.00012,0.0923,0.184,76.575,264947.0,4,1 -Miri Mesika,◊î◊¶◊ú ◊ï◊ê◊†◊ô,18.0,0.589,0.673,10.0,-7.344,0,0.0435,0.0916,4.68e-06,0.112,0.508,135.011,327080.0,4,9 -George Strait,Ocean Front Property,59.0,0.656,0.326,2.0,-15.756,1,0.0283,0.111,,0.25,0.787,78.298,3.142216667,4,4 -UPSAHL,People I Don't Like,72.0,0.747,0.573,11.0,-6.562,0,0.295,0.268,,0.302,0.551,90.036,142766.0,4,10 -kostromin,–ú–æ—è –≥–æ–ª–æ–≤–∞ –≤–∏–Ω—Ç–æ–º (My head is spinning like a screw),77.0,0.833,0.748,1.0,-5.963,1,0.229,0.0331,1.44e-06,0.0728,0.484,119.925,140000.0,4,9 -Kenny Chesney,American Kids,72.0,0.782,0.589,,-7.37,1,0.0803,0.0476,5.84e-06,0.0366,0.849,85.022,3.049333333,4,4 -Ido B & Zooki,◊ß◊ï◊ì◊ù ◊õ◊ú ◊î◊û◊©◊§◊ó◊î,30.0,0.634,0.931,3.0,-4.768,0,0.267,0.159,,0.0873,0.557,143.996,256667.0,4,5 -Corey Harris,Station Blues,7.0,0.686,0.452,1.0,-13.339,1,0.0914,0.54,0.222,0.059,0.833,106.944,209467.0,4,2 -Didirri,I Can't Get Last Night Out Of My Head,45.0,0.571,0.375,,-12.281,1,0.0641,0.359,,0.0963,0.599,153.573,195418.0,4,9 -Nine Inch Nails,Hurt,56.0,0.566,0.124,11.0,-18.166,0,0.0431,0.709,0.0104,0.132,0.11,79.924,374440.0,4,10 -Jake Owen,Yee Haw,51.0,0.672,0.934,7.0,-3.322,1,0.0333,0.0956,,0.109,0.948,129.123,2.875116667,4,4 -Indosoul by Karthick Iyer,Rejoicing in Raghuvamsa,31.0,0.374,0.656,2.0,-11.757,1,0.045,0.475,0.965,0.118,0.476,100.597,285048.0,4,6 -Fenton Robinson,Somebody Loan Me A Dime,48.0,0.69,0.584,3.0,-8.864,1,0.0746,0.47,2.46e-05,0.297,0.809,118.017,179693.0,3,2 -24HOURS,Step By Step,20.0,0.688,0.926,10.0,-3.869,1,0.0927,0.00422,0.000891,0.0765,0.609,140.016,211290.0,4,10 -Sreevalsan J. Menon,Yamuna,23.0,0.31,0.373,,-10.775,1,0.0329,0.89,7.91e-06,0.144,0.282,135.15,8.3397,1,0 -Tidal Wave,End of the Line,22.0,0.364,0.729,8.0,-10.391,1,0.0334,2.05e-05,0.258,0.457,0.373,83.017,213479.0,4,10 -Nirvana,The Man Who Sold The World - Live Version,56.0,0.476,0.706,1.0,-7.839,0,0.0289,0.379,0.000242,0.877,0.368,114.858,227467.0,4,10 -Westlife,How to Break a Heart,2.0,0.555,0.727,7.0,-4.694,1,0.0327,0.0507,,0.287,0.13,156.0,4.068883333,4,9 -Lala Lala,Destroyer,47.0,0.604,0.594,10.0,-6.706,1,0.0259,0.757,0.635,0.148,0.333,109.931,192550.0,4,6 -Sugaray Rayford,Homemade Disaster,28.0,0.556,0.87,7.0,-4.816,0,0.166,0.162,0.463,0.0941,0.955,169.826,194564.0,4,2 -Asha Bhosle,Tora Man Bada Papi,3.0,0.37,0.601,7.0,-10.958,1,0.141,0.93,,0.306,0.487,85.953,4.683783333,4,3 -Elina,Free,60.0,0.627,0.213,10.0,-12.634,1,0.0349,0.877,,0.204,0.18,92.054,199463.0,4,9 -LUMP,Animal - Edit,52.0,0.76,0.652,1.0,-8.896,1,0.0311,0.137,0.213,0.11,0.398,119.978,185536.0,3,1 -Dugong Jr,Ceramic,43.0,0.789,0.745,8.0,-9.841,1,0.418,0.565,6.08e-05,0.0883,0.578,111.045,241834.0,4,6 -Eldad Cohen,◊ë◊õ◊ú ◊ß◊ô◊•,26.0,0.493,0.617,,-6.229,0,0.0384,0.492,3.01e-06,0.258,0.597,145.974,208023.0,4,9 -Cam Wallace,Retail (Remix) (with Wiz Khalifa),,0.776,0.482,8.0,-8.039,1,0.0545,0.439,0.000512,0.17,0.372,83.967,165340.0,4,5 -TOOL,The Pot,68.0,0.469,0.79,7.0,-6.889,1,0.0391,0.000148,0.372,0.282,0.466,107.45,381947.0,4,8 -Buckshot LeFonque,Breakfast At Denny's,42.0,0.76,0.65,7.0,-9.233,1,0.189,0.00805,0.524,0.0772,0.581,87.433,354640.0,4,5 -Harmonica Shah,Who's the Fool,16.0,0.527,0.657,6.0,-6.333,0,0.196,0.321,0.000152,0.591,0.556,124.075,337247.0,4,2 -The Members,The Sound Of The Suburbs,38.0,0.399,0.747,7.0,-10.62,1,0.0741,0.032,7.45e-06,0.0688,0.597,181.964,233200.0,4,6 -Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,1 -Van Halen,When It's Love,51.0,0.562,0.63,2.0,-12.332,1,0.0255,0.0483,0.000102,0.0926,0.402,99.369,5.664,4,10 -Guns N' Roses,Rocket Queen,57.0,0.448,0.945,10.0,-7.978,1,0.0394,0.0219,0.246,0.0254,0.437,111.705,373467.0,4,10 -a crowd of rebellion,Meteor,36.0,0.474,0.943,7.0,-1.973,0,0.0577,3.6e-05,0.000114,0.364,0.423,103.441,202567.0,4,10 -The Cardigans,Lovefool,72.0,0.704,0.636,9.0,-6.029,1,0.0252,0.0344,,0.35,0.89,111.845,193953.0,4,10 -10cc,The Things We Do For Love,64.0,0.637,0.528,1.0,-9.837,1,0.0394,0.163,,0.122,0.781,106.949,207573.0,4,10 -The Gaslight Anthem,"""45""",50.0,0.312,0.975,8.0,-4.628,1,0.0853,0.000667,1.15e-06,0.133,0.37,178.117,207547.0,4,10 -Call Me A Fool [Feat. Carla Thomas],"Valerie June, Carla Thomas",45.0,0.495,0.537,,-4.959,0,0.0296,0.754,0.0109,0.633,0.171,132.395,3.731333333,3,0 -Black Stone Cherry,White Trash Millionaire,56.0,0.485,0.898,4.0,-3.75,1,0.0568,0.000776,0.00244,0.642,0.494,99.983,198680.0,4,10 -The Starting Line,The Best Of Me,59.0,0.533,0.802,4.0,-4.212,1,0.0384,0.001,,0.314,0.293,106.969,258267.0,4,10 -Michael Shynes,Chasing after the moon,52.0,0.555,0.412,3.0,-6.284,1,0.0354,0.692,1.52e-06,0.112,0.282,163.887,238995.0,3,9 -Mia X,The Party Don't Stop,35.0,0.817,0.595,6.0,-10.144,0,0.264,0.0207,,0.155,0.383,92.931,253107.0,4,5 -"Kelsea Ballerini, Kenny Chesney",half of my hometown (feat. Kenny Chesney),70.0,0.571,0.618,10.0,-4.966,1,0.0445,0.147,,0.159,0.288,138.03,3.863866667,4,4 -MY FIRST STORY,LEADER,53.0,0.291,0.97,4.0,-2.839,0,0.382,0.00301,,0.31,0.28,180.292,245027.0,4,10 -Paulo Mendonca,Just in case,37.0,0.536,0.969,6.0,-2.62,0,0.0915,0.43,1.26e-06,0.082,0.805,84.881,239575.0,4,2 -Pappo's Blues,El Hombre Suburbano,40.0,0.618,0.819,7.0,-4.979,1,0.0941,0.555,0.0167,0.122,0.678,124.523,138978.0,4,2 -TOOL,7empest,59.0,0.323,0.804,7.0,-7.397,1,0.0369,7.35e-05,0.835,0.0957,0.384,144.756,943529.0,5,8 -The Lumineers,Angela (Single Version),53.0,0.652,0.601,4.0,-7.988,1,0.0317,0.625,0.000165,0.17,0.302,130.308,178840.0,4,9 -Itay Levi,◊©◊™◊©◊®◊£ ◊î◊ê◊î◊ë◊î,36.0,0.414,0.632,10.0,-5.971,0,0.301,0.273,,0.56,0.35,62.18,205130.0,4,9 -Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,1 -Buzzcocks,Why Can't I Touch It? - 2001 Remastered Version,52.0,0.587,0.613,,-9.444,0,0.0341,0.000179,0.151,0.178,0.655,85.693,396333.0,4,10 -NTMY,Boyfriend,41.0,0.347,0.117,6.0,-17.072,0,0.0549,0.936,,0.134,0.46,173.601,179746.0,3,9 -Yelle,Je veux te voir,51.0,0.924,0.651,7.0,-3.894,1,0.124,0.0203,0.0069,0.059,0.898,126.947,261920.0,4,1 -Isaiah Rashad,Lay Wit Ya (feat. Duke Deuce),73.0,0.925,0.859,1.0,-7.335,1,0.196,0.0347,1.86e-06,0.2,0.967,140.034,197387.0,4,5 -Auguste Henrique,Serenade For Strings,43.0,0.475,0.128,9.0,-17.601,0,0.0341,0.958,0.914,0.101,0.154,116.029,2.225366667,4,7 -In This Moment,The In-Between,60.0,0.469,0.951,10.0,-4.222,1,0.111,0.0119,,0.0976,0.283,149.976,254811.0,4,8 -Southern Empire,Goliath's Moon,26.0,0.433,0.779,6.0,-5.72,0,0.0723,0.0319,6.24e-06,0.922,0.315,169.897,551947.0,4,10 -Perfume Genius,Otherside,57.0,0.279,0.137,8.0,-11.45,1,0.0381,0.906,0.000494,0.223,0.206,142.848,160169.0,3,6 -The Lathums,Oh My Love,47.0,0.426,0.819,6.0,-3.24,0,0.0295,0.00639,2.08e-06,0.212,0.643,177.916,140189.0,4,6 -Imagine Dragons,Radioactive - Live,41.0,0.495,0.553,6.0,-6.859,1,0.0397,0.0816,,0.424,0.377,138.999,270160.0,4,10 -The Chords,Sh-Boom - Single Version,47.0,0.667,0.467,5.0,-8.991,1,0.0499,0.851,,0.272,0.905,136.676,144320.0,4,2 -Shygirl,TWELVE,46.0,0.669,0.612,2.0,-8.525,1,0.122,0.0138,0.000208,0.102,0.209,170.188,152000.0,4,6 -Hikaru Utada,One Last Kiss,75.0,0.592,0.54,8.0,-11.249,0,0.0587,0.692,0.00187,0.0965,0.354,111.955,252027.0,4,9 -L7,Shitlist,50.0,0.419,0.916,1.0,-8.373,1,0.0604,9.2e-06,0.184,0.0751,0.495,128.981,175293.0,4,10 -We Were Giants,The Final Encounter,36.0,0.558,0.982,10.0,-2.99,0,0.117,0.00171,0.117,0.334,0.202,119.977,196000.0,4,8 -Neal Morse,Get Behind Me Satan,25.0,0.353,0.971,6.0,-6.117,0,0.144,7.14e-05,0.000191,0.0713,0.543,173.87,203107.0,4,10 -"Crosby, Stills & Nash",Helplessly Hoping - 2005 Remaster,64.0,0.567,0.159,7.0,-13.648,1,0.0331,0.914,,0.111,0.436,146.913,2.63155,4,0 -Sheryl Crow,Real Gone,65.0,0.608,0.785,11.0,-5.346,0,0.0472,0.00173,,0.0762,0.806,117.983,200733.0,4,10 -Maglore,N√£o Existe Saudade No Cosmos,38.0,0.421,0.716,5.0,-5.548,1,0.0367,0.00184,0.00137,0.112,0.767,78.66,214224.0,4,6 -Black Grape,Reverend Black Grape,41.0,0.606,0.923,8.0,-6.842,1,0.0661,0.000676,0.00289,0.081,0.599,108.107,313067.0,4,1 -Miss May I,Hey Mister,52.0,0.384,0.992,10.0,-3.249,0,0.125,3.36e-05,7.79e-05,0.565,0.0988,160.038,235640.0,4,8 -Yehudit Ravitz & Avi Balelli,◊î◊ó◊ú◊ï◊ü,12.0,0.522,0.363,7.0,-11.422,1,0.0285,0.709,0.00136,0.0952,0.186,82.542,256747.0,3,10 -Peter Green,A Fool No More,48.0,0.393,0.132,4.0,-18.825,0,0.0321,0.0776,0.108,0.0956,0.293,87.168,464667.0,4,2 -Bury Tomorrow,Man on Fire,45.0,0.392,0.971,4.0,-2.05,0,0.0898,0.00795,,0.177,0.24,159.822,241707.0,4,8 -Sleep Token,The Offering,52.0,0.48,0.861,6.0,-6.836,1,0.0477,0.00329,0.0559,0.0907,0.377,135.055,349653.0,4,8 -Stone Temple Pilots,Sex Type Thing,1.0,0.397,0.969,9.0,-3.892,1,0.0463,1.52e-06,0.517,0.0513,0.702,134.289,218293.0,4,10 -James Gang,The Bomber A: Closet Queen B: Bolero C: Cast Your Fate To The Wind - Medley,45.0,0.235,0.675,9.0,-8.739,1,0.041,0.0519,0.481,0.0999,0.584,184.723,424733.0,4,10 -Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,10 -My Chemical Romance,Helena,73.0,0.356,0.96,4.0,-3.487,1,0.104,0.0142,,0.209,0.0857,125.921,204733.0,4,10 -Piroshka,Everlastingly Yours,37.0,0.464,0.769,11.0,-8.48,1,0.0316,1.49e-05,0.000357,0.213,0.397,120.096,269747.0,4,6 -Ravid Plotnik,◊í◊ï◊ì◊ñ◊ô◊ú◊î (◊†◊¶'◊ô ◊†◊¶'),28.0,0.763,0.77,6.0,-3.507,1,0.299,0.0858,,0.566,0.576,89.876,192000.0,4,5 -The Doors,Love Her Madly,66.0,0.565,0.587,4.0,-7.393,0,0.0317,0.0573,0.00493,0.0416,0.966,147.462,198467.0,4,1 -Soft Machine,Slightly All The Time - Remastered 2006,30.0,0.337,0.405,2.0,-10.535,0,0.0323,0.686,0.901,0.121,0.206,135.756,1090787.0,4,10 -Melpo Mene,Wrong At Last,20.0,0.487,0.582,11.0,-10.795,1,0.0353,0.00949,0.0797,0.0977,0.199,123.352,208773.0,4,6 -Astronaut Project,Girl,36.0,0.548,0.345,9.0,-9.82,1,0.0262,0.187,0.65,0.125,0.387,78.007,139250.0,4,6 -Itay Levi,◊û◊ß◊°◊ô◊ß◊ï,25.0,0.839,0.588,,-7.441,0,0.043,0.199,1.57e-05,0.661,0.439,107.954,194254.0,4,9 -Redman,Let's Get Dirty (I Can't Get In Da Club),43.0,0.539,0.966,1.0,-5.02,1,0.433,0.0542,,0.466,0.432,99.142,235533.0,4,5 -"Asha Bhosle, Mahendra Kapoor",Maine Ek Khwab Sa Dekha,10.0,0.451,0.103,3.0,-14.311,1,0.0341,0.969,0.0222,0.123,0.261,78.478,5.505316667,4,3 -wordsbyjuni,cause it's dark outside,33.0,0.629,0.459,10.0,-8.22,0,0.107,0.616,0.0217,0.106,0.427,80.988,244444.0,4,1 -Pantera,Cemetery Gates,66.0,0.274,0.726,9.0,-11.541,1,0.0449,0.000212,0.0113,0.0993,0.426,146.449,422933.0,4,8 -Biig Piig,American Beauty,14.0,0.643,0.622,7.0,-10.569,0,0.0304,0.345,0.928,0.156,0.833,120.202,172067.0,4,9 -Baby Charles,I Bet You Look Good On The Dancefloor,50.0,0.588,0.976,1.0,-4.943,0,0.0615,0.0308,0.000317,0.0928,0.592,101.811,268040.0,4,6 -"Up, Bustle & Out",Tabla Talkin' Dub,18.0,0.681,0.567,6.0,-9.229,1,0.0385,0.00152,0.903,0.112,0.941,152.624,5.55755,4,0 -Pearl Street Trio,Dreamsville,60.0,0.359,0.0686,2.0,-21.495,0,0.0345,0.916,0.929,0.104,0.0762,102.41,4.351033333,4,7 -Hush Kids,Love Is a Made up Word,35.0,0.624,0.727,2.0,-7.194,1,0.0316,0.21,0.000191,0.0999,0.193,116.039,3.10063333,4,0 -Hard Working Americans,It Runs Together,30.0,0.61,0.548,9.0,-10.408,0,0.0555,0.775,0.0347,0.425,0.413,103.983,202423.0,4,10 -Testament,Down For Life,48.0,0.344,0.955,1.0,-10.614,1,0.0444,5.4e-06,0.111,0.0665,0.352,111.671,203680.0,4,8 -Young M.A,Hello Baby feat. Fivio Foreign,65.0,0.893,0.537,7.0,-6.822,0,0.364,0.211,,0.0599,0.588,140.038,178562.0,4,5 -Muse,Something Human (Acoustic),49.0,0.609,0.832,9.0,-5.284,1,0.039,0.425,4.44e-05,0.17,0.654,105.023,226333.0,4,10 -Siena Root,Final Stand,27.0,0.442,0.748,2.0,-10.139,1,0.0626,0.0429,0.00468,0.0967,0.229,135.422,369221.0,4,10 -RY X,Berlin,66.0,0.397,0.0666,7.0,-20.405,1,0.0383,0.963,0.158,0.107,0.0389,137.313,174172.0,4,6 -Hozier,"Wasteland, Baby!",57.0,0.427,0.407,2.0,-9.665,1,0.0382,0.612,0.386,0.109,0.244,168.844,266467.0,4,9 -Zoe Wees,Girls Like Us,84.0,0.444,0.648,1.0,-4.955,1,0.0476,0.288,,0.059,0.171,125.706,189000.0,5,9 -Metallica,Nothing Else Matters,79.0,0.553,0.362,4.0,-11.218,0,0.0263,0.0458,6.01e-06,0.075,0.158,142.352,388267.0,3,10 -Taleban Dooda,More Than Average,48.0,0.774,0.645,10.0,-5.531,1,0.321,0.197,2.85e-06,0.22,0.415,76.552,183286.0,4,5 -Westy,Karachi,15.0,0.705,0.188,4.0,-13.843,0,0.372,0.223,0.744,0.104,0.145,139.815,247040.0,4,5 -Elia Rosilio,◊¢◊ù ◊î◊ñ◊û◊ü,34.0,0.546,0.298,6.0,-10.78,1,0.0263,0.523,0.00084,0.116,0.157,96.806,133608.0,4,9 -Pink Floyd,Comfortably Numb,73.0,0.472,0.366,11.0,-12.595,0,0.0286,0.15,0.308,0.0837,0.171,127.167,382297.0,4,10 -Tyla Yaweh,Tommy Lee (feat. Post Malone) - Tommy Lee Remix,62.0,0.504,0.597,10.0,-6.237,1,0.1,0.206,,0.0949,0.557,117.974,230489.0,4,10 -Dot,User,28.0,0.789,0.372,7.0,-14.553,1,0.0484,0.44,0.433,0.107,0.162,107.016,181500.0,4,6 -Sudha Malhotra,Mil Gaye Nain,1.0,0.554,0.367,1.0,-11.983,1,0.0382,0.848,0.000177,0.0862,0.945,144.563,2.588666667,4,3 -Gucci Mane,Money Make Ya Handsome,45.0,0.697,0.663,10.0,-6.0,0,0.0512,0.154,,0.282,0.548,134.108,205027.0,4,5 -Henry Lindon,First Season,53.0,0.53,0.123,,-22.841,0,0.0294,0.978,0.914,0.111,0.334,100.696,3.374383333,4,7 -Kipp Stone,Faygo Baby,41.0,0.725,0.66,9.0,-4.013,1,0.152,0.0684,3.62e-06,0.105,0.734,132.949,202194.0,4,5 -Tim McGraw,"I Like It, I Love It",68.0,0.643,0.961,,-5.298,1,0.0315,0.0196,,0.948,0.96,124.027,3.42845,4,4 -Lilla Vargen,Downtown,43.0,0.431,0.334,1.0,-9.88,1,0.032,0.651,0.0184,0.147,0.0448,94.483,249429.0,4,6 -Koralle,Keep It Stepping,42.0,0.579,0.668,6.0,-10.288,1,0.497,0.345,0.000851,0.212,0.575,78.322,180027.0,1,5 -Beartooth,Hated,62.0,0.458,0.99,8.0,-3.717,1,0.183,0.000285,0.000893,0.454,0.46,166.904,211430.0,4,10 -Cactus,Evil - Single Version,43.0,0.25,0.821,7.0,-7.694,1,0.075,0.000551,0.00181,0.335,0.81,190.203,195827.0,4,10 -Corrosion Of Conformity,Clean My Wounds,55.0,0.544,0.917,5.0,-6.086,1,0.0788,0.0306,5.32e-06,0.064,0.642,140.639,212693.0,4,8 -Monti Fiori,◊ê◊ô◊ü ◊ì◊®◊ö ◊ó◊ñ◊®◊î,20.0,0.673,0.577,1.0,-10.076,0,0.0359,0.0806,0.00198,0.0811,0.856,94.936,182405.0,4,9 -Pink Floyd,Echoes,57.0,0.285,0.322,6.0,-16.58,0,0.044,0.366,0.651,0.107,0.142,134.042,1412451.0,4,10 -Welshly Arms,save me from the monster in my head,42.0,0.649,0.672,,-6.191,1,0.0552,0.0092,,0.0757,0.305,123.004,192976.0,4,10 -Westlife,Us Against the World,,0.513,0.703,9.0,-4.57,1,0.0312,0.18,,0.0686,0.337,119.918,3.981116667,4,9 -Soulfly,Bleed,43.0,0.349,0.974,7.0,-4.724,1,0.197,0.00843,0.00595,0.358,0.158,118.409,246733.0,3,8 -Guy Verlinde,Love Light Shine,7.0,0.635,0.793,,-6.744,1,0.0375,0.106,1.29e-06,0.189,0.775,96.042,257573.0,4,2 -Coi Leray,Bout Me,67.0,0.706,0.733,6.0,-5.477,0,0.0672,0.255,0.000122,0.103,0.66,141.914,162387.0,4,5 -Annisokay,STFU,56.0,0.51,0.9,6.0,-6.278,0,0.05,0.00569,,0.285,0.381,130.067,210406.0,4,8 -Buzzcocks,Ever Fallen In Love With Someone (You Shouldn't Have Fallen In Love With),36.0,0.243,0.958,9.0,-3.348,1,0.0619,0.000192,8e-06,0.702,0.426,95.252,184853.0,4,10 -Occasionally,Lydia Luce,33.0,0.457,0.291,6.0,-13.43,1,0.0325,0.548,0.209,0.175,0.193,77.904,3.242666667,4,0 -Shire T,Blue Kiss,43.0,0.633,0.969,7.0,-6.112,1,0.0581,0.0113,0.654,0.123,0.603,138.946,255760.0,4,1 -Nana Adjoa,No Room,49.0,0.561,0.439,9.0,-12.044,1,0.0369,0.458,0.0503,0.105,0.307,145.425,209839.0,3,6 -Powfu,ill come back to you,67.0,0.652,0.483,8.0,-9.964,0,0.291,0.658,,0.393,0.372,75.987,134881.0,4,5 -Lior Narkis,◊ó◊ô◊ë◊ï◊ß,40.0,0.747,0.708,2.0,-7.008,0,0.0722,0.0907,,0.0842,0.915,139.944,159143.0,4,9 -Dalis Car,His Box,33.0,0.815,0.336,4.0,-15.521,0,0.0495,0.0738,0.00671,0.0539,0.976,115.808,282667.0,4,10 -Paddy Echo,The View,36.0,0.646,0.697,11.0,-8.726,0,0.0542,0.0226,1.17e-06,0.129,0.645,150.023,181608.0,4,9 -Demon Head,The Triumphal Chariot of Antimony,29.0,0.296,0.533,1.0,-6.588,1,0.0318,0.0119,0.216,0.0908,0.107,137.991,339053.0,4,8 -Arik Einstein,◊ß◊§◊î ◊ò◊ï◊®◊ß◊ô - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,26.0,0.724,0.612,1.0,-10.86,0,0.0358,0.000175,,0.185,0.494,138.728,226645.0,4,10 -Saccades,Islands Past,32.0,0.596,0.474,,-11.263,1,0.0266,0.547,0.833,0.0928,0.379,112.983,220619.0,4,6 -Future Palace,Ghost Chapter,36.0,0.356,0.907,2.0,-6.446,0,0.0458,0.00051,,0.0639,0.389,170.057,263204.0,4,8 -Lamine Cissokho,Folon,26.0,0.338,0.356,,-11.65,1,0.0325,0.874,0.842,0.121,0.493,79.298,5.145733333,4,7 -Asaf Avidan,Lost Horse,33.0,0.71,0.696,5.0,-5.674,0,0.0415,0.0403,0.00395,0.131,0.594,75.496,232247.0,4,10 -"Felix Mendelssohn, Ensemble Explorations, Roel Dieltiens","Octet, Op. 20: II. Andante",20.0,0.171,0.055,5.0,-24.659,0,0.0437,0.833,0.74,0.158,0.054,96.665,6.968883333,4,7 -Lovejoy,One Day,80.0,0.332,0.737,10.0,-8.572,0,0.0349,0.00696,,0.0519,0.761,183.333,144616.0,4,9 -Vinay Kaushal,A Tune for Peace - an Interlude,16.0,0.465,0.352,4.0,-11.768,1,0.03,0.846,0.864,0.134,0.164,74.895,224455.0,4,6 -U2,Beautiful Day,73.0,0.536,0.928,11.0,-6.492,0,0.0589,0.0154,0.00134,0.2,0.389,136.258,248400.0,4,10 -Freya Ridings,Unconditional,2.0,0.403,0.213,2.0,-7.731,1,0.0366,0.923,,0.348,0.291,119.497,197053.0,4,9 -The Omnific,The Stoic,25.0,0.461,0.811,8.0,-7.643,1,0.0349,0.129,0.673,0.108,0.214,150.016,244906.0,4,8 -Eyal Golan,◊î◊ô◊ô◊™◊ô ◊ë◊í◊ü ◊¢◊ì◊ü,33.0,0.46,0.579,3.0,-5.857,0,0.0292,0.322,,0.172,0.395,136.206,250053.0,4,9 -Metallica,The Unforgiven II,64.0,0.497,0.89,8.0,-4.559,0,0.0445,0.00055,0.00129,0.255,0.249,133.047,396440.0,4,8 -Torche,Loose Men,22.0,0.279,0.928,9.0,-4.464,1,0.061,2.11e-06,0.891,0.217,0.299,159.939,148473.0,4,8 -Melodiesinfonie,Strong Ankles,37.0,0.597,0.404,2.0,-9.832,0,0.0358,0.767,0.0589,0.108,0.145,71.551,242667.0,4,1 -Justin Jesso,Bigger Than - Acoustic,51.0,0.503,0.342,2.0,-8.028,1,0.0375,0.857,,0.0916,0.392,82.677,213080.0,4,9 -Tired Lion,With Or Without,36.0,0.469,0.759,10.0,-5.119,1,0.0409,0.000357,0.154,0.145,0.332,130.045,210629.0,4,6 -Eliad,◊°◊ô◊û◊ü,28.0,0.649,0.353,4.0,-9.883,1,0.0352,0.0187,,0.146,0.231,89.968,216840.0,4,9 -Erkut Ta√ßkƒ±n,Sevmek ƒ∞stiyorum,49.0,0.769,0.348,9.0,-10.088,0,0.207,0.586,0.00865,0.113,0.539,74.883,171333.0,4,10 -Mazen,Dork,31.0,0.858,0.561,7.0,-8.628,0,0.145,0.135,,0.372,0.411,125.016,207915.0,4,5 -Twin Atlantic,Barcelona,43.0,0.561,0.789,10.0,-5.297,1,0.0401,0.000168,,0.106,0.149,96.994,275960.0,4,10 -Kendell Marvel,Hard Time with the Truth,45.0,0.535,0.612,7.0,-9.219,0,0.0333,0.328,0.217,0.125,0.163,92.477,251437.0,4,10 -T.G. Sheppard,Party Time,42.0,0.586,0.535,5.0,-11.517,1,0.0274,0.527,0.0162,0.143,0.759,99.799,3.545116667,4,4 -Cynik Scald,Lullaby,39.0,0.483,0.941,6.0,-4.083,0,0.109,2.66e-05,9.42e-06,0.175,0.395,109.979,243693.0,4,8 -Kenny Chesney,The Good Stuff,51.0,0.586,0.675,7.0,-7.819,1,0.0776,0.26,,0.144,0.473,143.92,3.32645,4,4 -Twenty One Pilots,Choker,79.0,0.7,0.664,7.0,-8.211,1,0.0394,0.306,1.89e-05,0.249,0.585,142.009,223066.0,4,9 -Allman Brothers Band,Melissa,63.0,0.533,0.362,4.0,-14.791,1,0.0244,0.478,0.245,0.0857,0.45,82.993,235224.0,4,10 -The Band,Tears Of Rage - Remastered,41.0,0.457,0.523,5.0,-8.144,1,0.0355,0.376,0.000141,0.199,0.382,116.047,319951.0,4,10 -Snow Patrol,Same,35.0,0.544,0.459,5.0,-8.821,1,0.0264,0.264,0.16,0.179,0.195,129.058,235747.0,3,10 -Los Queltehues,Pescado Frito,16.0,0.575,0.914,2.0,-6.432,1,0.0731,0.397,0.000498,0.455,0.854,127.029,260399.0,4,2 -JXN,Solitude,44.0,0.72,0.494,5.0,-7.779,0,0.0843,0.125,1.53e-06,0.123,0.357,161.896,178000.0,3,10 -Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,10 -The National,Bloodbuzz Ohio,56.0,0.402,0.835,9.0,-6.367,1,0.043,0.0558,0.18,0.103,0.69,157.066,275933.0,4,6 -EARTHGANG,Options (with Wale),55.0,0.778,0.713,1.0,-5.852,1,0.289,0.0452,,0.0405,0.321,140.024,154253.0,4,5 -Britney Spears,Lace and Leather,43.0,0.863,0.586,7.0,-6.512,1,0.0617,0.0074,0.000646,0.103,0.823,111.968,2.792666667,4,9 -David Bowie,Sound and Vision - 1999 Remaster,32.0,0.657,0.732,2.0,-10.007,1,0.0399,0.00146,0.412,0.146,0.835,106.213,184533.0,4,1 -Juraj Stanik Trio,I Sing This Song for You,49.0,0.413,0.0771,3.0,-22.29,1,0.0381,0.956,0.694,0.257,0.099,124.912,4.64445,4,7 -Bandit Bandit,Maux,33.0,0.593,0.854,2.0,-6.023,1,0.039,0.0379,0.00394,0.0749,0.295,105.004,194929.0,4,10 -Backstreet Boys,Never Gone,36.0,0.583,0.587,5.0,-6.44,1,0.0421,0.521,,0.115,0.31,118.005,3.764,4,9 -The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,10 -Siouxsie and the Banshees,Spellbound,58.0,0.415,0.853,7.0,-11.098,1,0.038,0.0107,0.000499,0.536,0.302,148.494,197013.0,4,6 -"Devdutta Manisha Baji, Aanandi Joshi, Asad Khan",More Piya,24.0,0.49,0.508,7.0,-10.719,1,0.0318,0.471,0.000767,0.077,0.0844,93.022,4.301083333,4,0 -Skegss,Save It For The Weekend,45.0,0.424,0.83,9.0,-5.298,1,0.028,0.000307,0.000717,0.36,0.544,101.596,181608.0,4,10 -Ruthie Foster,What Are You Listening To?,37.0,0.526,0.646,1.0,-4.113,1,0.0351,0.159,,0.1,0.473,147.675,257853.0,4,2 -A Day To Remember,The Downfall of Us All,66.0,0.588,0.881,,-4.62,1,0.0666,0.000252,,0.326,0.709,129.947,209093.0,4,10 -Rise Against,"Broken Dreams, Inc.",56.0,0.324,0.976,1.0,-5.231,1,0.12,0.000113,,0.293,0.463,166.939,231938.0,4,1 -Freedom Fry,Linger,56.0,0.572,0.285,5.0,-12.367,1,0.0316,0.789,,0.0944,0.168,88.012,3.35226667,4,0 -American Hi-Fi,Steppin' Out,30.0,0.433,0.914,9.0,-8.137,1,0.041,5.99e-06,0.165,0.0742,0.789,173.985,257184.0,4,10 -Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,6 -Dozer,Big Sky Theory,44.0,0.356,0.849,7.0,-5.59,1,0.0399,0.000256,0.077,0.115,0.306,133.166,508307.0,4,8 -Tribute Trio,These Foolish Things,59.0,0.449,0.142,10.0,-18.201,1,0.0421,0.945,0.914,0.111,0.131,112.211,4.845166667,4,7 -Dance With the Dead,Invader,50.0,0.528,0.864,11.0,-5.702,0,0.0441,0.000332,0.869,0.0702,0.159,126.012,274286.0,4,6 -Rapaz Ego,Gr√£o Mestre,26.0,0.634,0.737,9.0,-5.135,0,0.0303,0.267,0.00203,0.252,0.613,99.386,242916.0,4,6 -Outkast,Hey Ya!,80.0,0.727,0.974,4.0,-2.261,0,0.0664,0.103,0.000532,0.174,0.965,79.526,235213.0,4,5 -"Car, the garden",31,31.0,0.565,0.382,,-7.698,1,0.026,0.24,1.28e-05,0.0864,0.474,142.064,194577.0,4,10 -Aortah,OYA,37.0,0.786,0.722,5.0,-9.029,0,0.0616,0.0481,0.00132,0.111,0.566,98.008,178776.0,4,9 -Replikas,Seyyah,16.0,0.534,0.744,2.0,-9.455,1,0.0337,0.0572,0.000202,0.166,0.344,100.721,235000.0,4,10 -Anathema,Deep,45.0,0.425,0.643,2.0,-7.626,1,0.0316,0.000446,0.0229,0.149,0.165,136.019,293293.0,4,8 -Benjamin Ingrosso,Smile,29.0,0.592,0.749,6.0,-6.165,0,0.0295,0.000618,0.00122,0.166,0.799,127.038,192921.0,4,9 -Johnny Winter,"Leland Mississippi Blues - Live at The Woodstock Music & Art Fair, August 17, 1969",25.0,0.27,0.736,11.0,-8.351,0,0.0388,0.0013,0.712,0.401,0.82,147.251,290947.0,4,10 -O.C.,Time's Up,49.0,0.664,0.621,2.0,-6.521,1,0.0671,0.162,0.0694,0.353,0.489,89.566,205613.0,4,5 -Jungle,Keep Moving,72.0,0.724,0.603,10.0,-6.261,0,0.0317,0.183,0.000469,0.0948,0.569,111.493,240880.0,4,9 -Jacob Pavek,Aurora,51.0,0.121,0.147,,-16.843,0,0.0384,0.93,0.939,0.158,0.0366,74.451,265873.0,5,1 -Cheap Trick,The Flame,65.0,0.629,0.581,4.0,-11.856,1,0.027,0.513,2.06e-06,0.0755,0.359,97.074,5.64666667,4,10 -Melii,You Ain't Worth It (with 6LACK),58.0,0.542,0.561,1.0,-10.013,0,0.53,0.126,3.59e-05,0.0931,0.527,73.969,183078.0,4,5 -Sech,911,89.0,0.795,0.655,7.0,-3.815,1,0.0422,0.076,1.76e-06,0.296,0.744,93.029,215891.0,4,9 -Molchat Doma,–¢–∞–Ω—Ü–µ–≤–∞—Ç—å,62.0,0.541,0.803,7.0,-4.494,1,0.036,0.521,0.839,0.0786,0.814,84.982,202846.0,4,6 -Floating Points,Movement 6,55.0,0.115,0.257,,-14.611,0,0.0349,0.805,0.819,0.184,0.0725,93.784,530894.0,4,6 -Backstreet Boys,Poster Girl,36.0,0.69,0.712,10.0,-3.597,0,0.0703,0.0275,,0.122,0.665,97.989,3.92155,4,9 -Miri Mesika,Al Hayofi,14.0,0.601,0.589,,-6.358,1,0.0275,0.602,,0.249,0.303,96.972,229227.0,3,9 -Highline,Chasing Heaven,34.0,0.498,0.817,7.0,-4.165,1,0.0451,0.000516,1.98e-06,0.392,0.402,124.093,276667.0,4,6 -George Michael,Star People - Live,43.0,0.852,0.73,11.0,-9.918,1,0.041,0.157,,0.799,0.946,105.017,6.260616667,4,9 -Papa Charlie's Boys,You Can't Play Me Cheap,24.0,0.692,0.301,2.0,-14.094,0,0.0403,0.938,1.42e-05,0.11,0.713,92.059,172042.0,4,2 -Back Room Jazz Trio,I Should Care,37.0,0.474,0.274,9.0,-16.446,0,0.0309,0.98,0.932,0.11,0.326,62.969,4.171816667,4,7 -Asha Bhosle,Chhoti Si Kahani Se,21.0,0.568,0.482,9.0,-11.23,0,0.0446,0.0294,3.18e-05,0.545,0.548,111.939,7.233133333,4,3 -Omer Adam,◊î◊û◊ú◊õ◊î ◊©◊ú ◊î◊©◊õ◊ï◊†◊î,39.0,0.786,0.57,6.0,-7.193,0,0.0329,0.241,,0.123,0.903,111.992,155427.0,4,9 -Aya Korem,◊™◊ï◊§◊¢◊ï◊™ ◊ú◊ï◊ï◊ê◊ô,20.0,0.339,0.976,9.0,-2.9,1,0.188,0.102,8.53e-06,0.556,0.402,88.473,218304.0,4,5 -Kids Return,Melody,35.0,0.577,0.474,6.0,-8.976,1,0.0293,0.518,1.04e-05,0.099,0.582,146.03,193107.0,4,6 -Isaac DaBom,◊†◊û◊ê◊° ◊õ◊ë◊® ◊ú◊ê ◊ú◊î◊†◊ï◊™ - ◊í'◊ô◊í◊î ◊í'◊ï◊° ◊®◊û◊ô◊ß◊°,20.0,0.758,0.821,2.0,-6.911,1,0.275,0.173,,0.042,0.878,105.896,298019.0,4,5 -I Prevail,Gasoline,67.0,0.546,0.945,1.0,-4.399,1,0.0531,0.000311,,0.724,0.545,135.128,153613.0,4,8 -Pink Floyd,Shine On You Crazy Diamond (Pts. 1-5),66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,10 -Rich The Kid,Laughin (feat. DaBaby),59.0,0.674,0.672,10.0,-5.507,0,0.264,0.139,,0.0868,0.559,180.115,160448.0,4,5 -Ghost,Year Zero,52.0,0.469,0.705,7.0,-5.134,1,0.0458,0.0304,0.0155,0.659,0.137,122.025,350187.0,4,8 -Ozzy Osbourne,Ordinary Man (feat. Elton John),59.0,0.428,0.599,4.0,-2.135,1,0.0286,0.0665,9.86e-06,0.137,0.134,125.83,301730.0,4,10 -The Thermals,Here's Your Future,42.0,0.245,0.96,9.0,-3.465,1,0.216,0.0514,0.000101,0.0922,0.145,175.968,148867.0,4,10 -Slow Pulp,Track,42.0,0.427,0.666,,-8.276,1,0.0318,0.0211,0.000557,0.203,0.526,164.96,214475.0,4,6 -Smith/Kotzen,Taking My Chances,44.0,0.469,0.92,11.0,-4.03,1,0.0685,0.00302,3.46e-06,0.329,0.379,110.988,286810.0,4,10 -Liturgy,Antigone,23.0,0.169,0.55,6.0,-9.754,0,0.0938,0.0115,0.892,0.106,0.0382,124.849,316228.0,3,8 -A≈üƒ±k Emrah,Yirminci Asrƒ±n Bozuk D√ºzeni,22.0,0.63,0.748,,-11.289,1,0.0487,0.0264,6.78e-06,0.644,0.783,112.176,222627.0,4,10 -Jeremie Albino,Saw That Light,21.0,0.601,0.912,9.0,-2.001,0,0.0439,0.169,,0.274,0.641,115.0,111893.0,4,2 -Depths of Hatred,Fastidious Imitation,27.0,0.433,0.971,1.0,-5.083,0,0.111,2.15e-05,0.0256,0.372,0.146,114.922,215441.0,4,8 -Downtown Boys,A Wall,27.0,0.262,0.951,,-3.917,1,0.065,0.0043,0.0419,0.172,0.315,166.418,242647.0,4,1 -MICHELLE,SUNRISE (feat. Arlo Parks),53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,6 -Street Sweeper Social Club,Clap For The Killers,34.0,0.648,0.867,4.0,-5.184,1,0.142,0.0849,0.00218,0.321,0.874,164.399,235394.0,4,10 -FALL or FLIGHT,Best Part of Me (gALAXYWAVE vARIANT),42.0,0.62,0.849,11.0,-6.582,0,0.0394,0.149,7.15e-06,0.109,0.891,149.998,221554.0,4,9 -"Antonín Dvořák, Alisa Weilerstein, Anna Polonsky","Silent Woods, Op.68/5 - version for Cello and Piano: Silent Woods",32.0,0.166,0.0286,6.0,-28.399,1,0.0389,0.977,0.931,0.103,0.0517,91.62,5.063333333,4,7 -Advaita,MoFunk,28.0,0.574,0.677,7.0,-8.009,0,0.0638,0.476,0.0759,0.0877,0.661,169.899,6.108666667,4,0 -R. Missing,Crimeless,18.0,0.8,0.748,8.0,-10.781,0,0.0893,0.00454,0.844,0.576,0.0961,120.028,339079.0,4,6 -"Vishal-Shekhar, Julius Packiam, Atif Aslam, Irshad Kamil",Dil Diyan Gallan,64.0,0.716,0.64,2.0,-8.726,1,0.025,0.565,0.00139,0.127,0.485,105.012,4.342283333,4,3 -Writing The Future,As Above So Below,48.0,0.489,0.962,5.0,-5.497,0,0.105,0.000414,4.27e-05,0.252,0.34,160.055,210000.0,4,10 -Kadialy Kouyate,Kanou Foro,31.0,0.564,0.292,5.0,-12.407,1,0.0397,0.912,0.875,0.087,0.508,94.918,4.213283333,4,7 -The Normal,Warm Leatherette,34.0,0.482,0.368,2.0,-13.35,1,0.307,0.344,1.75e-05,0.0489,0.62,197.807,203907.0,4,6 -Fleetwood Mac,My Heart Beat Like a Hammer,28.0,0.493,0.627,9.0,-9.554,1,0.0443,0.73,4.69e-06,0.153,0.829,117.035,212093.0,4,2 -Great White,Call It Rock N' Roll,45.0,0.6,0.716,2.0,-8.693,1,0.0347,0.00773,0.000338,0.108,0.741,136.484,236560.0,4,8 -Flotsam & Jetsam,Saturday Night's Alright (For Fighting) - Rerecorded,34.0,0.47,0.978,,-5.661,1,0.0645,0.00278,0.00237,0.879,0.815,163.02,246160.0,4,8 -Jill & Henry,My One and Only Love,55.0,0.487,0.146,,-20.742,1,0.0366,0.982,0.938,0.117,0.109,114.488,3.421783333,4,7 -Rise Against,I Don‚Äôt Want To Be Here Anymore,59.0,0.236,0.971,6.0,-3.98,0,0.0987,0.000759,3.87e-05,0.172,0.403,159.001,239960.0,4,10 -The Cold Stares,Third World War,20.0,0.521,0.887,7.0,-4.474,1,0.0375,0.0228,4.04e-05,0.198,0.739,87.047,202908.0,4,2 -Twilight Jazz Trio,Doxy,36.0,0.672,0.395,2.0,-12.655,0,0.0328,0.887,0.905,0.139,0.287,104.722,3.3777,4,7 -Fatboy Slim,The Rockafeller Skank,61.0,0.666,0.992,7.0,-6.701,1,0.25,0.0111,0.00437,0.22,0.0806,152.589,413880.0,4,9 -Robert Cray,This Man,49.0,0.759,0.852,10.0,-6.535,0,0.0448,0.774,0.0267,0.0917,0.889,80.619,306533.0,4,2 -HANNI,Talking To Myself In The Mirror,42.0,0.714,0.594,11.0,-8.379,1,0.0404,0.246,0.00388,0.0818,0.395,101.127,173465.0,4,9 -Storm Seeker,How to be a Pirate,38.0,0.491,0.907,7.0,-6.087,0,0.0511,0.011,,0.0643,0.535,139.889,203613.0,4,8 -Wallice,Punching Bag,51.0,0.621,0.766,1.0,-1.73,0,0.0392,0.433,9.2e-06,0.323,0.612,138.974,153784.0,4,6 -No s√© a qui√©n matar,S.O.S.,27.0,0.447,0.733,4.0,-6.186,1,0.0283,0.0151,0.876,0.209,0.419,180.036,177772.0,4,6 -Roz Harding,THIS IS MY FUCK YOU SONG,44.0,0.769,0.632,6.0,-4.956,1,0.138,0.652,1.35e-06,0.125,0.533,110.058,228000.0,4,9 -Rainmaker,Zenith,9.0,0.338,0.896,11.0,-11.876,0,0.0619,0.312,0.853,0.358,0.0918,126.008,220741.0,4,6 -Creedence Clearwater Revival,Down On The Corner,73.0,0.858,0.544,,-9.289,1,0.0751,0.583,0.00109,0.0707,0.874,108.217,2.77133333,4,10 -Dexter Gordon,Tenor madness,32.0,0.442,0.677,8.0,-9.76,1,0.144,0.513,0.1,0.282,0.649,123.31,762667.0,4,2 -Moshe Peretz,◊°◊ï◊õ◊® ◊ë◊ß◊§◊î,34.0,0.812,0.722,6.0,-5.736,0,0.0725,0.176,,0.325,0.855,97.925,168980.0,4,9 -Albert Collins,"Honey, Hush aka Talking Woman Blues",47.0,0.862,0.707,,-6.742,1,0.0324,0.0947,0.00665,0.124,0.863,122.21,268160.0,4,2 -Nas,Nas Is Like,67.0,0.634,0.845,11.0,-5.058,0,0.352,0.00602,5.29e-06,0.0598,0.929,94.0,237027.0,4,5 -Emam & Friends,Jai Ganesha (Mix for Chebiji),13.0,0.618,0.746,6.0,-6.917,0,0.0322,0.684,0.925,0.0995,0.683,124.031,318107.0,1,6 -Toxik,Heart Attack,31.0,0.19,0.971,9.0,-5.581,1,0.224,0.000152,0.845,0.0548,0.115,96.523,228587.0,4,8 -Shalom Hanoch,◊î◊ì◊®◊õ◊ô◊ù ◊î◊ô◊ì◊ï◊¢◊ï◊™,35.0,0.447,0.751,8.0,-5.065,0,0.0422,0.324,3.51e-05,0.174,0.174,124.151,330413.0,4,10 -Fantastic Negrito,Nothing Without You,32.0,0.674,0.493,8.0,-6.821,1,0.0318,0.397,2.96e-06,0.101,0.35,124.941,255785.0,3,2 -Megaherz,Jagdzeit,48.0,0.638,0.912,11.0,-5.229,0,0.0682,0.000304,0.00912,0.113,0.725,138.02,258107.0,4,8 -Bakar,Hell N Back,75.0,0.584,0.684,10.0,-4.314,0,0.567,0.312,9.05e-05,0.112,0.72,210.164,213573.0,4,10 -Exodus,Blacklist,54.0,0.534,0.969,3.0,-3.378,1,0.0535,0.000359,0.564,0.269,0.598,75.005,376920.0,4,8 -"Frédéric Chopin, Magdalena Hoffmann","Valse in A Minor, Op. posth. B. 150 (Version for Harp in A Flat Minor)",43.0,0.391,0.0939,8.0,-25.725,0,0.0531,0.982,0.933,0.107,0.101,127.162,2.3773,4,7 -Sorry,More,31.0,0.533,0.768,,-5.217,1,0.0589,0.00165,0.000623,0.29,0.653,121.75,142320.0,4,10 -The Smashing Pumpkins,Thirty-Three - Remastered 2012,54.0,0.607,0.333,6.0,-12.717,1,0.0324,0.000968,0.4,0.151,0.0802,126.619,250293.0,4,10 -3uki,Lose Control feat. Micah Martin (Radio Edit),26.0,0.572,0.896,11.0,-4.282,0,0.0333,0.0013,5.13e-05,0.113,0.442,126.022,188095.0,4,10 -FLEE,Clark Kent,35.0,0.858,0.442,1.0,-10.549,1,0.263,0.000797,,0.115,0.224,135.953,98827.0,4,5 -Children Of Bodom,Somebody Put Something In My Drink,40.0,0.245,0.922,11.0,-4.154,0,0.0738,2.53e-06,0.125,0.108,0.533,177.041,200813.0,4,8 -Taboo Plus,41,15.0,0.606,0.554,,-8.875,0,0.299,0.714,,0.159,0.654,139.355,210429.0,4,5 -FKA twigs,cellophane,67.0,0.431,0.284,2.0,-11.858,1,0.0432,0.871,0.000136,0.0899,0.229,98.317,204067.0,1,6 -DoFlame,Bat House,39.0,0.251,0.962,1.0,-2.481,1,0.114,9.37e-05,0.00969,0.344,0.0769,95.941,162334.0,4,6 -G Flip,Queen,41.0,0.669,0.627,5.0,-5.415,0,0.0622,0.216,3.26e-05,0.158,0.643,180.043,196302.0,4,9 -K-Trap,Warm,57.0,0.883,0.658,7.0,-6.162,1,0.31,0.371,,0.134,0.658,143.028,152323.0,4,5 -Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,1 -Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,10 -The Black Crowes,Seeing Things,48.0,0.618,0.441,2.0,-6.074,1,0.0266,0.0553,9.06e-06,0.113,0.0894,116.2,318200.0,3,10 -Doe Boy,Low Key (feat. Lil Uzi Vert),63.0,0.81,0.611,,-7.978,0,0.221,0.155,,0.0739,0.679,119.956,189809.0,4,5 -Zac Brown Band,Colder Weather,68.0,0.667,0.381,3.0,-7.494,1,0.0294,0.455,,0.116,0.199,135.975,4.564883333,4,4 -"Lata Mangeshkar, Mohammed Rafi",Jhilmil Sitaron Ka Angan Hoga - Duet,25.0,0.354,0.615,7.0,-11.288,1,0.0888,0.81,0.425,0.657,0.599,143.758,5.478216667,4,3 -Belly,Money On The Table (ft. Benny The Butcher),59.0,0.678,0.552,11.0,-7.915,0,0.374,0.528,,0.135,0.603,83.951,124834.0,4,5 -Dandila,Melanin In The Hamptons,31.0,0.595,0.579,1.0,-7.253,0,0.397,0.0146,,0.379,0.485,129.766,129242.0,5,5 -Don Rimini,Let Me Back Up - Crookers Tetsujin Remix,26.0,0.764,0.961,2.0,-3.658,1,0.0559,0.172,0.0524,0.0473,0.432,126.008,351095.0,4,6 -Sarit Hadad,◊ó◊í◊ô◊í◊î,26.0,0.731,0.893,5.0,-2.836,0,0.0496,0.185,,0.194,0.792,124.993,253440.0,4,9 -Crown Lands,Right Way Back,31.0,0.321,0.803,5.0,-4.752,1,0.0398,0.00168,0.0125,0.0896,0.418,179.869,231180.0,4,10 -Whitesnake,Here I Go Again - 2018 Remaster,70.0,0.292,0.823,7.0,-6.763,1,0.0407,0.0117,7.79e-05,0.155,0.244,89.939,275395.0,4,10 -Greta Van Fleet,Highway Tune,70.0,0.582,0.962,4.0,-3.037,1,0.0542,0.0096,0.128,0.283,0.506,123.971,180640.0,4,10 -Madhuthva Music,A Tryst with Reethigowla,23.0,0.401,0.708,,-6.816,1,0.0489,0.0577,6.85e-05,0.0679,0.486,149.914,4.96,3,0 -lil aaron,THAT ONE SONG,32.0,0.5,0.9,2.0,-3.654,1,0.0863,0.000375,,0.381,0.632,159.826,182953.0,4,9 -Taking Back Sunday,Cute Without The 'E' (Cut From The Team),68.0,0.398,0.89,1.0,-2.248,0,0.0473,0.0252,,0.0472,0.572,95.095,212938.0,4,10 -The Dandy Warhols,Get Off,51.0,0.458,0.863,4.0,-4.876,0,0.0336,0.0161,,0.345,0.654,146.224,190960.0,4,10 -"Bruno Mars, Anderson .Paak, Silk Sonic",Leave The Door Open,92.0,0.586,0.616,5.0,-7.964,1,0.0324,0.182,,0.0927,0.719,148.088,4.03493333,4,9 -Primal Scream,Loaded - Edit,26.0,0.67,0.716,8.0,-8.097,1,0.0656,0.000318,0.477,0.107,0.777,91.136,273240.0,4,1 -Phosphorescent,New Birth in New England,51.0,0.56,0.959,6.0,-5.493,1,0.0652,0.245,0.652,0.531,0.618,103.006,299685.0,4,10 -Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,6 -DJ Flex,Why (Afrobeat),39.0,0.748,0.715,1.0,-4.987,0,0.0605,0.108,0.00597,0.1,0.688,102.991,159066.0,4,9 -Madeline Kenney,Sucker,44.0,0.511,0.674,9.0,-9.536,1,0.0274,0.117,0.0105,0.129,0.663,173.949,283371.0,4,1 -Matt Schofield,Black Cat Bone,21.0,0.529,0.555,10.0,-10.687,1,0.0566,0.0265,0.0282,0.676,0.632,109.579,590720.0,4,2 -Combichrist,One Fire,36.0,0.551,0.714,11.0,-5.691,0,0.0383,0.00911,5.3e-05,0.353,0.0517,84.959,240517.0,4,8 -Arcade Fire,Rebellion (Lies),65.0,0.401,0.933,8.0,-5.682,1,0.0344,0.00744,0.627,0.318,0.734,127.193,310893.0,4,1 -Fangclub,All Fall Down - Acoustic,33.0,0.499,0.627,4.0,-8.04,0,0.0309,0.0243,1.74e-05,0.0799,0.241,119.889,238910.0,4,10 -"Johnny Drille, Simi",Halleluya,43.0,0.674,0.522,4.0,-7.77,1,0.0275,0.669,,0.116,0.59,96.974,3.90823333,4,0 -Magic Sam,All Your Love,49.0,0.433,0.7,11.0,-8.197,1,0.163,0.843,0.324,0.102,0.8,80.623,176186.0,4,2 -Thumbs,Lucy Dacus,44.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,4.424,4,0 -Nirvana,In Bloom,65.0,0.436,0.876,10.0,-4.902,0,0.0647,3.33e-05,0.000104,0.205,0.512,157.044,255080.0,4,6 -24kGoldn,Company (feat. Future),79.0,0.831,0.727,8.0,-3.657,0,0.169,0.447,,0.111,0.703,125.068,213080.0,4,5 -The Easybeats,Friday On My Mind,59.0,0.374,0.991,9.0,-1.101,1,0.0813,0.38,0.000719,0.0929,0.51,95.105,163293.0,4,6 -St. Vincent,Los Ageless,58.0,0.527,0.716,5.0,-6.029,0,0.0616,0.0698,8.71e-05,0.0737,0.331,99.426,281347.0,4,10 -Jake Bugg,Messed Up Kids,32.0,0.543,0.911,6.0,-4.077,1,0.0291,0.00119,,0.0857,0.376,130.259,179893.0,4,6 -Jimbo Mathus,Sweet Oblivion,47.0,0.644,0.432,7.0,-5.722,1,0.0323,0.758,0.00139,0.109,0.472,93.966,192600.0,4,1 -Mott The Hoople,All the Young Dudes,64.0,0.429,0.668,4.0,-7.539,0,0.044,0.208,,0.538,0.398,77.737,211067.0,4,1 -Fall Out Boy,My Songs Know What You Did In The Dark (Light Em Up),72.0,0.558,0.924,9.0,-4.341,0,0.064,0.0271,3.32e-06,0.537,0.567,151.99,186827.0,4,10 -Assaf Amdursky,◊ê◊™ ◊ï◊ê◊†◊ô ◊†◊ï◊°◊¢◊ô◊ù ◊ú◊ê◊ò,39.0,0.537,0.371,2.0,-12.68,1,0.0289,0.634,0.206,0.0928,0.299,143.839,252770.0,4,9 -Orgy,Karma Kastles,43.0,0.503,0.906,8.0,-4.627,1,0.0538,0.000553,0.000128,0.127,0.723,151.001,243249.0,4,10 -Journey,"Any Way You Want It - Live at Cobo Hall in Detroit, Michigan, August 1980",72.0,0.529,0.932,7.0,-7.501,1,0.0488,0.00251,0.00109,0.136,0.571,138.158,201693.0,4,10 -Billy Lee Riley,Pearly Lee,23.0,0.476,0.715,,-10.623,1,0.0386,0.741,,0.155,0.791,78.936,155973.0,4,10 -Firewind,Rising Fire,45.0,0.477,0.887,2.0,-4.272,1,0.0626,7.68e-05,,0.0588,0.387,119.948,206427.0,4,8 -SASAMI,Not The Time,33.0,0.42,0.79,6.0,-7.824,0,0.06,0.00384,0.41,0.0943,0.507,137.968,170760.0,4,10 -YONAKA,Seize the Power,63.0,0.633,0.788,5.0,-4.075,0,0.127,0.0111,1.6e-06,0.0582,0.412,134.13,161617.0,4,9 -Trevor Hall,Put Down What You Are Carrying (with Brett Dennen),60.0,0.644,0.467,7.0,-9.398,1,0.0385,0.502,1.6e-05,0.231,0.69,79.022,268007.0,4,10 -Jinjer,Pisces,55.0,0.6,0.849,9.0,-5.788,0,0.0376,0.0174,0.00205,0.0745,0.257,140.002,305571.0,1,8 -Piers Faccini,Bring Down The Wall,28.0,0.454,0.387,2.0,-10.159,0,0.0417,0.406,0.00099,0.0783,0.686,97.995,205533.0,4,2 -Dudu Tassa,◊ë◊°◊ï◊£ ◊û◊™◊®◊í◊ú◊ô◊ù ◊ú◊î◊õ◊ú,42.0,0.507,0.883,11.0,-4.465,0,0.0411,0.0179,5.25e-05,0.265,0.689,90.025,241640.0,4,10 -Alanis Morissette,Ironic,70.0,0.408,0.582,11.0,-8.305,1,0.0508,0.218,,0.159,0.365,114.926,230000.0,5,10 -Cautious Clay,Dying in the Subtlety,57.0,0.721,0.559,9.0,-8.152,1,0.0309,0.00256,5.08e-05,0.223,0.397,91.015,139301.0,4,6 -Alcest,Sapphire,48.0,0.402,0.76,8.0,-8.138,0,0.0386,1.05e-05,0.85,0.0791,0.199,74.999,300503.0,4,6 -EPMD,Strictly Business,48.0,0.712,0.895,10.0,-4.212,0,0.254,0.181,1.8e-05,0.108,0.727,96.338,285413.0,4,5 -Swamp,Riot,17.0,0.354,0.689,,-3.504,1,0.0385,0.16,,0.14,0.41,137.444,175109.0,3,2 -PRONOUN,I WANNA DIE BUT I CAN‚ÄôT (CUZ I GOTTA KEEP LIVING),47.0,0.505,0.928,5.0,-5.457,0,0.0319,0.000193,0.134,0.205,0.513,138.023,170080.0,4,9 -Giveon,Heartbreak Anniversary,78.0,0.443,0.459,,-8.955,1,0.074,0.546,1.05e-06,0.307,0.565,87.064,3.30618333,5,9 -Faces,Had Me a Real Good Time - 2018 Remaster,19.0,0.456,0.834,7.0,-6.685,1,0.0328,0.225,,0.126,0.9,114.817,174093.0,4,2 -Citizen Cope,Bullet and a Target,56.0,0.732,0.835,5.0,-3.279,0,0.0819,0.335,2.43e-06,0.0354,0.892,80.696,263400.0,4,10 -Louis Myers,Bluesy,4.0,0.605,0.601,11.0,-14.501,0,0.0838,0.959,0.94,0.527,0.88,138.213,167146.0,4,2 -Bruce Dickinson,Navigate The Seas Of The Sun,47.0,0.525,0.619,4.0,-8.096,0,0.0242,0.127,,0.172,0.381,92.501,351760.0,4,8 -Intervals,5-HTP,45.0,0.498,0.939,3.0,-6.022,1,0.119,4.68e-05,0.93,0.243,0.348,157.979,181280.0,4,8 -Paradise Lost,Ghosts,44.0,0.506,0.637,2.0,-10.392,1,0.0422,8.18e-06,0.909,0.0876,0.317,136.993,275733.0,4,8 -Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,10 -Jason Isbell and the 400 Unit,If We Were Vampires,66.0,0.629,0.208,5.0,-16.225,1,0.0324,0.824,3.7e-06,0.107,0.685,96.609,215564.0,4,9 -Chuck Berry,Johnny B. Goode,,0.522,0.806,10.0,-9.097,1,0.0817,0.748,5.48e-05,0.313,0.969,168.078,2.69266667,4,10 -Tulkas,The Shortest Straw - Metallica Cover,30.0,0.344,0.891,2.0,-5.937,1,0.062,0.000107,0.042,0.0763,0.692,147.382,378070.0,4,8 -Liza Anne,Desire,26.0,0.66,0.578,7.0,-5.27,1,0.0301,0.0248,0.00204,0.119,0.587,110.976,179884.0,4,6 -YUNGBLUD,parents,77.0,0.618,0.823,7.0,-4.76,1,0.0447,0.0132,,0.288,0.58,82.004,171880.0,4,10 -The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,1 -Raviv Kaner,◊®◊ï◊¶◊î ◊©◊ú◊ï◊ù,58.0,0.727,0.431,2.0,-10.007,0,0.0937,0.173,2.84e-05,0.0813,0.157,94.95,208681.0,4,9 -Moshe Peretz,◊ê◊û◊ê,33.0,0.546,0.475,11.0,-5.569,0,0.0267,0.473,,0.117,0.202,93.856,234463.0,4,9 -Boris,Farewell,43.0,0.208,0.498,8.0,-3.294,1,0.0533,0.000402,0.827,0.357,0.0382,124.635,453440.0,4,6 -Merle Haggard,I Think I'll Just Stay Here And Drink,46.0,0.609,0.681,9.0,-11.491,1,0.0394,0.0999,0.0495,0.0422,0.895,172.609,4.527783333,4,4 -Alison Mosshart,Rise,35.0,0.469,0.653,10.0,-7.101,0,0.0512,0.00131,1e-05,0.304,0.107,145.084,251293.0,4,10 -Resolve,Seasick Sailor,43.0,0.468,0.964,1.0,-5.384,0,0.0931,0.00914,1.44e-05,0.35,0.185,95.035,219185.0,4,8 -Rad Horror,Die Tonight,42.0,0.823,0.844,11.0,-4.953,0,0.249,0.0868,,0.29,0.456,94.99,150316.0,4,1 -Haim Moshe,◊¢◊ô◊ô◊©◊î,31.0,0.53,0.701,10.0,-8.572,1,0.0827,0.347,,0.09,0.421,172.813,267093.0,4,9 -Elvenking,No Prayer for the Dying,43.0,0.197,0.914,4.0,-5.982,0,0.0777,1.49e-05,0.00967,0.164,0.604,200.038,268076.0,4,8 -Sir Sly,&Run,60.0,0.764,0.661,5.0,-8.276,1,0.0526,0.0203,0.000179,0.179,0.479,92.018,226587.0,4,1 -The Chronicles of Manimal and Samara,Love in the Time of Pestilence,28.0,0.278,0.834,9.0,-10.08,0,0.105,0.113,0.0172,0.192,0.118,133.523,461307.0,5,8 -Mastodon,Forged By Neron,56.0,0.333,0.972,4.0,-3.323,0,0.123,0.000273,0.00168,0.104,0.137,169.806,185120.0,4,8 -Surfaces,Next Thing (Loverboy),64.0,0.719,0.415,2.0,-8.983,1,0.0902,0.558,,0.293,0.463,160.02,183109.0,4,9 -Harry Styles,Sweet Creature,78.0,0.427,0.262,7.0,-8.541,1,0.0276,0.746,,0.068,0.228,104.085,224867.0,4,9 -Gnoomes,Sword In the Stone,33.0,0.417,0.747,,-8.742,1,0.0331,0.00033,0.676,0.368,0.342,86.982,208994.0,4,10 -"nothing,nowhere.",pretend,1.0,0.533,0.838,1.0,-5.625,0,0.0837,0.0251,,0.318,0.722,80.049,179690.0,4,10 -Alter Bridge,Watch Over You,61.0,0.276,0.658,7.0,-5.418,1,0.0329,0.0836,0.000553,0.161,0.16,172.326,259133.0,4,8 -The Doobie Brothers,What a Fool Believes,71.0,0.758,0.378,8.0,-15.308,0,0.0449,0.284,,0.049,0.985,120.736,223867.0,4,10 -Metalite,We Bring You the Stars,43.0,0.437,0.926,9.0,-6.056,1,0.0751,0.000586,7.69e-06,0.099,0.751,169.937,180373.0,4,8 -"Robert Palmer, Eric 'ET' Thorngren",Addicted To Love,68.0,0.702,0.578,2.0,-13.415,1,0.031,0.382,5.89e-06,0.0425,0.975,111.617,6.06066667,4,10 -Carrie Underwood,"Jesus, Take the Wheel",62.0,0.359,0.518,2.0,-3.537,1,0.0302,0.665,,0.106,0.135,76.572,3.774883333,4,4 -John Conlee,Rose Colored Glasses,55.0,0.396,0.379,8.0,-14.236,1,0.043,0.382,,0.105,0.368,114.447,3.34155,3,4 -Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,1 -Jamestown Revival,Crazy World (Judgement Day),51.0,0.632,0.562,7.0,-7.794,1,0.0248,0.44,0.000911,0.153,0.297,97.991,280813.0,4,1 -Cold War Kids,First,68.0,0.468,0.692,2.0,-4.015,1,0.0295,0.0202,2.39e-06,0.523,0.561,78.009,200360.0,4,10 -American Teeth,Fix You,41.0,0.654,0.784,9.0,-4.906,1,0.0418,0.000314,2.2e-06,0.0775,0.545,116.996,197565.0,4,10 -French Cassettes,City Kitty,46.0,0.648,0.528,,-10.335,1,0.0296,0.419,0.000591,0.126,0.731,86.017,216000.0,4,1 -Vampire Weekend,Harmony Hall,65.0,0.653,0.76,11.0,-6.086,1,0.0479,0.475,0.000129,0.0917,0.6,98.008,308733.0,4,6 -Jimmy Eat World,My Sundown,41.0,0.528,0.428,3.0,-12.206,1,0.026,0.133,0.874,0.117,0.161,96.187,347867.0,4,10 -The Drums,Lets Go Surfing,1.0,0.577,0.814,1.0,-5.694,1,0.0316,0.209,0.000525,0.0765,0.783,174.027,175427.0,4,6 -Gaye Su Akyol,ƒ∞syan Manifestosu,40.0,0.602,0.711,5.0,-9.887,0,0.0438,0.166,0.0403,0.1,0.646,121.875,286000.0,4,1 -Social State,Aerial,30.0,0.59,0.853,8.0,-7.546,0,0.044,0.0581,0.803,0.334,0.188,160.003,254453.0,4,6 -CAN,I Want More,41.0,0.806,0.6,9.0,-11.02,1,0.0535,0.0251,0.187,0.0408,0.932,113.544,214227.0,4,6 -Bananagun,Do Yeah,25.0,0.491,0.817,,-9.656,1,0.0644,0.129,0.0479,0.275,0.895,156.248,177893.0,3,1 -Shalom Hanoch,◊ô◊ú◊ì◊ô◊ù ◊©◊ú ◊î◊ó◊ô◊ô◊ù,27.0,0.402,0.0943,9.0,-16.791,1,0.036,0.653,,0.388,0.175,117.173,243893.0,4,10 -Black Sabbath,Changes,54.0,0.289,0.238,,-12.244,1,0.0326,0.0421,2.73e-05,0.109,0.187,81.264,282493.0,3,8 -JC Stewart,I Need You To Hate Me - Piano Version,1.0,0.361,0.302,2.0,-7.403,1,0.0359,0.854,,0.104,0.365,144.247,170047.0,4,9 -Johnny Winter,"Tobacco Road - Live at The Woodstock Music & Art Fair, August 18, 1969",28.0,0.461,0.466,,-10.561,1,0.0557,0.781,0.00886,0.698,0.533,106.672,640733.0,4,10 -Michael Bolton,"When A Man Loves A Woman - Bolton Live! Royal Albert Hall, London",30.0,0.369,0.562,9.0,-7.778,1,0.045,0.115,,0.75,0.347,165.377,4.270666667,3,9 -Hot Chip,Ready For The Floor,60.0,0.764,0.759,1.0,-5.443,0,0.0413,0.00903,,0.0746,0.937,128.999,234240.0,4,1 -"Kumar Sanu, Sonali Vajpai",Tere Chehre Pe,30.0,0.574,0.721,7.0,-9.826,0,0.0519,0.69,7.99e-06,0.324,0.921,148.238,7.138216667,3,3 -Eyal Golan,◊®◊ï◊ß◊ì◊™ ◊ë◊ú◊ô◊ú◊ï◊™,33.0,0.762,0.902,6.0,-3.409,0,0.031,0.151,,0.11,0.954,120.021,252173.0,4,9 -Herbie Hancock,Rockit,50.0,0.878,0.951,7.0,-5.077,1,0.069,0.0317,0.544,0.0614,0.607,111.334,325133.0,4,5 -Greentea Peng,Hu Man,62.0,0.684,0.638,9.0,-8.279,0,0.0585,0.393,3.5e-06,0.103,0.692,126.959,203240.0,4,1 -Magda Drozd,Vertical Misunderstanding,5.0,0.235,0.732,8.0,-17.339,0,0.146,0.978,0.906,0.547,0.0688,88.027,130489.0,4,6 -DARKSIDE,The Limit,60.0,0.434,0.596,9.0,-10.013,0,0.16,0.518,0.493,0.122,0.139,89.0,321204.0,4,6 -CJ,Whoopty,85.0,0.719,0.648,3.0,-7.6,0,0.125,0.2,,0.127,0.66,140.201,123263.0,4,9 -Harold Melvin & The Blue Notes,Wake up Everybody (feat. Teddy Pendergrass),60.0,0.565,0.644,6.0,-8.116,1,0.0696,0.426,,0.264,0.633,97.716,452773.0,4,5 -Mark Turner,Skylark,40.0,0.477,0.0775,,-19.338,0,0.0481,0.927,0.253,0.112,0.205,115.488,5.926666667,4,7 -Itay Levi,◊§◊™◊ê◊ï◊ù ◊ê◊î◊ë◊î,35.0,0.684,0.459,,-6.673,1,0.0671,0.461,,0.367,0.399,105.975,212500.0,4,9 -Violet Nine,Crash and Burn,33.0,0.471,0.932,8.0,-4.867,1,0.103,0.00245,,0.4,0.332,97.924,224167.0,4,8 -The Used,Blow Me,43.0,0.385,0.951,10.0,-3.09,0,0.125,0.000361,7.39e-05,0.455,0.423,89.838,200765.0,4,10 -Noa Kirel,'◊§◊ê◊ï◊•,49.0,0.795,0.658,7.0,-6.896,0,0.057,0.233,0.0883,0.247,0.786,139.917,167108.0,4,9 -Ariana Grande,motive (with Doja Cat),82.0,0.789,0.742,10.0,-5.664,0,0.0652,0.0681,,0.166,0.661,116.965,167990.0,4,9 -Procol Harum,A Whiter Shade Of Pale - Live,24.0,0.365,0.525,,-9.865,1,0.0304,0.511,0.00416,0.807,0.325,142.261,437360.0,4,10 -The Rolling Stones,Fool To Cry - Remastered 2009,55.0,0.444,0.454,5.0,-7.434,1,0.0419,0.892,0.0546,0.114,0.236,67.848,305400.0,4,10 -Gabe Goodman,Grand Caravan,,0.706,0.316,2.0,-13.249,1,0.0362,0.679,0.116,0.163,0.664,120.97,177101.0,4,1 -The Sword,She,39.0,0.359,0.685,5.0,-6.036,0,0.0286,0.0001,0.446,0.0875,0.732,84.282,266442.0,4,10 -Elton John,Salvation,40.0,0.59,0.78,4.0,-7.832,1,0.0304,0.233,1.51e-05,0.129,0.581,133.086,238800.0,4,10 -Eminem,Lose Yourself,76.0,0.686,0.735,2.0,-4.616,1,0.264,0.00921,0.00066,0.342,0.0596,171.355,322227.0,4,5 -Primitive Radio Gods,Standing Outside a Broken Phone Booth with Money in My Hand,57.0,0.725,0.614,,-7.015,1,0.0409,0.136,0.792,0.062,0.429,95.039,336800.0,4,10 -Kamasi Washington,Song for Fraser,,0.4,0.0763,,-19.201,0,0.0571,0.968,0.828,0.106,0.173,59.235,2.3334,4,7 -Mukesh,Kai Baar Yun Bhi Dekha Hai,20.0,0.615,0.465,7.0,-13.834,0,0.0486,0.827,3.11e-06,0.134,0.54,118.178,3.37445,4,3 -◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊¢◊ï◊©◊ô◊ù ◊ê◊™ ◊ñ◊î ◊©◊ï◊ë,28.0,0.745,0.632,9.0,-7.974,0,0.288,0.39,5.01e-06,0.103,0.581,128.05,212344.0,4,5 -Allie Crow Buckley,Moonlit and Devious,35.0,0.466,0.45,,-11.199,1,0.0296,0.0426,0.626,0.113,0.133,113.065,303717.0,4,6 -Saint Motel,It's All Happening,55.0,0.618,0.662,,-4.797,1,0.0262,0.0028,0.000724,0.107,0.398,127.985,180187.0,4,1 -DJ Mesh,◊ê◊ï◊ú◊ô◊í◊®◊õ◊ô◊ô◊ù ◊ë◊ß◊ô◊ô◊ë (feat. ◊§◊ú◊ì),17.0,0.82,0.555,8.0,-6.251,1,0.348,0.394,,0.102,0.715,105.543,155302.0,4,5 -LUX‚Ǩ BOYZ,DM,9.0,0.877,0.61,10.0,-7.817,0,0.0731,0.0238,0.611,0.115,0.634,135.951,137647.0,4,5 -Freddie King,Palace Of The King,39.0,0.656,0.773,1.0,-9.156,0,0.0363,0.335,0.00142,0.155,0.867,114.979,220240.0,4,2 -Freddy Fender,Before the Next Teardrop Falls,50.0,0.799,0.345,10.0,-11.52,1,0.0276,0.748,2.39e-05,0.169,0.776,90.417,2.614566667,4,4 -Andrew W.K.,Babalon,44.0,0.169,0.956,2.0,-2.94,1,0.0631,0.00127,0.0566,0.208,0.159,95.249,257240.0,3,10 -John Leyton,Johnny Remember Me,37.0,0.345,0.727,7.0,-9.711,0,0.0778,0.252,1.7e-06,0.0882,0.509,143.874,160600.0,4,1 -Brass Against,Heathens / Jumpsuit - Cover,31.0,0.373,0.676,7.0,-6.606,0,0.0483,0.18,1.56e-05,0.297,0.253,88.339,219643.0,4,10 -Jonathan Tyler,Old Friend,45.0,0.657,0.507,7.0,-7.523,1,0.0253,0.278,7.28e-05,0.0932,0.735,94.008,265802.0,4,1 -Turnstile,I Don't Wanna Be Blind,46.0,0.451,0.911,2.0,-3.92,0,0.032,0.00434,0.74,0.19,0.669,77.217,124880.0,4,10 -Black Pumas,Colors,66.0,0.546,0.696,4.0,-6.537,1,0.0335,0.0887,1.84e-05,0.195,0.596,89.882,246587.0,4,1 -Marty Robbins,Singing the Blues,50.0,0.546,0.469,5.0,-8.967,1,0.0289,0.391,,0.091,0.779,142.712,145640.0,4,10 -Slowdive,Sugar for the Pill,60.0,0.533,0.545,7.0,-7.681,1,0.0243,0.207,0.797,0.113,0.419,98.014,270918.0,4,6 -Plague Vendor,Night Sweats - Edit,32.0,0.498,0.685,11.0,-5.732,0,0.0949,0.0113,0.000688,0.0875,0.628,163.171,166995.0,4,10 -Boris,Farewell,43.0,0.208,0.498,8.0,-3.294,1,0.0533,0.000402,0.827,0.357,0.0382,124.635,453440.0,4,10 -Ryler Smith,Patek,38.0,0.661,0.567,,-12.432,1,0.261,0.105,0.0157,0.111,0.539,85.938,146513.0,4,5 -Wontolla,Raindancer,30.0,0.431,0.959,2.0,-7.376,1,0.0601,3.36e-05,0.916,0.481,0.378,120.027,263026.0,4,8 -Eyal Golan,◊ê◊û◊ê,29.0,0.705,0.692,9.0,-4.694,0,0.0264,0.124,,0.0491,0.666,111.992,244518.0,4,9 -Robbie Williams,Angels,46.0,0.229,0.903,4.0,-4.321,1,0.0664,0.00673,1.02e-05,0.948,0.266,150.08,5.927783333,4,9 -White Denim,Holda You (I'm Psycho),25.0,0.381,0.868,,-5.885,1,0.183,0.00429,0.00877,0.259,0.499,110.727,239507.0,4,1 -1010 Benja SL,Wind Up Space,37.0,0.27,0.217,8.0,-8.433,0,0.0353,0.731,,0.0902,0.13,203.815,205470.0,4,6 -KUNZITE,JUPITER,,0.703,0.874,5.0,-2.74,0,0.0458,0.0141,0.025,0.314,0.768,99.991,243011.0,4,6 -Sleepy John Estes,Little Laura Blues,33.0,0.812,0.248,8.0,-11.129,1,0.0534,0.986,3.38e-05,0.137,0.742,125.33,151301.0,4,2 -The Band,The Night They Drove Old Dixie Down - Concert Version,41.0,0.367,0.864,,-7.073,1,0.0894,0.126,0.0021,0.96,0.401,121.018,277493.0,4,10 -Gojira,Stranded,65.0,0.513,0.88,7.0,-4.69,0,0.0309,9.59e-05,0.00614,0.0824,0.495,92.358,269533.0,4,8 -Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,250000.0,4,6 -Jet,Are You Gonna Be My Girl,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,1 -Madi Diaz,Nervous,45.0,0.724,0.616,9.0,-6.073,1,0.0426,0.312,,0.115,0.729,107.964,166453.0,4,6 -Rainer Maria,Breakfast Of Champions,34.0,0.233,0.848,11.0,-6.322,1,0.0461,0.039,1.87e-05,0.135,0.223,177.44,217480.0,4,10 -George Thorogood,No Expectations,40.0,0.511,0.276,9.0,-9.215,1,0.0393,0.746,0.00624,0.0994,0.269,122.265,236813.0,1,2 -Miko Marks,Hold It Together,38.0,0.58,0.755,2.0,-7.137,1,0.0377,0.123,0.000312,0.0854,0.921,162.075,232021.0,4,1 -"Fear, and Loathing in Las Vegas","One Shot, One Mind",41.0,0.406,0.992,5.0,-0.467,1,0.143,0.000218,0.0156,0.289,0.33,194.926,210986.0,4,10 -Spirit Mother,Space Cadets,23.0,0.224,0.889,5.0,-6.345,1,0.0672,0.0116,8.74e-05,0.411,0.34,134.936,210573.0,4,1 -Backstreet Boys,Try,17.0,0.704,0.512,,-6.269,1,0.0281,0.131,,0.12,0.53,88.045,3.366283333,4,9 -Craig Morgan,That's What I Love About Sunday,62.0,0.6,0.56,8.0,-6.311,1,0.0325,0.479,,0.111,0.417,139.469,3.358216667,4,4 -The Doors,People Are Strange - New Stereo Mix,49.0,0.7,0.418,4.0,-11.238,0,0.033,0.655,,0.195,0.721,119.627,130747.0,4,6 -Yung Heazy,U Got Me,35.0,0.615,0.744,4.0,-3.993,1,0.0741,0.136,3.33e-06,0.0839,0.683,121.828,240903.0,4,9 -Helion Prime,The Final Theory (Demo),34.0,0.413,0.921,,-5.759,0,0.0689,4.19e-05,0.0134,0.178,0.309,170.025,262059.0,4,8 -Counting Crows,Sullivan Street,47.0,0.566,0.378,2.0,-7.714,1,0.0248,0.457,1.7e-05,0.0943,0.185,80.772,268000.0,4,10 -ILLENIUM,First Time (feat. iann dior) - Kayzo Remix,56.0,0.402,0.962,9.0,0.943,1,0.0656,0.0105,,0.356,0.527,155.015,166452.0,4,10 -Baby Queen,Raw Thoughts,51.0,0.642,0.816,1.0,-4.786,1,0.0439,0.0309,,0.0719,0.703,114.007,205762.0,4,9 -Nick Drake,One Of These Things First,59.0,0.604,0.37,4.0,-18.45,1,0.0362,0.836,0.346,0.0954,0.666,90.339,290733.0,3,1 -We Are Scientists,After Hours,46.0,0.392,0.981,1.0,-4.564,0,0.0799,2.9e-05,0.0422,0.174,0.335,160.047,232014.0,4,1 -Del Shannon,Runaway,60.0,0.594,0.533,10.0,-7.993,0,0.0438,0.153,1.49e-05,0.172,0.729,78.552,2.28845,4,10 -fanclubwallet,What's Up,51.0,0.618,0.684,4.0,-6.163,1,0.039,0.117,0.455,0.273,0.823,170.029,141750.0,4,1 -Rise Against,Hero Of War,65.0,0.645,0.417,4.0,-7.022,1,0.029,0.543,,0.0982,0.256,77.054,253080.0,4,10 -ABBA,Waterloo - Live,37.0,0.396,0.811,2.0,-10.441,1,0.0419,0.000601,0.000599,0.677,0.343,159.426,3.850666667,4,9 -Junge Junge,I Don't Love You (I'm Just Lonely) - Acoustic,50.0,0.818,0.456,,-7.419,1,0.038,0.823,7.35e-05,0.127,0.784,113.992,3.06205,4,0 -BarbWalters,Casino,31.0,0.673,0.901,1.0,-4.356,1,0.294,0.0353,0.915,0.181,0.548,119.971,178000.0,4,6 -Albert Collins,Put The Shoe On The Other Foot,17.0,0.489,0.586,2.0,-13.885,1,0.0596,0.0352,0.0635,0.059,0.882,167.722,332560.0,4,2 -Puddle Of Mudd,Blurry,65.0,0.432,0.936,3.0,-4.537,0,0.0562,0.00691,,0.14,0.499,157.469,303920.0,4,10 -Taner √ñng√ºr,Zehra,21.0,0.699,0.243,9.0,-17.724,0,0.0285,0.806,0.00117,0.153,0.321,99.946,283200.0,4,10 -"Nilotpal Sinha, Shruti Dhasmana",Naino Ke Ishaare,19.0,0.444,0.475,2.0,-10.77,1,0.0461,0.771,0.0632,0.094,0.421,169.863,4.6316,4,0 -Catfish and the Bottlemen,Longshot,61.0,0.481,0.765,7.0,-4.025,1,0.0388,0.00381,0.000737,0.119,0.465,102.829,232960.0,4,6 -Fleetwood Mac,Dreams - 2004 Remaster,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,9 -Birdman,STUNNAMAN (with Roddy Ricch & feat. Lil Wayne),,0.865,0.699,8.0,-6.062,0,0.196,0.0867,,0.295,0.705,144.949,219121.0,4,5 -Say It Ain't So,"Kirby Brown, Molly Parden",39.0,0.686,0.579,5.0,-8.183,0,0.0225,0.245,0.00327,0.113,0.5,102.013,3.728216667,4,0 -Sarit Hadad,◊û◊®◊ï◊• ◊î◊ó◊ô◊ô◊ù,28.0,0.537,0.781,9.0,-3.704,0,0.0385,0.0467,3.22e-05,0.0883,0.38,134.943,220653.0,4,9 -Celldweller,My Disintegration,40.0,0.236,0.903,8.0,-3.02,1,0.18,6.05e-05,0.154,0.105,0.395,184.05,380886.0,4,8 -Dudu Aharon,◊®◊ï◊û◊†◊ò◊ô ◊ê◊ï ◊°◊ô◊û◊§◊ò◊ô,18.0,0.706,0.937,5.0,-3.88,1,0.0444,0.0914,,0.323,0.729,127.99,239667.0,4,9 -Returning We Hear the Larks,Thousand-Arms Fortress,35.0,0.519,0.916,9.0,-5.32,1,0.0839,0.000975,0.546,0.185,0.265,101.484,349193.0,4,8 -SL,Excuse Me (feat. Unknown T),61.0,0.808,0.694,1.0,-8.467,1,0.263,0.215,7.33e-05,0.374,0.776,145.987,189493.0,4,5 -Woods,Midnight Moment,21.0,0.743,0.673,,-8.209,1,0.0277,0.23,0.114,0.26,0.964,119.988,177409.0,4,1 -Leah Kate,Boy Next Door,53.0,0.876,0.576,9.0,-5.377,0,0.0866,0.199,6.03e-06,0.174,0.585,111.008,142500.0,4,9 -Sam & Dave,"Hold On, I'm Comin'",67.0,0.803,0.338,6.0,-14.029,1,0.0349,0.196,0.038,0.097,0.912,106.841,155707.0,4,10 -Swiss Portrait,Cassette,40.0,0.591,0.732,10.0,-8.522,1,0.0329,0.435,0.924,0.148,0.712,117.981,218450.0,4,6 -"Swedish House Mafia, Ty Dolla $ign, 070 Shake",Lifetime (with Ty Dolla $ign & 070 Shake),75.0,0.591,0.719,11.0,-7.824,0,0.215,0.0201,3.17e-06,0.906,0.142,100.014,3.11341667,4,9 -OneRepublic,Stop And Stare,60.0,0.492,0.859,4.0,-4.274,1,0.0332,0.0659,,0.0756,0.251,92.474,223853.0,4,10 -Hillbilly Casino,Debt With the Devil,36.0,0.624,0.946,9.0,-4.684,1,0.122,0.00876,,0.34,0.655,98.994,133693.0,4,10 -Audioslave,Gasoline,59.0,0.379,0.716,4.0,-4.312,1,0.0326,0.000272,0.00123,0.0786,0.239,92.721,279333.0,4,10 -The Gun Club,Promise Me,23.0,0.246,0.565,4.0,-13.624,1,0.0824,5.6e-05,0.00349,0.208,0.474,73.506,157200.0,4,2 -Brett Young,Catch,66.0,0.566,0.765,2.0,-6.337,1,0.0439,0.0248,,0.0783,0.604,156.036,3.274,4,4 -Guitarras de Luna,Inolvidable,42.0,0.847,0.492,8.0,-11.104,1,0.0451,0.804,0.859,0.122,0.855,112.034,4.04155,4,7 -The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,6 -Pathiena,The Deepest Of Sorrow,41.0,0.645,0.329,2.0,-16.642,1,0.0419,0.239,0.892,0.375,0.184,128.099,212750.0,4,6 -Lenny Kravitz,Fly Away,71.0,0.587,0.872,7.0,-5.066,1,0.0484,0.018,,0.622,0.735,159.925,221333.0,4,10 -Anathema,Fragile Dreams,45.0,0.364,0.752,7.0,-6.709,0,0.052,0.0071,0.0682,0.189,0.0394,135.533,332373.0,4,8 -Robert Finley,Starting To See,,0.635,0.705,5.0,-6.64,1,0.0369,0.194,0.000136,0.193,0.75,100.307,174107.0,4,2 -POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,1 -Moe Bandy,Barstool Mountain,35.0,0.73,0.225,2.0,-15.429,1,0.032,0.23,4.27e-06,0.258,0.596,123.61,2.816666667,4,4 -Crystal Gayle,Don't It Make My Brown Eyes Blue,62.0,0.736,0.321,6.0,-13.474,1,0.0444,0.799,0.00897,0.0619,0.342,84.928,2.62755,4,4 -Pradeep Kumar,Aao Bachcho Tumhen Dikhayeh,5.0,0.853,0.484,4.0,-11.655,1,0.0792,0.942,0.0259,0.151,0.962,111.737,3.162666667,4,3 -Million Miles,Ice Cream & Cigarettes,49.0,0.743,0.448,7.0,-7.173,1,0.0317,0.816,5.07e-06,0.319,0.562,90.062,172240.0,4,2 -Joyfriend,Bailey,18.0,0.4,0.403,8.0,-10.004,1,0.0372,0.575,0.00208,0.0677,0.133,121.964,184503.0,3,10 -Fall Out Boy,The Phoenix,69.0,0.562,0.964,4.0,-2.991,0,0.072,0.000539,1.57e-06,0.579,0.41,138.063,244960.0,4,10 -"Joep Beving, Maarten Vos",The One As Two,45.0,0.185,0.106,9.0,-21.724,0,0.0324,0.99,0.919,0.0791,0.0635,62.988,5.257333333,4,7 -Gavin DeGraw,Chariot,59.0,0.281,0.779,7.0,-5.104,1,0.0514,0.0437,,0.37,0.344,167.172,239173.0,4,10 -Slayer,Bloodline,50.0,0.408,0.971,9.0,-3.876,1,0.125,5.7e-05,0.191,0.135,0.237,118.445,216973.0,4,8 -The Deadly Snakes,Playboys,30.0,0.21,0.86,4.0,-2.187,1,0.0738,0.0121,7.65e-05,0.142,0.402,164.762,167507.0,3,2 -Creedence Clearwater Revival,Suzie Q - Live At The Woodstock Music & Art Fair / 1969,37.0,0.332,0.899,9.0,-5.638,1,0.0463,0.0348,0.432,0.684,0.66,136.696,652187.0,4,10 -Larkin Poe,Easy Street,30.0,0.562,0.667,,-5.106,1,0.0287,0.00534,,0.0784,0.503,106.965,137110.0,4,2 -Dave,Titanium,77.0,0.959,0.394,,-8.687,0,0.437,0.152,1.38e-06,0.105,0.51,121.008,127750.0,4,5 -The Big Bopper,Chantilly Lace,56.0,0.489,0.806,3.0,-6.054,1,0.0858,0.841,2.96e-05,0.0687,0.944,172.269,145267.0,4,10 -◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊ê◊ú◊£ ◊ß◊†◊ê◊ô◊ù,23.0,0.753,0.722,10.0,-5.348,0,0.305,0.533,,0.599,0.858,92.152,260543.0,4,5 -Josh Turner,Your Man,72.0,0.744,0.637,6.0,-4.483,1,0.0241,0.337,0.000222,0.0696,0.785,100.511,3.53155,4,4 -Blay Vision,Gone Mad,35.0,0.708,0.763,8.0,-5.74,0,0.0428,0.054,0.000102,0.132,0.221,119.977,212009.0,4,5 -Sly & The Family Stone,"Dance To The Music - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.625,0.922,,-8.92,1,0.0816,0.00624,0.00674,0.839,0.427,139.712,268013.0,4,10 -Ivan & Alyosha,Don't Lose Your Love,42.0,0.435,0.153,10.0,-11.536,1,0.0499,0.953,0.00155,0.11,0.326,182.647,3.42,4,0 -Jane's Addiction,Jane Says,66.0,0.402,0.597,2.0,-9.258,1,0.0327,0.0385,2.09e-06,0.109,0.496,81.806,287000.0,4,10 -Freddie Gibbs,Big Boss Rabbit,67.0,0.699,0.907,1.0,-4.661,1,0.273,0.143,,0.302,0.859,96.912,178859.0,4,5 -Pop Smoke,AP - Music from the film Boogie,80.0,0.751,0.744,1.0,-6.859,1,0.177,0.152,0.000568,0.252,0.634,148.014,171892.0,4,5 -Izo FitzRoy,Red Line,36.0,0.626,0.725,,-8.013,0,0.035,0.115,,0.109,0.943,87.357,214667.0,4,9 -WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,1 -Dan Mangan,Losing My Religion,23.0,0.279,0.4,7.0,-8.353,0,0.0426,0.673,0.00371,0.103,0.109,167.56,246223.0,4,6 -Richie Kotzen,Riot,41.0,0.599,0.906,11.0,-5.133,0,0.0641,0.0158,2.47e-05,0.108,0.712,120.024,302423.0,4,2 -Margaret Glaspy,Devotion,29.0,0.476,0.3,,-11.227,1,0.06,0.47,0.00307,0.0951,0.403,76.71,237187.0,4,6 -MoonSun,Falling,44.0,0.434,0.639,8.0,-11.659,1,0.0509,0.00658,0.00489,0.0592,0.159,130.245,297404.0,4,8 -Stan Getz,Pennies From Heaven,37.0,0.701,0.137,,-16.397,1,0.0417,0.991,0.912,0.155,0.68,92.341,311813.0,4,2 -MICHELLE,SUNRISE (feat. Arlo Parks),53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,1 -Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,9 -Echosmith,Over My Head,53.0,0.656,0.723,11.0,-4.975,0,0.0262,0.0968,,0.343,0.904,105.049,208233.0,4,9 -BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,10 -a-ha,Take on Me,85.0,0.573,0.902,6.0,-7.638,0,0.054,0.018,0.00125,0.0928,0.876,84.412,225280.0,4,10 -Bad/Love,Come Clean,41.0,0.457,0.759,4.0,-9.06,1,0.0613,0.000736,4.22e-05,0.0848,0.309,138.017,235761.0,4,8 -Temples,Holy Horses,26.0,0.508,0.776,9.0,-5.438,1,0.0336,0.00114,0.00935,0.293,0.549,101.952,185427.0,4,1 -KID BRUNSWICK,4AM,54.0,0.648,0.437,6.0,-6.386,1,0.0316,0.0631,,0.15,0.365,62.483,165301.0,4,10 -Rory Gallagher,Cradle Rock,31.0,0.353,0.921,2.0,-8.303,1,0.0644,0.00118,0.0122,0.327,0.556,103.156,375682.0,4,2 -Kaspar Mann,Ordino,50.0,0.631,0.183,9.0,-17.128,1,0.0846,0.994,0.929,0.113,0.399,83.481,2.629666667,1,7 -Elley Duh√©,Kids Of The Night,53.0,0.684,0.729,1.0,-3.8,1,0.0407,0.0231,0.000628,0.124,0.49,159.975,185787.0,4,9 -Beastie Boys,Sure Shot,57.0,0.692,0.799,1.0,-7.924,1,0.164,0.388,,0.301,0.549,97.978,199667.0,4,6 -Shlomo Gronich,◊©◊ô◊® ◊ë◊ô◊ü ◊¢◊®◊ë◊ô◊ô◊ù,37.0,0.525,0.298,2.0,-12.438,1,0.033,0.714,0.000287,0.111,0.106,119.827,273307.0,4,10 -Sting,It's Probably Me,60.0,0.791,0.41,4.0,-12.604,0,0.084,0.167,4.38e-06,0.0763,0.511,91.021,302040.0,4,10 -Hardcastle,Mundane,48.0,0.598,0.751,6.0,-5.869,1,0.0327,0.0299,1.64e-06,0.139,0.671,120.033,187768.0,4,10 -Dorrough Music,Ice Cream Paint Job,61.0,0.851,0.598,,-8.356,1,0.439,0.000595,,0.343,0.654,180.046,237320.0,4,5 -LOOK MUM NO COMPUTER,Waiting for the World to End,39.0,0.434,0.974,7.0,-6.188,1,0.152,0.000127,0.000171,0.956,0.12,125.016,226865.0,4,10 -The Only Ones,Another Girl Another Planet,51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,6 -a kid named rufus,wasting time,12.0,0.87,0.467,11.0,-8.741,0,0.0652,0.0779,,0.198,0.84,120.016,135067.0,4,6 -Aerosmith,"I Don't Want to Miss a Thing - From ""Armageddon"" Soundtrack",75.0,0.383,0.662,2.0,-5.162,1,0.0333,0.165,,0.248,0.138,121.154,298760.0,4,10 -MUNA,I Know A Place - Acoustic,50.0,0.547,0.347,3.0,-4.101,1,0.0421,0.865,,0.175,0.562,132.845,4.85898333,5,0 -jxdn,Better Off Dead,70.0,0.684,0.672,10.0,-5.762,0,0.0341,0.151,,0.116,0.381,93.965,155674.0,4,9 -–†—É—Ç–∏–Ω–∞,–ß—ë—Ä–Ω–∞—è –¥—ã—Ä–∞,24.0,0.547,0.817,11.0,-11.861,0,0.0362,0.0266,0.666,0.0767,0.856,114.976,200121.0,4,6 -John Mayer,Heartbreak Warfare,65.0,0.624,0.554,2.0,-8.113,1,0.0225,0.191,0.00131,0.299,0.311,97.031,269720.0,4,10 -bbno$,my oh my,61.0,0.704,0.657,1.0,-9.431,0,0.0934,0.00873,0.000226,0.297,0.527,107.931,155556.0,4,1 -Tame Impala,Half Full Glass Of Wine,54.0,0.679,0.768,,-7.246,1,0.0787,0.254,0.0401,0.0916,0.685,126.117,266627.0,4,10 -Stephen Malkmus & The Jicks,Chartjunk,29.0,0.361,0.795,3.0,-7.563,1,0.0347,0.0348,0.0858,0.114,0.556,143.445,228667.0,4,1 -KISS,Rock And Roll All Nite,75.0,0.654,0.929,1.0,-5.906,1,0.0998,0.0468,,0.0539,0.902,144.774,2.814,4,10 -Stain the Canvas,End,40.0,0.336,0.699,9.0,-6.481,1,0.0794,0.000334,0.00163,0.104,0.21,170.317,218647.0,4,8 -Rory Block,Make Me A Pallet On Your Floor,,0.391,0.397,,-9.493,1,0.0327,0.773,0.00231,0.097,0.72,180.094,282429.0,4,2 -Massive Attack,Paradise Circus,62.0,0.81,0.591,8.0,-13.385,1,0.0638,0.414,0.799,0.072,0.297,136.028,297775.0,4,6 -Atreyu,Right Side Of The Bed,53.0,0.253,0.924,8.0,-4.83,1,0.162,0.00179,0.00856,0.281,0.72,171.971,222467.0,4,10 -NOVACUB,Change Your Mind,37.0,0.372,0.94,4.0,-3.586,0,0.14,0.00178,9.87e-05,0.154,0.49,163.099,201543.0,4,6 -Charlie Houston,Calls,37.0,0.87,0.41,8.0,-8.804,1,0.182,0.243,2.92e-05,0.127,0.576,83.974,171202.0,4,9 -Roy Rieck,◊©◊†◊ô◊ù,12.0,0.773,0.759,7.0,-6.158,1,0.0353,0.15,0.0421,0.74,0.964,112.99,172030.0,4,6 -Bon Jovi,Limitless,53.0,0.453,0.816,10.0,-5.656,1,0.0706,0.00524,1.05e-05,0.363,0.374,144.154,221947.0,4,10 -Nirvana,Aneurysm,62.0,0.298,0.823,7.0,-9.793,1,0.0816,7.66e-05,7.53e-05,0.132,0.235,135.596,275600.0,4,10 -Lil Nas X,Panini - DaBaby Remix,73.0,0.717,0.598,5.0,-5.613,0,0.0809,0.22,,0.122,0.496,153.905,151040.0,4,9 -R.E.M.,It's The End Of The World As We Know It (And I Feel Fine),69.0,0.381,0.894,7.0,-8.638,1,0.037,0.0258,,0.0251,0.797,205.528,246933.0,4,10 -Reignwolf,Black and Red,54.0,0.368,0.921,8.0,-4.897,0,0.0919,0.000716,0.0449,0.295,0.451,119.113,219523.0,3,1 -Deftones,Change (In the House of Flies),68.0,0.269,0.853,7.0,-4.647,0,0.0854,0.000249,0.000246,0.118,0.179,141.581,299533.0,4,10 -banzai florist,Get Back Baby,33.0,0.53,0.656,9.0,-9.099,1,0.0557,0.0826,0.949,0.0461,0.911,156.793,233360.0,4,6 -The Steampacket,Cry Me A River,27.0,0.486,0.439,7.0,-14.008,0,0.0446,0.57,0.00608,0.303,0.313,109.134,166067.0,4,2 -The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,1 -Toby Keith,Should've Been A Cowboy,56.0,0.579,0.731,7.0,-5.659,1,0.0323,0.244,,0.297,0.618,133.582,3.497783333,4,4 -Rush,Natural Science,40.0,0.412,0.821,7.0,-9.453,1,0.075,0.0156,0.00095,0.327,0.316,130.997,559893.0,4,10 -Bizzy Crook,Come Again,44.0,0.897,0.337,1.0,-11.375,1,0.353,0.117,2.77e-06,0.111,0.443,120.038,192000.0,4,5 -Walking On Cars,Speeding Cars,60.0,0.501,0.743,5.0,-6.379,0,0.0348,0.207,1.55e-05,0.0793,0.224,91.01,242093.0,4,10 -Red Desert,Older No Wiser,41.0,0.262,0.841,5.0,-7.043,1,0.0557,1.28e-05,0.776,0.109,0.339,136.216,336720.0,4,8 -Ed Sheeran,BLOW (with Chris Stapleton & Bruno Mars),66.0,0.631,0.796,1.0,-5.35,1,0.0401,0.000245,0.0115,0.38,0.596,92.469,209120.0,4,9 -Rival Sons,Keep On Swinging,50.0,0.218,0.836,1.0,-5.441,0,0.0994,0.000995,0.00194,0.522,0.41,173.806,239413.0,4,10 -Papa Roach,American Dreams,53.0,0.587,0.879,2.0,-5.887,1,0.0547,0.00122,,0.125,0.395,108.905,203119.0,4,10 -The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,10 -Ka$tro,migraine,30.0,0.385,0.848,11.0,-4.31,1,0.0604,0.0772,0.0168,0.287,0.0381,109.985,160670.0,4,10 -Bring Me The Horizon,Throne,73.0,0.426,0.888,,-3.72,0,0.0987,0.000455,,0.306,0.387,144.111,191520.0,4,8 -Nessa Barrett,la di die (feat. jxdn),80.0,0.484,0.643,1.0,-4.72,1,0.0416,0.0036,,0.243,0.345,163.97,195191.0,4,10 -Laxmikant–Pyarelal,Dandia Music,24.0,0.301,0.969,2.0,-11.283,1,0.302,0.804,0.329,0.801,0.0428,185.722,4.789116667,3,3 -Bob Dylan,Shelter from the Storm,61.0,0.486,0.241,4.0,-17.337,1,0.0366,0.413,3.51e-05,0.0928,0.614,106.574,5.01888333,4,0 -Radioclit,Divine Gosa - Switch Remix,18.0,0.982,0.641,8.0,-4.956,1,0.0553,0.000222,0.291,0.0563,0.866,131.023,355413.0,3,1 -Chris Stapleton,Worry B Gone,59.0,0.564,0.873,2.0,-6.078,1,0.0314,0.019,0.0207,0.101,0.832,113.885,195547.0,4,10 -Eric Reed,Up Jumped Spring,43.0,0.389,0.169,10.0,-14.333,1,0.0453,0.913,0.0781,0.114,0.186,77.79,8.815783333,3,7 -Giggs,Look What the Cat Dragged In,48.0,0.743,0.71,9.0,-5.042,0,0.0362,0.0139,7.45e-06,0.289,0.239,98.008,153000.0,4,5 -The Jesus and Mary Chain,Taste of Cindy,35.0,0.18,0.905,11.0,-2.767,1,0.0453,0.000146,0.831,0.327,0.552,138.02,102333.0,4,6 -VIC MENSA,"SHELTER ft Wyclef Jean, ft Chance The Rapper",55.0,0.664,0.66,,-5.284,1,0.291,0.181,2.23e-06,0.19,0.47,90.106,261467.0,4,5 -Lil Peep,california world,67.0,0.301,0.514,8.0,-6.976,1,0.0617,0.0723,2.19e-06,0.251,0.153,145.59,291400.0,4,5 -Phoebe Green,Reinvent,48.0,0.573,0.734,8.0,-5.576,1,0.0416,0.000796,0.112,0.102,0.13,101.023,243382.0,4,1 -Austin TV,Shiva,32.0,0.637,0.703,,-5.378,1,0.0298,3.05e-05,0.849,0.129,0.613,97.496,217827.0,4,10 -Gotts Street Park,Everything,54.0,0.658,0.496,,-9.303,1,0.0484,0.14,0.192,0.184,0.625,82.122,215573.0,4,1 -River Tiber,Hypnotized,41.0,0.474,0.64,10.0,-9.053,0,0.037,0.026,0.507,0.123,0.383,171.705,249563.0,4,1 -Anne M√ºller,Drifting Circles,36.0,0.801,0.346,7.0,-14.296,1,0.11,0.957,0.913,0.0989,0.309,137.971,420901.0,4,1 -R√òRY,fuck fame,37.0,0.601,0.698,,-5.924,0,0.0376,0.0218,,0.0586,0.594,110.055,174486.0,4,10 -Rad Horror,Stay Out,38.0,0.581,0.847,7.0,-5.48,0,0.0638,0.000259,0.00897,0.0875,0.394,120.07,188000.0,4,10 -Jorja Smith,By Any Means,65.0,0.75,0.418,11.0,-10.412,1,0.244,0.149,1.72e-06,0.0857,0.442,104.981,225631.0,4,5 -Ne Obliviscaris,Intra Venus,38.0,0.483,0.968,1.0,-5.737,0,0.101,0.00128,0.48,0.331,0.0695,110.035,448837.0,3,8 -YBN Nahmir,Opp Stoppa (feat. Lil Eazzyy),57.0,0.836,0.367,7.0,-4.267,1,0.126,0.0297,,0.151,0.212,78.009,135421.0,4,5 -Mantra,I Want,21.0,0.45,0.945,6.0,-4.765,0,0.0757,0.00567,0.000195,0.363,0.458,99.985,151680.0,4,10 -Current Joys,Kids,75.0,0.827,0.66,6.0,-9.669,1,0.0337,0.508,0.403,0.0756,0.904,113.449,269143.0,4,9 -Miguel De Molina,La bien pag√°,37.0,0.418,0.28,,-6.856,0,0.0321,0.748,,0.238,0.454,103.251,215053.0,4,9 -ForesTT,To the Sea,36.0,0.553,0.442,1.0,-9.975,0,0.0274,0.304,0.00976,0.113,0.31,139.927,236156.0,4,6 -Rammstein,Du hast,72.0,0.64,0.922,9.0,-6.283,0,0.0385,0.00369,0.055,0.332,0.716,125.105,234227.0,4,10 -Mason Lindahl,"Sky Breaking, Clouds Falling",40.0,0.283,0.659,5.0,-11.879,0,0.0329,0.0959,0.834,0.119,0.515,103.059,264093.0,4,6 -Orrin Evans,Dave,49.0,0.243,0.0652,1.0,-21.076,1,0.0354,0.962,0.497,0.115,0.0419,78.164,3.724216667,4,7 -Nathan Goshen,◊ó◊ô◊ô◊ù ◊û◊ê◊ï◊©◊®◊ô◊ù,55.0,0.673,0.427,6.0,-7.629,0,0.0458,0.143,0.000112,0.105,0.393,113.556,203947.0,4,9 -Dizzee Rascal,Stand Up Tall (Instrumental),11.0,0.821,0.845,11.0,-6.392,0,0.0481,0.000241,0.491,0.284,0.892,134.998,189667.0,4,5 -Eddie 9V,3AM in Chicago,24.0,0.614,0.545,5.0,-9.036,0,0.064,0.483,0.000678,0.203,0.68,145.173,216787.0,4,2 -Teams,Stunts,32.0,0.702,0.852,6.0,-6.337,1,0.101,0.00109,0.893,0.102,0.519,97.085,326374.0,4,6 -Young Clancy,GRIM REAP,30.0,0.599,0.316,1.0,-14.436,1,0.081,0.679,0.00113,0.653,0.355,147.963,125266.0,4,1 -Backstreet Boys,PDA,30.0,0.798,0.84,6.0,-6.559,0,0.0879,0.00518,,0.142,0.867,122.958,3.806666667,4,9 -Brandon's Three,the point above,55.0,0.45,0.0767,2.0,-22.482,0,0.0378,0.869,0.747,0.0853,0.167,100.427,2.810266667,4,7 -At Vance,Four Seasons - Summer,30.0,0.451,0.813,7.0,-9.569,1,0.0462,1.8e-05,0.836,0.0885,0.114,120.551,200627.0,3,8 -Sting,Englishman / African in New York (with Shirazee),51.0,0.851,0.674,2.0,-4.488,1,0.0619,0.0101,3.9e-05,0.218,0.518,101.011,193828.0,4,9 -Interpol,Evil,65.0,0.489,0.769,5.0,-3.524,1,0.038,0.00135,0.56,0.0727,0.637,128.985,215827.0,4,6 -Reveille,What You Got,47.0,0.563,0.937,1.0,-5.243,1,0.0461,0.000111,,0.315,0.522,101.159,146693.0,4,8 -"Rhiannon Giddens, Iron & Wine",Forever Young - From NBC's Parenthood,56.0,0.384,0.366,7.0,-10.65,1,0.0329,0.371,9.17e-05,0.101,0.199,138.134,4.35616667,4,0 -The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,1 -Jimmy Dawkins,It Serves Me Right To Suffer,17.0,0.53,0.629,7.0,-7.869,1,0.0529,0.46,0.159,0.0873,0.827,85.549,251427.0,4,2 -Spooky Tooth,Evil Woman,37.0,0.379,0.687,,-10.778,1,0.0645,0.16,0.00622,0.323,0.525,141.878,548827.0,4,10 -Derek & The Dominos,Layla - 40th Anniversary Version / 2010 Remastered,1.0,0.403,0.903,1.0,-3.88,1,0.0664,0.574,0.305,0.287,0.498,115.669,423840.0,4,10 -The Jesus and Mary Chain,Degenerate,29.0,0.321,0.827,2.0,-7.726,1,0.0401,0.00602,0.622,0.394,0.14,132.106,330040.0,4,10 -Lifehouse,Somewhere In Between,41.0,0.501,0.415,1.0,-8.882,0,0.0242,0.0375,2.6e-06,0.336,0.227,76.608,253067.0,4,10 -Pale Saints,Sight of You,46.0,0.459,0.465,7.0,-13.564,1,0.0388,0.11,0.259,0.0915,0.117,123.94,337600.0,4,6 -Laura Cannell,Earthly Unearthly,14.0,0.172,0.0494,10.0,-21.748,1,0.0387,0.866,0.155,0.0791,0.0391,51.134,278698.0,4,6 -Demon King,"The Watcher, Wreathed in Flame",25.0,0.256,0.961,5.0,-4.055,1,0.18,2.5e-05,0.817,0.119,0.171,115.929,304421.0,4,8 -VANT,DO YOU KNOW ME?,39.0,0.385,0.963,1.0,-2.532,0,0.0846,8.96e-05,0.000141,0.132,0.412,144.901,154267.0,4,10 -shame,Alphabet,46.0,0.49,0.817,2.0,-5.912,1,0.0272,8.49e-05,0.0129,0.0962,0.369,99.335,173573.0,4,1 -Childish Gambino,This Is America,73.0,0.854,0.463,5.0,-6.159,1,0.137,0.117,,0.354,0.549,120.024,225773.0,4,5 -Dennis Quaid & The Sharks,On My Way To Heaven,23.0,0.612,0.573,7.0,-6.921,1,0.0246,0.525,0.000271,0.0892,0.722,110.031,276574.0,4,10 -Sir Sly,High,61.0,0.743,0.733,2.0,-5.576,1,0.0352,0.00705,0.00753,0.0565,0.726,122.975,231897.0,4,1 -Sum 41,Catching Fire (Acoustic),51.0,0.68,0.454,1.0,-4.262,1,0.0392,0.232,0.000111,0.112,0.238,139.012,240019.0,4,10 -DijahSB,New Harrison,45.0,0.697,0.484,1.0,-7.398,1,0.4,0.82,,0.102,0.32,82.629,230511.0,4,5 -1000mods,Mirrors,35.0,0.333,0.82,5.0,-7.361,1,0.0531,0.000288,0.264,0.0891,0.162,115.12,436333.0,4,10 -Ignea,Jinnslammer,40.0,0.311,0.988,7.0,-3.397,1,0.113,2.83e-05,0.13,0.132,0.269,195.058,279692.0,3,8 -Elderbrook,My House,51.0,0.856,0.605,6.0,-7.691,0,0.048,0.0202,0.833,0.0661,0.6,123.998,181935.0,4,6 -Dark Funeral,666 Voices Inside,30.0,0.447,0.994,8.0,-5.143,1,0.185,1.42e-06,0.934,0.148,0.0771,126.057,278000.0,4,8 -Velvet Revolver,Fall to Pieces,63.0,0.464,0.887,6.0,-4.65,1,0.0499,0.000429,0.333,0.126,0.23,132.759,271240.0,4,8 -Eyal Golan,◊©◊ô◊©◊ô ◊ë◊¶◊î◊®◊ô◊ô◊ù,42.0,0.705,0.897,1.0,-4.751,0,0.0344,0.137,,0.098,0.711,102.012,222320.0,4,9 -Drakeo the Ruler,Talk To Me,72.0,0.773,0.281,1.0,-9.781,1,0.11,0.24,,0.112,0.465,102.019,227706.0,4,5 -The Jeff Healey Band,While My Guitar Gently Weeps,55.0,0.431,0.666,7.0,-11.141,1,0.0337,0.00151,0.00213,0.0527,0.619,134.777,315667.0,4,10 -NOAHFINNCE,Stupid,51.0,0.519,0.682,9.0,-7.335,1,0.0897,0.0176,,0.0926,0.814,156.994,155733.0,4,10 -BTS,ON (Feat. Sia),65.0,0.591,0.848,9.0,-4.397,0,0.0828,0.137,,0.372,0.386,105.922,246816.0,4,9 -Gary Clark Jr.,Take Me Down,41.0,0.404,0.398,7.0,-9.907,1,0.0289,0.205,0.0125,0.0917,0.251,75.867,287484.0,4,2 -Superflat,We The People - Skeleton Lipstick Remix,30.0,0.788,0.93,11.0,-7.996,0,0.103,0.0578,0.484,0.0683,0.427,120.006,208500.0,4,6 -Daddy Yankee,PROBLEMA,85.0,0.773,0.8,10.0,-3.17,0,0.0987,0.0613,0.00403,0.0327,0.842,89.988,184507.0,4,9 -Kadavar,All Our Thoughts,39.0,0.139,0.912,2.0,-1.884,1,0.0679,0.167,0.0038,0.114,0.609,80.895,275000.0,4,8 -Masterkraft,Hallelu,55.0,0.691,0.794,1.0,-4.251,0,0.278,0.0739,,0.0816,0.737,112.849,213493.0,4,9 -Vokonis,Blackened Wings,24.0,0.208,0.932,5.0,-6.872,0,0.0791,1.74e-06,0.828,0.365,0.336,146.02,244853.0,4,8 -Zero 9:36,The End / Undead,58.0,0.584,0.957,1.0,-4.789,1,0.13,0.00356,,0.407,0.701,108.029,186682.0,4,10 -ZIN,Pouring Rain,24.0,0.479,0.443,9.0,-9.239,1,0.0273,0.047,6.91e-06,0.104,0.193,92.959,299020.0,4,9 -Margo Price,Twinkle Twinkle,46.0,0.49,0.847,10.0,-2.915,1,0.0298,0.038,,0.107,0.537,83.994,211587.0,4,2 -"David Hazeltine, David Williams, Joe Farnsworth",Dear Ruth,39.0,0.44,0.206,7.0,-18.234,1,0.033,0.881,0.356,0.0989,0.167,86.624,6.046,4,7 -Big Ups,Goes Black,31.0,0.377,0.976,6.0,-3.686,0,0.217,0.000107,0.0936,0.142,0.264,116.062,141560.0,4,1 -Love and Rockets,Mirror People '88 - (Single Edit),33.0,0.407,0.872,7.0,-9.205,0,0.0462,5.78e-05,0.00116,0.0654,0.388,137.381,238400.0,4,10 -Rosey,Bermuda Triangle,39.0,0.541,0.392,7.0,-10.635,1,0.0445,0.539,5.57e-05,0.0864,0.351,152.993,3.76665,4,0 -Bitterwood,Paradigm,31.0,0.22,0.913,1.0,-5.229,1,0.0799,2.72e-05,0.00482,0.166,0.207,90.02,132780.0,4,8 -Ron Gallo,"Young Lady, You're Scaring Me",59.0,0.371,0.921,9.0,-5.533,1,0.0784,0.0113,2.7e-05,0.43,0.508,109.675,220538.0,4,10 -The Velvet Underground,Rock & Roll,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,1 -Rami Fortis,◊ë◊ë◊ï◊ß◊® ◊©◊ú ◊ß◊ò◊ô◊§◊î - Remastered,23.0,0.2,0.47,4.0,-8.411,1,0.032,0.494,0.0811,0.156,0.118,129.876,243000.0,1,10 -Rv,Steady,52.0,0.719,0.612,6.0,-7.555,1,0.435,0.0791,,0.136,0.552,102.91,169175.0,4,5 -Ravid Plotnik,◊°◊®◊ò ◊î◊ï◊ì◊ô (◊†◊¶'◊ô ◊†◊¶'),27.0,0.508,0.808,,-5.197,1,0.253,0.121,,0.379,0.558,81.781,200133.0,4,5 -Deniro Farrar,Wu-Tang,41.0,0.603,0.753,,-5.251,0,0.283,0.131,,0.105,0.452,99.836,153078.0,4,5 -Otis Junior,You and Me,40.0,0.489,0.726,5.0,-6.204,1,0.345,0.2,6.5e-05,0.349,0.672,190.297,236000.0,3,1 -Devon Gilfillian,Troublemaker,45.0,0.555,0.927,,-4.167,0,0.0708,0.00155,0.0288,0.209,0.848,156.031,212016.0,4,10 -Sipper,woah,37.0,0.605,0.555,5.0,-10.323,1,0.0823,0.357,0.00145,0.226,0.212,86.984,136552.0,4,1 -Lianne La Havas,Weird Fishes,55.0,0.396,0.415,7.0,-10.106,1,0.0599,0.0362,0.02,0.0913,0.263,151.458,354533.0,4,6 -Swimming,Maple Glider,36.0,0.715,0.432,9.0,-6.769,1,0.0275,0.724,0.000109,0.164,0.175,109.927,4.206883333,4,0 -Or Edry,◊¢◊ú ◊î◊û◊°◊ö,16.0,0.562,0.606,7.0,-8.072,1,0.0286,0.0878,7.84e-06,0.146,0.56,142.058,198078.0,4,9 -Dirty Honey,California Dreamin',56.0,0.458,0.98,1.0,-3.651,1,0.0808,0.000205,6.29e-05,0.127,0.4,118.964,258333.0,4,10 -John Lee Hooker,Love Money Can't Buy,1.0,0.453,0.542,5.0,-7.379,1,0.0391,0.975,0.011,0.0927,0.487,81.921,156373.0,4,2 -Sarcastic Sounds,say goodbye,63.0,0.71,0.415,8.0,-9.561,1,0.0908,0.902,0.00236,0.149,0.418,92.016,86749.0,4,6 -Kansas,Carry on Wayward Son,76.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,323000.0,4,9 -The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,6 -Ratboys,Go Outside,42.0,0.578,0.633,7.0,-7.552,1,0.0355,0.0869,0.00327,0.113,0.928,141.971,169067.0,3,1 -Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,6 -Yuval Dayan,◊ú◊ê◊°◊ï◊£,37.0,0.437,0.382,4.0,-8.529,1,0.0303,0.834,0.00137,0.103,0.0834,81.703,222649.0,3,9 -cleopatrick,hometown,63.0,0.315,0.826,7.0,-4.314,0,0.0636,0.00064,0.000687,0.0703,0.359,139.161,256072.0,4,1 -Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,9 -Brad Mehldau,"Bewitched, Bothered and Bewildered",45.0,0.433,0.0662,,-19.398,1,0.0403,0.954,0.852,0.0713,0.162,107.241,5.97555,4,7 -Itay Levi,◊©◊ï◊®◊ò◊™,32.0,0.774,0.618,3.0,-5.58,0,0.199,0.215,,0.147,0.501,148.19,186487.0,4,9 -Type O Negative,My Girlfriend's Girlfriend,52.0,0.539,0.762,4.0,-6.908,0,0.0339,0.158,0.908,0.0648,0.661,114.08,228827.0,4,8 -Primal Fear,Along Came the Devil,45.0,0.55,0.96,11.0,-4.148,0,0.0452,8.84e-06,0.000558,0.0955,0.47,128.016,261160.0,4,8 -iogi,you\me\everyone,46.0,0.843,0.564,11.0,-6.267,0,0.0398,0.0561,0.234,0.0376,0.738,99.016,219525.0,4,6 -Westlife,Safe,2.0,0.456,0.492,2.0,-8.133,1,0.0268,0.266,,0.104,0.207,139.79,3.888,4,9 -KK's Priest,Hellfire Thunderbolt,46.0,0.414,0.978,8.0,-3.144,0,0.0913,0.000268,0.364,0.0998,0.253,174.045,229901.0,4,8 -Drop Nineteens,Kick The Tragedy,50.0,0.414,0.404,5.0,-14.677,1,0.0293,2.44e-05,0.433,0.121,0.156,102.883,535600.0,4,6 -Shankar Jaikishan,"Yahudi Theme, Pt. 1 - Instrumental",,0.506,0.73,4.0,-12.034,1,0.0754,0.585,0.914,0.395,0.823,100.849,2.84445,4,3 -grandson,Blood // Water,80.0,0.51,0.882,8.0,-5.659,0,0.159,0.00158,0.00206,0.0764,0.653,154.029,216721.0,4,10 -The Sword,Freya,48.0,0.354,0.867,5.0,-5.078,1,0.0362,4.64e-05,0.404,0.0748,0.436,93.389,274400.0,4,10 -Mark Knopfler,Sailing To Philadelphia,57.0,0.594,0.468,6.0,-10.117,0,0.0246,0.606,0.0872,0.0913,0.174,99.067,353120.0,4,10 -Kingdom Come,What Love Can Be,36.0,0.297,0.642,10.0,-7.946,0,0.0384,0.32,1.76e-06,0.1,0.282,126.161,314160.0,4,10 -The Struts,Ballroom Blitz,42.0,0.703,0.838,8.0,-5.882,1,0.0328,0.0106,0.000237,0.103,0.484,110.061,249853.0,4,10 -Bruno Mars,Talking to the Moon,82.0,0.523,0.606,1.0,-4.754,0,0.0301,0.512,,0.106,0.065,145.837,217867.0,4,9 -Offset Jim,Specialist,39.0,0.887,0.609,11.0,-9.295,0,0.311,0.0212,,0.0763,0.571,92.506,152000.0,4,5 -J. Cole,p r i d e . i s . t h e . d e v i l (with Lil Baby),85.0,0.861,0.656,4.0,-7.867,0,0.425,0.104,,0.0986,0.331,88.967,218210.0,4,5 -XTC,Dear God - Remastered 2001,52.0,0.577,0.464,7.0,-7.943,1,0.024,0.0979,1.3e-06,0.154,0.346,90.557,219507.0,4,6 -Destruction,Bestial Invasion,32.0,0.161,0.976,11.0,-8.428,0,0.0913,3.48e-06,0.446,0.0915,0.241,173.229,276107.0,4,8 -Young Rising Sons,Skeletons,32.0,0.591,0.758,8.0,-2.522,1,0.0317,0.0254,0.0494,0.371,0.543,97.03,197938.0,4,9 -Bud Powell,Blues In The Closet,31.0,0.697,0.134,,-19.991,1,0.0545,0.862,0.937,0.1,0.416,96.519,180533.0,4,2 -Tangent,The Origin of Structures,27.0,0.427,0.394,2.0,-22.414,1,0.0658,0.828,0.903,0.126,0.111,180.111,273827.0,4,6 -bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,9 -Matt Maeson,Hallucinogenics,73.0,0.549,0.653,,-7.47,1,0.0503,0.457,,0.0969,0.287,121.348,187173.0,4,9 -Zdot,Spin A Man,31.0,0.823,0.482,,-10.503,1,0.394,0.343,0.000155,0.0988,0.53,68.437,197956.0,4,5 -"Stan Getz, Bob Brookmeyer",Love Jumped Out,39.0,0.58,0.256,2.0,-17.45,0,0.0482,0.759,3.88e-05,0.0897,0.499,79.122,7.770666667,4,7 -Luz,counting houses,54.0,0.567,0.494,10.0,-12.093,1,0.0544,0.569,6.63e-05,0.33,0.42,149.839,200853.0,4,9 -Ride,Leave Them All Behind - 2001 Remaster,46.0,0.282,0.846,4.0,-4.641,1,0.0728,8.29e-05,0.482,0.521,0.174,184.617,497467.0,4,10 -Soundgarden,Spoonman,68.0,0.457,0.902,7.0,-5.624,1,0.0313,2.17e-05,0.196,0.258,0.834,92.711,246920.0,4,10 -Kenny Wayne Shepherd,Woman Like You - Live,30.0,0.143,0.912,7.0,-6.754,1,0.0823,0.00733,0.000667,0.727,0.415,172.514,260133.0,4,2 -Zongamin,Bongo Song,34.0,0.783,0.929,1.0,-12.052,0,0.0455,0.000406,0.927,0.0738,0.644,123.687,314653.0,4,6 -Trisha Yearwood,She's In Love With The Boy - Single Version,66.0,0.783,0.698,3.0,-8.268,1,0.0323,0.522,2.52e-06,0.0754,0.758,124.996,4.136666667,4,4 -Britney Spears,Lucky,67.0,0.765,0.791,8.0,-5.707,1,0.0317,0.262,0.000154,0.0669,0.966,95.026,3.437116667,4,9 -Dress the Dead,Promises and Kisses,26.0,0.424,0.885,7.0,-5.997,0,0.0717,0.000915,0.000305,0.102,0.156,139.077,256664.0,4,8 -INXS,Kick,45.0,0.507,0.863,4.0,-5.109,1,0.0482,0.00181,0.134,0.354,0.926,156.67,194280.0,4,10 -C. Tangana,Muriendo De Envidia,66.0,0.845,0.717,,-6.773,1,0.359,0.428,0.0023,0.0822,0.255,93.997,182640.0,4,9 -King Charles,Freak - Radio Edit,28.0,0.597,0.457,2.0,-5.931,0,0.0479,0.0374,0.313,0.114,0.416,170.017,219978.0,4,1 -Friedberg,Midi 8,28.0,0.733,0.944,6.0,-5.059,0,0.064,0.0017,0.855,0.097,0.718,104.005,143063.0,4,6 -Ballaké Sissoko,Boubalaka,34.0,0.441,0.173,5.0,-17.286,1,0.0445,0.959,0.505,0.109,0.386,72.379,4.718216667,4,7 -Terror Danjah,Red Card Riddim,14.0,0.434,0.718,1.0,-9.707,0,0.258,9.42e-05,0.908,0.0829,0.816,209.383,219793.0,3,5 -Hot Mulligan,Featuring Mark Hoppus,53.0,0.51,0.98,,-3.341,1,0.105,0.000722,,0.339,0.4,147.991,173800.0,4,9 -Black Foxxes,S√¶la,21.0,0.528,0.715,8.0,-4.772,1,0.0334,0.000781,0.0315,0.0961,0.301,127.989,169784.0,4,10 -Gin Blossoms,Hey Jealousy,3.0,0.385,0.919,6.0,-4.154,0,0.0642,0.00019,,0.358,0.469,153.02,235840.0,4,10 -Clipse,Grindin',56.0,0.592,0.77,1.0,-3.402,1,0.318,0.122,1.22e-06,0.103,0.361,191.692,264760.0,4,5 -Cold Hart,Decompose,33.0,0.66,0.692,6.0,-9.156,1,0.0364,0.0618,0.0112,0.0743,0.41,135.058,187093.0,4,5 -Tom Odell,Another Love,84.0,0.445,0.537,4.0,-8.532,0,0.04,0.695,1.65e-05,0.0944,0.131,122.769,4.072666667,4,9 -Jimi Hendrix,"Purple Haze - Live at The Woodstock Music & Art Fair, August 18, 1969",36.0,0.269,0.974,2.0,-3.295,1,0.152,0.00152,0.314,0.199,0.375,118.44,263867.0,4,10 -"Benjamin Britten, English Chamber Orchestra","Simple Symphony, Op.4: 3. Sentimental Saraband",25.0,0.0789,0.0701,7.0,-19.808,0,0.0424,0.902,0.894,0.345,0.0505,81.68,7.934,4,7 -Omer Adam,◊™◊©◊û◊ó,34.0,0.503,0.404,4.0,-9.388,1,0.0505,0.656,,0.11,0.473,152.041,193320.0,4,9 -Mergui,◊ì◊ô◊ë◊ï◊® ◊†◊í◊ï◊¢,44.0,0.895,0.49,5.0,-4.452,0,0.165,0.0617,,0.0802,0.728,96.995,166165.0,4,9 -John Legend,Preach,63.0,0.508,0.729,11.0,-5.712,0,0.0443,0.0681,,0.1,0.412,91.906,236880.0,4,9 -The Rolling Stones,Beast Of Burden - Remastered,13.0,0.786,0.87,1.0,-3.875,0,0.0316,0.413,0.000494,0.0389,0.864,100.66,4.41955,4,10 -Michael Wollny,Mondenkind,20.0,0.474,0.0389,4.0,-19.06,0,0.0749,0.865,0.859,0.0839,0.0353,79.31,280120.0,4,6 -Give In (feat. Ciaran Lavery),"Axel Flóvent, Ciaran Lavery",42.0,0.554,0.187,,-13.753,1,0.0281,0.809,0.000756,0.0602,0.104,139.994,3.822583333,4,0 -Deftones,Be Quiet and Drive (Far Away),65.0,0.206,0.965,1.0,-5.116,1,0.079,9.91e-06,0.827,0.367,0.168,92.615,299867.0,4,10 -Sugar Ray,Every Morning,66.0,0.833,0.679,8.0,-4.496,1,0.0365,0.0834,0.00258,0.0769,0.975,109.916,219867.0,4,9 -Baroness,Shock Me,34.0,0.393,0.911,7.0,-4.027,0,0.0877,4.31e-05,0.57,0.13,0.158,125.958,257120.0,4,10 -Faraquet,Cut Self Not,36.0,0.318,0.86,2.0,-6.76,0,0.0943,0.0622,0.000353,0.0858,0.446,96.262,174267.0,4,10 -Chico Getz,Faith Struggle,51.0,0.543,0.146,4.0,-15.836,0,0.0658,0.989,0.866,0.0973,0.387,99.258,2.945833333,4,7 -Alexander 23,Come Here and Leave Me Alone,57.0,0.691,0.388,1.0,-12.401,0,0.0537,0.767,0.00337,0.0996,0.304,117.001,186130.0,4,9 -Taj Mahal,Mississippi-Mali Blues,12.0,0.855,0.304,,-13.163,0,0.0657,0.892,0.922,0.0831,0.809,82.57,197960.0,4,2 -WESTSIDE BOOGIE,Outside (with Joey Bada$$),58.0,0.573,0.815,11.0,-7.581,0,0.582,0.109,,0.101,0.573,91.813,188418.0,4,5 -Luke Bryan,I Don't Want This Night To End,65.0,0.616,0.728,9.0,-4.02,0,0.0278,0.0275,,0.228,0.375,111.934,3.666216667,4,4 -Dinosaur Pile-Up,Back Foot,55.0,0.547,0.922,6.0,-5.845,1,0.0858,0.00619,1.13e-05,0.349,0.844,160.128,188653.0,4,1 -Faces,Ooh La La,70.0,0.601,0.574,2.0,-8.166,1,0.03,0.579,1.14e-05,0.216,0.8,147.964,214080.0,4,10 -Nine Days,Absolutely (Story of a Girl) - Radio Mix,68.0,0.481,0.94,7.0,-5.204,1,0.066,0.000891,,0.0939,0.66,96.493,189333.0,4,10 -Magic Dick,Pontiac Blues,14.0,0.392,0.872,3.0,-4.834,1,0.0421,0.16,9.34e-06,0.18,0.48,176.432,319493.0,4,2 -Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,6 -The Killers,Dying Breed,60.0,0.656,0.78,1.0,-4.743,1,0.0854,0.00112,0.02,0.151,0.607,151.401,246000.0,4,10 -John Harvie,Bleach (On the Rocks),63.0,0.616,0.839,2.0,-4.281,1,0.054,0.0601,,0.294,0.722,85.029,174309.0,4,9 -Mission Of Burma,That's When I Reach For My Revolver,50.0,0.3,0.915,4.0,-5.691,1,0.049,0.00194,0.000332,0.147,0.51,147.116,233573.0,4,1 -Washboard Willie,I Feel So Fine,6.0,0.547,0.486,,-8.282,1,0.0404,0.0941,,0.0761,0.927,135.534,142107.0,4,2 -"IndianRaga, Shraddha Mohan, Aravind Sundar, Vignesh Srinivasan, Sri Poornima Krishna Emani, Mahesh Raghvan",Sri Vighna Rajam Bhaje - Ghambira Natai - Kanda Chapu,,0.7,0.74,11.0,-7.803,1,0.0697,0.673,,0.101,0.543,140.003,4.108716667,5,0 -Big Star,September Gurls,40.0,0.374,0.895,4.0,-4.552,1,0.0351,0.000163,0.0119,0.164,0.533,113.992,166400.0,4,10 -Lady Gaga,Always Remember Us This Way,79.0,0.553,0.502,,-5.972,1,0.0409,0.299,,0.764,0.296,129.976,210200.0,4,9 -Johnny Kidd & The Pirates,Shakin' All Over,47.0,0.766,0.579,9.0,-9.722,1,0.0385,0.179,1.25e-05,0.264,0.755,125.206,2.366,4,10 -The Rolling Stones,Ruby Tuesday,62.0,0.524,0.553,,-10.767,1,0.0292,0.831,,0.174,0.517,104.578,196493.0,4,10 -Eyehategod,Dixie Whiskey - remastered 2007,36.0,0.221,0.9,1.0,-4.622,0,0.0693,3.37e-05,0.0105,0.0641,0.474,74.745,175387.0,4,8 -Adam Doleac,Coulda Loved You Longer,71.0,0.634,0.621,11.0,-6.261,1,0.0811,0.334,,0.459,0.741,93.034,2.940216667,4,4 -New Hope Club,Worse,50.0,0.605,0.653,11.0,-6.658,0,0.0593,0.0602,7.65e-06,0.177,0.755,94.995,194744.0,4,9 -"Emerson, Lake & Palmer",Trilogy,41.0,0.372,0.644,11.0,-13.5,1,0.0636,0.0188,0.213,0.312,0.236,116.433,532027.0,3,10 -At The Drive In,Napoleon Solo,41.0,0.477,0.641,4.0,-7.254,0,0.0295,0.0239,0.000212,0.184,0.215,108.09,288067.0,1,10 -Toby Romeo,Where The Lights Are Low,79.0,0.759,0.807,8.0,-5.812,0,0.122,0.448,,0.105,0.62,123.904,136996.0,4,9 -HYDE,ON MY OWN,52.0,0.438,0.931,4.0,-5.281,0,0.0643,0.224,0.00117,0.104,0.379,149.933,219448.0,4,10 -Backstreet Boys,Unmistakable,35.0,0.498,0.84,2.0,-5.003,0,0.0362,0.0348,,0.103,0.35,139.991,3.778883333,4,9 -Beach Bunny,Cloud 9 (feat. Tegan and Sara),67.0,0.585,0.892,9.0,-4.466,1,0.0424,0.00108,,0.281,0.878,161.985,148207.0,4,9 -The Vaselines,Son Of A Gun,47.0,0.531,0.943,7.0,-6.025,1,0.0489,0.5,0.232,0.932,0.778,144.746,225760.0,4,1 -Texas Is The Reason,Back And To The Left,38.0,0.23,0.979,2.0,-3.84,1,0.0931,7.35e-05,0.0541,0.109,0.22,183.619,235467.0,4,10 -"Pyotr Ilyich Tchaikovsky, The Russian Virtuosi of Europe, Yuri Zhislin","Serenade for String Orchestra in C Major, Op. 48, TH 48: III. Elegie",24.0,0.19,0.0748,2.0,-20.995,1,0.0452,0.937,0.697,0.169,0.0366,112.111,8.978,3,7 -Morray,That‚Äôs On God,54.0,0.788,0.456,7.0,-8.575,0,0.0691,0.469,,0.146,0.424,136.05,138040.0,4,5 -Eliad,◊ó◊ï◊§◊©◊ô,21.0,0.28,0.261,3.0,-11.941,1,0.03,0.854,,0.0862,0.396,85.163,239000.0,5,9 -Arctic Monkeys,Teddy Picker,66.0,0.637,0.963,9.0,-5.116,1,0.0882,0.000286,0.000889,0.0449,0.823,150.1,165000.0,4,10 -R.E.M.,Everybody Hurts,75.0,0.467,0.324,2.0,-10.451,1,0.0255,0.615,0.0248,0.118,0.166,94.301,320267.0,3,10 -Die 12 Cellisten der Berliner Philharmoniker,Nobody Knows the Trouble I've Seen,34.0,0.105,0.0655,1.0,-24.937,1,0.0417,0.908,0.941,0.0923,0.0389,90.828,3.211783333,4,7 -Ol' Burger Beats,Athens,39.0,0.625,0.546,3.0,-9.363,0,0.417,0.0768,,0.351,0.596,90.951,150080.0,4,5 -The Movement,Mountain,48.0,0.736,0.796,,-6.02,0,0.0486,0.00361,0.102,0.197,0.742,93.986,316381.0,4,10 -Olivia O'Brien,Sociopath,64.0,0.719,0.698,7.0,-6.297,1,0.245,0.0185,,0.0426,0.292,132.914,153500.0,4,9 -Mndsgn,Slowdance,37.0,0.481,0.488,1.0,-9.776,0,0.0524,0.0589,0.42,0.136,0.177,137.967,315799.0,1,1 -Westerman,Your Hero Is Not Dead,39.0,0.714,0.335,2.0,-9.099,1,0.0292,0.728,0.0242,0.154,0.272,109.029,215107.0,4,6 -Bugzy Malone,Salvador,63.0,0.556,0.675,11.0,-9.837,0,0.413,0.272,3.82e-06,0.0874,0.431,137.436,176793.0,4,5 -PJ Harvey,Sheela-na-gig,32.0,0.469,0.902,10.0,-6.147,1,0.0651,0.00617,0.000521,0.0813,0.413,123.972,199107.0,4,1 -Mark Wills,19 Somethin' - Greatest Hits Version,61.0,0.58,0.816,4.0,-5.165,1,0.0726,0.132,,0.0776,0.814,89.938,3.341116667,4,4 -Michael Brun,Pa Pale,37.0,0.829,0.611,3.0,-8.415,0,0.204,0.334,,0.0987,0.66,118.034,158644.0,4,9 -fanclubwallet,Car Crash in G Major,53.0,0.709,0.517,7.0,-8.077,1,0.0335,0.277,0.118,0.484,0.429,105.369,132000.0,4,9 -Jacob Whitesides,Faking In Love - Acoustic,41.0,0.401,0.196,,-13.299,1,0.0346,0.812,,0.154,0.171,105.001,196652.0,4,9 -Don Williams,It Must Be Love - Single Version,45.0,0.92,0.399,5.0,-17.627,1,0.0608,0.129,8.66e-06,0.0721,0.966,110.824,2.44555,4,4 -Sevendust,Angel's Son,44.0,0.212,0.809,1.0,-4.97,0,0.0356,0.018,,0.16,0.202,93.01,230360.0,4,10 -The Rolling Stones,Send It To Me - Remastered,40.0,0.768,0.799,6.0,-6.079,0,0.0831,0.104,0.0768,0.155,0.731,94.268,222960.0,4,10 -Zehava Ben,◊ò◊ô◊§◊™ ◊û◊ñ◊ú,33.0,0.472,0.543,,-9.695,0,0.029,0.525,4.8e-05,0.109,0.265,165.012,272227.0,3,9 -River Floor,Joe Henry,18.0,0.486,0.699,2.0,-8.211,1,0.0693,0.436,0.00459,0.161,0.394,137.927,4.579033333,4,0 -Backstreet Boys,New Love,46.0,0.839,0.54,,-6.814,1,0.0357,0.00786,2.75e-05,0.0589,0.718,119.981,3.00155,4,9 -Counting Crows,Mr. Jones,77.0,0.578,0.817,,-6.542,1,0.0363,0.183,3.06e-06,0.285,0.726,141.621,272293.0,4,10 -Jessie Ware,Adore You,52.0,0.669,0.668,10.0,-11.039,0,0.0391,0.299,0.199,0.105,0.201,106.989,226373.0,4,6 -Heart,Secret,51.0,0.499,0.536,9.0,-8.755,0,0.0352,0.444,,0.287,0.284,127.792,254373.0,4,10 -Julia Stone,Dance,45.0,0.608,0.471,9.0,-9.709,0,0.031,0.458,0.0145,0.124,0.295,113.032,179965.0,4,6 -Jyrki 69,White Rabbit,26.0,0.529,0.885,2.0,-5.384,1,0.125,2.72e-05,0.613,0.145,0.299,111.995,250179.0,4,10 -Trina,Bad Bitch Anthem,49.0,0.83,0.725,11.0,-7.128,0,0.36,0.055,,0.065,0.725,160.132,121365.0,4,5 -K Theory,Good & Gone - Original Mix,14.0,0.854,0.846,11.0,-3.055,0,0.0885,0.00692,0.00211,0.0549,0.799,102.99,252284.0,4,2 -Wednesday 13,Screwdriver 2 - The Return,37.0,0.464,0.941,7.0,-8.879,1,0.0815,4.07e-06,0.00606,0.115,0.535,137.978,134091.0,4,8 -joe p,Off My Mind,54.0,0.57,0.688,,-7.48,1,0.032,0.308,1.96e-05,0.151,0.749,111.993,213716.0,4,10 -Cocteau Twins,Lorelei,55.0,0.373,0.679,,-9.195,1,0.0393,7.83e-05,0.116,0.247,0.42,90.974,223267.0,4,6 -Cold War Kids,So Tied Up - moreBishop,42.0,0.607,0.912,,-4.122,0,0.0461,0.0488,0.000883,0.154,0.819,104.996,191027.0,4,10 -Gautam Kale,Jiyara,38.0,0.382,0.594,1.0,-8.402,1,0.0528,0.549,1.81e-06,0.107,0.521,160.251,2.6125,4,0 -"Anhad Khanna, Isheeta Chakrvarty, Tanner Willeford",Jiya,8.0,0.494,0.512,1.0,-9.698,1,0.0328,0.000709,0.503,0.274,0.0329,120.047,4.776066667,4,0 -iogi,oh yes,34.0,0.654,0.843,1.0,-7.264,0,0.0286,0.0392,0.0457,0.17,0.97,145.026,240661.0,4,6 -Fruit Bats,Today,53.0,0.28,0.258,4.0,-14.109,1,0.029,0.206,0.000423,0.112,0.186,172.098,255633.0,3,6 -Oded Gadir,◊ô◊©◊ê◊® ◊™◊û◊ô◊ì,12.0,0.604,0.442,8.0,-10.076,1,0.0307,0.802,6.75e-05,0.145,0.419,78.03,197829.0,4,10 -Willow Kayne,Two Seater,35.0,0.779,0.493,7.0,-8.536,1,0.189,0.194,4.95e-06,0.125,0.535,97.982,147310.0,4,10 -Puma Blue,Bruise Cruise,45.0,0.657,0.375,1.0,-9.212,0,0.0911,0.163,0.0805,0.106,0.211,126.231,345827.0,4,9 -Bade Ghulam Ali Khan,Prem Jogan Ban Ke,18.0,0.267,0.347,5.0,-14.454,0,0.0335,0.992,0.953,0.173,0.395,68.164,3.56615,4,3 -Mahesh Raghvan,Marugelara,24.0,0.547,0.798,2.0,-8.668,0,0.0375,0.0383,0.000375,0.0771,0.1,90.501,4.184933333,4,0 -Hadag Nahash,◊ß◊ú◊ô◊§◊ï◊®◊†◊ô◊î,23.0,0.539,0.951,10.0,-4.138,0,0.0478,0.174,4.36e-05,0.218,0.78,159.731,213560.0,4,5 -Tora-i,Call Your Name,52.0,0.603,0.633,5.0,-4.148,0,0.0334,0.0473,2.8e-05,0.433,0.0894,86.971,196082.0,4,6 -Concha Piquer,"Parrala, La",24.0,0.351,0.237,1.0,-16.727,1,0.0525,0.98,0.0196,0.323,0.457,80.894,227093.0,4,9 -Arch Enemy,Symphony of Destruction - cover version,23.0,0.586,0.944,11.0,-5.508,0,0.0706,0.000179,0.0109,0.133,0.554,136.991,242840.0,4,8 -"Hariharan, Sukhwinder Singh",Nahin Saamne Tu,47.0,0.455,0.247,7.0,-17.85,1,0.0333,0.13,0.000387,0.0718,0.0827,175.812,6.066216667,4,3 -Spang Sisters,"Thank You, Will Shortz",30.0,0.769,0.342,11.0,-14.044,0,0.0413,0.395,0.000154,0.136,0.274,104.932,245480.0,4,6 -Rod Stewart,The First Cut Is the Deepest - 2008 Remaster,36.0,0.538,0.502,,-13.22,1,0.0331,0.219,8.33e-05,0.0856,0.414,81.297,267853.0,4,10 -Jazz Liberatorz,"Ease My Mind - Feat. Tre Hardson, Fat Lip & Omni",49.0,0.69,0.567,7.0,-10.875,0,0.311,0.599,9.2e-05,0.116,0.609,96.002,328573.0,4,5 -Ida Mae,Little Liars,24.0,0.723,0.341,,-9.546,0,0.0547,0.519,0.000753,0.0611,0.737,143.884,235339.0,4,2 -Mergui,◊ú◊ê ◊ô◊ï◊¶◊ê ◊ú◊û◊°◊ô◊ë◊ï◊™,47.0,0.818,0.553,,-5.694,1,0.0882,0.107,4.24e-06,0.118,0.842,118.043,199322.0,4,9 -JAY1,Patiently,63.0,0.905,0.564,8.0,-9.221,1,0.307,0.368,,0.112,0.547,141.983,152199.0,4,5 -Metric,Help I'm Alive,60.0,0.565,0.877,5.0,-4.561,0,0.0614,0.00813,0.00251,0.26,0.389,118.484,285920.0,4,6 -Joywave,It's A Trip!,59.0,0.673,0.716,8.0,-4.982,0,0.0291,0.088,0.00256,0.209,0.727,97.925,183525.0,4,10 -The Amazons,Mother - Single Version,44.0,0.429,0.873,5.0,-6.121,1,0.0539,0.00362,0.299,0.111,0.439,79.529,305345.0,4,10 -Martin Kohlstedt,QUO,32.0,0.328,0.0391,9.0,-23.658,0,0.0474,0.98,0.803,0.11,0.292,171.043,164949.0,3,6 -Delta Sleep,Camp Adventure,46.0,0.407,0.841,8.0,-8.161,0,0.0339,0.15,0.153,0.296,0.422,135.389,189829.0,4,10 -HELLYEAH,Moth,54.0,0.241,0.923,8.0,-3.495,1,0.0529,0.000446,,0.22,0.451,172.046,291132.0,3,8 -Muse,Psycho,69.0,0.555,0.883,2.0,-3.426,1,0.0341,0.00114,0.041,0.868,0.507,125.02,316718.0,4,10 -Darwin Deez,Radar Detector,51.0,0.749,0.714,4.0,-5.055,1,0.199,0.102,0.00794,0.173,0.782,96.515,189827.0,4,6 -E-Z,◊ë◊ô◊ü ◊î◊ë◊ï◊ì◊ì◊ô◊ù,36.0,0.814,0.794,1.0,-5.248,1,0.213,0.138,5.75e-05,0.328,0.737,95.233,174397.0,4,5 -Kamara Thomas & the Ghost Gamblers,My Kentucky,33.0,0.498,0.391,,-9.158,1,0.0284,0.773,,0.112,0.348,159.787,421080.0,4,2 -Rosie Frater-Taylor,Better Days,36.0,0.643,0.502,7.0,-12.373,1,0.0366,0.679,0.00251,0.143,0.418,107.783,271441.0,4,1 -Deaf Havana,Happiness - Reworked,46.0,0.376,0.511,2.0,-6.608,1,0.0294,0.00513,3.79e-06,0.118,0.253,153.895,234613.0,4,10 -Jacquard Looms,MOTH,42.0,0.678,0.467,1.0,-11.192,1,0.0375,0.656,0.003,0.356,0.187,109.974,276000.0,4,6 -"Imaginary Future, Kina Grannis",I Will Spend My Whole Life Loving You,64.0,0.637,0.129,11.0,-17.082,1,0.0346,0.887,,0.0719,0.298,125.802,3.79365,4,0 -The Bops,Runnin',16.0,0.487,0.609,9.0,-8.111,0,0.0249,0.291,0.769,0.336,0.349,99.983,175307.0,4,6 -Patti Smith,Easter,32.0,0.464,0.47,5.0,-12.03,1,0.031,0.145,0.0031,0.128,0.134,119.158,362133.0,4,10 -Say Anything,Alive With the Glory of Love,59.0,0.338,0.93,9.0,-4.619,1,0.131,0.0111,,0.172,0.589,203.101,255175.0,4,10 -Turmion K√§til√∂t,Naitu,48.0,0.412,0.977,7.0,-6.063,1,0.0717,8.57e-05,0.000156,0.0956,0.421,154.918,251200.0,4,8 -Jordana,Reason,40.0,0.629,0.458,2.0,-8.177,1,0.0422,0.00269,0.903,0.0969,0.467,79.362,220377.0,4,6 -Lucifer,Pull Away/So Many Times,36.0,0.302,0.686,9.0,-5.655,1,0.0496,0.0234,0.00013,0.28,0.489,150.432,316000.0,4,8 -Pierre Lune,Le Louvre,49.0,0.615,0.0947,7.0,-15.896,1,0.0645,0.99,0.938,0.111,0.273,95.989,2.94245,4,7 -Cannons,Bad Dream,60.0,0.662,0.845,5.0,-6.173,0,0.0352,0.0211,0.108,0.342,0.679,114.957,202502.0,4,6 -Ahuva Ozeri,Baseter,17.0,0.619,0.608,4.0,-7.719,0,0.0293,0.593,0.0164,0.152,0.718,110.014,305653.0,4,10 -Khalid,Better,76.0,0.596,0.552,,-10.278,0,0.097,0.0765,0.334,0.104,0.112,97.949,229320.0,4,9 -Flowdan,Dumpers,21.0,0.775,0.604,2.0,-12.625,1,0.222,0.0252,,0.0633,0.697,142.04,168253.0,4,5 -Everyone Loves A Villain,Let It Die,34.0,0.356,0.963,5.0,-4.216,0,0.15,0.000296,0.000435,0.346,0.352,180.015,197167.0,4,8 -Endezzma,The Name of the Night is a Strong Tower,21.0,0.0896,0.974,5.0,-6.697,0,0.149,8.1e-06,0.000319,0.138,0.0466,195.168,279123.0,3,8 -Taylor Swift,Our Song,67.0,0.668,0.672,2.0,-4.931,1,0.0303,0.111,,0.329,0.539,89.011,3.351783333,4,4 -Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,1 -Alchemy,Sakhi Tore Naina,13.0,0.343,0.78,1.0,-6.479,1,0.0375,0.0133,3.58e-05,0.157,0.412,100.895,4.622866667,4,0 -MFnMelo,Mario Kart,40.0,0.579,0.734,8.0,-4.644,1,0.303,0.321,,0.159,0.407,79.994,194500.0,4,5 -Mt. Joy,My Vibe,51.0,0.673,0.704,6.0,-5.766,0,0.0339,0.493,2.04e-06,0.0732,0.578,93.547,157267.0,4,10 -fun.,We Are Young (feat. Janelle Mon√°e),76.0,0.378,0.638,10.0,-5.576,1,0.075,0.02,7.66e-05,0.0849,0.735,184.086,250627.0,4,9 -The Blue Stones,One By One,54.0,0.611,0.734,,-7.741,1,0.0451,0.0675,0.00214,0.585,0.556,91.001,251267.0,4,10 -Mel√©,Groove La Afrika,40.0,0.873,0.886,7.0,-4.53,1,0.357,0.0241,0.864,0.0347,0.274,127.061,169134.0,4,6 -Shane Tyler,The Clouds Cleared the Way,40.0,0.786,0.659,6.0,-8.929,0,0.0525,0.236,0.88,0.312,0.823,118.033,244000.0,4,6 -Turisas,Rasputin,61.0,0.262,0.928,9.0,-2.795,1,0.0894,8.08e-05,4.76e-05,0.195,0.533,161.925,233520.0,4,8 -Rivals,Alkaline,38.0,0.539,0.935,6.0,-3.379,0,0.0937,0.00957,7.38e-05,0.0773,0.306,109.979,214554.0,4,10 -WHIT3 COLLR,16 Sweet,31.0,0.388,0.978,1.0,-3.57,1,0.123,0.00032,0.000491,0.302,0.166,133.988,174053.0,4,10 -Jeff Beck,Cause We've Ended as Lovers,56.0,0.549,0.294,,-13.181,0,0.0337,0.144,0.798,0.108,0.146,115.299,342067.0,4,10 -Geri Halliwell,Scream If You Wanna Go Faster,38.0,0.531,0.904,11.0,-5.334,0,0.0443,0.000104,0.00887,0.0786,0.847,147.846,205267.0,4,9 -Kaunan,Vall√•t,39.0,0.458,0.377,,-11.406,1,0.0343,0.575,0.000127,0.204,0.145,104.607,252000.0,4,8 -Alanis Morissette,Hands Clean,57.0,0.513,0.82,7.0,-5.428,1,0.0299,0.00192,2.83e-06,0.504,0.52,99.952,269400.0,4,10 -Patrick Paige II,Whisper (Want My Luv),52.0,0.725,0.629,4.0,-6.208,0,0.0461,0.172,0.0186,0.347,0.499,91.961,229558.0,4,1 -"Sultan Khan, Shankar Mahadevan, Kavita Krishnamurthy",Albela Sajan,40.0,0.64,0.744,2.0,-7.9,1,0.0442,0.0874,0.000292,0.0586,0.768,92.983,3.314,4,3 -Bryan Ferry,Let's Stick Together,59.0,0.785,0.892,9.0,-4.71,1,0.0356,0.0711,0.00051,0.113,0.974,120.115,179160.0,4,6 -Eden Ben Zaken,◊©◊ï◊†◊î ◊û◊î◊†◊ï◊£,44.0,0.718,0.761,9.0,-4.172,0,0.148,0.0907,0.000258,0.0647,0.692,170.006,175071.0,4,9 -"Doja Cat, SZA",Kiss Me More (feat. SZA),95.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,3.481116667,4,9 -Tandra,Marching to Infinity,36.0,0.243,0.987,4.0,-4.011,0,0.293,0.0016,0.0372,0.158,0.112,130.032,381120.0,4,8 -Decco,I Didn't Know (feat. James Gillespie) - Acoustic,48.0,0.401,0.577,,-9.008,0,0.0807,0.47,,0.132,0.559,77.983,126499.0,4,9 -Sikkil Gurucharan,Samajavaragamana,17.0,0.357,0.738,5.0,-7.858,1,0.181,0.465,,0.0885,0.52,176.281,6.177116667,4,0 -LIL DUSTY G,Squash,54.0,0.703,0.653,11.0,-3.969,0,0.0376,0.0543,1.27e-05,0.345,0.414,148.02,123446.0,4,5 -Philip Glass,The Poet Acts,51.0,0.249,0.0279,7.0,-29.617,0,0.039,0.975,0.966,0.103,0.037,84.122,223267.0,3,6 -Architects,Early Grave,43.0,0.367,0.979,1.0,-2.977,1,0.109,7.04e-06,0.00243,0.242,0.176,170.037,212467.0,4,8 -George Strait,All My Ex's Live In Texas,59.0,0.764,0.333,9.0,-15.921,1,0.0308,0.217,1.02e-05,0.11,0.738,130.541,3.347116667,4,4 -Echo Collective,The See Within,9.0,0.306,0.0632,4.0,-25.363,0,0.0363,0.917,0.895,0.105,0.0308,101.071,2.89095,1,7 -Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,10 -Zikney Tzfat,◊î◊©◊õ◊ü,26.0,0.537,0.558,7.0,-8.683,1,0.0296,0.0243,1.28e-06,0.106,0.828,96.967,202333.0,4,10 -Kasabian,L.S.F.,51.0,0.617,0.754,9.0,-7.395,1,0.0363,0.00754,0.000171,0.256,0.397,105.282,196853.0,4,10 -Aviv Geffen,◊¢◊ï◊®◊ô ◊¢◊ï◊®,25.0,0.449,0.508,7.0,-7.444,0,0.0304,0.609,0.148,0.153,0.191,122.275,255373.0,4,10 -George Ezra,Hold My Girl (Acoustic Version),60.0,0.717,0.391,10.0,-7.425,1,0.0309,0.888,,0.0938,0.507,121.924,211715.0,4,9 -ufo ufo,Strange Clouds,53.0,0.653,0.722,4.0,-7.3,1,0.0292,0.0571,0.0492,0.107,0.888,128.018,206240.0,4,1 -Hunter Hayes,I Want Crazy - Encore,64.0,0.562,0.878,8.0,-4.806,1,0.0387,0.0539,,0.112,0.558,103.029,3.94775,4,4 -Inhaler,My Honest Face,56.0,0.414,0.949,5.0,-6.038,1,0.0767,0.000498,0.000317,0.102,0.46,159.999,274053.0,4,10 -Fireballet,Night On Bald Mountain,19.0,0.401,0.535,9.0,-11.402,0,0.0457,0.0315,0.365,0.622,0.151,98.23,141375.0,4,10 -Best Frenz,Ugly Ending,47.0,0.718,0.4,2.0,-6.901,1,0.0315,0.0341,0.00143,0.109,0.429,86.014,238547.0,4,9 -Albert King,Answer To The Laundromat Blues,39.0,0.703,0.525,2.0,-9.626,1,0.0528,0.22,0.000172,0.0475,0.786,97.067,277013.0,4,2 -Asha Bhosle,O Saathi Re - Female Vocals,25.0,0.343,0.532,6.0,-7.347,1,0.0318,0.934,0.000465,0.316,0.476,104.775,5.583433333,4,3 -Herman Brood & His Wild Romance,Hot Shot,21.0,0.45,0.923,2.0,-7.518,1,0.102,0.0473,0.0882,0.325,0.529,185.989,210200.0,4,6 -Paul Moretti Trio,Someone To Watch Over Me,46.0,0.513,0.0658,,-21.082,1,0.0409,0.949,0.877,0.117,0.152,121.391,3.71905,4,7 -Napkey,Glow,38.0,0.743,0.644,11.0,-7.378,0,0.0549,0.0389,0.00193,0.0708,0.653,114.994,229976.0,4,6 -MC Lyte,Paper Thin,39.0,0.873,0.751,10.0,-7.606,0,0.126,0.0766,0.00053,0.422,0.774,104.487,314600.0,4,5 -JUNG,Jungle,,0.661,0.626,11.0,-8.49,0,0.0446,0.743,0.000896,0.208,0.58,121.938,160327.0,4,9 -salem ilese,Dinosaurs (S4E7),31.0,0.409,0.338,4.0,-7.951,1,0.0432,0.731,,0.25,0.273,184.043,144446.0,3,9 -Leah Kate,Fuck Up the Friendship,70.0,0.745,0.736,1.0,-5.258,0,0.29,0.142,1.1e-05,0.11,0.77,104.008,172758.0,4,9 -Aviv Geffen,◊ñ◊ô◊í◊ï◊ò◊î,13.0,0.276,0.389,7.0,-12.124,0,0.0314,0.293,0.0748,0.0807,0.155,65.603,254373.0,4,10 -Airbourne,"Too Much, Too Young, Too Fast",60.0,0.592,0.813,9.0,-7.154,1,0.0465,0.0014,0.000966,0.336,0.384,114.038,224773.0,4,10 -Ravid Plotnik,◊¢◊í◊ú ◊î◊ñ◊î◊ë,32.0,0.635,0.548,10.0,-12.39,0,0.118,0.274,1.08e-05,0.465,0.476,96.951,257853.0,4,5 -Underoath,Rapture,52.0,0.546,0.937,7.0,-4.247,1,0.0736,3.44e-05,0.00333,0.104,0.389,96.033,214987.0,4,10 -James Jackson Jazz Trio,On a Clear Day (You Can See Forever),53.0,0.691,0.179,7.0,-15.682,1,0.0373,0.842,0.931,0.0943,0.222,108.573,3.4312,4,7 -GirlzLuhDev,Day 1 Starter (feat. Remble),47.0,0.783,0.571,8.0,-9.746,0,0.55,0.408,,0.19,0.655,103.902,133846.0,4,5 -IDLES,Danny Nedelko,52.0,0.402,0.931,6.0,-4.455,1,0.0562,0.000277,0.00403,0.243,0.32,102.185,204844.0,4,6 -Grateful Dead,High Time - 2013 Remaster,44.0,0.528,0.159,4.0,-13.696,1,0.0267,0.76,0.000205,0.209,0.423,82.986,315795.0,3,10 -Tainted Lady,Hey Mr. Music Man,37.0,0.489,0.322,8.0,-8.785,0,0.0265,0.787,,0.127,0.416,87.381,238971.0,4,9 -Enter Shikari,THE GREAT UNKNOWN,52.0,0.541,0.887,1.0,-6.429,1,0.0322,0.000498,0.000392,0.222,0.708,140.003,205042.0,4,10 -Lucille Crew,Big City,29.0,0.696,0.837,,-5.961,1,0.123,0.098,1.15e-05,0.35,0.469,105.984,282280.0,4,5 -In This Moment,"As Above, So Below",58.0,0.497,0.99,6.0,-3.436,1,0.13,0.000778,,0.129,0.101,131.99,249050.0,4,8 -BIA,WHOLE LOTTA MONEY,79.0,0.897,0.371,1.0,-5.019,1,0.368,0.0904,,0.325,0.441,81.008,156005.0,4,9 -Mike Posner,Please Don't Go,80.0,0.699,0.882,4.0,-3.896,0,0.0311,0.00296,0.0544,0.13,0.657,120.016,196813.0,4,9 -R.L. Burnside,Shuck Dub,30.0,0.602,0.467,1.0,-11.087,1,0.301,0.155,0.807,0.32,0.171,185.113,268227.0,4,2 -House Of Pain,Jump Around,74.0,0.854,0.71,4.0,-6.32,0,0.0793,0.0113,8.72e-05,0.166,0.818,106.894,214947.0,4,9 -Slowdive,When the Sun Hits,63.0,0.33,0.532,2.0,-11.764,1,0.0263,0.00101,0.709,0.101,0.218,93.512,285907.0,4,6 -Meshuggah,Future Breed Machine,31.0,0.454,0.97,1.0,-6.759,1,0.13,0.00102,0.084,0.299,0.157,87.968,348627.0,4,8 -Geto Boys,Damn It Feels Good to Be a Gangsta,61.0,0.785,0.793,1.0,-7.915,1,0.163,0.22,0.718,0.124,0.655,88.902,310600.0,4,5 -Eve 6,Inside Out,68.0,0.483,0.818,11.0,-7.666,1,0.0444,0.114,,0.367,0.691,175.668,219467.0,4,10 -God Is An Astronaut,Epitaph,32.0,0.218,0.196,1.0,-15.586,0,0.0333,0.586,0.853,0.0991,0.0858,170.196,473600.0,4,8 -Splurgeboys,Like Who,44.0,0.802,0.699,5.0,-7.677,0,0.304,0.159,1.11e-06,0.122,0.348,124.173,211412.0,4,5 -Motorpsycho,Psychotzar,29.0,0.501,0.652,1.0,-10.403,1,0.0319,0.0262,0.346,0.173,0.476,142.013,523467.0,4,8 -P!nk,Cover Me In Sunshine,88.0,0.476,0.594,5.0,-6.879,1,0.135,0.0599,,0.0785,0.314,159.702,141050.0,4,9 -Dream Theater,As I Am,51.0,0.514,0.95,7.0,-4.657,1,0.0725,1.09e-05,0.0135,0.19,0.149,130.027,467827.0,4,8 -Besphrenz,better off alone,45.0,0.621,0.799,8.0,-10.119,1,0.0648,0.0668,0.0266,0.111,0.739,157.925,198228.0,4,9 -Cryptic Slaughter,Lowlife,36.0,0.25,0.979,,-2.075,1,0.176,1.06e-05,0.0554,0.0609,0.651,93.122,152280.0,4,8 -Suede,Saturday Night,46.0,0.504,0.888,8.0,-5.948,1,0.0661,0.0588,0.000101,0.256,0.303,116.44,281053.0,4,10 -The Parting Glass (feat. Darlingside),"Henry Jamison, Darlingside",42.0,0.432,0.183,7.0,-8.276,1,0.0368,0.736,,0.104,0.319,131.848,2.858333333,3,0 -NEEDTOBREATHE,Brother - Acoustic,49.0,0.386,0.561,9.0,-5.879,1,0.0324,0.806,,0.11,0.416,78.884,216371.0,4,9 -Theodor Bastard,Urzala,39.0,0.383,0.515,,-7.771,1,0.0341,0.394,0.000171,0.116,0.141,139.85,244253.0,4,8 -The Kinks,You Really Got Me,72.0,0.573,0.939,8.0,-6.441,1,0.0808,0.493,,0.0994,0.963,137.382,134253.0,4,10 -Aviv Geffen,◊©◊†◊ô◊†◊ï ◊©◊ï◊ï◊ô◊ù,24.0,0.308,0.304,,-11.801,1,0.0293,0.418,0.00153,0.37,0.0755,149.056,190000.0,4,10 -Ultra Vivid Scene,Mercy Seat,33.0,0.439,0.891,11.0,-8.025,1,0.0371,0.015,0.919,0.0461,0.509,155.406,249853.0,4,6 -Ezhel,Allah'ƒ±ndan Bul,59.0,0.893,0.49,5.0,-6.563,0,0.0589,0.197,0.000387,0.102,0.517,108.032,181074.0,4,9 -The Beta Band,Dry The Rain (Remaster),42.0,0.593,0.693,4.0,-8.576,1,0.0305,0.0283,0.084,0.172,0.749,150.489,363538.0,4,6 -Julia Cooper,Alaska,50.0,0.299,0.229,7.0,-10.635,0,0.0281,0.89,,0.129,0.147,83.413,3.19791667,4,0 -Noel Gallagher's High Flying Birds,In The Heat Of The Moment,60.0,0.547,0.827,6.0,-4.339,1,0.0282,1.09e-05,0.000125,0.409,0.467,105.913,209480.0,4,10 -BAMBII,TRUCK RIDDIM (feat. BEAM),31.0,0.574,0.688,10.0,-8.4,0,0.38,0.0256,,0.334,0.522,91.254,128076.0,1,1 -Ted Nugent,Stranglehold,67.0,0.484,0.711,2.0,-7.784,1,0.0331,0.0183,0.173,0.0941,0.49,148.189,8.38445,4,10 -Maniac,Quadratic,10.0,0.457,0.985,2.0,-5.362,1,0.048,0.0154,0.692,0.0878,0.641,87.382,195862.0,4,5 -U2,Mysterious Ways,61.0,0.674,0.659,8.0,-8.049,1,0.0277,0.00156,0.00765,0.108,0.697,99.768,243587.0,4,1 -RALPH TV,Making Movements,33.0,0.647,0.701,9.0,-10.689,0,0.0497,0.407,0.808,0.144,0.369,120.048,293900.0,4,9 -Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,6 -Eyal Golan,◊¶◊ú◊ô◊ú ◊û◊ô◊™◊®,41.0,0.602,0.371,2.0,-7.343,0,0.0286,0.715,,0.123,0.16,129.955,260560.0,4,9 -Trisha Yearwood,Shallow (The Duet with Garth Brooks and Trisha Yearwood),60.0,0.359,0.392,5.0,-7.879,1,0.0292,0.569,,0.112,0.369,95.494,3.697816667,4,4 -Tommy Newport,Stargazer (with EARTHGANG),57.0,0.613,0.721,2.0,-6.245,1,0.305,0.0922,,0.261,0.45,179.804,180000.0,4,1 -Foy Vance,She Burns,54.0,0.73,0.403,4.0,-10.146,1,0.0483,0.718,0.00242,0.0985,0.502,124.901,3.82045,4,0 -Cody Chesnutt,That's Still Mama,23.0,0.494,0.78,,-4.283,0,0.0406,0.00305,,0.183,0.547,98.95,255240.0,4,9 -Ezra Collective,Quest For Coin II,45.0,0.898,0.604,1.0,-4.184,1,0.377,0.0413,8.91e-05,0.0876,0.492,135.144,176760.0,4,5 -Woolbright,Tuesday,23.0,0.514,0.819,11.0,-6.713,0,0.0375,0.0122,0.0158,0.283,0.316,142.953,162973.0,4,10 -Luke Combs,When It Rains It Pours,77.0,0.551,0.801,6.0,-5.069,1,0.0303,0.013,6.03e-06,0.265,0.625,128.027,4.012666667,4,4 -Violent Soho,Jesus Stole My Girlfriend,46.0,0.433,0.815,5.0,-2.991,1,0.0778,0.00171,0.000266,0.473,0.372,175.672,177453.0,4,10 -Nurit Galron,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),28.0,0.564,0.316,7.0,-10.147,1,0.0315,0.635,0.0064,0.128,0.183,139.908,223080.0,4,10 -Daniel Tompkins,Tyrant,29.0,0.526,0.894,11.0,-6.671,1,0.0472,0.000245,0.235,0.0849,0.344,132.044,296430.0,4,8 -Julien Baker,Souvenir,61.0,0.605,0.299,6.0,-11.192,0,0.0264,0.751,0.474,0.0943,0.181,109.008,212467.0,4,6 -Little Richard,Tutti Frutti,42.0,0.491,0.719,5.0,-5.78,1,0.065,0.74,,0.0518,0.933,184.918,2.43066667,4,10 -Alberta Adams,Chains Of Love,6.0,0.528,0.336,5.0,-6.532,1,0.04,0.284,0.0343,0.335,0.256,172.565,414253.0,3,2 -Dimmu Borgir,Puritania,49.0,0.303,0.969,8.0,-2.466,1,0.162,9.03e-05,0.844,0.417,0.163,109.384,186488.0,5,8 -Carlos Cano,No te llames Dolores,28.0,0.642,0.475,5.0,-7.88,0,0.209,0.587,,0.126,0.475,97.437,197547.0,3,9 -Connie Constance,Monty Python,40.0,0.658,0.471,11.0,-10.973,0,0.219,0.336,,0.215,0.491,164.009,197573.0,3,6 -I Need Your Love,Charley Crockett,53.0,0.494,0.366,7.0,-8.433,1,0.0378,0.729,,0.183,0.484,173.779,3.352716667,3,0 -The White Stripes,Seven Nation Army - The Glitch Mob Remix,66.0,0.701,0.844,4.0,-6.629,1,0.133,0.152,0.626,0.194,0.198,120.04,257022.0,4,10 -"Paolo Fresu, Dino Rubino, Marco Bardoscia",The Silence of Your Heart,49.0,0.439,0.0554,3.0,-15.183,1,0.0349,0.984,0.00382,0.111,0.178,101.015,4.356916667,4,7 -Ceramic Animal,Patiently 4 U,30.0,0.551,0.885,9.0,-6.242,1,0.0424,0.212,0.086,0.53,0.789,120.033,221208.0,4,6 -sokodomo,MM (feat. Jay Park),47.0,0.586,0.893,1.0,-3.494,0,0.157,0.0676,,0.255,0.492,89.93,178793.0,4,5 -Noel Gallagher's High Flying Birds,If I Had A Gun,49.0,0.295,0.754,6.0,-3.16,0,0.0349,0.0465,0.0514,0.164,0.18,152.465,249107.0,4,10 -Warish,Woven,35.0,0.346,0.948,2.0,-6.858,1,0.0687,0.00172,0.85,0.0675,0.282,96.15,204438.0,4,8 -Angelus Apatrida,Bleed the Crown,31.0,0.527,0.983,1.0,-4.31,1,0.11,0.000153,0.158,0.275,0.449,94.995,266347.0,4,8 -Ali Farka Tour√©,Heygana,38.0,0.489,0.536,5.0,-13.289,0,0.0384,0.654,0.000433,0.337,0.61,136.908,358627.0,4,2 -Garmarna,Sven i Roseng√•rd,43.0,0.505,0.853,9.0,-8.976,0,0.0594,0.311,0.108,0.115,0.368,126.995,324414.0,4,8 -Groovy Kaiju,VTEC,34.0,0.734,0.694,10.0,-8.141,0,0.145,0.000702,0.192,0.387,0.652,109.837,243168.0,4,6 -The Offspring,Come Out and Play,69.0,0.519,0.77,7.0,-8.788,1,0.0809,0.0675,3.48e-06,0.0762,0.921,158.29,197800.0,4,10 -L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,6 -Siriusmo,Nights Off,41.0,0.695,0.928,5.0,-5.33,0,0.0288,0.0591,0.732,0.115,0.639,120.998,247827.0,4,1 -In Flames,Come Clarity,45.0,0.37,0.928,10.0,-4.859,0,0.115,0.000941,0.346,0.145,0.0965,149.714,255713.0,4,8 -Atar Mayner,◊ú◊ô◊ú◊î ◊ê◊ó◊ì,36.0,0.854,0.381,5.0,-7.481,0,0.0622,0.291,2.62e-06,0.15,0.261,100.096,216750.0,4,5 -"Justin Timberlake, Timbaland",SexyBack (feat. Timbaland),78.0,0.967,0.583,7.0,-5.562,0,0.0789,0.0584,,0.0519,0.964,117.0,4.04555,4,9 -A. G. Cook,Jumper,32.0,0.491,0.526,,-7.066,1,0.0317,0.0896,5.5e-06,0.295,0.22,159.954,184920.0,4,6 -Beck,Chemical,43.0,0.546,0.445,9.0,-6.503,1,0.0268,0.0402,0.000307,0.3,0.143,75.012,258660.0,4,1 -Oscar Lang,Are You Happy?,47.0,0.554,0.849,4.0,-4.479,0,0.0362,0.00399,0.000132,0.0842,0.842,115.996,192601.0,4,6 -Philip Sayce,Sailin' Shoes,24.0,0.473,0.913,8.0,-6.05,1,0.0594,0.02,0.000109,0.487,0.594,94.518,203347.0,4,10 -Cameo Blush,Lucky - Edit,39.0,0.574,0.857,7.0,-6.973,1,0.0359,0.0268,0.476,0.0786,0.145,132.999,191653.0,4,1 -Anitta,Girl From Rio (feat. DaBaby),27.0,0.732,0.604,,-7.472,1,0.0443,0.0112,,0.219,0.732,139.982,195429.0,4,9 -Drones,Epitaph,13.0,0.361,0.902,6.0,-3.462,1,0.0524,1.68e-05,0.000329,0.339,0.427,164.976,183091.0,4,10 -The Hives,Hate To Say I Told You So,68.0,0.459,0.931,5.0,-5.024,1,0.0612,0.00126,0.00881,0.412,0.419,135.826,200693.0,4,1 -Buzzcocks,What Do I Get?,50.0,0.234,0.947,,-7.293,1,0.117,0.0108,,0.212,0.16,176.279,175973.0,4,10 -RENE,Leaving Anyway,26.0,0.419,0.681,2.0,-5.451,1,0.0309,0.0353,1.49e-06,0.12,0.279,171.871,249000.0,4,10 -Sick Joy,Smiling Shame,28.0,0.313,0.89,1.0,-5.344,1,0.0798,0.000155,,0.236,0.481,131.1,216644.0,4,10 -Automatic Loveletter,Hush,42.0,0.33,0.587,7.0,-5.865,1,0.0371,0.221,1.69e-05,0.119,0.154,149.204,240040.0,4,10 -OneRepublic,Run,82.0,0.682,0.72,11.0,-8.173,0,0.0381,0.326,,0.148,0.673,117.003,169011.0,4,9 -Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,1 -Ski Lift,Portal,30.0,0.436,0.897,9.0,-3.695,1,0.0377,0.000192,3e-06,0.327,0.919,161.971,123104.0,4,10 -Muse,Madness,68.0,0.502,0.417,10.0,-7.665,1,0.0718,0.127,0.00419,0.106,0.218,180.301,281040.0,4,10 -Europe,The Final Countdown,77.0,0.529,0.843,6.0,-6.908,0,0.0616,0.0628,0.000827,0.0608,0.188,117.662,310333.0,4,10 -Joey Alexander,Tis Our Prayer,45.0,0.35,0.215,8.0,-14.659,1,0.0374,0.933,0.911,0.126,0.135,99.903,4.14445,4,7 -The Cult,Fire Woman,1.0,0.495,0.798,7.0,-9.173,1,0.0387,0.000272,0.000922,0.234,0.461,132.007,5.18378333,4,10 -Long Beach Dub Allstars,Owens Brothers,46.0,0.621,0.897,7.0,-8.113,0,0.0317,0.135,0.00239,0.208,0.906,162.127,195253.0,4,10 -Kasabian,Shoot the Runner,55.0,0.526,0.776,7.0,-4.169,1,0.0852,0.000431,0.0157,0.334,0.524,131.194,207373.0,4,1 -The Tracks,Strange Moments,22.0,0.329,0.905,7.0,-5.728,1,0.0546,8.63e-05,0.0037,0.11,0.711,145.149,183560.0,4,10 -Aurelia,If I Go Do You Follow,42.0,0.636,0.201,11.0,-15.965,0,0.0506,0.97,0.944,0.101,0.434,82.955,3.953816667,4,7 -Daniel Avery,Endless Hours,41.0,0.512,0.883,7.0,-8.808,1,0.0323,0.0133,0.901,0.106,0.452,135.957,317464.0,4,1 -Benjamin Booker,Believe,40.0,0.482,0.567,,-8.548,1,0.0286,0.189,0.00462,0.357,0.646,167.581,234274.0,4,2 -Charlie Rich,Behind Closed Doors,46.0,0.472,0.338,2.0,-11.196,1,0.0273,0.85,0.000221,0.0761,0.522,85.66,2.913783333,4,4 -Izaak Opatz,Not Yet,42.0,0.648,0.577,4.0,-10.153,1,0.0552,0.703,0.000332,0.11,0.887,80.368,238680.0,4,1 -Henrik Freischlader,A Better Man,33.0,0.312,0.772,,-6.007,0,0.0544,0.123,0.069,0.679,0.628,142.413,368213.0,4,2 -Remble,No Competition,40.0,0.859,0.617,3.0,-5.891,0,0.249,0.792,,0.122,0.667,100.079,115733.0,4,5 -"Pyotr Ilyich Tchaikovsky, Jan Vogler","String Sextet in D Minor, Op. 70, ""Souvenir de Florence"": II. Adagio cantabile e con moto",26.0,0.214,0.128,2.0,-19.714,1,0.0458,0.781,0.675,0.122,0.0524,127.208,9.86245,3,7 -Mr Gabriel,DANDELION,14.0,0.582,0.81,3.0,-6.117,1,0.0379,0.0261,0.44,0.0699,0.684,90.947,183552.0,4,6 -Baird,BITE,45.0,0.683,0.485,7.0,-7.353,1,0.0715,0.598,0.132,0.117,0.674,81.743,160680.0,3,6 -Eric Clapton,Crossroads - Crossroad 2 Box/Set Version/Live Version,30.0,0.538,0.707,7.0,-13.823,1,0.033,0.208,0.37,0.899,0.782,92.698,321973.0,4,2 -Alienist,Landslide,35.0,0.261,0.973,11.0,-3.996,1,0.146,2.24e-05,0.0204,0.142,0.21,199.868,211894.0,4,8 -Left Lane Cruiser,The Waltz,38.0,0.364,0.747,1.0,-5.743,1,0.0367,0.000166,1.87e-06,0.118,0.0939,151.909,328093.0,3,2 -Olivia Dean,The Hardest Part,43.0,0.512,0.204,5.0,-8.376,1,0.036,0.942,,0.106,0.296,129.947,175987.0,3,9 -KSI,Holiday,82.0,0.356,0.684,8.0,-7.347,1,0.0878,0.152,,0.101,0.347,87.188,3.22888333,4,9 -Margaritas Podridas,Ceremonia,23.0,0.4,0.425,4.0,-12.059,1,0.0297,0.0632,0.983,0.105,0.369,152.052,299999.0,4,6 -Eliad,◊õ◊ú ◊î◊©◊ë◊ï◊¢ ◊ú◊ö,24.0,0.692,0.521,2.0,-6.769,1,0.0414,0.643,4.16e-06,0.119,0.734,76.958,152580.0,4,9 -Teapacks,◊ú◊û◊î ◊î◊ú◊õ◊™ ◊û◊û◊†◊ï,23.0,0.65,0.766,10.0,-5.938,0,0.0429,0.0178,0.000139,0.115,0.926,110.302,186653.0,4,9 -Eyal Golan,◊ê◊†◊ô ◊û◊ß◊ï◊ï◊î,31.0,0.548,0.541,2.0,-5.087,0,0.0284,0.444,,0.138,0.267,77.991,220773.0,4,9 -Johnny Cash,Ring of Fire,71.0,0.659,0.585,7.0,-8.189,1,0.0288,0.623,0.000213,0.348,0.784,104.111,158427.0,4,10 -Vous Autres,Sans S√®ves,21.0,0.0726,0.787,4.0,-6.58,0,0.0639,2.13e-06,0.9,0.199,0.0771,80.052,253042.0,4,8 -Marshall Crenshaw,"Crying, Waiting, Hoping - 2006 Remaster",42.0,0.603,0.484,10.0,-12.79,1,0.0337,0.0926,0.00165,0.1,0.585,128.018,141000.0,4,10 -Michael Schenker Group,"Doctor, Doctor",41.0,0.338,0.844,1.0,-6.577,0,0.0452,3.91e-05,0.00126,0.0774,0.284,135.984,367507.0,4,10 -Fozzy,Judas,62.0,0.418,0.907,,-3.675,1,0.0584,0.000101,0.000433,0.346,0.473,99.17,250793.0,4,8 -girl in red,Serotonin,77.0,0.58,0.788,2.0,-4.714,1,0.259,0.0123,1.84e-05,0.368,0.72,148.992,182426.0,4,1 -Alien Ant Farm,Movies,60.0,0.55,0.934,9.0,-5.076,1,0.0595,0.000113,0.000736,0.18,0.527,112.846,195707.0,4,10 -Clawfinger,Nigger,41.0,0.568,0.993,2.0,-3.08,1,0.0773,0.0257,0.03,0.232,0.608,94.992,227747.0,4,8 -The Wilder Blue,Feelin' the Miles,39.0,0.712,0.483,2.0,-9.664,1,0.034,0.174,0.0931,0.161,0.632,121.127,257193.0,4,1 -COWBOY BOY,PET,22.0,0.469,0.827,4.0,-9.694,1,0.0699,4.17e-05,3.79e-05,0.253,0.558,85.017,180359.0,4,10 -flora cash,Soul Mate,61.0,0.429,0.371,1.0,-11.803,1,0.0351,0.768,0.00181,0.119,0.305,129.842,3.96301667,4,0 -"Manna Dey, Mohammed Rafi, S. D. Batish, Sudha Malhotra",Yeh Hai Ishq Ishq,8.0,0.651,0.589,1.0,-12.709,1,0.0735,0.959,0.858,0.115,0.914,103.622,7.105333333,4,3 -Taj Mahal,Leaving Trunk,56.0,0.542,0.502,3.0,-10.607,0,0.0515,0.195,0.00812,0.174,0.948,174.11,289560.0,4,2 -Marika Hackman,Between the Bars,32.0,0.497,0.26,11.0,-12.461,0,0.0349,0.932,0.00686,0.123,0.154,84.393,155853.0,4,6 -Walk Through Fire,Yola,38.0,0.597,0.576,7.0,-5.276,1,0.0259,0.623,1.14e-06,0.109,0.754,112.436,3.792583333,4,0 -Sarit Hadad,◊ß◊®◊†◊ë◊ú,10.0,0.647,0.86,7.0,-5.307,0,0.0409,0.0805,,0.0484,0.818,130.112,219627.0,4,9 -Aviv Geffen,◊°◊ï◊£ ◊î◊¢◊ï◊ú◊ù,31.0,0.328,0.429,6.0,-9.162,0,0.0291,0.878,1.42e-05,0.684,0.29,81.719,303160.0,3,10 -Britney Spears,From the Bottom of My Broken Heart,55.0,0.677,0.665,7.0,-5.171,1,0.0305,0.56,1.01e-06,0.338,0.706,74.981,5.208883333,4,9 -Luke Bryan,Rain Is A Good Thing,66.0,0.622,0.932,11.0,-4.66,0,0.0498,0.105,2.37e-06,0.328,0.519,108.051,2.936,4,4 -Danzig,Her Black Wings,43.0,0.585,0.671,4.0,-10.897,1,0.0466,0.0118,8.12e-05,0.104,0.49,146.287,287240.0,4,10 -Nate Richert,The Girl I Haven't Met,37.0,0.636,0.256,3.0,-12.127,1,0.0353,0.89,0.00414,0.117,0.274,104.921,2.98955,4,0 -Bodysnatcher,Break The Cycle,39.0,0.301,0.921,1.0,-3.689,1,0.153,0.00051,0.0059,0.0626,0.165,100.662,235239.0,4,8 -Red Handed Denial,Empire,39.0,0.41,0.959,8.0,-4.425,1,0.0738,3.59e-06,0.000163,0.388,0.375,149.983,190812.0,4,8 -The Cure,Friday I'm In Love,75.0,0.526,0.763,,-12.663,0,0.0341,0.00126,6.75e-05,0.359,0.514,136.205,215160.0,4,10 -Stepan I Meduza,–°–Ω–µ–∂–∞–Ω–∞,30.0,0.573,0.954,9.0,-5.576,0,0.0322,0.0262,0.114,0.144,0.685,128.011,243755.0,4,6 -CABAL,Death March,38.0,0.381,0.96,9.0,-5.177,0,0.137,2.31e-05,,0.318,0.236,175.994,191080.0,4,8 -Linkin Park,BURN IT DOWN,74.0,0.585,0.972,9.0,-4.45,0,0.0534,0.0143,,0.0707,0.585,110.006,230253.0,4,10 -DREAMERS,Heat Seeker,60.0,0.5,0.949,1.0,-3.123,1,0.0833,0.00847,,0.514,0.648,159.824,175343.0,4,10 -Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,10 -Dead Or Alive,You Spin Me Round (Like a Record),72.0,0.554,0.963,6.0,-3.762,0,0.035,0.000244,0.0702,0.431,0.918,128.175,195147.0,4,10 -Nelson Freitas,Tellin Me Something,56.0,0.808,0.792,7.0,-4.436,1,0.113,0.0189,0.0115,0.0876,0.542,99.027,167876.0,4,9 -SOJA,Walk Away,50.0,0.857,0.746,9.0,-4.235,0,0.03,0.0813,1.12e-05,0.284,0.813,112.008,231649.0,4,10 -DYGL,Sink,44.0,0.654,0.472,4.0,-9.441,1,0.0266,0.709,0.0523,0.123,0.282,82.976,225106.0,4,10 -North Mississippi Allstars,Bump that Mother,27.0,0.725,0.6,1.0,-8.296,1,0.0397,0.0718,0.000289,0.198,0.667,84.02,191933.0,4,2 -Surfaces,Sunday Best,82.0,0.878,0.525,5.0,-6.832,1,0.0578,0.183,,0.0714,0.694,112.022,158571.0,4,9 -Small Town Titans,Let Me Breathe,36.0,0.472,0.951,3.0,-3.357,1,0.0528,3.81e-05,,0.105,0.566,77.494,317032.0,4,8 -Marina Maximilian,Easy Life,21.0,0.403,0.579,5.0,-8.123,0,0.0388,0.128,0.0219,0.096,0.236,100.019,209400.0,4,9 -Sundara Karma,Flame,58.0,0.528,0.855,7.0,-4.641,1,0.051,0.00113,,0.281,0.206,100.042,227367.0,4,6 -Lata Mangeshkar,Chal Chal Re Kanhai Chhalia,,0.492,0.312,5.0,-12.445,1,0.123,0.986,0.914,0.227,0.891,83.447,3.292733333,3,3 -Badfinger,Name Of The Game - Remastered 2010,39.0,0.324,0.566,9.0,-8.765,1,0.0295,0.032,0.00536,0.138,0.292,138.414,321160.0,4,10 -Arlo Parks,Hurt,60.0,0.675,0.38,4.0,-8.622,0,0.0315,0.715,0.000201,0.174,0.7,94.92,216095.0,4,1 -Yehudit Ravitz,◊î◊ô◊ú◊ì◊î ◊î◊õ◊ô ◊ô◊§◊î ◊ë◊í◊ü,39.0,0.597,0.184,2.0,-18.215,1,0.0537,0.937,,0.115,0.427,73.037,148107.0,4,10 -Guitar Tom and the High Cats,Favourite Song,36.0,0.446,0.974,9.0,-5.626,1,0.043,2.45e-05,0.00352,0.227,0.407,99.148,149053.0,4,10 -Ronkini Gupta,Anjuman,22.0,0.563,0.542,11.0,-5.414,1,0.114,0.951,1.68e-05,0.0954,0.653,83.226,3.648866667,4,0 -Shannon Curfman,Few And Far Between,38.0,0.574,0.627,11.0,-6.182,0,0.122,0.0846,,0.0351,0.864,190.415,234160.0,4,2 -Chappaqua Wrestling,The Rift,44.0,0.294,0.675,5.0,-3.562,1,0.0435,3.15e-05,0.000711,0.321,0.37,148.186,228853.0,4,10 -S√≥lstafir,√ìtta,46.0,0.0916,0.463,3.0,-10.333,1,0.0331,0.509,0.873,0.328,0.0412,86.505,578000.0,4,8 -Sleeper,Inbetweener,43.0,0.416,0.898,5.0,-7.609,1,0.0499,0.000105,,0.796,0.802,134.984,199493.0,4,6 -Zack Tabudlo,Nangangamba,75.0,0.62,0.547,1.0,-6.772,1,0.0248,0.112,,0.19,0.208,98.032,210355.0,4,9 -Feeder,Feeling A Moment,51.0,0.261,0.66,4.0,-4.483,1,0.0394,0.0199,0.0127,0.266,0.198,166.68,248760.0,4,10 -The Groundhogs,Eccentric Man - 2003 Remastered Version,34.0,0.498,0.734,,-8.522,1,0.0451,0.0198,0.0583,0.244,0.64,110.034,304933.0,4,2 -Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,9 -Salt-N-Pepa,Let's Talk About Sex,61.0,0.863,0.543,6.0,-13.497,1,0.13,0.0507,,0.241,0.799,106.929,213267.0,4,5 -Wilkinson,Keep Dancing,59.0,0.553,0.893,9.0,-4.062,0,0.0545,0.0502,0.00145,0.145,0.138,174.019,220690.0,4,9 -Laura Evans,Solo,24.0,0.535,0.534,11.0,-8.98,0,0.0349,0.337,,0.222,0.396,169.938,206495.0,4,2 -Gas Giant,Too Stoned,36.0,0.186,0.811,1.0,-3.859,1,0.0403,0.000119,0.0439,0.0984,0.164,148.019,371984.0,4,10 -Mallory Knox,Ghost in the Mirror,38.0,0.306,0.989,6.0,-1.487,0,0.0815,0.000993,0.000273,0.376,0.416,173.938,216160.0,4,10 -"WizKid, Tems",Essence (feat. Tems),78.0,0.849,0.707,,-6.002,1,0.113,0.0266,8.58e-06,0.618,0.602,104.027,4.134,4,9 -Aesthetic Perfection,S E X,46.0,0.572,0.838,10.0,-4.93,0,0.0394,0.000223,1.03e-05,0.252,0.345,107.004,220554.0,4,8 -The Blue Stones,Black Holes (Solid Ground),60.0,0.559,0.845,11.0,-4.236,0,0.0362,0.00757,3.66e-05,0.115,0.262,91.98,185960.0,4,1 -Winona Oak,Piano In The Sky,58.0,0.5,0.28,7.0,-10.764,0,0.0404,0.88,2.6e-06,0.102,0.0832,92.457,190253.0,4,9 -Claire Rosinkranz,Frankenstein,60.0,0.826,0.745,2.0,-6.091,1,0.141,0.13,1.32e-05,0.178,0.883,119.92,202249.0,4,9 -Dorothy,Who Do You Love,37.0,0.22,0.848,10.0,-3.686,1,0.0501,0.0429,0.000175,0.142,0.389,121.948,253613.0,4,8 -Palma Violets,Best of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,6 -Lake Haze,Dog Walking in the Park,48.0,0.805,0.775,5.0,-8.329,0,0.0365,0.707,0.9,0.11,0.715,134.999,233744.0,4,6 -Witchcraft,Deconstruction,48.0,0.297,0.872,3.0,-5.881,0,0.0405,0.000119,0.0232,0.32,0.533,80.384,309987.0,4,8 -"Galantis, David Guetta, Little Mix",Heartbreak Anthem (with David Guetta & Little Mix),89.0,0.595,0.784,1.0,-4.878,1,0.102,0.216,,0.0608,0.479,124.111,3.0621,4,9 -The Audition,Warm Me Up,46.0,0.474,0.948,8.0,-2.487,0,0.057,0.00855,,0.123,0.75,163.029,212187.0,4,10 -"Purbayan Chatterjee, Kaushiki Chakraborty, Yogesh Samsi, V. Selvaganesh",Sargam Surge,8.0,0.538,0.828,9.0,-11.304,1,0.0831,0.391,0.744,0.146,0.773,128.03,2.353733333,4,0 -Lake Street Dive,I Can Change,60.0,0.546,0.193,,-11.903,1,0.0426,0.868,4.18e-05,0.087,0.311,139.795,191693.0,4,9 -Russ,SMALL TALK,72.0,0.794,0.649,1.0,-4.294,1,0.348,0.0584,,0.314,0.611,144.343,121148.0,4,5 -Bad Bunny,PA' ROMPERLA,73.0,0.772,0.83,7.0,-5.019,1,0.0599,0.016,,0.0843,0.697,94.011,194200.0,4,9 -Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,1 -Gregory Alan Isakov,The Stable Song,65.0,0.625,0.432,2.0,-11.948,1,0.0283,0.633,0.00242,0.127,0.361,137.926,360933.0,4,9 -Fit For A King,Breaking the Mirror,56.0,0.348,0.958,10.0,-4.19,0,0.112,3.95e-06,0.000225,0.0744,0.434,185.774,214211.0,4,8 -Red Hot Chili Peppers,Parallel Universe,63.0,0.343,0.983,,-2.359,0,0.212,0.00107,0.296,0.0708,0.186,124.536,269360.0,4,10 -Pictish Trail,Dream Wall,27.0,0.314,0.287,9.0,-12.141,1,0.0291,0.856,0.00731,0.0966,0.0374,58.344,281040.0,4,6 -Sharon Jones & The Dap-Kings,Call On God,35.0,0.47,0.492,5.0,-7.204,1,0.0317,0.657,,0.199,0.478,120.311,217920.0,3,2 -Oakwood Station,Blue Spaces,51.0,0.49,0.157,,-18.181,1,0.0657,0.922,0.687,0.117,0.262,191.828,3.055766667,3,7 -The Lonely Island,Boombox,47.0,0.52,0.795,1.0,-3.452,1,0.345,0.177,,0.107,0.394,67.875,193013.0,4,9 -Lyri Hardof Jaffe,Astronaut,7.0,0.72,0.534,2.0,-6.491,1,0.163,0.219,,0.0508,0.203,118.017,216864.0,4,5 -Joe Russo's Almost Dead,Throwing Stones - Live 2016-12-30,17.0,0.382,0.443,2.0,-15.925,1,0.0474,0.375,0.387,0.874,0.341,100.425,1069773.0,4,10 -Bea Miller,FEEL SOMETHING DIFFERENT,62.0,0.78,0.715,,-4.606,1,0.102,0.125,9.31e-06,0.218,0.365,125.015,207328.0,4,6 -Layto,Hate Me,9.0,0.688,0.779,5.0,-5.988,1,0.0406,0.0221,,0.08,0.505,133.97,168500.0,4,9 -Shalom Gad,◊î◊î◊ï◊†◊ê◊î ◊©◊ú ◊î◊û◊ê◊î,20.0,0.353,0.546,11.0,-7.88,0,0.0307,0.255,,0.121,0.48,93.056,174683.0,4,10 -All Them Witches,41,44.0,0.406,0.819,5.0,-6.8,0,0.0392,0.0134,0.504,0.371,0.25,123.763,320351.0,1,10 -Great Peacock,Let You Go,32.0,0.616,0.616,7.0,-8.662,1,0.0282,0.00104,0.0806,0.178,0.598,117.997,286891.0,4,10 -Eternal Void,Willow,18.0,0.373,0.989,7.0,-3.861,1,0.166,9.96e-06,0.387,0.086,0.102,120.069,251427.0,4,8 -Mark Deutrom,The Happiness Machine,20.0,0.65,0.533,,-8.634,0,0.0425,0.00118,0.403,0.0348,0.643,142.208,256713.0,1,8 -Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,1 -Earl King,Mother's Love,36.0,0.572,0.552,9.0,-9.134,1,0.0507,0.512,0.00825,0.0836,0.489,95.06,163293.0,3,2 -Octo Octa,Find Your Way Home,47.0,0.788,0.871,1.0,-8.016,0,0.0471,0.0207,0.876,0.0677,0.534,127.999,497138.0,4,1 -"Wolfgang Amadeus Mozart, Mirijam Contzen, Bayerische Kammerphilharmonie, Reinhard Goebel","Violin Concerto No. 5 in A Major, K. 219, ""Turkish"": II. Adagio",20.0,0.283,0.0595,4.0,-19.631,1,0.0456,0.95,0.0345,0.11,0.143,137.768,6.880216667,3,7 -Red Hot Chili Peppers,Breaking the Girl,62.0,0.348,0.686,8.0,-12.748,0,0.0319,0.0233,0.00256,0.145,0.635,178.466,295373.0,3,10 -Gracie and Rachel,Speak (Future Generations Remix),24.0,0.753,0.321,5.0,-9.758,1,0.0897,0.16,0.000624,0.117,0.504,152.04,180276.0,4,6 -Backstreet Boys,Bye Bye Love,34.0,0.762,0.691,6.0,-3.761,0,0.033,0.0556,,0.242,0.713,126.978,4.341333333,4,9 -Kushal Chokshi,Kaahe Kanha,30.0,0.593,0.857,10.0,-5.858,0,0.108,0.255,0.0035,0.205,0.448,124.842,2.632,4,0 -Olivia Rodrigo,traitor,94.0,0.38,0.339,3.0,-7.885,1,0.0338,0.691,,0.12,0.0849,100.607,3.82045,4,9 -Cloud Nothings,The Spirit Of,31.0,0.136,0.945,11.0,-7.602,0,0.13,0.000312,0.0883,0.203,0.485,188.429,150629.0,4,10 -Bruce Springsteen,Thunder Road,,0.37,0.673,5.0,-8.507,1,0.0338,0.683,3.75e-05,0.387,0.666,140.302,4.81,4,0 -Mabes,Bigger Picture,34.0,0.532,0.375,6.0,-7.969,0,0.0437,0.776,,0.1,0.535,170.341,195658.0,4,9 -"Bhavya Pandit, Avijeet Satapathy",Ghir Ghir Ke,,0.512,0.726,1.0,-5.846,1,0.0653,0.207,0.0218,0.131,0.426,80.015,4.119266667,4,0 -Sugar High,Alone,35.0,0.475,0.43,2.0,-10.652,1,0.0252,0.446,0.322,0.126,0.058,77.951,182000.0,4,6 -Nirvana,About A Girl,71.0,0.409,0.932,11.0,-4.538,0,0.0339,1.87e-05,1.6e-06,0.31,0.591,131.761,166640.0,4,10 -HILMA,After the Storm,43.0,0.187,0.0275,5.0,-27.442,0,0.0348,0.977,0.866,0.116,0.0894,81.322,2.9375,4,7 -Queen,Heaven For Everyone - Remastered 2011,58.0,0.593,0.425,,-9.775,1,0.0288,0.29,1.34e-06,0.167,0.268,110.208,336160.0,4,10 -The Pale White,Glue,38.0,0.301,0.887,4.0,-3.68,1,0.0525,0.00237,1.6e-05,0.197,0.622,176.054,217246.0,4,10 -YoungBoy Never Broke Again,White Teeth,68.0,0.638,0.66,3.0,-7.115,0,0.299,0.246,,0.134,0.738,157.996,174684.0,4,5 -Body Count,Body Count's in the House,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,10 -Hunter Hayes,Wanted,68.0,0.421,0.476,,-7.692,1,0.0298,0.268,,0.0816,0.3,169.784,3.814,4,4 -Anne Murray,Shadows In The Moonlight,39.0,0.63,0.689,,-5.927,1,0.0253,0.00351,4.7e-05,0.103,0.422,104.683,3.49555,4,4 -Goldpark,Beautiful Desperation,36.0,0.331,0.914,6.0,-4.251,0,0.0845,0.000949,,0.0807,0.375,160.04,195536.0,4,6 -TOOL,Schism,69.0,0.567,0.714,9.0,-8.512,0,0.0302,0.0012,0.417,0.186,0.191,107.441,403533.0,3,8 -Osi And The Jupiter,Gr√• Hest,34.0,0.48,0.347,7.0,-12.288,1,0.0316,0.658,0.996,0.106,0.228,117.299,189545.0,4,8 -Homeschool,Smartest Man (feat. Samia),40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,1 -Tones And I,Fly Away,82.0,0.806,0.513,4.0,-6.208,1,0.0685,0.217,,0.217,0.503,124.988,178157.0,4,9 -Shy Glizzy,Ridiculous,48.0,0.826,0.5,7.0,-8.266,1,0.147,0.0445,,0.202,0.493,130.014,200368.0,4,5 -Sy Ari Da Kid,Top 10,41.0,0.561,0.543,1.0,-10.709,0,0.283,0.624,,0.324,0.908,79.337,211958.0,4,5 -Dead Quiet,Of Sound and Fury,24.0,0.262,0.925,,-7.136,1,0.0721,0.00305,0.0151,0.075,0.374,84.963,365684.0,4,8 -Live,Lightning Crashes,67.0,0.385,0.433,11.0,-9.256,1,0.0435,0.241,7.07e-06,0.11,0.427,89.974,325600.0,4,10 -Onyx,Slam,62.0,0.876,0.71,11.0,-12.908,1,0.347,0.0654,0.00312,0.918,0.724,98.305,218333.0,4,5 -Amy Allen,Difficult,43.0,0.768,0.523,2.0,-5.088,1,0.0374,0.343,7.56e-05,0.1,0.538,115.934,200320.0,4,6 -Still Woozy,Goodie Bag,77.0,0.739,0.522,7.0,-12.304,0,0.151,0.821,0.00124,0.233,0.619,138.263,146390.0,4,9 -Keb' Mo',Howl For Me Daddy,32.0,0.649,0.71,4.0,-6.656,0,0.0875,0.424,0.0243,0.118,0.733,149.928,145480.0,4,2 -Flea,I Make My Own Rules,11.0,0.723,0.989,2.0,-2.944,1,0.176,0.0565,,0.689,0.333,105.986,273373.0,4,10 -The Rods,Let Them Eat Metal,43.0,0.626,0.721,9.0,-6.35,0,0.0305,0.0014,0.00575,0.203,0.493,116.414,237440.0,4,8 -Helena Deland,Lylz,28.0,0.672,0.696,1.0,-7.885,1,0.034,0.547,0.629,0.175,0.455,112.762,183068.0,4,6 -Flotsam & Jetsam,Burn the Sky,36.0,0.405,0.983,11.0,-5.272,1,0.11,2.7e-06,1.47e-05,0.372,0.275,174.959,266920.0,4,8 -My Perfect End,River of Denial,27.0,0.458,0.992,1.0,-1.836,0,0.113,0.00035,0.0419,0.347,0.414,164.978,231080.0,4,8 -Persona La Ave,GottasaythatIneedyou,30.0,0.679,0.684,8.0,-7.691,1,0.166,0.124,0.45,0.587,0.786,169.939,324800.0,3,6 -Arlo Parks,Hope,57.0,0.59,0.521,1.0,-8.823,0,0.0335,0.404,0.000101,0.357,0.423,99.165,270067.0,4,9 -Basement,Disconnect,29.0,0.385,0.979,3.0,-3.436,1,0.109,0.000934,,0.282,0.25,154.977,209213.0,4,10 -The Velvet Underground,Rock & Roll,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,6 -Bishop Gunn,Alabama,56.0,0.472,0.626,9.0,-8.499,1,0.0849,0.312,0.00243,0.121,0.296,75.007,214293.0,4,10 -Tuns,In Another Life,27.0,0.537,0.828,4.0,-4.707,1,0.0451,0.057,0.000159,0.164,0.795,133.816,155594.0,4,10 -Sowulo,Spatle «¢ghwas,39.0,0.379,0.452,2.0,-10.551,1,0.0313,0.224,0.116,0.105,0.0928,119.929,260000.0,4,8 -Machine Gun Kelly,my ex's best friend (with blackbear),85.0,0.731,0.675,5.0,-5.134,0,0.0434,0.00473,,0.141,0.298,124.939,139461.0,4,9 -Rabea Massaad,Brute Force,38.0,0.504,0.964,1.0,-8.113,1,0.13,2.53e-06,0.746,0.0728,0.224,125.03,150125.0,4,8 -Hurts,Miracle,42.0,0.396,0.813,2.0,-3.911,0,0.0348,0.0114,3.94e-06,0.324,0.422,85.019,224973.0,4,10 -Elder,Illusory Motion,42.0,0.311,0.619,3.0,-9.076,1,0.0314,0.0377,0.894,0.109,0.241,79.92,593387.0,4,10 -Big Ups,Fear,24.0,0.464,0.41,4.0,-8.721,1,0.0435,0.0954,0.0902,0.284,0.232,126.682,283850.0,3,1 -Josh Teskey,Hungry Heart,40.0,0.702,0.206,1.0,-10.468,1,0.0394,0.835,1.95e-05,0.0932,0.54,122.839,201302.0,4,10 -Noam Rotem,◊î◊©◊û◊ô◊õ◊î ◊î◊ú◊ë◊†◊î,23.0,0.489,0.738,9.0,-10.405,1,0.0383,0.0885,0.349,0.104,0.514,141.912,172300.0,4,10 -Netta,Supercalifragilisticexpialidocious,31.0,0.878,0.46,8.0,-11.155,1,0.701,0.227,,0.081,0.937,82.003,183597.0,4,9 -Tash Sultana,Mystik,54.0,0.548,0.699,2.0,-7.149,0,0.0517,0.0223,0.000392,0.0903,0.308,132.798,249296.0,4,6 -Rowdy Rebel,Jesse Owens (feat. NAV),63.0,0.821,0.745,10.0,-4.844,0,0.286,0.0653,,0.166,0.432,142.023,185785.0,4,5 -The Cure,A Night Like This,47.0,0.634,0.868,6.0,-6.858,0,0.0287,0.00867,0.00656,0.205,0.655,121.955,256320.0,4,10 -Kembe X,Back At It,46.0,0.489,0.832,2.0,-5.717,1,0.19,0.208,2.02e-06,0.139,0.253,148.068,194605.0,4,5 -Elvin T,Get Close - Edit,,0.705,0.862,,-5.962,0,0.0921,0.0884,0.918,0.26,0.424,125.303,237342.0,4,1 -Kali Uchis,telepatía,88.0,0.653,0.524,11.0,-9.016,0,0.0502,0.112,,0.203,0.553,83.97,2.66985,4,9 -Loud Luxury,Body,75.0,0.752,0.764,1.0,-4.399,1,0.038,0.0476,9.44e-05,0.0543,0.582,121.958,163216.0,4,9 -The Elovaters,Let It All Out,49.0,0.719,0.883,3.0,-5.948,1,0.0308,0.0469,0.000981,0.438,0.964,132.992,275244.0,4,10 -O.R.k.,Kneel to Nothing,29.0,0.384,0.79,2.0,-6.104,0,0.0457,0.00518,6.56e-05,0.117,0.404,167.989,278227.0,4,10 -Eyal Golan,◊†◊®◊ê◊™◊î ◊ú◊ê◊ó◊®◊ï◊†◊î,35.0,0.711,0.731,2.0,-6.016,0,0.0346,0.213,3.38e-06,0.133,0.66,104.999,236312.0,4,9 -Patrick Paige II,Whisper (Want My Luv),52.0,0.725,0.629,4.0,-6.208,0,0.0461,0.172,0.0186,0.347,0.499,91.961,229558.0,4,5 -Yehudit Ravitz,◊ê◊®◊ë◊¢ ◊ú◊§◊†◊ï◊™ ◊ë◊ï◊ß◊®,28.0,0.86,0.5,9.0,-12.881,1,0.0435,0.642,0.000473,0.0822,0.972,125.562,188040.0,4,10 -Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,10 -Pratik Tushar,Uncooked Blues,15.0,0.403,0.206,4.0,-17.154,1,0.0522,0.829,0.843,0.136,0.5,90.689,179003.0,4,6 -Tigercub,Stop Beating on My Heart (Like a Bass Drum),45.0,0.493,0.711,5.0,-5.994,1,0.0684,0.00496,2.71e-05,0.519,0.313,138.032,225068.0,4,1 -John Denver,"Take Me Home, Country Roads",77.0,0.255,0.43,9.0,-12.564,1,0.0322,0.546,1.87e-05,0.188,0.546,164.267,197813.0,4,9 -Fruit Bats,Shane,53.0,0.678,0.789,2.0,-10.243,1,0.0277,0.00227,0.575,0.324,0.745,125.941,221326.0,4,6 -Enslaved,Loke,30.0,0.189,0.995,11.0,-7.07,1,0.116,2.86e-06,0.88,0.771,0.0336,81.58,261920.0,4,8 -Spring King,Us Vs Them,24.0,0.548,0.895,9.0,-4.408,1,0.0356,0.0318,,0.162,0.654,117.083,222111.0,4,10 -Iron Maiden,The Wicker Man - 2015 Remaster,57.0,0.424,0.98,4.0,-4.33,0,0.154,0.000855,5.72e-06,0.129,0.296,101.502,275253.0,4,8 -Youngest,◊ë◊ê ◊ú◊ö ◊¢◊ú◊ô◊ô,18.0,0.469,0.565,5.0,-7.408,0,0.204,0.196,,0.206,0.352,95.022,193263.0,4,5 -Limp Bizkit,Break Stuff,74.0,0.432,0.884,8.0,-6.659,1,0.13,0.0127,0.000527,0.166,0.624,108.948,166707.0,4,10 -Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,6 -Jonny Lang,Before You Hit The Ground,41.0,0.724,0.876,11.0,-5.854,0,0.0873,0.16,0.00278,0.116,0.812,92.169,234133.0,4,10 -"Lata Mangeshkar, Babla Mehta",Tere Mere Honthon Pe,30.0,0.262,0.419,6.0,-17.099,1,0.041,0.807,1.08e-05,0.0932,0.356,73.918,5.553333333,3,3 -Broken Bells,After the Disco,53.0,0.729,0.74,9.0,-5.444,1,0.0258,0.00226,0.0305,0.13,0.966,115.984,219293.0,4,6 -Dudu Aharon,◊û◊¢◊ú◊ô◊ï◊™,23.0,0.695,0.727,,-6.589,0,0.0405,0.0573,,0.19,0.537,101.992,197667.0,4,9 -Fates Warning,Scars,25.0,0.547,0.922,4.0,-6.352,1,0.0986,0.00211,0.0275,0.112,0.31,121.978,304932.0,4,8 -JP Cooper,Holy Water,25.0,0.58,0.616,9.0,-5.928,0,0.0406,0.184,,0.148,0.528,78.943,219438.0,4,9 -Bubba Sparxxx,Ugly,14.0,0.76,0.831,6.0,-5.743,1,0.164,0.265,8.12e-05,0.201,0.712,90.81,265227.0,4,5 -Agnes Obel,September Song,62.0,0.23,0.0971,,-27.043,1,0.0415,0.934,0.764,0.106,0.133,134.926,204332.0,1,6 -Allah-Las,Catamaran,52.0,0.564,0.846,4.0,-5.897,0,0.0437,0.00692,0.00175,0.0452,0.696,122.035,212986.0,4,9 -Black Sabbath,The Wizard,53.0,0.523,0.706,2.0,-11.521,1,0.0935,0.0307,0.000274,0.337,0.407,99.684,260640.0,4,8 -Rich The Kid,Richard Mille Patek,64.0,0.722,0.635,,-4.59,0,0.363,0.219,,0.272,0.557,68.461,153005.0,4,5 -Gene Loves Jezebel,Break the Chain,42.0,0.664,0.815,9.0,-6.839,0,0.0306,0.0025,5.16e-05,0.604,0.594,118.451,288400.0,4,10 -"Timeflies, Kira Kosarin",Raincoat - Acoustic,52.0,0.709,0.285,10.0,-7.503,1,0.0795,0.618,,0.154,0.438,76.884,3.59421667,4,0 -Golden Earring,Twilight Zone,52.0,0.656,0.756,11.0,-6.516,0,0.0399,0.00785,3.49e-05,0.0927,0.542,118.56,478107.0,4,10 -Survivor,High on You,55.0,0.659,0.714,7.0,-9.811,1,0.0321,0.398,1.15e-05,0.174,0.871,125.152,248200.0,4,10 -Morrissey,Back on the Chain Gang,53.0,0.49,0.841,9.0,-7.452,1,0.0342,8.01e-05,0.129,0.119,0.718,152.087,231000.0,4,6 -"Igor Stravinsky, Concertgebouworkest, Riccardo Chailly",Apollon musagète (1947 Version): 8. Pas de deux (Apollo And Terpsichore),21.0,0.0993,0.0154,,-34.797,1,0.0375,0.942,0.47,0.064,0.0764,88.646,3.916666667,4,7 -Cautious Clay,Cold War,68.0,0.654,0.47,1.0,-10.383,0,0.0586,0.274,0.249,0.103,0.462,77.083,202597.0,4,6 -Dudu Tassa,◊ú◊©◊ô◊ù ◊™'◊®◊ê◊©,22.0,0.488,0.874,6.0,-4.059,0,0.0353,5.89e-05,0.0053,0.102,0.525,99.945,269165.0,4,10 -Eagles Of Death Metal,I Only Want You,45.0,0.547,0.945,9.0,-3.207,1,0.118,0.594,0.00141,0.102,0.902,173.862,168920.0,4,9 -Lata Mangeshkar,Bhai Battur,12.0,0.48,0.467,6.0,-10.235,1,0.0545,0.969,0.00376,0.0843,0.735,131.746,4.707783333,4,3 -Moshe Peretz,◊ê◊ô◊ö ◊©◊ê◊™ ◊ô◊§◊î,18.0,0.363,0.548,,-5.046,1,0.0279,0.493,,0.318,0.374,159.812,254133.0,4,9 -Lion's Share,Aim Higher,31.0,0.573,0.981,4.0,-3.479,1,0.0426,0.000401,0.0055,0.403,0.641,131.037,279031.0,4,8 -Loretta Lynn,Coal Miner's Daughter,,0.6,0.517,9.0,-9.567,1,0.032,0.791,0.0187,0.108,0.645,136.521,3.027766667,4,4 -Martin Luke Brown,Opalite,41.0,0.728,0.664,2.0,-5.543,1,0.0438,0.00973,0.000515,0.37,0.105,104.021,211749.0,4,10 -Tokyo Ska Paradise Orchestra,§öÈáçÈú≤ÂÖâ feat.Â∑ù‰∏äÊ¥ãÂπ≥,45.0,0.382,0.944,7.0,-2.311,0,0.1,0.0705,,0.323,0.672,97.037,193360.0,4,10 -Deaf Wish,FFS,23.0,0.332,0.943,9.0,-7.401,1,0.0794,0.00198,0.561,0.381,0.125,78.566,133479.0,4,1 -Jack Johnson,My Mind Is For Sale,63.0,0.83,0.682,2.0,-7.16,1,0.134,0.676,0.000367,0.123,0.762,97.849,239840.0,4,9 -prettyboys,WINTER HOOKUP,36.0,0.786,0.46,1.0,-8.028,1,0.241,0.438,2.35e-05,0.114,0.413,139.981,174962.0,4,5 -"Christone ""Kingfish"" Ingram",Rock & Roll,51.0,0.532,0.473,2.0,-7.179,1,0.0295,0.647,8.03e-06,0.0753,0.345,145.072,290483.0,3,10 -Sylvan Esso,Radio,55.0,0.557,0.895,,-6.547,1,0.0329,0.642,0.0186,0.254,0.591,119.993,212333.0,4,6 -Lala Lala,Destroyer,47.0,0.604,0.594,10.0,-6.706,1,0.0259,0.757,0.635,0.148,0.333,109.931,192550.0,4,1 -Sullivan King,LOUD (feat. Jason Aalon from FEVER 333),,0.401,0.969,11.0,-3.636,1,0.157,0.000246,7.84e-06,0.326,0.273,144.706,208000.0,4,8 -Dorothy,Down To The Bottom,55.0,0.613,0.608,11.0,-5.429,0,0.0263,0.0147,,0.245,0.523,87.467,152468.0,4,10 -Winnetka Bowling League,barcelona,57.0,0.549,0.86,10.0,-4.147,1,0.0498,0.017,4.26e-06,0.206,0.512,83.971,225413.0,4,9 -"Dublin, Texas",RF Shannon,43.0,0.513,0.524,8.0,-8.608,0,0.0273,0.0127,0.184,0.0927,0.553,78.381,4.488116667,4,0 -Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,1 -Kojey Radical,No Gangster,40.0,0.552,0.627,1.0,-8.455,1,0.344,0.448,0.00711,0.134,0.643,123.59,213947.0,5,5 -Coheed and Cambria,Jessie's Girl 2 - Director's Cut,31.0,0.492,0.942,7.0,-4.201,1,0.0815,0.00518,,0.0875,0.662,155.266,231578.0,4,10 -Austin Meade,Happier Alone,44.0,0.532,0.833,8.0,-6.556,1,0.0357,0.00195,,0.0764,0.429,99.989,224028.0,4,8 -Outline In Color,Why Should You Survive,46.0,0.472,0.932,1.0,-3.894,1,0.246,0.00064,,0.133,0.159,131.948,241800.0,4,8 -Mukesh,Kahin Door Jab Din Dhal Jaye,36.0,0.524,0.423,5.0,-7.392,1,0.0348,0.852,1.04e-06,0.301,0.484,91.372,5.623116667,4,3 -Hannah Jadagu,Sundown,31.0,0.55,0.716,,-5.084,1,0.0397,0.299,0.0396,0.141,0.202,110.027,216367.0,4,6 -Lucia & The Best Boys,Blueheart,29.0,0.348,0.726,,-4.73,1,0.0449,0.000363,0.000142,0.383,0.661,182.587,169164.0,4,10 -◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊î◊ê◊ñ◊®◊ó ◊î◊ß◊ò◊ü,42.0,0.668,0.632,1.0,-6.611,1,0.338,0.228,2.91e-06,0.123,0.363,120.156,202372.0,4,5 -In Hearts Wake,Worldwide Suicide,42.0,0.391,0.997,1.0,-2.383,1,0.244,0.000329,0.0074,0.288,0.156,86.44,116500.0,4,8 -Mammoth WVH,Distance,50.0,0.404,0.962,2.0,-5.106,1,0.387,0.000495,0.654,0.384,0.418,177.045,252417.0,4,10 -Lily Rose,Villain,70.0,0.632,0.642,,-7.957,1,0.0646,0.313,,0.092,0.175,107.377,2.9348,4,4 -ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,230480.0,4,10 -Kid Rock,Bawitdaba,,0.556,0.997,6.0,-1.524,0,0.202,0.0107,0.0355,0.204,0.662,181.005,229107.0,4,8 -Skylar Spence,Kratos in Love,38.0,0.718,0.776,7.0,-7.046,0,0.0329,0.00338,0.369,0.239,0.677,127.006,170635.0,4,6 -The New Mastersounds,Take What You Need,35.0,0.641,0.993,9.0,-3.262,1,0.0504,0.302,0.744,0.41,0.505,105.966,191160.0,4,10 -Peled,◊ú◊ê ◊®◊ï◊¶◊î ◊ú◊ô◊©◊ï◊ü,20.0,0.804,0.582,5.0,-10.401,1,0.266,0.439,,0.11,0.461,120.1,281992.0,4,5 -ilyTOMMY,10 outta 10,41.0,0.865,0.286,7.0,-11.117,1,0.34,0.207,,0.108,0.201,79.935,132000.0,4,5 -Richard D. James,#20 (Lichen),33.0,0.162,0.112,,-17.167,1,0.0379,0.954,0.915,0.116,0.0504,70.04,237832.0,3,1 -Moses Boyd,2 Far Gone - Vocal Mix,41.0,0.415,0.79,1.0,-7.349,1,0.0515,0.0192,0.0319,0.132,0.376,123.912,309625.0,4,1 -Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,6 -Mike Zito,Death Row,39.0,0.714,0.596,2.0,-8.288,1,0.0288,0.511,0.00718,0.0593,0.665,141.496,247907.0,4,2 -Gary Clark Jr.,This Land,47.0,0.506,0.921,10.0,-2.967,0,0.0606,0.019,8.09e-05,0.0677,0.279,82.033,341667.0,4,10 -Held Down,Laura Marling,54.0,0.476,0.493,7.0,-7.87,1,0.0346,0.178,2.2e-06,0.353,0.412,79.712,4.132,4,0 -VAPERROR,Thickedge,35.0,0.25,0.751,8.0,-9.246,1,0.0554,0.451,0.863,0.11,0.295,180.675,196375.0,5,6 -KennyHoopla,lost cause// (with grandson),54.0,0.698,0.675,4.0,-4.941,0,0.0412,0.000348,0.251,0.0916,0.484,116.02,171285.0,4,10 -DƒÅM-FunK,Night Kruise,37.0,0.792,0.41,11.0,-7.344,1,0.058,0.00226,0.777,0.0898,0.581,103.993,257455.0,4,6 -That Spell,Andrea von Kampen,35.0,0.836,0.335,5.0,-9.608,1,0.0325,0.749,0.0831,0.0884,0.479,128.939,3.391783333,4,0 -Major Murphy,In the Meantime,28.0,0.572,0.931,4.0,-5.403,1,0.0411,0.00103,0.000897,0.106,0.59,121.974,226583.0,4,6 -Billy Adams,Rock Pretty Mama,28.0,0.454,0.683,10.0,-11.151,0,0.0904,0.691,2.45e-06,0.206,0.59,167.226,131400.0,4,10 -Marika Hackman,Realiti,32.0,0.401,0.295,5.0,-10.624,0,0.0305,0.873,0.00096,0.0978,0.166,99.622,186827.0,4,6 -Rannar Sillard,Distant Glow,53.0,0.199,0.045,,-22.016,1,0.0385,0.913,0.93,0.11,0.0513,74.677,2.1886,4,7 -Eva Under Fire,Heroin(e),44.0,0.524,0.896,,-2.425,0,0.0488,0.00938,,0.104,0.376,91.537,199190.0,4,10 -Candlebox,Far Behind,66.0,0.552,0.645,7.0,-6.595,1,0.0268,0.00187,1.38e-06,0.0424,0.588,89.518,299733.0,4,10 -Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,10 -Lil Wayne,6 Foot 7 Foot,64.0,0.364,0.752,2.0,-5.429,1,0.304,0.0007,,0.318,0.606,79.119,248587.0,4,5 -Carlie Hanson,Gucci Knife (feat. MASN),20.0,0.68,0.623,11.0,-6.657,0,0.0464,0.055,,0.596,0.379,145.002,151642.0,4,9 -AJR,Weak,68.0,0.673,0.637,5.0,-4.518,1,0.0429,0.137,,0.184,0.678,123.98,201160.0,4,9 -Red Garland,Ralph J. Gleason Blues,33.0,0.497,0.315,10.0,-19.926,1,0.0426,0.968,0.875,0.106,0.822,92.858,400373.0,4,2 -Reflections,Cicada,42.0,0.621,0.963,1.0,-4.547,1,0.133,0.00388,9.39e-05,0.444,0.101,95.041,181823.0,4,8 -Backstreet Boys,Unsuspecting Sunday Afternoon,31.0,0.423,0.425,,-5.018,1,0.028,0.208,,0.111,0.228,73.755,3.368216667,4,9 -The Jungle Giants,Treat You Right,56.0,0.664,0.759,9.0,-4.926,0,0.0428,0.0169,0.0025,0.179,0.771,160.023,221466.0,4,6 -Meaningful Stone,Footsteps,19.0,0.666,0.801,9.0,-6.342,1,0.0342,0.292,1.83e-06,0.0893,0.6,119.986,245199.0,4,10 -EKKSTACY,i want to be by your side (feat. herhexx),54.0,0.75,0.593,9.0,-12.074,1,0.0331,0.0792,0.785,0.283,0.846,119.985,157523.0,4,9 -Skegss,Up In The Clouds,51.0,0.553,0.64,,-9.246,1,0.0288,0.0109,,0.205,0.478,104.989,149623.0,4,1 -The Verve,Lucky Man,65.0,0.407,0.663,2.0,-7.591,1,0.0305,0.255,0.000166,0.0913,0.211,75.989,293587.0,4,6 -Lost Symphony,Conflagration,25.0,0.143,0.954,4.0,-5.157,0,0.172,0.000102,0.923,0.393,0.142,94.851,281660.0,3,8 -Genesis,Follow You Follow Me - Remastered 2007,63.0,0.531,0.747,7.0,-9.368,1,0.0344,0.146,0.0722,0.07,0.761,93.559,240991.0,4,10 -The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,10 -Ray Charles,Georgia on My Mind - Original Master Recording,60.0,0.138,0.399,7.0,-8.756,1,0.0311,0.782,3.65e-06,0.188,0.296,179.93,217415.0,4,5 -Foreign Air,Monsters,50.0,0.552,0.673,9.0,-4.9,0,0.0298,0.00553,,0.114,0.174,89.993,224053.0,4,10 -Polyphia,LIT,46.0,0.54,0.789,1.0,-5.27,0,0.0382,0.00414,0.207,0.124,0.54,99.022,252464.0,4,8 -Donny Hathaway,Little Ghetto Boy,41.0,0.535,0.509,6.0,-7.519,0,0.0562,0.729,3.59e-06,0.601,0.594,92.249,232093.0,4,5 -Echo & the Bunnymen,The Cutter,51.0,0.471,0.955,7.0,-5.219,1,0.121,0.00485,1.44e-06,0.162,0.35,139.266,232746.0,4,1 -We Three Trio,Skating,49.0,0.526,0.341,10.0,-17.948,0,0.036,0.886,0.921,0.0953,0.169,123.366,3.283333333,3,7 -Rostam,These Kids We Knew,46.0,0.675,0.649,4.0,-8.937,1,0.0562,0.334,0.0655,0.11,0.496,148.0,148267.0,4,6 -Wale,JUNE 5th / QueenZnGodZ,30.0,0.701,0.839,1.0,-3.583,0,0.259,0.575,,0.0943,0.527,86.504,309615.0,4,5 -Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,6 -Freak Kitchen,Raw,40.0,0.536,0.796,3.0,-9.392,0,0.034,0.00297,0.12,0.0559,0.696,95.902,258640.0,4,8 -Thomas Rhett,Unforgettable,69.0,0.661,0.75,7.0,-5.497,1,0.0314,0.0303,0.000132,0.0849,0.828,130.077,2.618,4,4 -DUSTY LOCANE,MOVE DOLEY,61.0,0.792,0.676,2.0,-8.825,1,0.344,0.208,1.65e-06,0.103,0.68,143.877,200078.0,4,5 -The Order,Supreme Hypocrisy,27.0,0.548,0.967,7.0,-4.182,1,0.0381,0.00012,0.0744,0.0636,0.365,102.968,235733.0,4,8 -Paris Green,Redrum,23.0,0.616,0.784,10.0,-8.2,0,0.0366,6.57e-05,0.902,0.0717,0.368,121.999,352636.0,4,1 -George Clanton,Driving in My Car,43.0,0.597,0.678,1.0,-6.391,1,0.0261,0.0278,0.882,0.117,0.646,97.003,217940.0,4,9 -Surfing,Lifetime,40.0,0.523,0.923,5.0,-7.203,0,0.0329,0.00152,0.878,0.353,0.796,94.012,203387.0,4,6 -"Hemant Kumar, Geeta Dutt",Jai Jagdish Hare,11.0,0.312,0.347,1.0,-9.723,1,0.0297,0.971,0.172,0.422,0.308,90.522,3.186883333,4,3 -Blxst,Fck Boys,70.0,0.63,0.491,4.0,-5.549,0,0.41,0.766,,0.101,0.497,98.368,163200.0,4,5 -"Leonard Cohen, Sheku Kanneh-Mason, Didier Osindero, Alinka Rowe, Yong Jun Lee",Hallelujah (Arr. Hodge for Cello and Strings),50.0,0.159,0.0321,9.0,-22.421,0,0.0565,0.977,0.696,0.0963,0.142,180.407,3.442,3,7 -Weezer,Why Bother?,47.0,0.55,0.965,3.0,-3.819,1,0.0679,0.0309,,0.11,0.601,140.344,128400.0,4,10 -Elm Tree Circle,Feel the Burn,18.0,0.371,0.899,6.0,-4.056,1,0.0657,2.99e-05,0.000158,0.0367,0.524,139.922,172458.0,4,10 -Roddy Ricch,Roll Dice,57.0,0.876,0.443,2.0,-8.995,1,0.178,0.279,,0.105,0.496,153.029,170995.0,3,5 -Joanne Shaw Taylor,Here Comes the Flood,31.0,0.233,0.951,10.0,-4.393,0,0.0843,0.000299,0.579,0.351,0.655,182.737,315178.0,4,2 -8485,southview,44.0,0.424,0.691,9.0,-5.823,1,0.0558,0.0785,,0.0818,0.27,143.97,170031.0,4,1 -Roachford,Cuddly Toy,49.0,0.664,0.837,10.0,-9.027,0,0.0497,0.107,,0.293,0.732,125.628,3.8,4,10 -Omer Adam,Names Mimeh,31.0,0.552,0.875,,-4.192,0,0.077,0.238,,0.11,0.635,164.0,233053.0,4,9 -Nick Mulvey,Moment Of Surrender,54.0,0.61,0.662,2.0,-9.182,1,0.0402,0.57,0.00846,0.13,0.527,104.122,299180.0,4,1 -Britney Spears,...Baby One More Time,78.0,0.759,0.699,,-5.745,0,0.0307,0.202,0.000131,0.443,0.907,92.96,3.517783333,4,9 -Verzache,The Loser,73.0,0.748,0.297,1.0,-10.613,1,0.132,0.485,0.27,0.138,0.114,123.983,131587.0,4,6 -Gugun Power Trio,Vixen Eyes,35.0,0.687,0.853,6.0,-7.761,1,0.0567,0.0801,0.00171,0.109,0.918,110.051,256680.0,4,2 -The Sounds,No One Sleeps When I‚Äôm Awake,42.0,0.527,0.851,6.0,-4.117,1,0.0438,0.00156,1.52e-05,0.147,0.519,131.968,264307.0,4,1 -Phat Phunktion,Well Run Dry,40.0,0.71,0.914,9.0,-3.592,1,0.0749,0.0602,0.00377,0.165,0.742,125.039,244840.0,4,2 -Wallie the Sensei,03 Flow,,0.775,0.38,1.0,-12.778,1,0.183,0.65,,0.0654,0.507,92.008,208500.0,4,5 -Akiva,◊ê◊ú ◊™◊¢◊ñ◊ë◊ô ◊ô◊ì◊ô◊ô◊ù,50.0,0.598,0.455,1.0,-7.951,0,0.0475,0.737,6.74e-06,0.224,0.257,88.078,208500.0,4,9 -"Johnny Duncan, Janie Fricke",Stranger,42.0,0.57,0.555,5.0,-9.147,1,0.0273,0.121,,0.304,0.901,117.646,3.163116667,4,4 -Foushe√©,Deep End,79.0,0.711,0.592,4.0,-7.136,0,0.23,0.758,,0.156,0.535,124.749,141224.0,4,10 -Slikback,Quoios,16.0,0.593,0.835,,-9.882,0,0.0781,0.0297,0.844,0.127,0.0616,130.044,218233.0,4,6 -The Goo Goo Dolls,Come to Me,50.0,0.589,0.669,,-4.835,1,0.0253,0.0505,,0.131,0.421,92.06,225333.0,4,10 -The Promise Ring,Red & Blue Jeans,39.0,0.527,0.653,,-7.24,1,0.0317,0.000629,0.685,0.118,0.811,76.257,175107.0,4,10 -Tkay Maidza,Where Is My Mind?,59.0,0.544,0.507,1.0,-4.963,0,0.0314,0.0056,0.000192,0.288,0.151,148.002,177261.0,4,6 -Elina Filice,Thinking of You,43.0,0.674,0.597,2.0,-9.791,1,0.236,0.587,3.93e-06,0.0935,0.347,99.854,260750.0,4,1 -Demob Happy,Mother Machine,35.0,0.298,0.677,6.0,-8.85,1,0.0888,0.00416,0.00297,0.088,0.344,129.397,216239.0,4,10 -The Moody Blues,Nights In White Satin - Single Edit,1.0,0.182,0.451,4.0,-7.841,0,0.0303,0.249,0.203,0.186,0.205,158.623,265400.0,3,10 -Twin Wild,Willow Tree,47.0,0.457,0.887,8.0,-4.138,1,0.0533,0.000186,,0.11,0.221,95.015,199413.0,4,1 -Movulango,Leave,31.0,0.744,0.481,2.0,-8.819,1,0.0393,0.0121,0.0498,0.0722,0.702,112.008,171013.0,4,6 -J.I the Prince of N.Y,R&B Shit (feat. A Boogie Wit da Hoodie),65.0,0.542,0.458,6.0,-10.885,0,0.386,0.493,,0.0875,0.496,99.218,212695.0,4,5 -Kansas,Carry on Wayward Son,76.0,0.482,0.786,7.0,-5.735,1,0.032,0.00321,8.88e-05,0.446,0.793,126.755,323000.0,4,10 -Lofofora,La surface,11.0,0.529,0.908,4.0,-5.727,1,0.0732,0.000285,0.000445,0.113,0.582,146.055,255107.0,4,10 -Carlton Maison Quartet,Time After Time,58.0,0.477,0.14,,-13.756,1,0.0385,0.975,0.0893,0.0993,0.28,78.842,3.614233333,4,7 -MICHELLE,SUNRISE,53.0,0.787,0.422,,-8.552,1,0.0569,0.287,0.111,0.3,0.607,87.018,176667.0,4,6 -Deftones,Do You Believe,40.0,0.258,0.918,,-7.533,1,0.0657,1.53e-05,0.0567,0.342,0.528,182.868,208493.0,4,8 -The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,10 -The Wrecks,Fvck Somebody,54.0,0.533,0.661,6.0,-5.196,0,0.0418,0.0239,2.45e-06,0.347,0.603,142.079,181013.0,4,1 -Trinidad Cardona,Dinero,88.0,0.708,0.782,2.0,-4.687,1,0.0674,0.00772,,0.107,0.484,119.997,2.68133333,4,9 -Leon Bridges,Motorbike,68.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,9 -Amaarae,JUMPING SHIP,52.0,0.758,0.601,4.0,-7.042,0,0.141,0.151,0.00809,0.169,0.575,126.03,201637.0,4,9 -"Lata Mangeshkar, Mukesh",Dil Ki Nazar Se,26.0,0.56,0.224,5.0,-15.601,0,0.0368,0.879,3.24e-05,0.384,0.775,82.944,4.671116667,3,3 -Martin Garrix,Summer Days (feat. Macklemore & Patrick Stump of Fall Out Boy),78.0,0.661,0.723,5.0,-6.976,0,0.0566,0.179,1.23e-05,0.14,0.316,113.778,163805.0,4,9 -Shekel,◊ô◊ú◊ì ◊¢◊ô◊ß◊©,25.0,0.833,0.727,2.0,-5.387,1,0.198,0.0485,,0.12,0.414,104.985,188047.0,4,5 -Emeli Sand√©,Next To Me,61.0,0.664,0.799,7.0,-5.121,0,0.0368,0.0932,0.000108,0.105,0.35,94.991,196747.0,4,9 -War & Pierce,Amen,50.0,0.785,0.43,4.0,-9.453,0,0.0653,0.316,0.00159,0.0829,0.491,85.99,247478.0,4,10 -Ash,Shining Light,50.0,0.482,0.934,2.0,-3.486,1,0.0452,1.55e-05,0.00204,0.108,0.526,106.616,309013.0,4,10 -Gong,My Sawtooth Wake,23.0,0.546,0.784,11.0,-8.566,1,0.043,0.00175,0.146,0.0912,0.256,120.057,795013.0,4,10 -THE DRIVER ERA,Preacher Man,55.0,0.689,0.947,1.0,-3.926,1,0.0897,0.00209,,0.228,0.393,119.993,219390.0,4,10 -E the profit,Bluegrass,32.0,0.781,0.479,,-8.385,1,0.411,0.0249,,0.168,0.72,149.904,117200.0,4,9 -Local Boy,Horizon,39.0,0.722,0.462,1.0,-11.224,0,0.141,0.143,2.44e-06,0.528,0.743,158.074,224810.0,4,6 -Shrezzers,Demure,44.0,0.365,0.94,1.0,-3.325,0,0.151,0.000727,0.000226,0.093,0.318,199.918,252300.0,4,10 -Foxy Brown,Oh Yeah,52.0,0.618,0.691,10.0,-7.041,0,0.308,0.00452,3.17e-06,0.0614,0.762,170.446,260827.0,4,5 -Britney Spears,Gasoline,42.0,0.757,0.733,7.0,-4.722,1,0.0511,0.178,4.47e-06,0.101,0.552,119.984,3.14045,4,9 -France Gall,Laisse tomber les filles,39.0,0.663,0.699,2.0,-9.659,1,0.0313,0.485,,0.0994,0.965,132.817,124973.0,4,6 -Faye Webster,Better Distractions,52.0,0.707,0.513,6.0,-9.54,1,0.0242,0.063,0.0222,0.0916,0.574,96.345,249985.0,4,6 -my bloody valentine,only shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,6 -COIN,Sprite,57.0,0.563,0.691,2.0,-8.006,1,0.0357,0.0129,0.000404,0.0744,0.425,157.034,190813.0,4,6 -Joshua Burnside,Under the Concrete,46.0,0.431,0.392,6.0,-9.994,0,0.0585,0.705,7.33e-06,0.174,0.3,98.667,205876.0,3,1 -patchymate,Mirages,42.0,0.566,0.612,6.0,-4.672,1,0.106,0.0676,,0.066,0.732,118.402,128607.0,4,9 -Mirrors,Damien,37.0,0.447,0.979,5.0,-2.962,0,0.198,0.00537,8.55e-06,0.17,0.0833,111.998,259286.0,4,8 -M|O|O|N,Dust,58.0,0.418,0.66,2.0,-7.959,0,0.0447,0.0106,0.87,0.0727,0.245,100.007,302400.0,4,6 -Wolfheart,The Hammer,19.0,0.444,0.946,5.0,-6.98,1,0.0804,7.72e-05,0.793,0.108,0.0453,104.978,368696.0,4,8 -Palaye Royale,Lonely,68.0,0.622,0.619,2.0,-6.4,0,0.0561,0.0624,,0.081,0.483,147.965,186250.0,4,10 -Rosie Flores,If There Was a Way,31.0,0.35,0.496,7.0,-6.232,0,0.0307,0.382,0.000244,0.099,0.491,178.57,265867.0,3,2 -Villagers,A Trick of the Light,61.0,0.563,0.606,11.0,-8.159,1,0.0267,0.513,0.0391,0.132,0.425,150.0,248253.0,4,1 -Preston Shannon,Baby I Will,10.0,0.744,0.496,7.0,-10.81,0,0.0265,0.438,2.22e-05,0.0375,0.961,87.95,269000.0,4,2 -Lemon [Feat. Sharon Van Etten],"Local Natives, Sharon Van Etten",55.0,0.614,0.275,3.0,-8.744,1,0.027,0.904,2.26e-05,0.118,0.303,130.875,3.298,3,0 -Blue √ñyster Cult,Veteran of the Psychic Wars,49.0,0.453,0.776,,-9.937,1,0.0432,0.162,3.81e-05,0.349,0.568,85.992,289587.0,4,10 -Bleed From Within,The End of All We Know,53.0,0.311,0.959,6.0,-5.104,0,0.107,0.000505,0.00012,0.328,0.336,149.406,251512.0,3,8 -Eden Ben Zaken,◊™◊ñ◊ô◊ñ◊ï,42.0,0.732,0.904,8.0,-4.106,1,0.0492,0.146,3.07e-05,0.143,0.816,105.014,221827.0,4,9 -Karnatriix,Entharo Pallavi & Charanam,28.0,0.66,0.475,7.0,-10.152,1,0.0299,0.751,0.916,0.108,0.214,123.031,294013.0,4,6 -Inhaler,When It Breaks,54.0,0.429,0.964,2.0,-6.165,0,0.0901,0.000453,0.00268,0.191,0.206,146.048,220587.0,4,10 -Charming Liars,White Leather Electric Chair,,0.594,0.733,9.0,-6.379,0,0.0467,0.00681,1.63e-06,0.0588,0.649,104.006,207106.0,4,10 -Chris Marshall,Tun Up,42.0,0.745,0.828,2.0,-4.041,0,0.0594,0.214,7.25e-05,0.0667,0.853,94.913,226867.0,4,9 -Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,6 -To The Grave,(‚Ä¢REC),39.0,0.174,0.821,9.0,-7.16,1,0.116,1.54e-05,0.0353,0.0926,0.16,73.179,163200.0,4,8 -ABSOLUTE.,Convalesce (feat. REGALJASON),42.0,0.57,0.804,8.0,-6.739,1,0.037,0.00611,0.784,0.114,0.0795,122.991,249148.0,4,1 -Billy Joel,She's Always a Woman,70.0,0.292,0.324,3.0,-11.996,1,0.0346,0.797,0.000473,0.12,0.384,176.631,3.35621667,3,0 -Laura Marling,Devil's Resting Place,42.0,0.397,0.58,2.0,-12.208,0,0.0543,0.511,0.0285,0.0974,0.643,89.57,194480.0,4,2 -Seas on the Moon,Door to Life (2017),23.0,0.508,0.958,11.0,-4.543,1,0.0515,5.14e-06,0.742,0.509,0.317,115.002,264000.0,3,8 -Miri Mesika,◊™◊©◊ô◊ù ◊™◊©◊ô◊ù,20.0,0.609,0.768,6.0,-5.057,0,0.218,0.194,,0.145,0.339,90.036,220440.0,4,9 -Young K,Insomnia,43.0,0.499,0.653,1.0,-2.258,1,0.0666,0.0702,,0.145,0.626,184.037,185040.0,4,10 -Alabama Shakes,Hold On,59.0,0.575,0.666,5.0,-5.425,1,0.0301,0.206,0.341,0.0852,0.546,88.311,226187.0,4,9 -ROMES,Chillthefuckout.,,0.671,0.756,2.0,-5.914,1,0.0504,0.00178,0.00224,0.273,0.277,110.016,167000.0,4,1 -Big Brother & The Holding Company,Piece of My Heart,69.0,0.443,0.727,4.0,-7.951,1,0.145,0.263,0.000141,0.169,0.566,160.82,253333.0,4,2 -Skid Row,Slave to the Grind,1.0,0.486,0.977,7.0,-7.566,1,0.105,6.8e-06,0.355,0.242,0.307,133.173,208667.0,4,8 -Mt. Eddy,Metaphor,39.0,0.558,0.921,4.0,-4.409,1,0.0639,0.0234,0.00035,0.154,0.357,93.468,211087.0,4,1 -The Hollies,Long Cool Woman (In a Black Dress) - 1999 Remaster,69.0,0.757,0.868,9.0,-9.326,1,0.062,0.411,0.00221,0.355,0.815,138.923,199200.0,4,10 -Attila,Clarity,57.0,0.45,0.993,6.0,-2.216,1,0.292,3.45e-05,0.0308,0.451,0.217,160.029,211875.0,4,10 -Bad Habits,Let It Roll,31.0,0.524,0.977,,-2.723,1,0.0874,0.000462,1.5e-06,0.26,0.415,102.525,154531.0,4,8 -Humbear,Take Your Time,43.0,0.426,0.484,7.0,-12.239,1,0.0397,0.152,1.13e-05,0.151,0.509,123.578,3.40898333,4,0 -Central Cee,Gangbiz,62.0,0.74,0.679,11.0,-5.397,0,0.162,0.708,,0.111,0.783,141.893,150000.0,4,5 -Itay Levi,◊ò◊¢◊ô◊™◊ô,24.0,0.428,0.703,3.0,-5.042,0,0.0584,0.311,,0.0815,0.489,175.799,301327.0,4,9 -Chain Reaction,"Mick Flannery, Susan O'Neill",43.0,0.333,0.58,7.0,-7.553,1,0.0265,0.617,0.408,0.258,0.655,180.227,3.336033333,4,0 -clipping.,Say the Name,53.0,0.455,0.426,2.0,-9.406,1,0.0475,0.172,0.0843,0.168,0.04,84.643,299605.0,4,5 -Tuna,◊í◊ù ◊ñ◊î ◊ô◊¢◊ë◊ï◊®,47.0,0.56,0.62,11.0,-7.778,0,0.089,0.36,0.000106,0.1,0.411,156.178,302939.0,4,5 -Patient Sixty-Seven,Antisocial,45.0,0.542,0.99,6.0,-3.22,1,0.145,0.00324,6.07e-06,0.285,0.749,151.957,154243.0,4,8 -Ehud Banai,◊ñ◊≥◊ê◊ü ◊ñ◊≥◊ê◊ß ◊û◊ï◊ü ◊ê◊û◊ô,15.0,0.332,0.622,4.0,-7.538,0,0.0357,0.481,0.000335,0.109,0.242,179.756,260758.0,3,10 -Rory Gallagher,They Don't Make Them Like You Anymore,35.0,0.578,0.784,9.0,-8.238,0,0.0367,0.0637,1.01e-05,0.303,0.912,88.559,244557.0,4,2 -The Knickerbockers,Lies (are breaking my heart),34.0,0.491,0.696,9.0,-10.114,1,0.0301,0.707,,0.211,0.893,144.765,165360.0,4,6 -Cro-Mags,Hard Times,42.0,0.224,0.996,9.0,-4.578,1,0.131,0.00326,0.896,0.0305,0.207,214.396,96026.0,4,8 -SAFE,Trap Smarter,45.0,0.542,0.339,7.0,-11.49,0,0.477,0.73,,0.105,0.765,182.089,94892.0,4,5 -We Are Scientists,The Great Escape,46.0,0.472,0.925,9.0,-4.57,1,0.0415,0.000305,4.44e-06,0.0755,0.746,146.97,198833.0,4,6 -Paul McCartney,No More Lonely Nights (Ballad) - Remastered 1993,53.0,0.32,0.428,5.0,-14.262,1,0.0536,0.00349,0.000276,0.519,0.411,172.603,312733.0,4,10 -Thornhill,Reptile,39.0,0.467,0.985,11.0,-2.347,0,0.211,6.36e-05,0.0101,0.378,0.258,125.06,224160.0,4,8 -Patti Smith,Free Money,45.0,0.343,0.718,9.0,-7.632,0,0.0918,0.0585,3.49e-05,0.157,0.452,77.772,232040.0,4,1 -Hayley Kiyoko,Found My Friends,61.0,0.621,0.724,11.0,-4.528,0,0.0315,0.005,,0.133,0.39,96.005,214049.0,4,9 -UniBe@t,This Is Just a Test,33.0,0.671,0.539,11.0,-12.448,0,0.328,0.000242,,0.181,0.677,114.009,363156.0,4,6 -"Anja Lechner, François Couturier",Flow,39.0,0.249,0.0387,1.0,-25.66,0,0.0453,0.992,0.907,0.0747,0.0511,117.595,6.33555,4,7 -The Glorious Sons,Closer To The Sky,49.0,0.629,0.881,7.0,-4.525,1,0.0731,0.003,0.00716,0.109,0.454,93.933,206360.0,4,10 -Ricky Nelson,Poor Little Fool - Remastered,56.0,0.474,0.338,,-11.528,1,0.0299,0.648,,0.13,0.81,154.596,153933.0,4,10 -Whitesnake,Too Many Tears - 2020 Remix,29.0,0.572,0.751,,-5.39,1,0.0313,0.248,0.000168,0.109,0.391,92.072,345445.0,4,10 -Accept,The Best Is yet to Come,46.0,0.402,0.647,11.0,-7.243,0,0.032,0.00281,1.77e-05,0.111,0.508,167.973,287467.0,4,8 -Tender Organs,Amythyst Kiah,40.0,0.391,0.519,5.0,-7.452,0,0.0354,0.508,4e-05,0.0842,0.337,135.018,4.753333333,4,0 -Blur,The Universal,54.0,0.317,0.571,9.0,-7.669,1,0.0283,0.158,2.95e-06,0.0848,0.234,163.036,240120.0,3,6 -Katy Kirby,Juniper,44.0,0.695,0.535,8.0,-9.149,1,0.0302,0.535,1.26e-05,0.238,0.811,116.03,159453.0,4,1 -Grizfolk,The Ripple,47.0,0.589,0.781,1.0,-6.533,0,0.0243,0.00378,0.000745,0.0772,0.687,102.047,204442.0,4,10 -Tyler Rich,The Difference,,0.538,0.764,9.0,-5.235,1,0.0556,0.12,1.41e-06,0.111,0.699,169.919,3.131116667,4,4 -Jefferson Airplane,Somebody to Love,71.0,0.504,0.578,4.0,-9.302,1,0.031,0.408,,0.321,0.654,132.411,2.914,4,10 -Gin Wigmore,Man Like That,40.0,0.607,0.885,8.0,-3.086,1,0.0763,0.00091,0.00391,0.558,0.539,103.047,170467.0,4,9 -Tyler Lawlor,St Martin,45.0,0.466,0.161,2.0,-14.696,1,0.045,0.989,0.945,0.12,0.322,127.806,2.779916667,3,7 -Sir Sly,Loverboy,44.0,0.669,0.786,6.0,-6.459,1,0.0871,0.306,0.0596,0.383,0.738,88.997,163813.0,4,9 -Pixey,Free to Live in Colour,42.0,0.553,0.74,9.0,-5.54,1,0.0363,0.0987,,0.134,0.656,115.957,194313.0,4,1 -Lata Mangeshkar,Vande Mataram - Female Vocals,9.0,0.369,0.387,5.0,-11.381,0,0.0359,0.993,0.702,0.129,0.746,167.715,2.974383333,4,3 -Bryan Adams,Cuts Like A Knife,35.0,0.468,0.462,7.0,-17.189,1,0.0262,0.0199,4.48e-06,0.584,0.588,95.99,5.3,4,10 -Story Of The Year,Until the Day I Die,66.0,0.597,0.931,11.0,-4.591,0,0.0984,0.127,,0.0504,0.534,92.003,235200.0,4,10 -Gavin DeGraw,I Don't Want to Be,64.0,0.423,0.862,,-5.13,0,0.0695,0.00791,,0.133,0.462,154.746,217760.0,4,9 -Inhaler,Fade Into You,56.0,0.468,0.362,9.0,-10.704,1,0.0262,0.29,0.00529,0.128,0.257,140.031,315491.0,3,10 -Gedy Ronen,◊õ◊ó ◊¢◊ú◊ô◊ï◊ü,21.0,0.696,0.749,7.0,-6.079,0,0.0353,0.00125,2.75e-05,0.235,0.637,115.931,271900.0,4,10 -Buddy Whittington,Pay the Band,32.0,0.692,0.791,9.0,-4.895,1,0.0494,0.155,1.46e-06,0.239,0.41,118.14,273427.0,4,2 -Holly Golightly,There's an End,35.0,0.719,0.58,7.0,-7.694,1,0.0281,0.0393,0.769,0.0945,0.761,118.683,213800.0,4,9 -Anthrax,Madhouse,61.0,0.329,0.885,9.0,-10.661,1,0.0904,0.0242,0.00433,0.735,0.481,163.538,259760.0,4,8 -Scorcher,Trend Setters,18.0,0.703,0.934,7.0,-5.045,1,0.315,0.0194,,0.282,0.613,97.654,282400.0,4,5 -Sipper,Cure,22.0,0.615,0.527,3.0,-8.182,1,0.0308,0.16,0.921,0.142,0.503,144.937,159125.0,4,9 -BANNERS,Someone To You,79.0,0.52,0.903,2.0,-5.497,1,0.042,0.00517,,0.254,0.652,74.988,219801.0,4,9 -"Gene Vincent, The Blue Caps",Lotta Lovin',43.0,0.565,0.495,7.0,-14.611,1,0.0506,0.766,0.000111,0.287,0.952,168.21,2.19955,4,10 -All Them Witches,Fishbelly 86 Onions,35.0,0.202,0.839,7.0,-8.0,0,0.0845,0.0205,0.0792,0.0935,0.481,72.236,362227.0,4,10 -All Time Low,Monsters (feat. blackbear),77.0,0.369,0.845,,-3.449,0,0.0611,0.0493,,0.416,0.782,78.532,174068.0,4,10 -Chaos (feat. Plàsi),"Axel Flóvent, Plàsi",39.0,0.391,0.291,8.0,-9.408,1,0.0326,0.867,0.00207,0.104,0.107,121.171,4.110066667,3,0 -The Stone Roses,Waterfall - Remastered,62.0,0.491,0.686,11.0,-8.22,1,0.0289,0.0236,0.263,0.451,0.437,103.715,278827.0,4,6 -There,Swimming Backwards,27.0,0.68,0.596,5.0,-8.342,1,0.031,0.522,0.889,0.111,0.124,120.953,222378.0,4,1 -The Rolling Stones,Street Fighting Man,57.0,0.583,0.855,,-7.213,1,0.0333,0.1,0.0177,0.262,0.69,128.178,195147.0,4,10 -Evergrey,Where August Mourns,42.0,0.37,0.963,2.0,-5.773,1,0.1,3.05e-05,0.000815,0.146,0.305,200.317,331907.0,4,8 -Destroy Boys,Crybaby,61.0,0.416,0.944,1.0,-2.485,1,0.0394,0.000302,,0.306,0.624,97.018,190927.0,4,6 -namesbliss,Strikers,23.0,0.596,0.765,1.0,-4.064,1,0.342,0.0533,,0.268,0.32,96.762,158897.0,5,5 -Asha Bhosle,Kahe Dil Ye Diwana,,0.456,0.298,11.0,-12.464,0,0.0895,0.983,0.497,0.231,0.811,133.859,3.425966667,5,3 -Foo Fighters,Run,61.0,0.365,0.892,4.0,-8.036,0,0.0786,3.31e-05,0.0948,0.751,0.176,136.133,323373.0,4,10 -Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,10 -Ratt,Lay It Down,60.0,0.442,0.759,10.0,-13.475,1,0.0354,0.000402,0.0081,0.174,0.279,198.117,205560.0,4,8 -21 Savage,Spiral,63.0,0.814,0.659,2.0,-4.475,1,0.0829,0.00155,0.0251,0.568,0.13,88.506,171527.0,4,5 -Kasabian,Fire,66.0,0.525,0.742,10.0,-5.643,1,0.0311,0.0874,0.149,0.117,0.179,117.029,252280.0,4,1 -Mark Roswell Trio,It Might As Well Be Spring,60.0,0.331,0.169,9.0,-18.095,0,0.0373,0.956,0.951,0.121,0.114,171.169,4.597333333,3,7 -Jaded Heart,Reap What You Sow,24.0,0.459,0.934,11.0,-7.161,1,0.0764,2.63e-05,0.0116,0.332,0.441,169.93,186093.0,4,8 -Eyal Golan,◊û◊õ◊ú ◊î◊ê◊î◊ë◊ï◊™ ◊î◊ñ◊û◊†◊ô◊ï◊™,41.0,0.613,0.414,6.0,-7.575,0,0.0276,0.627,,0.118,0.297,91.033,230422.0,3,9 -The 1975,Chocolate,66.0,0.614,0.938,11.0,-4.461,1,0.0611,0.000532,,0.368,0.607,100.058,224674.0,4,10 -Grouplove,Deleter,60.0,0.421,0.991,8.0,-3.678,1,0.124,3.81e-06,0.0466,0.13,0.446,159.998,234387.0,4,10 -Bullet For My Valentine,Tears Don't Fall,64.0,0.214,0.931,7.0,-3.347,0,0.143,0.000705,3.09e-06,0.0797,0.233,162.115,348387.0,4,10 -Michael Jackson,Billie Jean,84.0,0.92,0.654,11.0,-3.051,0,0.0401,0.0236,0.0158,0.0359,0.847,117.046,293827.0,4,10 -Daryl Hall & John Oates,She's Gone,65.0,0.523,0.341,4.0,-14.034,1,0.0388,0.313,0.000114,0.621,0.355,77.487,313373.0,4,10 -Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,10 -Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,6 -Noga Erez,VIEWS,54.0,0.778,0.63,9.0,-7.135,0,0.182,0.216,,0.0968,0.705,97.035,165862.0,4,10 -Hatchie,Adored,16.0,0.425,0.694,4.0,-9.29,1,0.0323,0.000405,0.000289,0.121,0.605,105.014,234427.0,4,6 -Beige Banquet,Wired/Weird,23.0,0.648,0.95,1.0,-4.829,1,0.101,0.00227,0.776,0.0413,0.675,172.022,219053.0,4,6 -Abiotic,Emerald,32.0,0.317,0.94,5.0,-9.713,1,0.142,0.000699,0.84,0.391,0.0754,112.506,285000.0,3,8 -1349,Slaves,26.0,0.209,0.927,4.0,-7.263,0,0.101,1.82e-06,0.667,0.652,0.298,194.048,293320.0,4,8 -Steve Cropper,Fire It Up,34.0,0.63,0.896,4.0,-4.437,1,0.0309,0.325,0.00152,0.712,0.829,91.077,182620.0,4,2 -Bumpin Uglies,Cali Sober (with Pepper),40.0,0.72,0.789,1.0,-4.9,1,0.056,0.0166,0.0121,0.0605,0.681,140.101,210874.0,4,10 -Joni Mitchell,Big Yellow Taxi,70.0,0.611,0.47,4.0,-9.135,1,0.0356,0.579,,0.581,0.97,85.527,134800.0,4,10 -Cage The Elephant,Social Cues,69.0,0.668,0.913,9.0,-3.097,1,0.0348,0.0119,6.7e-06,0.111,0.933,132.039,219053.0,4,6 -Arlo Parks,Hope,57.0,0.59,0.521,1.0,-8.823,0,0.0335,0.404,0.000101,0.357,0.423,99.165,270067.0,4,1 -AUDREY NUNA,Top Again,12.0,0.771,0.546,,-6.096,0,0.149,0.119,9.33e-06,0.153,0.613,94.117,187467.0,4,9 -The Sanctuary,hold on,,0.704,0.81,,-6.398,0,0.0583,0.0482,0.735,0.0768,0.27,127.001,208897.0,4,1 -Makeup And Vanity Set,"A Glowing Light, a Promise",49.0,0.572,0.958,8.0,-4.526,1,0.047,0.651,0.886,0.105,0.0335,101.009,333810.0,4,6 -Tash Sultana,Blame It On Society,56.0,0.624,0.559,9.0,-6.932,1,0.0465,0.469,0.000109,0.181,0.529,92.973,298350.0,4,6 -I've Been The One (feat. Meg Baird),"Bill Callahan, Bonnie Prince Billy, Meg Baird",36.0,0.625,0.196,9.0,-11.448,1,0.0375,0.834,0.00185,0.0931,0.3,119.637,3.93045,4,0 -Then Comes Silence,Strangers,39.0,0.425,0.936,2.0,-4.276,1,0.037,2.98e-06,0.823,0.0466,0.499,138.007,238560.0,4,10 -Deep Purple,Space Truckin' - Remastered 2012,49.0,0.62,0.878,9.0,-9.064,1,0.0443,0.0264,0.776,0.235,0.708,129.236,272996.0,4,10 -The Wombats,Cheetah Tongue,55.0,0.533,0.967,2.0,-3.066,1,0.057,0.0426,0.000432,0.132,0.603,95.008,219482.0,4,6 -Bryan's Magic Tears,Ghetto Blaster,21.0,0.0993,0.735,2.0,-6.51,1,0.0403,1.77e-05,0.805,0.209,0.323,196.637,302811.0,4,10 -Anna Zak,◊õ◊ú ◊î◊ó◊ë◊®◊ô◊ù ◊©◊ú◊ö,41.0,0.725,0.704,5.0,-6.522,0,0.111,0.227,0.000244,0.19,0.575,140.014,165817.0,4,5 -Eagle-Eye Cherry,Save Tonight,72.0,0.547,0.707,,-8.74,1,0.0338,8.14e-05,0.000149,0.285,0.654,119.576,242733.0,4,10 -X-Ray Spex,Germ Free Adolescents,45.0,0.832,0.704,7.0,-8.973,1,0.0707,0.201,0.0377,0.0937,0.905,128.41,194267.0,4,6 -Galantis,Heartbreak Anthem (with David Guetta & Little Mix),57.0,0.595,0.784,1.0,-4.878,1,0.102,0.216,,0.0608,0.479,124.111,183726.0,4,9 -Bathory,Hades,42.0,0.26,0.922,11.0,-7.592,0,0.104,3.03e-06,0.914,0.0802,0.2,101.185,170000.0,4,8 -Dudu Tassa,2006,20.0,0.584,0.627,6.0,-7.598,0,0.0413,0.485,,0.109,0.809,139.965,237707.0,4,10 -Riot In Belgium,La musique - Jbag's Boomboxed Re-Edit,27.0,0.573,0.929,3.0,-6.103,0,0.0458,0.000282,0.724,0.269,0.526,128.125,251867.0,4,1 -"Kishore Kumar, Asha Bhosle",O Nigahe Mastana,8.0,0.504,0.322,5.0,-14.529,1,0.0388,0.944,3.57e-05,0.126,0.733,115.607,3.787783333,4,3 -Eric Gales,Steep Climb,43.0,0.482,0.822,11.0,-7.153,1,0.0589,0.00344,0.013,0.17,0.562,78.98,326013.0,4,2 -Nicole Atkins,Domino,50.0,0.773,0.634,4.0,-6.894,1,0.0279,0.449,0.469,0.0844,0.963,104.998,243770.0,4,9 -YG,FTP,44.0,0.768,0.506,11.0,-8.749,0,0.236,0.0136,3.95e-05,0.349,0.395,99.978,162191.0,4,5 -The Beach Boys,I Get Around (Mono),66.0,0.39,0.625,9.0,-7.813,0,0.0537,0.36,,0.0663,0.514,144.338,134387.0,4,10 -Blue Stahli,Crimewave,46.0,0.622,0.812,2.0,-7.339,1,0.0324,8.53e-05,0.717,0.425,0.0556,121.982,162824.0,4,8 -Bill Charlap Trio,The One I Love Belongs To Somebody Else,37.0,0.557,0.184,2.0,-21.95,1,0.0523,0.914,0.869,0.0978,0.516,107.2,5.021783333,4,7 -Karen Nyame KG,Koko,38.0,0.812,0.725,8.0,-8.947,1,0.0579,0.0277,0.574,0.0826,0.617,115.038,172489.0,4,1 -Philip Sayce,Burning Out,44.0,0.255,0.947,,-4.14,1,0.071,0.000103,,0.397,0.235,159.905,208974.0,4,10 -Echo & the Bunnymen,The Killing Moon,61.0,0.568,0.829,7.0,-7.066,1,0.0303,0.218,0.00418,0.0976,0.79,124.201,348293.0,4,6 -Gang Starr,DWYCK,53.0,0.911,0.614,7.0,-11.176,1,0.338,0.00432,8.75e-06,0.0985,0.601,99.025,243267.0,4,5 -Pixey,Electric Dream,32.0,0.455,0.759,4.0,-5.268,1,0.0488,0.00814,0.0011,0.275,0.327,120.098,208992.0,4,6 -The Rolling Stones,Sway - 2009 Mix,48.0,0.33,0.895,5.0,-3.435,1,0.0399,0.221,0.737,0.408,0.54,144.945,232533.0,4,10 -Japandroids,North East South West,37.0,0.167,0.953,7.0,-2.919,1,0.0694,0.0472,,0.0941,0.46,145.06,260867.0,4,10 -Stevie Nicks,Stop Draggin' My Heart Around (with Tom Petty and The Heartbreakers) - 2016 Remaster,61.0,0.631,0.597,4.0,-7.382,0,0.026,0.379,0.00273,0.146,0.665,107.26,244440.0,4,10 -A Static Lullaby,Stand Up,43.0,0.412,0.978,2.0,-3.076,1,0.123,4.75e-05,,0.168,0.353,151.991,222093.0,4,10 -Ruth Dolores Weiss,Mishirei Eretz Ahavati,23.0,0.465,0.39,7.0,-6.993,0,0.0341,0.843,1.24e-05,0.127,0.338,130.559,308373.0,3,10 -Red Hot Chili Peppers,Road Trippin',65.0,0.378,0.474,4.0,-8.202,0,0.0271,0.28,0.00138,0.117,0.38,102.379,204960.0,4,10 -LAUREL,Appetite,51.0,0.644,0.842,7.0,-4.551,1,0.036,0.0296,0.000386,0.264,0.551,105.138,212280.0,4,6 -Enuff Z'Nuff,Fly High Michelle,36.0,0.233,0.863,2.0,-4.319,1,0.0434,0.00999,,0.228,0.496,175.657,230827.0,4,10 -Billie Jo Spears,Blanket On The Ground,55.0,0.465,0.519,5.0,-11.819,1,0.0239,0.394,0.00156,0.204,0.881,86.6,3.589333333,4,4 -Thin Lizzy,The Boys Are Back In Town,75.0,0.445,0.706,8.0,-9.803,1,0.0461,0.234,0.000252,0.205,0.768,80.823,266720.0,4,10 -The Collective Projekt,Dama Dam Mast Kalandar,10.0,0.232,0.895,2.0,-2.834,1,0.0517,0.66,,0.124,0.343,175.443,5.227266667,4,0 -Omer Adam,◊û◊ê◊û◊ô ◊ñ◊î ◊†◊í◊û◊®,34.0,0.376,0.703,,-5.215,0,0.0517,0.741,,0.167,0.285,87.828,256227.0,4,9 -The Cure,Lovesong - Remastered,66.0,0.611,0.791,9.0,-7.7,0,0.0286,0.326,0.862,0.217,0.856,140.12,208267.0,4,10 -SZA,Good Days,89.0,0.436,0.655,1.0,-8.37,0,0.0583,0.499,8.1e-06,0.688,0.412,121.002,279204.0,4,5 -Backstreet Boys,In a World Like This - Live in Japan,17.0,0.528,0.835,7.0,-5.863,1,0.0384,0.00013,0.000207,0.923,0.542,125.02,3.878933333,4,9 -Whitesnake,Your Precious Love - 2020 Remix,25.0,0.323,0.648,9.0,-5.122,1,0.0369,0.282,6.78e-06,0.169,0.338,182.234,273893.0,3,10 -Yoke Lore,Truly Madly Deeply - Recorded at Spotify Studios NYC,68.0,0.675,0.368,,-14.072,0,0.0375,0.83,0.00158,0.136,0.176,106.004,190393.0,4,6 -V√†li,Nordavindens Klagesang,41.0,0.482,0.33,2.0,-14.292,0,0.0342,0.836,0.85,0.128,0.177,129.951,177680.0,3,8 -Virtual Mage,Aether,52.0,0.699,0.491,9.0,-10.454,1,0.0348,4.49e-05,0.811,0.119,0.693,123.968,206000.0,4,6 -Family Jools,Georgia,40.0,0.664,0.664,6.0,-7.132,1,0.0498,0.284,0.000244,0.0627,0.674,74.931,211000.0,4,6 -Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,10 -Yishai Kiczales,◊î◊ó◊ï◊û◊® ◊§◊î ◊ñ◊ï◊ú,5.0,0.631,0.513,7.0,-9.505,1,0.0292,0.283,1.03e-05,0.154,0.366,110.001,200962.0,4,6 -Shlomi Shabat,◊î◊ê◊ì◊û◊ô◊®◊ú,19.0,0.338,0.421,4.0,-11.879,0,0.0309,0.635,7.83e-06,0.0655,0.356,97.064,247000.0,3,9 -The Clash,Train in Vain (Stand by Me) - Remastered,65.0,0.762,0.722,2.0,-8.712,1,0.0428,0.0922,0.000368,0.132,0.966,122.769,194667.0,4,6 -Moshe Peretz,◊õ◊û◊ï ◊î◊©◊ß◊ò,21.0,0.506,0.934,11.0,-3.496,0,0.0345,0.218,1.23e-06,0.217,0.898,165.05,203480.0,4,9 -Maximo Park,Our Velocity,53.0,0.535,0.92,7.0,-4.39,0,0.0535,0.031,1.43e-05,0.0493,0.587,95.987,200387.0,4,6 -grandson,Identity,52.0,0.495,0.731,8.0,-6.304,1,0.0458,0.000348,,0.0598,0.284,120.004,216000.0,4,10 -Eels,Last Stop: This Town,44.0,0.65,0.729,4.0,-8.641,1,0.0434,0.37,0.544,0.323,0.752,103.706,207067.0,4,1 -Ehud Banai,◊ë◊ú◊ï◊ñ ◊õ◊†◊¢◊†◊ô,41.0,0.469,0.447,7.0,-8.79,1,0.0257,0.586,2.55e-05,0.309,0.394,96.953,253040.0,4,10 -Little Richard,Get Down with It,46.0,0.547,0.806,5.0,-8.947,1,0.0418,0.569,0.000146,0.427,0.971,141.78,3.244,4,10 -Grimes,4√ÜM,60.0,0.482,0.905,7.0,-4.371,0,0.0418,0.00971,0.29,0.288,0.116,93.017,270983.0,4,6 -070 Shake,Guilty Conscience,65.0,0.539,0.638,7.0,-6.049,1,0.136,0.00676,,0.123,0.222,179.822,213333.0,4,6 -Electric Light Orchestra,Livin' Thing,70.0,0.549,0.651,,-7.097,1,0.0323,0.583,,0.121,0.368,122.818,212307.0,4,10 -Awaken I Am,Roses,52.0,0.525,0.931,3.0,-3.304,0,0.0661,0.00238,1.34e-06,0.129,0.394,138.01,193309.0,4,8 -beabadoobee,Together,44.0,0.595,0.838,11.0,-4.878,1,0.0334,0.00252,0.0776,0.0594,0.279,127.042,200280.0,4,6 -Jacques Burtin,Las morillas de Jaén,29.0,0.516,0.0977,5.0,-23.899,1,0.087,0.912,0.873,0.0914,0.15,124.846,2.8703,4,7 -Phani Narayana,Kurai Ondrum Illai - Ragamalika - Adi,14.0,0.687,0.596,2.0,-9.219,0,0.0614,0.349,0.196,0.107,0.731,159.968,333507.0,4,6 -Gene Ammons,My Romance - Rudy Van Gelder Remaster,49.0,0.519,0.0422,1.0,-10.778,1,0.0537,0.966,0.929,0.124,0.397,130.436,4.215783333,3,7 -Kenny Mason,Much Money (feat. Freddie Gibbs),56.0,0.753,0.605,8.0,-6.792,1,0.0832,0.0874,2.33e-05,0.169,0.37,112.991,187120.0,4,5 -Boom Pam,Benƒ∞ Yalniz Koma,43.0,0.504,0.772,1.0,-4.886,0,0.0354,0.102,1.32e-05,0.108,0.708,127.065,218129.0,4,10 -Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,6 -Yak,Fried,25.0,0.471,0.77,11.0,-5.136,0,0.0346,0.0004,4.75e-05,0.197,0.558,118.096,203001.0,4,6 -Steely Dan,Hey Nineteen,65.0,0.952,0.301,2.0,-13.936,1,0.0612,0.0126,0.000931,0.0387,0.728,119.629,307400.0,4,10 -Phantom Handshakes,Cricket Songs,33.0,0.494,0.514,1.0,-8.098,1,0.0269,0.272,0.877,0.104,0.26,133.982,230480.0,4,6 -Solence,Deafening,55.0,0.42,0.949,7.0,-6.214,1,0.189,0.000181,0.00498,0.101,0.171,77.064,227379.0,4,10 -T-Pain,I Like Dat,66.0,0.565,0.491,1.0,-6.902,1,0.221,0.0049,,0.137,0.337,175.694,242085.0,4,9 -Bloody Knees,Not Done,36.0,0.401,0.827,5.0,-5.243,1,0.0499,0.00866,2e-06,0.134,0.324,125.025,239602.0,4,10 -Arctic Monkeys,When The Sun Goes Down,73.0,0.348,0.875,11.0,-4.758,0,0.199,0.0341,,0.117,0.407,169.152,202133.0,4,1 -Amaarae,LEAVE ME ALONE,49.0,0.752,0.634,,-6.764,1,0.0928,0.523,0.531,0.102,0.521,99.975,156365.0,4,9 -James Vincent McMorrow,Paradise,40.0,0.706,0.518,2.0,-11.036,1,0.0509,0.1,0.00044,0.077,0.616,87.626,220440.0,4,9 -Wet Wet Wet,"Love Is All Around - Live at Live 8, Murrayfield Stadium, Edinburgh, 6th July 2004",24.0,0.397,0.769,10.0,-7.042,1,0.0449,0.0358,2.57e-05,0.935,0.426,83.718,6.236683333,4,9 -Janis Joplin,Piece Of My Heart,54.0,0.482,0.883,4.0,-3.348,1,0.0754,0.0891,0.00422,0.266,0.594,80.687,253805.0,4,1 -Jamie T,Sticks 'N' Stones,61.0,0.545,0.851,6.0,-3.569,1,0.0935,0.0572,,0.403,0.787,179.947,240833.0,4,6 -The Offspring,The Kids Aren't Alright,78.0,0.523,0.943,1.0,-4.203,1,0.0337,0.00704,3.81e-05,0.0579,0.766,99.607,180160.0,4,10 -Nothing But Thieves,Amsterdam,65.0,0.511,0.934,3.0,-4.561,1,0.242,0.00403,3.48e-05,0.242,0.668,168.062,272240.0,4,10 -Sonny Boy Williamson II,"Good Morning, Little Schoolgirl",1.0,0.668,0.133,,-15.12,1,0.0689,0.986,0.0899,0.12,0.773,92.243,180747.0,4,2 -W.A.S.P.,Scream,38.0,0.366,0.929,5.0,-4.413,0,0.123,8.19e-05,0.448,0.419,0.283,77.728,295560.0,4,8 -K.Flay,Blood In The Cut,63.0,0.77,0.655,2.0,-5.369,1,0.0316,0.118,0.0234,0.125,0.639,129.964,188707.0,4,10 -Bastille,Pompeii,74.0,0.679,0.715,9.0,-6.383,1,0.0407,0.0755,,0.271,0.571,127.435,214148.0,4,9 -ILLENIUM,Good Things Fall Apart (with Jon Bellion) - Stripped,53.0,0.575,0.314,2.0,-7.048,1,0.0344,0.763,,0.101,0.653,150.459,208438.0,4,9 -The Bravery,An Honest Mistake,57.0,0.46,0.889,2.0,-4.281,0,0.0294,3.21e-06,0.645,0.121,0.639,140.038,219707.0,4,6 -Jessica Pratt,This Time Around,40.0,0.424,0.0977,11.0,-13.594,1,0.0512,0.939,,0.109,0.236,132.08,217360.0,5,6 -Lilly Hiatt,Trinity Lane,35.0,0.578,0.811,10.0,-6.228,0,0.027,0.144,0.0054,0.113,0.752,145.056,233922.0,4,2 -Louis Silva Band,Pretty Ballad,51.0,0.422,0.174,2.0,-15.427,1,0.0378,0.936,0.929,0.367,0.0858,95.089,3.447583333,4,7 -Miike Snow,Animal,55.0,0.763,0.721,1.0,-6.767,0,0.0986,0.0117,7.69e-06,0.0752,0.657,118.049,263880.0,4,6 -Show Me A Dinosaur,Red River,38.0,0.179,0.798,3.0,-7.618,0,0.0586,0.0207,0.846,0.095,0.155,152.972,576912.0,4,8 -Ehud Banai,◊ì◊ï◊ì ◊ï◊©◊ê◊ï◊ú,29.0,0.598,0.589,4.0,-13.802,0,0.0286,0.131,0.0124,0.156,0.665,130.703,258933.0,4,10 -Future,Life Is Good (feat. Drake),83.0,0.676,0.609,2.0,-5.831,0,0.481,0.0706,,0.152,0.508,142.037,237735.0,4,9 -"Clarence ""Gatemouth"" Brown",Grape Jelly,17.0,0.574,0.882,5.0,-2.892,1,0.0874,0.183,0.282,0.0582,0.797,171.202,266227.0,4,2 -Asha Bhosle,Haye Haye Ye Thanda Pani,2.0,0.56,0.684,4.0,-8.624,1,0.221,0.786,0.00385,0.656,0.7,95.918,3.4843,4,3 -Westlife,Can't Lose What You Never Had,2.0,0.599,0.647,2.0,-6.023,1,0.0396,0.279,,0.0719,0.465,204.312,4.352883333,4,9 -Tears For Fears,Shout,71.0,0.511,0.942,,-10.407,1,0.0429,0.174,1.87e-05,0.139,0.498,97.909,393667.0,4,10 -DENM,Blow It Up,48.0,0.649,0.824,1.0,-6.709,0,0.142,0.0674,,0.106,0.777,156.062,205788.0,4,10 -Hanan Ben Ari,◊î◊ú◊ë ◊ô◊í◊ô◊¢ ◊ë◊ß◊®◊ï◊ë,33.0,0.724,0.734,2.0,-7.405,0,0.0466,0.418,,0.531,0.807,106.96,216912.0,3,9 -Ayreon,"Get Out! Now! (feat. Tom Baker, Dee Snider, Marcela Bovio, Caroline Westendorp, Joe Satriani, Joost van den Broek)",35.0,0.606,0.853,4.0,-8.516,1,0.054,0.0017,4.29e-05,0.621,0.439,131.969,302851.0,4,8 -blink-182,I Miss You,,0.652,0.766,11.0,-6.481,1,0.0345,0.000761,6.34e-06,0.0739,0.641,110.011,227813.0,4,10 -Lee Fields,Let a Man Do What He Wanna Do,38.0,0.845,0.743,9.0,-7.445,0,0.0931,0.0799,0.00209,0.694,0.956,112.493,170387.0,4,9 -Albert King,The Hunter,38.0,0.798,0.482,9.0,-8.899,1,0.0312,0.722,0.000113,0.0755,0.744,133.882,164560.0,4,2 -Nick Waterhouse,Place Names,43.0,0.512,0.667,3.0,-5.463,1,0.0273,0.63,0.0684,0.256,0.495,103.944,233357.0,4,9 -Primer 55,Loose,48.0,0.649,0.923,1.0,-4.537,1,0.0348,4.51e-05,0.623,0.369,0.517,108.217,182200.0,4,8 -Sleepy Hallow,2055,72.0,0.775,0.518,6.0,-5.857,0,0.311,0.455,,0.121,0.646,161.011,123987.0,4,5 -Good Charlotte,The Anthem,74.0,0.494,0.939,1.0,-3.127,1,0.126,0.00666,,0.139,0.893,177.751,175093.0,4,9 -Kishore Kumar,Yeh Kya Hua,32.0,0.49,0.369,,-10.137,1,0.0313,0.892,0.0067,0.233,0.696,105.887,4.542016667,4,3 -Fred again..,Marea (We‚Äôve Lost Dancing),76.0,0.761,0.781,5.0,-6.778,0,0.141,0.0681,0.108,0.0607,0.473,123.023,285375.0,4,1 -Sonia Leigh,Jack Is Back,33.0,0.677,0.766,10.0,-7.98,0,0.0419,0.00625,0.000123,0.141,0.589,131.999,161869.0,4,2 -IDER,Cross Yourself,41.0,0.66,0.655,4.0,-8.041,1,0.0879,0.419,0.00327,0.265,0.249,159.94,194250.0,4,6 -Seckou Keita,Mikhi Nathan Mu-Toma,28.0,0.371,0.246,4.0,-19.136,1,0.0432,0.922,0.917,0.208,0.413,113.846,6.624216667,4,7 -Robert Finley,Souled Out On You,49.0,0.392,0.519,2.0,-7.438,0,0.031,0.526,0.000502,0.283,0.403,174.22,213093.0,3,2 -Backstreet Boys,All of Your Life (You Need Love),32.0,0.666,0.821,,-5.038,1,0.0251,0.00386,,0.185,0.582,130.954,3.922883333,4,9 -Guns N' Roses,Chinese Democracy,53.0,0.474,0.8,2.0,-10.472,1,0.0775,0.000769,0.0309,0.131,0.156,133.94,283213.0,4,8 -Bono,Eden (To Find Love),,0.588,0.58,9.0,-9.348,1,0.0623,0.309,2.22e-05,0.346,0.36,130.026,268114.0,4,10 -Tobe Nwigwe,GIVE IT BACK,38.0,0.817,0.608,9.0,-6.768,1,0.26,0.000848,0.000618,0.125,0.11,118.661,131092.0,4,5 -John Denver,Thank God I'm a Country Boy,67.0,0.762,0.537,9.0,-9.58,1,0.0478,0.785,0.000669,0.0551,0.958,105.603,193093.0,4,10 -Mr. Oizo,Gay Dentists,25.0,0.736,0.97,1.0,-4.955,1,0.128,0.000228,0.0104,0.148,0.703,128.59,218493.0,4,6 -bbrainz,kappa,26.0,0.608,0.812,1.0,-7.156,1,0.0312,0.00272,0.12,0.159,0.229,84.244,165952.0,4,6 -White Void,The Shovel and the Cross,29.0,0.393,0.85,9.0,-11.458,0,0.0545,0.000473,0.282,0.339,0.344,130.082,336413.0,4,8 -Metallica,The Four Horsemen - Remastered,57.0,0.224,0.938,,-6.907,1,0.408,0.00157,0.0765,0.106,0.327,203.79,432547.0,4,8 -David Darling,Darkwood 1,40.0,0.0985,0.00711,5.0,-30.47,0,0.0486,0.91,0.927,0.108,0.114,172.161,2.39445,4,7 -Jane's Addiction,Just Because,57.0,0.369,0.996,10.0,-1.531,0,0.0931,3.83e-05,0.14,0.249,0.209,98.162,231853.0,4,1 -Zohar Argov,◊ë◊ì◊ì,29.0,0.544,0.539,5.0,-7.721,0,0.0265,0.0362,2.13e-06,0.329,0.347,68.546,286187.0,4,9 -George Clanton,Driving in My Car,43.0,0.597,0.678,1.0,-6.391,1,0.0261,0.0278,0.882,0.117,0.646,97.003,217940.0,4,6 -VEXED,Fake,9.0,0.413,0.994,5.0,-3.621,1,0.171,0.00116,3.36e-06,0.286,0.0424,124.993,215253.0,4,10 -Matchbox,Rockabilly Rebel,45.0,0.639,0.964,7.0,-6.029,1,0.0407,0.556,0.00483,0.143,0.925,107.809,167040.0,4,10 -Nico,These Days,63.0,0.401,0.13,5.0,-17.638,1,0.0312,0.989,0.305,0.101,0.213,93.091,210653.0,4,1 -The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,1 -R. D. Burman,Bombay To Goa Theme - Instrumental,3.0,0.306,0.719,8.0,-8.044,1,0.204,0.854,0.77,0.0903,0.392,170.909,2.71555,4,3 -Allman Brothers Band,Trouble No More,52.0,0.556,0.567,9.0,-11.426,0,0.0333,0.0581,0.00143,0.0907,0.858,141.345,227751.0,4,2 -aswekeepsearching,The Moment,19.0,0.277,0.243,8.0,-18.456,0,0.0348,0.966,0.889,0.105,0.0379,150.074,110000.0,3,6 -BVDLVD,WHATS UP?,42.0,0.5,0.967,1.0,1.355,1,0.446,0.159,0.000237,0.358,0.292,80.034,168160.0,4,10 -Avenged Sevenfold,Nightmare,71.0,0.554,0.949,2.0,-4.928,1,0.0787,0.000318,9.98e-05,0.2,0.233,129.984,374453.0,4,8 -Somerset,–ö–∞–π–º–∞–Ω—ã,30.0,0.621,0.76,11.0,-7.493,0,0.0345,0.000168,0.225,0.14,0.839,119.993,244000.0,4,6 -Gene Watson,Love In The Hot Afternoon,,0.536,0.404,4.0,-11.265,1,0.0351,0.532,,0.101,0.29,112.682,3.354,3,4 -Elai Botner,◊¢◊ï◊ì ◊ê◊ó◊ì ◊©◊©◊® ◊ú◊ö,50.0,0.677,0.71,1.0,-7.914,1,0.0756,0.00978,,0.196,0.864,107.965,226002.0,4,9 -Martin Kohlstedt,JUL,44.0,0.338,0.136,2.0,-20.596,0,0.0319,0.967,0.929,0.089,0.0572,88.494,301190.0,5,6 -Mastodon,Iron Tusk,45.0,0.468,0.982,2.0,-6.274,1,0.074,7.63e-06,0.752,0.177,0.261,127.616,183013.0,4,8 -Pastime,Samantha Crain,1.0,0.595,0.543,7.0,-5.614,1,0.0232,0.164,0.0324,0.13,0.605,96.043,3.457116667,4,0 -Lovegod,JUMP!,33.0,0.58,0.888,4.0,-5.424,0,0.0305,0.00143,,0.367,0.678,125.982,163610.0,4,10 -Jimmy Eat World,The Middle,79.0,0.643,0.849,2.0,-5.428,1,0.0526,0.0371,,0.058,0.903,162.152,165853.0,4,10 -Melanie C,Never Be The Same Again - Acoustic,40.0,0.686,0.387,7.0,-8.148,0,0.0316,0.7,2.66e-06,0.114,0.471,80.991,205134.0,4,9 -The Offspring,Want You Bad,69.0,0.491,0.966,4.0,-4.28,1,0.0538,5.59e-05,,0.307,0.614,105.544,202573.0,4,10 -Stratovarius,Hunting High And Low,53.0,0.505,0.978,6.0,-3.166,0,0.11,0.000163,0.268,0.346,0.389,93.793,248867.0,4,8 -◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß,◊ú◊ô◊ú◊î ◊©◊ú ◊®◊ï◊ß ◊ò◊ô◊§◊™◊ô,4.0,0.4,0.723,2.0,-7.679,1,0.0626,0.349,0.00124,0.265,0.201,184.475,183164.0,4,10 -FEVER 333,BITE BACK,50.0,0.545,0.998,8.0,-3.645,1,0.234,0.0192,,0.877,0.142,129.992,190657.0,4,10 -Monthly Mu & New Caledonia,ISSUE,36.0,0.886,0.49,9.0,-9.215,0,0.109,0.317,5.04e-06,0.12,0.499,108.006,251507.0,4,9 -KISS,We Are One,50.0,0.507,0.873,5.0,-4.683,0,0.0432,0.00561,1.27e-06,0.268,0.362,89.137,281373.0,4,8 -Yung Bleu,Thieves In Atlanta (feat. Coi Leray),59.0,0.534,0.499,10.0,-7.968,1,0.104,0.672,,0.122,0.581,170.012,192048.0,4,5 -Gods and Monsters,"Johnny Flynn, Robert Macfarlane",30.0,0.39,0.588,2.0,-8.032,1,0.0341,0.693,0.00174,0.108,0.434,122.284,3.60955,4,0 -Bloc Party,Helicopter,59.0,0.47,0.954,11.0,-3.631,0,0.134,0.000159,0.0043,0.405,0.412,170.1,220173.0,4,6 -Courteeners,Not Nineteen Forever,32.0,0.406,0.916,2.0,-2.945,1,0.041,0.000181,,0.0864,0.275,139.787,241453.0,4,6 -Yung Baby Tate,I Am (feat. Flo Milli),73.0,0.932,0.835,1.0,-3.905,1,0.156,0.105,,0.0847,0.926,144.02,182465.0,4,5 -Lotte Kestner,Halo,56.0,0.576,0.121,9.0,-17.343,1,0.036,0.952,0.00111,0.1,0.063,116.826,4.49866667,4,0 -Dudu Tassa,◊ô◊©◊®,19.0,0.334,0.306,11.0,-9.242,0,0.0299,0.951,,0.181,0.152,99.477,140547.0,4,10 -Meg Ward,Make U Mine,,0.814,0.785,1.0,-10.308,1,0.167,0.144,0.0117,0.316,0.63,131.955,261822.0,4,6 -Money Man,Whole Lotta,,0.8,0.629,7.0,-8.096,1,0.113,0.227,0.00418,0.124,0.199,139.921,152494.0,4,5 -Meek Mill,Going Bad (feat. Drake),81.0,0.889,0.496,4.0,-6.365,0,0.0905,0.259,,0.252,0.544,86.003,180522.0,4,9 -Little Sonny,The Creeper Returns,15.0,0.443,0.704,4.0,-5.695,1,0.0574,0.347,0.795,0.388,0.851,183.416,253733.0,4,2 -Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,1 -John Mayall & The Bluesbreakers,Hideaway - Mono Instrumental,49.0,0.369,0.759,9.0,-4.718,1,0.0361,0.000815,0.364,0.329,0.868,132.281,193560.0,4,2 -Mono Death,–õ–µ—Ç–æ,30.0,0.532,0.582,7.0,-7.804,1,0.0321,0.188,0.429,0.108,0.366,150.124,216059.0,4,6 -Mukesh,Sab Kuchh Seekha Ham Ne,23.0,0.581,0.543,,-11.163,1,0.0385,0.473,1.33e-05,0.448,0.755,98.354,3.646,4,3 -Republica,Ready to Go,49.0,0.559,0.952,7.0,-4.68,1,0.0544,0.000242,0.192,0.204,0.243,130.047,301533.0,4,1 -Ambient Jazz Ensemble,Aura,27.0,0.365,0.305,8.0,-10.089,0,0.0276,0.11,0.937,0.11,0.0958,82.858,276027.0,3,6 -Nicki Minaj,Fractions,75.0,0.924,0.523,,-6.362,1,0.132,0.011,,0.17,0.144,131.892,181690.0,4,5 -Semisonic,Closing Time,72.0,0.478,0.854,7.0,-5.454,1,0.0289,0.0204,1.21e-06,0.115,0.274,91.854,274160.0,4,9 -RJD2,Ghostwriter,62.0,0.747,0.68,1.0,-6.187,1,0.0346,0.0107,0.803,0.0964,0.594,93.804,317933.0,4,9 -Merrell Fankhauser & H.M.S Bounty,A Visit With Ashiya,23.0,0.501,0.437,5.0,-14.575,1,0.0255,0.0688,0.000393,0.349,0.406,91.145,209347.0,4,10 -Swifta Beater,Yeah Yeah 2,26.0,0.557,0.764,1.0,-7.928,0,0.117,0.00875,0.148,0.213,0.524,140.041,185213.0,4,5 -Winter Jazz Trio,Peace,44.0,0.511,0.19,2.0,-15.757,0,0.0332,0.957,0.737,0.189,0.113,97.135,3.421316667,4,7 -The Sundays,Here's Where The Story Ends,53.0,0.622,0.693,7.0,-8.619,1,0.0274,0.288,1.06e-06,0.136,0.843,109.055,230040.0,4,1 -Yehudit Ravitz,◊ê◊û◊®◊™ - ◊ê◊û◊®◊™,14.0,0.833,0.538,5.0,-12.777,1,0.033,0.272,0.00303,0.285,0.896,119.586,224000.0,4,10 -KISS,Rock And Roll All Nite,75.0,0.654,0.929,1.0,-5.906,1,0.0998,0.0468,,0.0539,0.902,144.774,168840.0,4,8 -Deftones,Swerve City,54.0,0.457,0.964,10.0,-2.963,1,0.0656,0.0001,0.00811,0.67,0.372,111.972,164987.0,4,8 -Backstreet Boys,Downpour,32.0,0.507,0.797,8.0,-3.333,0,0.0315,0.165,,0.112,0.394,108.91,3.357783333,4,9 -A Tribe Called Quest,We The People....,55.0,0.71,0.805,1.0,-5.471,1,0.0637,0.00909,,0.141,0.897,92.601,172013.0,4,10 -Nils Frahm,My Friend the Forest,51.0,0.253,0.0118,8.0,-33.838,1,0.042,0.952,0.614,0.245,0.149,82.843,316167.0,3,1 -Eric B. & Rakim,Follow The Leader,42.0,0.787,0.623,10.0,-18.273,0,0.178,0.19,4.55e-06,0.107,0.818,109.906,336867.0,4,5 -Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,6 -"Alanis Morissette, Willie Nelson",On The Road Again,44.0,0.527,0.415,,-8.065,1,0.0347,0.789,9.07e-05,0.152,0.251,93.326,2.32178333,4,0 -Kacey Musgraves,Rainbow,72.0,0.581,0.197,3.0,-7.697,1,0.0329,0.88,,0.107,0.349,130.367,214293.0,4,9 -Wax Tailor,I Had a Woman,34.0,0.569,0.566,7.0,-7.644,1,0.369,0.122,0.106,0.354,0.459,180.057,159554.0,4,2 -Harriette,at least i'm pretty,53.0,0.86,0.422,1.0,-9.785,1,0.0296,0.541,0.00449,0.139,0.523,99.958,106800.0,4,6 -Blxst,Got It All,62.0,0.605,0.583,,-5.068,0,0.294,0.357,,0.314,0.534,92.713,159130.0,4,5 -Guru,Insert A (Mental Relaxation)/Medicine,43.0,0.728,0.481,6.0,-13.32,1,0.179,0.088,2.87e-05,0.309,0.652,82.944,259533.0,4,5 -Pearl Jam,Alive,75.0,0.284,0.875,11.0,-6.069,0,0.0422,0.00752,0.000461,0.402,0.595,75.009,340907.0,4,10 -jxdn,Better Off Dead,70.0,0.684,0.672,10.0,-5.762,0,0.0341,0.151,,0.116,0.381,93.965,155674.0,4,5 -Memphis La Blusera,La Bifurcada,46.0,0.471,0.957,5.0,-5.695,1,0.137,0.00498,0.00806,0.819,0.17,112.815,457892.0,4,2 -Tim Montana,Stronger Than You,50.0,0.66,0.619,9.0,-4.193,0,0.0265,0.665,2.6e-05,0.0893,0.531,144.869,188400.0,4,10 -Shokran,Creatures from the Mud,40.0,0.472,0.989,11.0,-3.127,0,0.119,5.48e-05,0.00102,0.313,0.137,122.535,265714.0,4,8 -The Robert Cray Band,All the Way,34.0,0.561,0.398,9.0,-12.848,1,0.0607,0.686,0.0025,0.135,0.363,171.834,311667.0,4,2 -The Cold Stares,In The Night Time,41.0,0.679,0.728,2.0,-9.478,1,0.0325,0.0795,0.0127,0.151,0.748,120.014,188142.0,4,2 -The Housemartins,Happy Hour,48.0,0.535,0.858,10.0,-11.109,1,0.0453,0.101,2.18e-06,0.141,0.926,95.792,142093.0,4,1 -Lata Mangeshkar,Tum Mujhse Door Chale Jana Na,6.0,0.309,0.258,8.0,-12.18,0,0.0458,0.99,0.000234,0.136,0.157,77.03,4.55555,1,3 -ShrekDiMC,◊¢◊ï◊ì,27.0,0.655,0.846,1.0,-4.01,1,0.119,0.144,,0.0517,0.618,195.901,210689.0,4,5 -Disturbed,The Vengeful One,67.0,0.238,0.967,4.0,-2.602,0,0.136,0.000213,1.18e-06,0.26,0.58,170.128,252003.0,4,8 -Rich The Kid,Nasty (feat. Rubi Rose),53.0,0.877,0.54,1.0,-7.398,1,0.391,0.0503,,0.0883,0.544,158.07,185133.0,4,5 -Little Milton,Grits Ain't Groceries (All Around The World),32.0,0.683,0.507,1.0,-14.429,0,0.0726,0.517,,0.151,0.904,120.63,159920.0,4,2 -Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,1 -Rat Tally,Shrug,26.0,0.446,0.373,,-9.192,1,0.0312,0.0949,2.13e-06,0.116,0.201,144.073,151257.0,4,1 -Sir Sly,Material Boy,44.0,0.625,0.8,,-4.385,1,0.0277,0.00271,0.000762,0.0521,0.127,110.0,224625.0,4,10 -Nego True,Pick Your Poison,20.0,0.648,0.437,5.0,-13.245,0,0.368,0.849,,0.0901,0.551,130.654,240020.0,3,5 -Squeeze,Tempted,59.0,0.729,0.356,6.0,-13.743,0,0.0347,0.0916,0.0905,0.052,0.392,95.026,240333.0,4,1 -Outkast,ATLiens,67.0,0.918,0.734,11.0,-2.832,0,0.269,0.0296,8.01e-06,0.191,0.608,97.044,230693.0,4,5 -Barbaro,Barbaro,46.0,0.467,0.329,2.0,-11.429,1,0.0295,0.662,0.0445,0.096,0.362,108.777,3.43355,4,0 -The Stone Roses,I Am the Resurrection - Remastered,58.0,0.357,0.866,4.0,-6.324,1,0.0411,0.00191,0.114,0.0815,0.721,129.071,492947.0,4,10 -DBN Gogo,Khuza Gogo,58.0,0.632,0.541,1.0,-12.129,1,0.242,0.341,0.00215,0.0937,0.484,113.007,380500.0,4,9 -Chloe George,ghost town (voice memo),74.0,0.471,0.229,8.0,-6.504,1,0.0358,0.953,,0.0909,0.358,68.41,2.2875,3,9 -Paulo Mendonca,Going Up,40.0,0.613,0.793,,-6.82,0,0.0666,0.0319,,0.341,0.806,180.026,187532.0,4,2 -Britney Spears,Better,36.0,0.657,0.824,1.0,-3.155,1,0.0347,0.0189,0.00108,0.0859,0.76,96.996,3.16555,4,9 -The Go Getters,Welcome to My Hell,43.0,0.583,0.92,9.0,-5.607,0,0.0948,0.202,0.00371,0.0744,0.632,97.722,188480.0,4,10 -"Louise Farrenc, David Berlin, Benjamin Martin","Cello Sonata in B-Flat Major, Op. 46: II. Andante sostenuto",37.0,0.252,0.034,3.0,-29.298,1,0.0407,0.971,0.928,0.112,0.147,118.01,5.53555,3,7 -Omer Adam,◊®◊ó◊ï◊ß ◊û◊õ◊ï◊ú◊ù,45.0,0.804,0.492,9.0,-6.609,0,0.0511,0.674,,0.0923,0.856,120.063,175213.0,4,9 -The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,10 -Robert Finley,Country Boy,44.0,0.685,0.727,7.0,-7.619,1,0.0648,0.0431,0.021,0.102,0.731,143.551,344973.0,4,2 -NOFX,Linewleum (feat. Avenged Sevenfold),49.0,0.489,0.953,4.0,-3.475,1,0.0607,2.3e-05,0.06,0.0408,0.354,99.939,199782.0,4,10 -Exhorder,The Man That Never Was,40.0,0.476,0.984,2.0,-4.457,1,0.088,1.4e-05,0.00861,0.363,0.351,93.992,203000.0,4,8 -In Flames,The Truth,45.0,0.482,0.992,10.0,-4.001,0,0.0959,0.00179,0.00179,0.198,0.186,125.065,184531.0,4,10 -Scar Of The Sun,Inertia,31.0,0.474,0.907,11.0,-12.085,0,0.0548,3.62e-05,2.23e-05,0.182,0.149,101.201,230187.0,3,8 -The Dose,Cold Hands,36.0,0.61,0.678,2.0,-8.776,1,0.0326,0.0125,0.023,0.146,0.315,125.012,258425.0,4,10 -"Black Country, New Road",Science Fair,48.0,0.555,0.667,2.0,-9.73,1,0.0626,0.0672,0.264,0.382,0.253,126.132,380093.0,4,6 -Taylor Swift,Out Of The Woods,67.0,0.553,0.841,7.0,-6.937,1,0.0396,0.000743,1.19e-05,0.341,0.338,92.008,235800.0,4,9 -Lielle,◊™◊®◊©◊ï◊ù,24.0,0.768,0.598,6.0,-9.952,1,0.185,0.326,2.9e-05,0.161,0.761,122.019,190940.0,4,6 -Aaron Goldberg,Perhaps,,0.471,0.34,,-18.042,1,0.0405,0.672,0.753,0.12,0.46,99.424,5.290666667,3,7 -Black Pumas,Black Moon Rising,51.0,0.538,0.605,3.0,-7.608,0,0.0368,0.128,0.00445,0.151,0.729,158.181,221947.0,4,2 -BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,6 -Mem Shannon,Doing The Best That I Can,4.0,0.691,0.809,7.0,-5.338,1,0.0499,0.233,0.000981,0.173,0.749,95.655,220333.0,4,2 -Fall Out Boy,Beat It - Studio Version,54.0,0.56,0.93,7.0,-4.492,1,0.0661,0.0378,2.37e-06,0.317,0.807,149.93,227880.0,4,10 -Eels,Mr. E's Beautiful Blues - Remix,8.0,0.8,0.649,,-8.248,1,0.0293,0.453,0.000152,0.0804,0.864,114.074,234520.0,4,2 -Belle Mt.,Hollow,58.0,0.415,0.23,11.0,-9.666,1,0.0499,0.803,5.4e-06,0.0908,0.203,177.999,236627.0,3,10 -"Scott Hamilton, Dena DeRose, Ignasi González, Jo Krause",Young and Foolish,48.0,0.456,0.276,5.0,-7.419,1,0.0316,0.965,0.0525,0.0775,0.157,103.335,5.51025,4,7 -Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,10 -The Rasmus,In the Shadows,69.0,0.6,0.796,2.0,-4.481,1,0.0275,0.000109,5.2e-05,0.484,0.75,105.991,257920.0,4,10 -Chuck Berry,Sweet Little Sixteen,53.0,0.507,0.627,1.0,-7.838,1,0.0354,0.575,,0.198,0.962,175.309,3.01245,4,10 -Disturbed,Stricken,73.0,0.404,0.969,8.0,-2.938,1,0.195,8.51e-05,0.0114,0.268,0.29,173.878,245227.0,4,8 -Sinead O Brien,Kid Stuff - Edit,33.0,0.571,0.926,11.0,-3.246,0,0.15,0.00178,0.00117,0.35,0.582,131.023,192035.0,4,6 -Robben Ford,White Rock Beer...8 Cents,31.0,0.348,0.799,4.0,-6.018,0,0.0455,0.0781,0.49,0.178,0.564,107.979,353684.0,4,2 -Jefferson Starship,Miracles,54.0,0.617,0.335,9.0,-15.914,0,0.0301,0.366,,0.115,0.655,113.226,412040.0,4,10 -Black Veil Brides,Lost It All,49.0,0.254,0.563,10.0,-7.495,0,0.0392,0.0895,0.00221,0.195,0.0979,111.685,319947.0,4,10 -Manfred Mann's Earth Band,Blinded By The Light,59.0,0.456,0.696,5.0,-10.0,1,0.0653,0.291,0.000207,0.0853,0.508,142.156,428133.0,4,10 -Fiona Apple,Criminal,62.0,0.595,0.804,7.0,-7.911,0,0.0326,0.0129,1.97e-05,0.299,0.586,89.846,341533.0,4,10 -Dream Wife,Hasta La Vista,36.0,0.929,0.626,4.0,-5.996,1,0.0383,0.0483,0.000113,0.102,0.859,123.134,222215.0,4,1 -Mohammed Rafi,Tumsa Nahin Dekha,22.0,0.756,0.526,6.0,-9.258,1,0.037,0.619,0.000522,0.155,0.966,126.612,3.512216667,4,3 -Childish Gambino,35.31,53.0,0.798,0.559,5.0,-10.868,1,0.0592,0.286,,0.349,0.604,102.018,236507.0,4,6 -Marcus King,Say You Will,41.0,0.437,0.82,11.0,-5.854,0,0.0341,0.079,4.05e-05,0.633,0.634,107.088,234547.0,4,2 -Loft Trio,Dave’s Waltz,53.0,0.467,0.157,10.0,-19.59,1,0.0354,0.939,0.929,0.148,0.153,90.97,4.41955,3,7 -RINSE,Back Into Your Arms,37.0,0.5,0.794,3.0,-7.579,1,0.029,0.00478,0.00582,0.0926,0.257,90.007,263801.0,4,6 -The Cure,10:15 Saturday Night,49.0,0.651,0.409,9.0,-10.864,0,0.0879,0.00428,0.0277,0.176,0.363,173.76,222093.0,4,10 -Narkis,◊û◊û◊î ◊ê◊™◊î ◊ë◊ï◊®◊ó,36.0,0.702,0.763,2.0,-5.237,0,0.0518,0.0175,1.91e-05,0.189,0.6,103.004,223511.0,4,5 -"Britney Spears, Ape Drums",Mood Ring (By Demand) - Ape Drums Remix,30.0,0.821,0.582,8.0,-3.908,0,0.0621,0.133,0.00039,0.0527,0.88,104.991,3.644333333,4,9 -Metallica,Fuel,67.0,0.49,0.951,1.0,-3.777,1,0.0477,2.02e-05,0.0027,0.0314,0.589,106.946,269800.0,4,8 -Borito,Song for Dawn,20.0,0.674,0.772,9.0,-8.414,1,0.0401,0.0101,0.67,0.15,0.928,134.979,185800.0,4,6 -One Minute Silence,Rise And Shine,38.0,0.686,0.932,7.0,-5.562,0,0.0612,0.018,0.0052,0.151,0.48,118.116,196133.0,4,8 -Billie Marten,Human Replacement,28.0,0.533,0.663,1.0,-8.301,0,0.0341,0.237,0.0814,0.0709,0.702,175.927,185627.0,4,6 -Beck,Devils Haircut,51.0,0.686,0.729,7.0,-4.848,1,0.0298,0.175,0.000833,0.137,0.79,123.546,192933.0,4,1 -Ishman Bracey,Saturday Blues,30.0,0.643,0.0574,,-17.999,0,0.0462,0.993,8.76e-06,0.113,0.572,112.408,209267.0,4,2 -The Black Keys,Ten Cent Pistol,50.0,0.59,0.551,,-6.693,0,0.0305,0.25,0.00668,0.111,0.304,105.482,269829.0,4,2 -Jessica Andrews,Who I Am,58.0,0.463,0.674,7.0,-5.422,1,0.0319,0.0115,,0.123,0.259,84.039,4.2539,4,4 -Josh Ritter,Old Black Magic,47.0,0.344,0.821,,-6.377,1,0.0321,0.0164,0.000468,0.131,0.761,205.418,286440.0,4,1 -Travis Tritt,It's A Great Day To Be Alive,71.0,0.595,0.653,7.0,-4.935,1,0.0265,0.246,,0.264,0.542,128.93,4.02555,4,4 -Finger Eleven,Paralyzer,72.0,0.644,0.939,11.0,-3.486,0,0.0456,0.157,,0.233,0.861,106.031,208107.0,4,10 -Scott Hamilton,Good Morning Heartache,45.0,0.526,0.17,9.0,-13.089,0,0.0411,0.823,0.777,0.114,0.18,117.414,5.368883333,4,7 -Bryce Janey,Funky Guitar Blues,43.0,0.563,0.871,5.0,-5.825,1,0.029,0.000197,0.0128,0.0928,0.517,114.894,261627.0,4,10 -T Garcia,Poquito,54.0,0.844,0.785,11.0,-5.405,0,0.0833,0.343,0.00011,0.505,0.454,99.992,171211.0,4,9 -Jane's Addiction,Been Caught Stealing,57.0,0.639,0.929,,-4.762,1,0.212,0.00326,0.0501,0.242,0.688,103.758,214707.0,4,10 -Big Homie Ty.Ni,Jelly,62.0,0.886,0.708,10.0,-4.391,0,0.36,0.176,1.53e-05,0.328,0.533,145.967,142808.0,4,5 -Cash Cash,Too Late (feat. Wiz Khalifa & Lukas Graham),70.0,0.552,0.74,2.0,-2.335,1,0.124,0.074,,0.113,0.601,97.049,193918.0,4,9 -Jay Fendi,Lie To Me,36.0,0.831,0.385,8.0,-10.151,1,0.248,0.73,,0.117,0.502,137.954,125257.0,4,5 -The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,10 -Eyal Golan,◊í◊ë◊® ◊û◊ê◊ï◊î◊ë,29.0,0.666,0.948,4.0,-2.709,0,0.0466,0.28,3.65e-06,0.299,0.768,103.997,231467.0,4,9 -Ariel View,Temporary,37.0,0.576,0.519,6.0,-8.847,1,0.0269,0.0839,0.0882,0.266,0.546,110.07,214375.0,4,10 -The Killers,Here With Me,59.0,0.5,0.731,10.0,-4.535,1,0.0312,0.192,0.00045,0.158,0.112,135.97,292320.0,4,10 -MARINA,Purge The Poison,70.0,0.581,0.822,,-5.082,1,0.0591,0.0519,,0.08,0.544,139.98,196573.0,4,9 -Babyface Ray,Paperwork Party - Remix,47.0,0.76,0.531,5.0,-8.728,0,0.298,0.276,,0.15,0.508,100.027,202067.0,4,5 -Pixies,Bone Machine,22.0,0.576,0.519,,-13.799,1,0.0302,0.0652,0.13,0.937,0.658,112.105,197648.0,4,10 -Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,1 -"Lata Mangeshkar, Padmini Kolhapure, Shivangi Kolhapure","Yaadon Ki Baaraat, Pt. 2",15.0,0.423,0.501,2.0,-10.4,0,0.0445,0.865,,0.206,0.701,154.046,3.846666667,3,3 -Crim,A Song and a Promise,22.0,0.428,0.987,11.0,-4.197,0,0.127,0.000534,7.3e-05,0.227,0.139,96.9,209931.0,4,8 -Kelvyn Boy,Tele,49.0,0.848,0.743,1.0,-7.095,0,0.0804,0.362,0.0014,0.102,0.706,100.036,194400.0,4,9 -◊°◊ú◊ò ◊í◊®◊ï◊ë,◊ë◊ê ◊ú◊ô◊î◊†◊ï◊™ - ◊®◊û◊ô◊ß◊°,17.0,0.537,0.871,11.0,-2.89,0,0.328,0.283,,0.132,0.811,86.331,220000.0,4,5 -Flume,Voices,50.0,0.567,0.758,9.0,-3.998,1,0.095,0.0937,0.00249,0.601,0.242,133.687,114645.0,4,6 -Afterglow,Black Hole,44.0,0.26,0.901,7.0,-5.871,1,0.051,1.6e-05,0.292,0.314,0.218,90.369,242079.0,3,8 -Masayoshi Fujita,Sadness - Carlos Cipa Rework,33.0,0.158,0.0356,4.0,-32.22,1,0.0419,0.975,0.928,0.156,0.0369,98.614,386085.0,1,1 -Moshe Peretz,◊õ◊©◊ê◊™ ◊î◊ú◊õ◊™,25.0,0.782,0.502,1.0,-8.356,0,0.0366,0.694,,0.124,0.397,109.052,213487.0,4,9 -Balmorhea,The Myth,43.0,0.528,0.163,7.0,-19.696,0,0.0295,0.895,0.929,0.105,0.141,98.417,221797.0,4,1 -Movement At Night,No Matter What,25.0,0.484,0.833,7.0,-5.453,1,0.0522,6.29e-05,0.00556,0.0296,0.279,87.516,260250.0,4,10 -Mike WiLL Made-It,"Perfect Pint (feat. Kendrick Lamar, Gucci Mane & Rae Sremmurd)",60.0,0.741,0.562,4.0,-5.474,0,0.165,0.172,,0.0751,0.292,180.068,240926.0,4,5 -The Maine,Sticky,59.0,0.669,0.819,,-4.716,1,0.0363,0.11,,0.212,0.762,105.055,178901.0,4,10 -Kelpe,All the Way Round - Edit,40.0,0.252,0.147,2.0,-19.74,0,0.0365,0.911,0.949,0.103,0.0317,108.025,270025.0,4,1 -The Strokes,Heart In a Cage,59.0,0.418,0.857,8.0,-5.133,1,0.0404,2.73e-06,0.805,0.368,0.12,140.02,206173.0,4,10 -Boy Bjorn,Too Young,36.0,0.624,0.613,4.0,-6.709,1,0.0262,0.409,0.00364,0.386,0.808,76.002,192625.0,4,10 -Alan Jackson,Drive (For Daddy Gene),60.0,0.713,0.579,11.0,-8.066,1,0.0413,0.338,,0.174,0.511,125.179,4.04555,4,4 -Unprocessed,Exhale,29.0,0.339,0.984,1.0,-2.535,1,0.255,9.59e-05,0.784,0.262,0.374,142.385,207177.0,3,8 -Finch,Letters To You,43.0,0.412,0.847,1.0,-3.948,1,0.0522,2.43e-05,,0.101,0.377,117.96,199600.0,4,10 -Big X,Mad Love,29.0,0.461,0.706,6.0,-6.34,1,0.0526,0.00373,,0.324,0.24,126.387,148810.0,4,10 -Death From Above 1979,One + One,49.0,0.508,0.797,8.0,-8.07,1,0.123,0.000457,0.0539,0.095,0.516,149.969,226296.0,4,10 -Harlott,Detritus of the Final Age,14.0,0.283,0.949,8.0,-5.636,1,0.107,1.79e-05,0.0176,0.271,0.107,102.783,294240.0,3,8 -Glen Campbell,Rhinestone Cowboy,62.0,0.644,0.633,,-8.006,1,0.0261,0.102,6.82e-05,0.227,0.647,115.193,3.240883333,4,4 -Sonic Boom,Almost Nothing Is Nearly Enough - Remix,11.0,0.193,0.738,9.0,-7.32,1,0.081,0.249,0.148,0.108,0.0694,111.535,478067.0,4,6 -Anthrax,Bring The Noise,55.0,0.601,0.831,2.0,-8.582,1,0.17,0.00086,,0.102,0.296,120.962,211787.0,4,8 -≈™la,strawberry cheeks,49.0,0.623,0.445,,-7.827,1,0.0331,0.716,,0.21,0.393,90.065,134724.0,3,9 -Porno for Pyros,Pets,57.0,0.578,0.515,11.0,-9.541,1,0.0347,0.05,0.0268,0.119,0.302,112.879,216733.0,4,10 -Kadinja,Stone of Mourning,34.0,0.376,0.987,2.0,-3.882,1,0.23,2.13e-05,8.83e-06,0.179,0.274,75.052,219700.0,4,8 -Blac Rabbit,Seize the Day,34.0,0.368,0.715,5.0,-7.718,1,0.0452,0.00394,0.000383,0.313,0.498,146.105,302877.0,4,1 -G. Love & Special Sauce,Go Crazy (feat. Keb' Mo'),25.0,0.741,0.789,2.0,-4.733,1,0.0594,0.183,0.000824,0.162,0.863,95.986,220960.0,4,2 -Afterglow,Ephemeral,42.0,0.54,0.934,4.0,-5.232,1,0.0612,3.26e-05,0.000261,0.405,0.494,115.061,246000.0,4,8 -James Arthur,Train Wreck - Acoustic,61.0,0.529,0.364,6.0,-8.112,0,0.0381,0.748,,0.0913,0.384,75.024,209390.0,4,9 -Knesiyat Hasechel,Lemaya Yesh Ekdach (Maya Has A Gun),31.0,0.594,0.772,9.0,-6.423,1,0.0288,0.0333,0.0022,0.107,0.338,108.036,241787.0,4,10 -Times Of Grace,The Burden of Belief,,0.405,0.621,5.0,-6.611,0,0.0387,0.0256,0.0353,0.418,0.192,120.001,339492.0,4,8 -U2,Vertigo,64.0,0.416,0.819,9.0,-3.974,1,0.0613,0.000138,0.00108,0.147,0.632,140.083,193520.0,4,1 -Bloc Party,Flux,54.0,0.49,0.963,1.0,-3.755,0,0.148,0.00052,0.00281,0.055,0.317,152.029,216613.0,4,10 -Gene Hart Trio,Dolphin Dance,36.0,0.473,0.258,,-16.261,1,0.031,0.959,0.851,0.11,0.205,125.929,4.9,4,7 -Bob Marley & The Wailers,Could You Be Loved,78.0,0.916,0.72,,-8.548,1,0.1,0.36,0.00016,0.0958,0.76,103.312,237000.0,4,10 -"Maria Theresia von Paradis, Jian Wang, Göran Söllscher",Sicilienne (Arr. by Söllscher),18.0,0.331,0.0236,5.0,-27.06,1,0.0473,0.99,0.857,0.108,0.101,34.132,3.168,4,7 -Electric Six,Danger! High Voltage - Soulchild Radio Mix,59.0,0.66,0.698,11.0,-4.722,0,0.0302,1.92e-05,0.166,0.0517,0.511,123.005,214600.0,4,10 -Kalan.FrFr,Never Lose You,56.0,0.561,0.598,11.0,-8.339,0,0.0882,0.395,,0.108,0.477,97.697,181867.0,4,5 -Jensen McRae,Immune,57.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,3.50276667,4,0 -Larkin Poe,Tears Of Blue To Gold,36.0,0.56,0.801,,-5.745,1,0.0557,0.0088,1.36e-06,0.0789,0.566,140.095,192352.0,4,2 -Luc Brooks,London Plane,55.0,0.463,0.108,,-19.102,0,0.0419,0.975,0.818,0.125,0.159,114.066,3.328966667,4,7 -Apoorva Krishna,Blossom,14.0,0.309,0.307,8.0,-9.591,1,0.0335,0.869,0.808,0.345,0.0392,103.553,358000.0,4,6 -Glenn Astro,The Yancey,30.0,0.793,0.656,7.0,-9.665,1,0.0541,0.102,0.87,0.0902,0.588,123.021,269290.0,4,1 -Lanai String Section,Escapes within,42.0,0.212,0.0284,7.0,-25.232,0,0.0453,0.87,0.908,0.0815,0.0391,88.931,1.4818,4,7 -INXS,New Sensation,,0.682,0.954,9.0,-4.952,1,0.0627,0.00756,3.9e-05,0.0508,0.927,115.472,3.66933333,4,10 -Champion Jack Dupree,"One Scotch, One Bourbon, One Beer - Bonus Track",33.0,0.432,0.667,,-7.849,1,0.0439,0.127,0.000294,0.181,0.907,173.727,254200.0,4,2 -Penfold,M,27.0,0.264,0.927,2.0,-5.659,1,0.082,0.00395,0.000133,0.0962,0.111,150.024,263440.0,4,10 -Radiohead,Everything In Its Right Place,66.0,0.296,0.463,5.0,-11.412,0,0.0449,0.705,0.0482,0.0954,0.0629,123.943,251427.0,5,10 -Twenty One Pilots,Saturday,68.0,0.687,0.89,8.0,-5.99,1,0.0344,0.00396,0.000939,0.0436,0.854,113.06,172232.0,4,9 -Eliad,◊û◊ß◊°◊ô◊ß◊ï,26.0,0.723,0.854,8.0,-7.936,1,0.0585,0.00139,0.000195,0.276,0.52,95.001,237584.0,4,9 -Plini,Handmade Cities,44.0,0.588,0.755,8.0,-6.842,1,0.0434,0.0497,0.684,0.163,0.437,102.941,285040.0,4,8 -Quaker City Night Hawks,Good Evening,42.0,0.527,0.606,5.0,-6.799,1,0.0305,0.0134,0.00029,0.418,0.267,105.509,279107.0,4,2 -Malkat Haplakat,◊û◊ô◊ú◊ô◊ï◊ü ◊§◊¢◊ù,16.0,0.604,0.598,1.0,-6.155,0,0.0268,0.00218,0.0259,0.107,0.414,108.029,244987.0,4,6 -Maximo Park,Books From Boxes,59.0,0.611,0.568,5.0,-6.142,1,0.032,0.0906,,0.117,0.567,95.546,208653.0,4,10 -Sarit Hadad,◊ú◊ï ◊ô◊î◊ô,13.0,0.385,0.479,9.0,-6.427,0,0.026,0.521,1.28e-06,0.139,0.359,82.858,214307.0,4,9 -Eric Gales,Southpaw Serenade (feat. Doyle Bramhall II),36.0,0.448,0.725,10.0,-5.883,0,0.0581,0.31,0.000173,0.34,0.569,124.946,511427.0,3,2 -Gemma Griffiths,Ndinewe,37.0,0.571,0.639,9.0,-6.242,1,0.0481,0.101,0.428,0.121,0.341,94.946,234424.0,4,9 -Yehudit Ravitz,◊¢◊ô◊ü ◊í◊ì◊ô,28.0,0.527,0.0596,,-19.036,1,0.0358,0.831,,0.111,0.41,143.34,236693.0,4,10 -Oscar Peterson Trio,C Jam Blues,,0.471,0.309,5.0,-18.649,1,0.038,0.803,0.0156,0.115,0.848,116.213,3.39,4,7 -Trophie,Recover,32.0,0.638,0.471,4.0,-8.565,1,0.0651,0.181,3.66e-05,0.0619,0.24,129.973,206769.0,4,6 -Scorpion Child,Acid Roulette,37.0,0.187,0.938,,-3.635,1,0.0658,2.25e-05,0.192,0.231,0.423,133.635,349467.0,4,8 -Willie Nelson,Blue Skies,51.0,0.381,0.335,2.0,-12.797,1,0.0362,0.207,0.088,0.1,0.259,83.792,3.557333333,4,4 -John Henriksson,The Distance,45.0,0.375,0.131,6.0,-19.125,1,0.033,0.946,0.936,0.111,0.0366,64.128,2.591916667,4,7 -R.L. Beats,Ill Die for U,29.0,0.924,0.247,10.0,-9.562,1,0.0711,0.0491,0.427,0.0894,0.341,119.979,147000.0,4,6 -Tame Impala,Alter Ego - 2020 Mix,58.0,0.408,0.903,,-2.924,1,0.0561,0.00256,0.000821,0.117,0.368,128.942,289867.0,4,6 -Liza Anne,"1,000 Years",48.0,0.437,0.301,,-8.519,1,0.0384,0.645,,0.117,0.203,126.016,3.65,4,0 -Altered Five Blues Band,Mischief Man,29.0,0.669,0.852,7.0,-5.718,1,0.0549,0.409,0.0235,0.335,0.851,111.028,198603.0,4,2 -Yuni Wa,Satellite,37.0,0.612,0.942,9.0,-6.472,1,0.43,0.0193,0.954,0.0993,0.83,128.007,142567.0,4,6 -Sarah Proctor,The Breaks,41.0,0.579,0.212,,-11.439,1,0.0439,0.903,9.52e-06,0.089,0.0634,130.18,200476.0,4,9 -PVRIS,Use Me (feat. 070 Shake),56.0,0.315,0.618,10.0,-6.71,0,0.053,0.0353,0.0118,0.113,0.226,79.175,203027.0,4,10 -Young Stoner Life,That Go! (feat. T-Shyne),65.0,0.703,0.589,1.0,-6.193,1,0.0534,0.00584,,0.116,0.223,145.927,225867.0,4,5 -Cold Cave,Prayer From Nowhere,40.0,0.464,0.875,11.0,-9.198,0,0.0256,0.00116,0.748,0.104,0.683,104.986,303120.0,4,10 -Memphis Minnie,If You See My Rooster (Please Run Him Home),35.0,0.792,0.142,3.0,-16.024,1,0.0442,0.985,0.184,0.112,0.669,94.375,195307.0,4,2 -Backstreet Boys,Love Somebody,19.0,0.577,0.85,11.0,-3.932,1,0.0568,0.00454,,0.124,0.561,127.993,3.4298,4,9 -Rammstein,DEUTSCHLAND,73.0,0.521,0.895,7.0,-5.242,1,0.0442,5.54e-05,0.349,0.0985,0.237,120.117,322340.0,4,10 -HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,6 -Coal Chamber,Loco,56.0,0.497,0.914,6.0,-6.532,1,0.0601,0.00178,0.00105,0.258,0.16,133.738,254693.0,4,8 -Fall Out Boy,"Dance, Dance",,0.63,0.966,11.0,-2.879,0,0.134,0.00474,,0.0354,0.5,114.455,181440.0,4,10 -Kathleen Edwards,Glenfern,47.0,0.666,0.803,2.0,-6.156,1,0.028,0.0228,0.000493,0.193,0.54,123.011,270120.0,4,1 -Itay Levi,◊ó◊°◊®◊î ◊ú◊ô ◊ë◊†◊ï◊£,31.0,0.559,0.745,1.0,-5.775,0,0.081,0.43,,0.105,0.213,147.155,202449.0,4,9 -Rotting Christ,Œß Œû Œ£ - 666,47.0,0.39,0.758,3.0,-6.329,1,0.0312,0.00114,0.829,0.0978,0.0993,84.003,348053.0,4,8 -The Oil Barons,Vitch,23.0,0.273,0.889,5.0,-7.038,1,0.0998,0.00878,0.652,0.411,0.22,130.041,358283.0,4,6 -Yuppies With Jeeps,Kiss My Lie,4.0,0.619,0.303,11.0,-10.348,1,0.0308,0.203,0.0221,0.0988,0.281,114.921,214987.0,4,6 -Bon Iver,PDLIF,57.0,0.328,0.461,6.0,-8.79,1,0.0434,0.447,7.49e-05,0.155,0.232,126.015,177286.0,4,6 -AC/DC,Hard as a Rock,61.0,0.481,0.724,4.0,-5.642,1,0.0324,0.0018,0.177,0.11,0.2,116.322,271000.0,4,10 -"Jo Dee Messina, Tim McGraw",Bring On The Rain,54.0,0.468,0.404,5.0,-7.25,1,0.0286,0.689,,0.177,0.148,138.115,4.002883333,4,4 -Survivor,Is This Love,49.0,0.679,0.772,3.0,-8.946,1,0.0328,0.557,,0.0338,0.749,118.129,222560.0,4,10 -Gurr,She Says,36.0,0.63,0.768,6.0,-5.667,1,0.0294,0.353,0.0814,0.108,0.519,119.978,212638.0,4,6 -Yehudit Ravitz,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î ◊ë◊ô◊¢◊®,11.0,0.656,0.494,4.0,-10.666,1,0.0302,0.0189,0.149,0.11,0.316,139.151,297733.0,4,10 -Vokonis,Grasping Time - Single Version,31.0,0.199,0.824,5.0,-7.814,0,0.0444,6.65e-06,0.799,0.15,0.412,142.911,260652.0,4,8 -Pop Up!,Answer,37.0,0.72,0.555,6.0,-7.385,1,0.157,0.0183,0.852,0.0794,0.662,121.993,230656.0,4,6 -Vintage Trouble,Blues Hand Me Down,38.0,0.399,0.97,5.0,-3.381,0,0.0625,0.00298,0.000113,0.116,0.701,161.801,225853.0,4,9 -Liam Gallagher,Shockwave,50.0,0.434,0.891,2.0,-3.238,0,0.0439,7.56e-06,,0.257,0.39,123.958,211192.0,4,10 -Des Rocs,Dead Ringer,48.0,0.568,0.9,7.0,-3.629,0,0.139,0.0377,,0.363,0.375,94.963,162743.0,4,10 -Combichrist,Hate Like Me,42.0,0.646,0.906,5.0,-3.848,0,0.0449,0.000172,,0.28,0.625,125.944,255194.0,4,8 -Kate Tempest,The Beigeness,37.0,0.887,0.855,,-6.21,1,0.186,0.146,3.66e-05,0.109,0.67,116.982,188777.0,4,1 -Black Pool,Olive Juice,38.0,0.74,0.363,9.0,-8.706,1,0.0377,0.515,0.000441,0.124,0.308,145.562,197028.0,4,9 -Sierpien,–í–∞–ª—é—Ç—ã –æ–±–µ–∏—Ö —Å—Ç—Ä–∞–Ω,27.0,0.627,0.736,2.0,-8.394,1,0.0358,0.298,0.646,0.356,0.856,125.101,159564.0,4,6 -Sucker,Madeline Kenney,42.0,0.511,0.674,9.0,-9.536,1,0.0274,0.117,0.0105,0.129,0.663,173.949,4.72285,4,0 -alexmaax,Bets Off,31.0,0.456,0.499,,-11.231,0,0.0338,0.754,0.295,0.0941,0.533,104.919,256924.0,4,6 -End of the World,Forever (feat. NIKI),41.0,0.582,0.762,11.0,-5.792,1,0.0633,0.258,,0.364,0.372,81.009,176187.0,4,10 -At The Drive In,One Armed Scissor,48.0,0.253,0.931,4.0,-4.189,0,0.142,0.0611,3.1e-05,0.639,0.25,162.374,260293.0,4,10 -Volumes,NO LOVE,36.0,0.544,0.985,1.0,-5.236,1,0.0895,0.00106,0.000143,0.311,0.424,109.991,197474.0,4,8 -Matt Andersen,Last Surrender,31.0,0.714,0.435,7.0,-5.696,1,0.0346,0.276,4.9e-05,0.11,0.187,92.936,197748.0,3,2 -Mötley Crüe,"Girls, Girls, Girls",70.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,4.50711667,4,10 -"Jatin-Lalit, Asha Bhosle, Udit Narayan",Ajnabi Mujhko Itna Bata,46.0,0.535,0.727,5.0,-4.532,0,0.0442,0.768,3.86e-05,0.0713,0.621,98.23,6.23,4,3 -Frankie Goes To Hollywood,Relax,71.0,0.676,0.695,11.0,-13.395,0,0.0392,0.326,1.09e-05,0.0462,0.691,114.93,236800.0,4,9 -Bon Jovi,Thank You For Loving Me,66.0,0.385,0.342,2.0,-7.749,1,0.0285,0.416,,0.119,0.131,132.864,308933.0,4,10 -LUNA,Blind,47.0,0.776,0.656,8.0,-7.081,0,0.0631,0.229,0.0305,0.164,0.658,119.938,190000.0,4,6 -DED,Anti-Everything,49.0,0.678,0.967,1.0,-3.548,1,0.0873,0.00251,,0.264,0.365,109.03,194868.0,4,8 -Laney Keyz,What Love (feat. Calboy),51.0,0.7,0.845,1.0,-2.892,1,0.0707,0.137,,0.152,0.785,130.033,190093.0,4,5 -Ravid Plotnik,◊†◊™◊®◊ê◊î ◊ë◊í◊ú◊í◊ï◊ú ◊î◊ë◊ê,47.0,0.51,0.396,6.0,-13.945,0,0.0389,0.184,0.51,0.68,0.197,111.506,213720.0,3,5 -YONAKA,Guilty,48.0,0.643,0.262,11.0,-5.686,1,0.0376,0.807,,0.0943,0.394,122.904,276107.0,4,10 -The Killers,Jenny Was A Friend Of Mine,55.0,0.542,0.961,11.0,-5.606,1,0.0518,0.000128,0.00119,0.286,0.472,114.048,243933.0,4,10 -Jake Bugg,The Love We‚Äôre Hoping For,37.0,0.524,0.512,1.0,-7.809,0,0.034,0.361,,0.113,0.278,126.397,188667.0,4,10 -Borai,Make Me,43.0,0.581,0.933,10.0,-6.315,0,0.0426,0.000311,0.0958,0.0704,0.546,130.0,298411.0,4,6 -New Sylveon,—è –±–æ–ª—å—à–µ –Ω–µ –∫—É—Å–∞—é—Å—å,33.0,0.37,0.599,6.0,-5.5,1,0.0387,0.0911,2.37e-06,0.237,0.488,176.785,165424.0,4,6 -The Flower Kings,Black Flag,28.0,0.399,0.59,4.0,-8.305,1,0.0315,0.0737,0.00133,0.333,0.199,139.912,459640.0,4,10 -Between The Buried And Me,The Coma Machine,44.0,0.273,0.971,7.0,-4.495,1,0.139,7e-05,0.00079,0.284,0.249,145.088,455920.0,4,8 -Travis,Side,61.0,0.455,0.849,7.0,-5.461,0,0.0284,0.000493,1.52e-05,0.466,0.533,90.955,239240.0,4,10 -Young Clancy,PARABLE 3,28.0,0.677,0.772,3.0,-7.438,1,0.424,0.303,2.15e-05,0.299,0.721,148.163,106048.0,4,1 -Lil Nas X,SUN GOES DOWN,42.0,0.551,0.636,2.0,-6.798,1,0.054,0.0837,4.28e-06,0.112,0.148,174.065,168276.0,4,5 -Rhodes Rodosu,Luna,39.0,0.594,0.944,7.0,-5.084,0,0.19,0.114,0.00102,0.286,0.3,103.004,242330.0,4,6 -Polo & Pan,Ani Kuni - Edit,60.0,0.704,0.669,,-5.691,1,0.0309,0.0862,0.348,0.108,0.305,121.005,169267.0,4,6 -Jan Harbeck Quartet,Lighter Shades,42.0,0.508,0.162,7.0,-12.7,0,0.0302,0.928,0.418,0.101,0.38,71.541,5.804216667,4,7 -VRSTY,MONTERO (Call Me By Your Name),34.0,0.469,0.884,11.0,-5.626,1,0.315,0.0506,3.98e-06,0.0861,0.174,178.944,180000.0,4,10 -Jerry Garcia Band,The Harder They Come (feat. B√©la Fleck) - Live,20.0,0.498,0.881,,-6.433,1,0.0626,0.507,0.0388,0.97,0.617,113.988,645680.0,4,10 -Lo Greco Bros Quartet,Naima,34.0,0.364,0.501,10.0,-6.138,0,0.0349,0.744,0.113,0.305,0.177,175.564,4.661783333,5,7 -The Fall of Troy,F.C.P.R.E.M.I.X.,59.0,0.226,0.891,9.0,-5.531,0,0.0702,0.000631,9.75e-06,0.225,0.511,167.876,237680.0,4,10 -The Damned,The Shadow Of Love,37.0,0.483,0.6,5.0,-11.83,1,0.0323,0.159,0.299,0.521,0.655,109.925,229960.0,4,10 -Atreyu,Save Us,59.0,0.409,0.816,,-4.59,1,0.0743,0.00384,2.86e-06,0.0932,0.385,164.841,141608.0,4,10 -Architects,Gravedigger,49.0,0.529,0.943,2.0,-4.446,1,0.0571,5.11e-05,4.34e-05,0.142,0.226,119.983,245300.0,4,8 -"Mauricio Hernandez Monterrubio, José Isidoro",Campeche,47.0,0.57,0.278,2.0,-7.268,1,0.0528,0.953,0.849,0.0997,0.287,122.99,3.638216667,3,7 -Omar and The Howlers,"Honest I Do (feat. Gary Clark, Jr.)",35.0,0.72,0.412,9.0,-8.139,1,0.0305,0.421,0.00071,0.102,0.463,111.444,141107.0,3,2 -The Civil Wars,Billie Jean,61.0,0.532,0.203,9.0,-8.524,0,0.0668,0.829,,0.108,0.543,89.646,259920.0,4,10 -Hundreds,Untold - Pure Current,29.0,0.59,0.129,5.0,-17.165,1,0.0546,0.958,0.864,0.107,0.0377,116.271,267443.0,4,6 -Editors,Papillon,56.0,0.505,0.947,7.0,-5.157,1,0.0613,2.07e-05,0.00635,0.301,0.629,125.995,324134.0,4,6 -E-Z,◊ú◊ê ◊î◊õ◊ú ◊û◊ü ◊ê◊ú◊ú◊î,40.0,0.596,0.709,1.0,-6.479,1,0.0359,0.27,,0.421,0.595,152.182,220263.0,4,5 -Justice,We Are Your Friends - Justice Vs Simian,61.0,0.615,0.97,9.0,1.342,0,0.119,0.0104,0.384,0.178,0.507,122.993,262773.0,4,1 -Blackbriar,Deadly Diminuendo,46.0,0.424,0.82,10.0,-6.895,0,0.0538,0.00484,0.000975,0.12,0.153,115.1,300579.0,4,8 -Little Walter,My Babe,56.0,0.676,0.334,5.0,-10.572,1,0.0508,0.862,,0.32,0.867,158.0,162040.0,4,2 -Little Sonny,It's Hard Going Up (But Twice As Hard Coming Down),5.0,0.702,0.685,2.0,-9.264,1,0.0346,0.451,0.0532,0.159,0.885,126.404,234200.0,3,2 -P.O.D.,Youth of the Nation,71.0,0.563,0.86,8.0,-7.533,1,0.0621,0.00834,0.0106,0.39,0.517,97.867,256240.0,4,10 -Merle Haggard,Are the Good Times Really Over (I Wish a Buck Was Still Silver),55.0,0.616,0.217,,-15.439,1,0.0335,0.808,0.000109,0.122,0.141,130.613,4.22155,3,4 -Robert Wilkins,That's No Way To Get Along,30.0,0.448,0.315,8.0,-14.961,1,0.0353,0.904,,0.235,0.372,98.548,172533.0,4,2 -Fibre,The Only One,36.0,0.654,0.92,1.0,-6.389,1,0.514,0.0254,0.339,0.143,0.709,120.065,168000.0,4,6 -Becca Mancari,Golden (Acoustic),49.0,0.359,0.17,4.0,-10.915,1,0.0308,0.91,0.000238,0.11,0.178,137.062,5.12186667,3,0 -Cannibal Corpse,Necrogenic Resurrection,53.0,0.462,0.974,1.0,-5.82,1,0.0816,2.94e-05,0.723,0.0751,0.399,107.877,186576.0,3,8 -"Astronauts, etc.",Cherry Plum,42.0,0.667,0.659,4.0,-10.264,0,0.04,0.728,0.249,0.141,0.826,139.947,174857.0,4,6 -otta,just like the rain,19.0,0.507,0.516,11.0,-6.133,0,0.0391,0.452,3.15e-05,0.135,0.27,109.821,187147.0,4,6 -Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,9 -Vundabar,Montage Music,32.0,0.493,0.856,7.0,-6.686,1,0.0556,0.0277,0.0026,0.258,0.818,159.641,194867.0,4,6 -"Conner Youngblood, Nylo",Everyday - Edit,41.0,0.469,0.607,7.0,-10.174,1,0.0371,0.369,0.0124,0.119,0.287,184.986,3.55395,4,0 -Marcus Miller,For the Love of Freedom,46.0,0.538,0.0687,2.0,-17.993,0,0.0371,0.967,0.461,0.0854,0.132,103.808,2.535116667,4,7 -Jasmin Moallem,◊ê◊ï◊® ◊î◊ô◊®◊ó,51.0,0.625,0.624,9.0,-8.391,1,0.14,0.179,7.15e-05,0.22,0.394,150.005,208200.0,4,5 -The 1975,It's Not Living (If It's Not With You),70.0,0.618,0.837,1.0,-5.338,1,0.0304,0.000254,0.000378,0.0618,0.526,121.227,248336.0,4,10 -4 Non Blondes,What's Up?,80.0,0.565,0.564,2.0,-10.044,1,0.0292,0.161,,0.114,0.454,134.355,295533.0,4,10 -Bashar Murad,Maskhara,35.0,0.647,0.864,5.0,-4.496,1,0.0428,0.00881,,0.273,0.5,94.986,186411.0,4,9 -Holly Humberstone,Haunted House,62.0,0.366,0.269,9.0,-9.197,1,0.0439,0.871,,0.101,0.238,127.523,133227.0,4,9 -The Derek Trucks Band,Sweet Inspiration,48.0,0.629,0.748,9.0,-6.3,1,0.0406,0.0924,,0.0449,0.439,111.066,278907.0,4,2 -Little Big Town,Girl Crush,69.0,0.5,0.225,,-10.22,1,0.0302,0.842,,0.112,0.355,173.788,3.222,3,4 -The Fray,Heartbeat,53.0,0.458,0.821,9.0,-5.076,1,0.0334,0.000594,9.46e-05,0.161,0.323,144.46,220693.0,4,10 -The Mar√≠as,Hush,65.0,0.846,0.431,5.0,-6.549,0,0.0351,0.071,0.176,0.0861,0.684,93.038,181893.0,4,6 -Sean Leon,free,34.0,0.736,0.502,10.0,-9.4,0,0.0587,0.481,0.00028,0.0866,0.296,103.985,151731.0,4,1 -Mrigya,Bhaag Bihag,11.0,0.383,0.696,7.0,-7.557,1,0.0417,0.265,0.763,0.281,0.379,139.068,8.096216667,4,0 -Oceanhoarse,Reaching Skywards,34.0,0.32,0.967,7.0,-5.898,0,0.0548,2.06e-06,0.859,0.305,0.081,130.338,246534.0,4,8 -Westlife,We Are One,2.0,0.529,0.528,8.0,-6.566,1,0.029,0.157,,0.135,0.278,118.03,3.74,4,9 -Garbage,Push It,46.0,0.568,0.907,4.0,-7.002,0,0.0318,0.000324,0.174,0.0702,0.895,123.886,242533.0,4,10 -Megan Davies,"Love Yourself, Out of the Woods, Roses - Acoustic Mashup",50.0,0.589,0.183,11.0,-13.31,1,0.0583,0.708,,0.393,0.36,90.556,3.95605,4,0 -Rascal Flatts,What Hurts The Most,70.0,0.537,0.674,5.0,-5.134,0,0.0277,0.0088,,0.265,0.33,136.002,3.56845,4,4 -Led Zeppelin,The Ocean - Remaster,56.0,0.443,0.555,4.0,-9.303,0,0.0474,0.0533,0.024,0.311,0.755,87.982,271027.0,4,10 -Matt Andersen,Been My Last,34.0,0.353,0.348,4.0,-9.934,1,0.0381,0.376,1.98e-05,0.0825,0.154,127.566,224867.0,3,2 -Catatonia,Road Rage,51.0,0.495,0.594,8.0,-6.447,1,0.0291,0.0178,0.000243,0.215,0.428,93.445,308386.0,4,6 -"Shashwat Singh, Rishabh Shankar",Albela,25.0,0.446,0.617,1.0,-7.883,1,0.0478,0.582,0.00292,0.0972,0.0696,159.768,2.25,4,0 -The Black Crowes,Jealous Guy,40.0,0.472,0.634,,-5.361,1,0.0324,0.0588,,0.105,0.641,124.27,297707.0,4,10 -Pepper,Stone Love,62.0,0.837,0.478,6.0,-5.861,0,0.0627,0.0571,0.00129,0.0569,0.81,78.746,254800.0,4,10 -Common,What Do You Say (Move It Baby) [Feat. PJ],54.0,0.793,0.699,6.0,-9.849,1,0.37,0.0199,0.000183,0.108,0.897,98.957,242347.0,4,5 -"Landon Austin, Aubrey Toone",Driver's License (Acoustic),43.0,0.614,0.327,11.0,-9.49,1,0.0314,0.585,,0.0885,0.43,145.051,3.8862,4,0 -Colonial Cousins,Krishna,35.0,0.594,0.619,1.0,-11.123,0,0.0478,0.597,0.000144,0.0694,0.385,89.691,5.835783333,1,0 -D Double E,Grinding Away,31.0,0.484,0.775,3.0,-7.761,0,0.46,0.0462,,0.173,0.907,61.024,210057.0,4,5 -King Gizzard & The Lizard Wizard,East West Link,50.0,0.461,0.75,,-8.688,0,0.0436,0.0243,0.451,0.116,0.798,166.019,188786.0,4,6 -DZ Deathrays,Make Yourself Mad,38.0,0.472,0.871,1.0,-4.89,1,0.0597,0.000115,,0.335,0.489,128.004,160160.0,4,10 -Leony,Faded Love,76.0,0.748,0.748,11.0,-3.852,1,0.0465,0.374,,0.261,0.393,132.101,148346.0,4,9 -"Camille Saint-Saëns, Sol Gabetta","The Carnival of the Animals, R. 125: XIII. The Swan",8.0,0.197,0.0527,7.0,-24.809,1,0.0432,0.991,0.945,0.0731,0.0386,82.876,3.222883333,4,7 -Carmella Gross & Wagner,◊™◊û◊ï◊†◊î ◊ê◊ô◊û◊§◊®◊°◊ô◊ï◊†◊ô◊°◊ò◊ô◊™,28.0,0.735,0.385,2.0,-15.624,1,0.0356,0.367,0.567,0.0659,0.533,126.023,196000.0,4,10 -Henry Webb-Jenkins,Months,20.0,0.687,0.199,8.0,-13.854,1,0.0402,0.839,0.00796,0.117,0.153,112.417,194000.0,3,9 -Ajotabeats,ANOTHER NIGHT,41.0,0.772,0.941,6.0,-7.609,0,0.165,0.076,0.625,0.0793,0.693,125.016,236175.0,4,6 -N.O.R.E.,Superthug,48.0,0.845,0.921,2.0,-4.711,1,0.184,0.00766,9.75e-06,0.0419,0.367,95.84,300360.0,4,5 -BTS,Butter,96.0,0.759,0.459,8.0,-5.187,1,0.0948,0.00323,,0.0906,0.695,109.997,2.7407,4,9 -Mustasch,Down in Black,39.0,0.524,0.94,10.0,-5.602,0,0.0504,0.000337,0.242,0.287,0.654,95.919,162827.0,4,8 -Katatonia,Lacquer,46.0,0.527,0.453,,-11.677,0,0.033,0.219,3.93e-05,0.104,0.179,120.024,282107.0,3,8 -Beware Of Darkness,Howl,46.0,0.23,0.888,2.0,-3.414,1,0.0512,0.000776,0.000292,0.414,0.368,90.716,243823.0,4,10 -Trippie Redd,Miss The Rage (feat. Playboi Carti),88.0,0.584,0.859,8.0,-5.616,1,0.121,0.0144,,0.847,0.369,77.005,236883.0,4,9 -Kaunis Kuolematon,Hyv√§sti,34.0,0.436,0.907,4.0,-6.784,0,0.0608,0.000493,0.793,0.348,0.0692,115.017,452900.0,4,8 -You Me At Six,WYDRN,46.0,0.556,0.881,4.0,-4.656,0,0.04,0.0391,1.78e-05,0.187,0.736,133.058,209960.0,4,10 -Shlomo Artzi,◊ì◊ë◊ß,35.0,0.637,0.625,10.0,-8.169,0,0.0342,0.641,5.64e-06,0.12,0.491,113.993,226667.0,4,10 -Melike ≈ûahin,Uykumun Boynunu B√ºkme,53.0,0.538,0.477,9.0,-10.481,0,0.027,0.0322,0.000244,0.0939,0.721,105.898,273993.0,4,10 -John Garcia,Jim's Whiskers,32.0,0.343,0.872,5.0,-5.602,0,0.0914,0.0207,0.364,0.147,0.588,115.991,222169.0,4,10 -Marina Maximilian,Not Afraid,37.0,0.334,0.536,9.0,-6.649,0,0.0381,0.378,,0.106,0.235,152.429,204947.0,4,9 -Leon Bridges,Motorbike,67.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,1 -"Clifford Brown, Max Roach Quintet",If I Love Again,27.0,0.552,0.69,2.0,-9.203,0,0.045,0.604,0.0976,0.24,0.948,128.789,3.39955,4,7 -The Raconteurs,"Steady, As She Goes",66.0,0.525,0.578,9.0,-4.563,1,0.12,0.0132,0.00916,0.108,0.537,123.696,215267.0,4,1 -Machine Head,Battery,38.0,0.277,0.993,6.0,-5.27,0,0.147,0.00067,0.0701,0.0985,0.0736,99.456,304667.0,4,8 -Peer Tasi,◊õ◊™◊ë◊™◊ô ◊û◊ô◊ú◊ô◊ù,32.0,0.485,0.392,5.0,-7.744,0,0.0302,0.787,,0.111,0.313,71.375,245135.0,4,9 -Candlemass,The Pendulum,34.0,0.217,0.807,8.0,-4.802,1,0.0469,1.19e-05,0.179,0.0733,0.249,103.893,299293.0,3,8 -Muse,Supermassive Black Hole,76.0,0.668,0.921,7.0,-3.727,1,0.0439,0.0492,0.00517,0.0877,0.782,120.0,212440.0,4,1 -Alvaro Soler,Magia,76.0,0.757,0.671,8.0,-7.541,0,0.0422,0.104,,0.0729,0.837,133.008,192500.0,4,9 -10-FEET,„Ç¢„Ç™,43.0,0.327,0.952,,-2.345,1,0.128,0.0017,,0.0259,0.296,189.938,224267.0,4,10 -Sheryl Crow,Soak Up The Sun,1.0,0.717,0.732,4.0,-4.985,1,0.0426,0.0394,,0.136,0.708,119.996,292307.0,4,10 -Kid Ink,Champion,59.0,0.287,0.956,5.0,-2.847,0,0.258,0.0937,,0.423,0.475,82.578,156848.0,4,5 -Philip Sayce,Spirit,42.0,0.479,0.905,4.0,-6.606,0,0.0565,0.00076,0.00219,0.326,0.274,90.007,218088.0,4,2 -"Molly Parden, Hollow Hum",Landslide,56.0,0.366,0.262,2.0,-12.635,1,0.0322,0.767,2.06e-05,0.119,0.181,151.11,4.09845,4,0 -Dudu Aharon,◊§◊®◊ô◊ñ ◊ê◊ï ◊ê◊®◊ï◊û◊î,19.0,0.719,0.928,,-3.215,0,0.0326,0.0736,,0.339,0.929,105.004,204067.0,4,9 -Post-Party,Wasting Time,39.0,0.459,0.747,3.0,-5.439,1,0.0309,0.000956,0.000146,0.104,0.673,89.974,167556.0,4,6 -Forth Wanderers,Nevermine,41.0,0.385,0.637,4.0,-5.176,1,0.0315,0.0455,0.349,0.286,0.246,163.913,234098.0,4,6 -Westlife,Talk Me Down,1.0,0.345,0.346,4.0,-8.168,1,0.0284,0.496,6.21e-06,0.117,0.155,149.713,4.03045,4,9 -Bettye LaVette,The High Road,16.0,0.649,0.448,8.0,-7.6,1,0.0278,0.785,0.00192,0.0953,0.36,80.521,269533.0,3,2 -Itay Levi,◊ñ◊ï◊õ◊®◊™,39.0,0.506,0.583,9.0,-6.989,0,0.108,0.133,,0.254,0.445,170.014,229037.0,4,9 -Yuval Dayan,◊¶◊ë◊¢◊ô◊ù,32.0,0.37,0.57,4.0,-8.316,0,0.0361,0.285,0.0054,0.102,0.362,113.595,260506.0,4,9 -Red Hot Chili Peppers,Taste The Pain - Remastered,40.0,0.641,0.828,11.0,-5.412,0,0.0722,0.0864,8.85e-06,0.246,0.776,104.714,271933.0,4,10 -Death,God of Thunder,40.0,0.446,0.892,,-4.809,1,0.0524,2.45e-05,0.00131,0.115,0.377,107.465,240693.0,4,8 -The Lemonheads,Mrs. Robinson - Remastered,63.0,0.494,0.936,11.0,-7.195,0,0.0398,0.0112,0.000693,0.276,0.834,107.543,224480.0,4,6 -N.W.A.,Straight Outta Compton,55.0,0.773,0.947,8.0,-5.824,1,0.249,0.117,,0.44,0.464,102.146,266194.0,4,5 -Bernard Allison,Same Ole Feeling,20.0,0.742,0.696,9.0,-7.198,0,0.0384,0.294,2.34e-06,0.0802,0.765,82.252,244624.0,4,2 -Yoshinori Hayashi,Make up One‚Äôs Mind,27.0,0.409,0.48,,-11.899,1,0.0311,0.0133,0.86,0.138,0.152,163.33,210000.0,4,6 -Wars,"High Art, Low Culture",39.0,0.46,0.949,9.0,-1.026,1,0.0751,0.00026,0.58,0.0421,0.255,142.917,158349.0,4,8 -Under the Concrete,Joshua Burnside,45.0,0.431,0.392,6.0,-9.994,0,0.0585,0.705,7.33e-06,0.174,0.3,98.667,3.431266667,3,0 -The James Hunter Six,He's Your Could've Been,39.0,0.908,0.517,2.0,-9.919,0,0.108,0.784,0.0025,0.0851,0.762,114.68,160635.0,4,9 -FINNEAS,American Clich√©,64.0,0.772,0.503,11.0,-7.603,0,0.0873,0.0732,,0.0785,0.496,138.046,203389.0,4,9 -Erkin Koray,Fesuphanallah,52.0,0.58,0.422,5.0,-14.462,0,0.0342,0.409,9.79e-05,0.0581,0.844,134.912,217400.0,4,10 -Lady Leshurr,Queen's Speech 4,47.0,0.661,0.531,7.0,-10.113,0,0.548,0.141,,0.136,0.672,93.287,196615.0,5,5 -The Jesus and Mary Chain,Head On,49.0,0.561,0.871,,-5.48,1,0.0314,0.000179,0.237,0.0925,0.517,138.978,251480.0,4,10 -The Haunted,99,51.0,0.39,0.967,9.0,-3.619,1,0.0625,4.45e-06,0.0591,0.608,0.416,177.041,238813.0,4,8 -Warpaint,Ashes to Ashes,51.0,0.696,0.871,1.0,-6.482,1,0.0357,0.186,0.0282,0.173,0.8,118.938,310227.0,4,6 -Adult Mom,Breathing,31.0,0.542,0.668,,-5.924,1,0.0309,0.225,1.87e-06,0.096,0.651,104.914,194631.0,4,6 -Billie Marten,Garden of Eden,55.0,0.577,0.72,5.0,-8.08,1,0.0421,0.0496,0.00423,0.0977,0.465,150.085,199480.0,4,6 -Flavour,Berna,53.0,0.84,0.859,9.0,-4.28,0,0.129,0.233,,0.142,0.939,113.938,238576.0,4,9 -Maya De Vitry,When the Memories Come Around,14.0,0.421,0.491,,-9.252,1,0.0295,0.182,,0.195,0.731,147.726,184832.0,4,1 -Dirty Heads,Lift Me Up,56.0,0.621,0.668,,-5.15,1,0.046,0.0954,,0.114,0.685,163.901,153680.0,4,10 -The Voidz,Leave It In My Dreams,59.0,0.6,0.746,4.0,-4.696,0,0.0355,0.0226,0.0119,0.109,0.614,118.551,239442.0,4,6 -ENVYYOU,New Friends,46.0,0.545,0.651,11.0,-5.966,0,0.044,0.000792,1.43e-05,0.484,0.502,99.926,176349.0,4,1 -Sugar Ray,Fly,66.0,0.835,0.648,1.0,-8.15,1,0.0488,0.0202,0.225,0.308,0.674,99.701,244640.0,4,9 -Dan Kye,Moving,49.0,0.899,0.763,2.0,-11.548,1,0.0601,0.262,0.627,0.0869,0.905,122.005,315608.0,4,1 -Laura Les,Haunted,70.0,0.51,0.817,9.0,-8.666,1,0.0373,0.000654,0.0344,0.146,0.547,169.481,102007.0,4,10 -"Britney Spears, Backstreet Boys",Matches,49.0,0.957,0.507,,-6.206,1,0.0539,0.0451,,0.0543,0.817,123.998,2.881783333,4,9 -Whethan,Hurting on Purpose (feat. K.Flay),50.0,0.796,0.698,,-5.867,1,0.0676,0.0162,0.00115,0.312,0.727,140.966,129408.0,4,10 -Zuzu Bollin,Why Don't You Eat Where You Slept Last Night?,37.0,0.606,0.393,10.0,-16.296,1,0.0506,0.736,0.69,0.0823,0.832,131.863,174133.0,4,2 -Thou,Them Bones,32.0,0.159,0.785,9.0,-6.162,1,0.0388,3.44e-06,0.722,0.373,0.535,152.348,167842.0,4,8 -Galantis,Faith (with Dolly Parton) [feat. Mr. Probz] - Acoustic,47.0,0.557,0.518,7.0,-7.043,1,0.0315,0.339,,0.0867,0.354,110.291,173218.0,4,9 -Henrik Schwarz,Come Together - Beatless,29.0,0.286,0.413,7.0,-9.539,0,0.0386,0.609,0.163,0.0769,0.0521,184.368,343627.0,3,6 -Pale Waves,Easy,50.0,0.405,0.811,8.0,-3.82,1,0.0528,0.0407,0.000221,0.0727,0.63,175.018,174333.0,4,6 -Remy Ma,Conceited (There's Something About Remy),57.0,0.704,0.568,11.0,-7.786,1,0.51,0.216,,0.184,0.586,123.855,219560.0,5,5 -Scissor Sisters,Take Your Mama,56.0,0.758,0.954,8.0,-4.573,1,0.108,0.196,4.11e-05,0.0531,0.924,153.973,271907.0,4,9 -Long Distance Calling,Immunity,30.0,0.517,0.831,4.0,-7.821,0,0.045,0.00139,0.807,0.113,0.347,174.955,340147.0,3,10 -Mother Mother,Forgotten Souls,61.0,0.528,0.621,,-8.559,1,0.0455,0.346,1.47e-06,0.11,0.46,98.419,175737.0,4,10 -Superlove,btw! i adore u,37.0,0.536,0.836,,-5.976,1,0.0948,0.000233,0.00177,0.402,0.576,82.526,200909.0,4,10 -Nili Fink,Dmoot,3.0,0.613,0.292,6.0,-14.464,0,0.0331,0.694,0.0811,0.0827,0.275,122.124,269522.0,4,6 -Måneskin,I WANNA BE YOUR SLAVE,95.0,0.75,0.608,1.0,-4.008,1,0.0387,0.00165,,0.178,0.958,132.507,2.88911667,4,9 -Angels & Airwaves,Euphoria,42.0,0.318,0.919,2.0,-2.433,1,0.0774,0.00771,,0.115,0.38,88.981,264067.0,4,10 -Big Ups,Goes Black,31.0,0.377,0.976,6.0,-3.686,0,0.217,0.000107,0.0936,0.142,0.264,116.062,141560.0,4,10 -Igor Starshinov,101 Km,32.0,0.539,0.996,6.0,-2.57,1,0.0405,0.000895,0.91,0.331,0.656,130.01,265837.0,4,6 -Tash Sultana,Greed,,0.668,0.206,1.0,-19.407,0,0.0452,0.462,0.241,0.292,0.125,87.994,220909.0,4,10 -Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,1 -David Shaw,Heavy Soul,47.0,0.72,0.747,7.0,-4.413,1,0.0313,0.204,2.55e-05,0.139,0.919,145.047,182690.0,4,10 -Fleet Foxes,Tiger Mountain Peasant Song,49.0,0.645,0.132,6.0,-12.635,1,0.0327,0.927,0.00143,0.0845,0.257,131.011,208973.0,3,6 -Olive Amun,Blues,56.0,0.694,0.576,11.0,-7.064,1,0.0275,0.501,2.35e-06,0.264,0.445,117.997,150127.0,4,10 -Brass Against,The Pot,42.0,0.495,0.759,,-6.304,1,0.0381,0.0197,0.00138,0.167,0.387,107.12,381398.0,4,10 -Lost Frequencies,Rise,80.0,0.689,0.612,6.0,-6.014,1,0.0387,0.228,7.77e-06,0.368,0.461,122.076,193018.0,4,9 -Kaunis Kuolematon,Kylm√§ maa,29.0,0.406,0.963,11.0,-7.108,1,0.18,6.16e-05,0.849,0.176,0.052,124.932,421000.0,4,8 -Guitar Tom and the High Cats,Evelina,37.0,0.355,0.949,9.0,-5.356,1,0.0578,2.37e-05,1.34e-05,0.0728,0.792,83.704,154680.0,4,10 -MGMT,Electric Feel - Justice Remix,51.0,0.625,0.815,11.0,-3.915,1,0.177,0.0476,0.0977,0.07,0.528,107.273,327387.0,4,1 -Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,6 -The Beatles,She Loves You - Mono / Remastered,66.0,0.377,0.916,4.0,-3.199,0,0.0481,0.26,,0.074,0.912,75.533,140920.0,4,10 -Rews,Heart Is On Fire,30.0,0.436,0.64,2.0,-6.406,1,0.0519,0.0158,2.38e-05,0.259,0.284,203.7,187253.0,4,10 -TOOL,The Grudge,60.0,0.423,0.795,2.0,-7.408,1,0.0374,0.000162,0.843,0.269,0.307,96.045,515080.0,5,8 -BUZZ,Dreaming,36.0,0.602,0.698,,-3.167,1,0.0712,0.0597,,0.127,0.53,114.977,225893.0,4,10 -Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,1 -Roni Bar Hadas,Calm the Beast,20.0,0.455,0.658,9.0,-6.113,1,0.0508,0.0261,0.0154,0.0912,0.25,134.06,190720.0,3,6 -Conway Twitty,Don't Take It Away - Single Version,41.0,0.721,0.302,4.0,-16.424,1,0.0592,0.517,,0.168,0.433,88.461,3.69,4,4 -Great White,House Of Broken Love,49.0,0.581,0.468,9.0,-15.763,0,0.0314,0.0251,0.0845,0.0831,0.49,116.04,358427.0,3,10 -SR,Practice Makes Perfect,70.0,0.801,0.633,4.0,-7.069,1,0.293,0.102,,0.354,0.945,139.931,167143.0,4,5 -"Christone ""Kingfish"" Ingram",Empty Promises (Live),46.0,0.383,0.511,2.0,-7.143,0,0.0369,0.168,0.0061,0.256,0.294,121.049,469445.0,4,2 -my bloody valentine,Sometimes,53.0,0.356,0.609,7.0,-14.697,1,0.0514,1.09e-05,0.878,0.1,0.0952,128.432,319160.0,4,6 -Mashina,◊ú◊î◊™◊®◊ê◊ï◊™ ◊†◊¢◊ï◊®◊ô◊ù ◊©◊ú◊ï◊ù ◊ê◊î◊ë◊î,26.0,0.615,0.755,4.0,-8.794,0,0.0292,0.00924,0.000233,0.272,0.933,124.964,258920.0,4,10 -Liz Lawrence,Down For Fun,12.0,0.677,0.791,7.0,-5.34,1,0.0307,0.00394,0.0853,0.101,0.857,102.974,155000.0,4,1 -Night Tempo,Turn the Lights On,31.0,0.649,0.882,7.0,-5.461,1,0.327,0.0254,0.835,0.303,0.585,128.052,153750.0,4,6 -Metallica,One (Remastered),46.0,0.439,0.691,7.0,-9.158,1,0.0608,0.000666,0.0777,0.423,0.433,103.281,446146.0,3,10 -LANDMVRKS,Rainfall,45.0,0.247,0.981,7.0,-3.973,1,0.0964,9.38e-05,2.64e-05,0.398,0.193,136.611,194502.0,4,8 -Gary Allan,Smoke Rings In The Dark,51.0,0.534,0.596,2.0,-7.148,1,0.0279,0.277,0.000359,0.148,0.147,114.957,4.2941,4,4 -Orion Sun,Ne Me Quitte Pas (Don't Leave Me),57.0,0.617,0.5,6.0,-5.747,1,0.034,0.386,0.00521,0.107,0.516,90.026,168747.0,4,6 -Metal Church,For No Reason,33.0,0.362,0.968,9.0,-2.629,0,0.0741,6.56e-06,0.00204,0.0672,0.427,164.167,284518.0,4,8 -Joel Corry,Head & Heart (feat. MNEK),90.0,0.734,0.874,8.0,-3.158,1,0.0662,0.168,1.14e-05,0.0489,0.905,122.953,166028.0,4,9 -Louis Baker,Rainbow,43.0,0.448,0.263,2.0,-10.362,1,0.0459,0.708,1.87e-06,0.119,0.423,88.109,3.86246667,4,0 -Porsh Bet$,Peanut Butter,53.0,0.793,0.698,5.0,-8.089,1,0.0337,0.0478,,0.104,0.786,107.979,132058.0,4,9 -Sabbat,The Clerical Conspiracy - 2007 Remastered Version,28.0,0.267,0.982,6.0,-5.72,1,0.123,5.09e-06,0.712,0.147,0.228,142.271,337787.0,3,8 -Kan Sano,Think Twice,41.0,0.761,0.679,,-9.796,0,0.0668,0.102,0.826,0.13,0.861,94.998,269573.0,4,1 -ODB,Shimmy Shimmy Ya,68.0,0.814,0.481,,-5.183,1,0.245,0.097,3.83e-05,0.0495,0.193,96.252,161400.0,4,5 -Keb' Mo',The Medicine Man [Feat. Old Crow Medicine Show],54.0,0.801,0.637,,-6.406,1,0.0565,0.169,3.75e-05,0.0925,0.769,77.012,218360.0,4,1 -Alvin Youngblood Hart,Motivational Speaker,40.0,0.608,0.849,2.0,-6.66,1,0.0389,0.00371,0.0259,0.112,0.644,101.517,235720.0,4,2 -Fells,Searching For Nothing,38.0,0.542,0.733,3.0,-5.815,1,0.0318,0.0261,,0.0968,0.329,119.963,221938.0,4,10 -Loyle Carner,You Don't Know,49.0,0.716,0.83,1.0,-4.67,0,0.222,0.244,1.69e-06,0.103,0.674,92.147,250451.0,4,5 -Moneybagg Yo,Said Sum,72.0,0.929,0.667,8.0,-6.789,0,0.353,0.0185,,0.1,0.274,126.998,155168.0,4,5 -Walk Into a Storm,The Lone Bellow,32.0,0.461,0.272,7.0,-8.795,1,0.0328,0.335,1.33e-06,0.102,0.258,73.806,5.10355,4,0 -Jimi Hendrix,Are You Experienced?,49.0,0.403,0.763,8.0,-6.727,1,0.118,0.0277,0.00985,0.148,0.455,82.812,255613.0,4,10 -Greenleaf,Stray Bullit Woman,45.0,0.477,0.648,6.0,-7.687,1,0.0498,0.0254,0.0184,0.115,0.571,89.753,185440.0,4,10 -Guapdad 4000,Chicken Adobo,56.0,0.887,0.401,5.0,-8.132,1,0.0646,0.164,1.96e-06,0.0728,0.601,128.047,182833.0,4,5 -Corey Taylor,Black Eyes Blue,51.0,0.551,0.98,8.0,-3.755,0,0.0451,0.000899,4.16e-06,0.142,0.561,119.041,202446.0,4,10 -Lonely Time,Chris Smither,28.0,0.606,0.452,4.0,-10.376,1,0.0394,0.815,2.24e-05,0.118,0.657,126.687,3.37795,4,0 -Kasabian,L.S.F.,51.0,0.617,0.754,9.0,-7.395,1,0.0363,0.00754,0.000171,0.256,0.397,105.282,196853.0,4,6 -Two Feet,Never Enough,53.0,0.611,0.743,11.0,-4.272,0,0.0346,0.00244,,0.39,0.429,105.052,162787.0,4,10 -Eden Hason,◊°◊ô◊ë◊ï◊ë◊ô◊ù,53.0,0.888,0.786,6.0,-4.2,0,0.0517,0.135,2.95e-06,0.0754,0.771,100.03,185400.0,4,9 -Shireen,Umai,41.0,0.257,0.626,7.0,-7.156,1,0.0318,0.313,0.00368,0.188,0.293,83.979,378987.0,1,8 -Pretty Sick,Superstar,47.0,0.554,0.606,7.0,-5.74,1,0.0256,0.152,7.67e-06,0.282,0.599,93.991,220768.0,4,6 -Common,Black America Again,30.0,0.408,0.911,1.0,-5.647,1,0.344,0.201,,0.108,0.104,93.917,365480.0,4,5 -Johnny Winter,"I Can't Stand It - Live at The Woodstock Music & Art Fair, August 18, 1969",27.0,0.345,0.706,,-9.351,0,0.0448,0.191,0.168,0.836,0.766,88.069,369893.0,4,10 -Ella Lee,◊û◊î ◊ê◊™◊î ◊®◊ï◊¶◊î,53.0,0.694,0.669,6.0,-6.722,1,0.0385,0.0685,,0.114,0.618,115.146,146087.0,4,9 -"Mukesh, Vyjayanthimala","Bol Radha Bol, Pt. 2",10.0,0.427,0.545,11.0,-13.159,0,0.0799,0.864,4.46e-06,0.555,0.954,98.489,4.649116667,4,3 -Ella Henderson,Let‚Äôs Go Home Together - Stripped,51.0,0.649,0.441,4.0,-4.042,1,0.0421,0.619,,0.152,0.331,153.603,221299.0,4,9 -bandofyou,Oblivion,29.0,0.627,0.865,9.0,-3.896,0,0.0431,0.0113,0.00364,0.35,0.705,129.996,202240.0,4,10 -Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,6 -James Brown,Get Up Offa That Thing,61.0,0.864,0.813,2.0,-6.909,1,0.361,0.217,,0.874,0.72,118.006,239733.0,4,9 -Harbours & Oceans,Ripples (Echoes),44.0,0.182,0.0457,9.0,-21.788,0,0.0452,0.908,0.841,0.0716,0.136,108.549,2.906666667,4,7 -Hellryder,Night Rider,35.0,0.363,0.94,6.0,-5.773,0,0.1,0.000131,0.365,0.116,0.277,191.998,194587.0,4,8 -Neil Cowley,Don‚Äôt Walk Alone,41.0,0.448,0.154,10.0,-23.811,1,0.0405,0.795,0.878,0.275,0.154,79.955,278436.0,4,6 -Weezer,Troublemaker,38.0,0.652,0.739,8.0,-7.927,1,0.0314,0.0167,,0.146,0.82,131.483,164693.0,4,10 -UPSAHL,People I Don't Like,72.0,0.747,0.573,11.0,-6.562,0,0.295,0.268,,0.302,0.551,90.036,142766.0,4,1 -Enter Shikari,thƒì kƒ≠√±g,39.0,0.526,0.878,,-6.793,1,0.0835,0.0181,,0.834,0.627,148.104,168927.0,4,10 -Sarit Hadad,◊©◊ô◊® ◊î◊§◊®◊ô◊ó◊î,24.0,0.659,0.835,9.0,-6.185,0,0.0421,0.437,,0.102,0.564,132.033,223800.0,4,9 -Satyricon,Hvite Krists D√∏d,36.0,0.179,0.964,2.0,-7.878,0,0.081,3.12e-05,0.575,0.353,0.0769,151.258,507627.0,3,8 -Teenage Wrist,High Again,36.0,0.484,0.891,,-5.943,0,0.0805,0.00041,0.00219,0.0597,0.292,145.929,206157.0,4,10 -The Midnighters,Sexy Ways,1.0,0.371,0.76,8.0,-2.684,1,0.0418,0.411,,0.0732,0.907,128.74,147591.0,4,2 -Palaye Royale,Mad World,56.0,0.302,0.73,2.0,-6.369,1,0.0901,0.122,8.99e-06,0.0956,0.183,114.558,210998.0,4,10 -Evildead,Word of God,13.0,0.392,0.969,1.0,-3.339,1,0.0572,6.64e-06,0.0342,0.29,0.297,99.921,184533.0,4,8 -The Moon & The Nightspirit,A Hajnal K√∂sz√∂nt√©se,34.0,0.202,0.458,2.0,-8.776,1,0.0298,0.0092,0.00187,0.309,0.0962,75.034,356173.0,4,8 -Fear,Let's Have A War,37.0,0.399,0.828,2.0,-9.06,1,0.0517,0.0177,,0.39,0.374,99.094,140760.0,4,10 -moanday,Blue Ceiling,55.0,0.85,0.687,6.0,-8.967,0,0.0411,0.0522,0.229,0.0816,0.797,109.995,166909.0,4,9 -Balents,One V One,28.0,0.551,0.44,9.0,-9.699,0,0.0429,0.815,0.881,0.189,0.281,140.12,165514.0,4,6 -Santana,"Savor - Live at The Woodstock Music & Art Fair, August 16, 1969",29.0,0.461,0.834,8.0,-13.794,1,0.0441,0.0259,0.869,0.381,0.63,133.12,325267.0,4,10 -The Felice Brothers,Plunder,36.0,0.383,0.828,,-6.322,1,0.0359,0.033,3.05e-05,0.35,0.845,135.067,221907.0,4,10 -Placebo,Every You Every Me,67.0,0.478,0.923,10.0,-7.547,1,0.0569,2.7e-05,0.719,0.325,0.165,133.134,213800.0,4,1 -Alan Jackson,Where Have You Gone,50.0,0.447,0.21,9.0,-14.754,1,0.0265,0.715,3.04e-05,0.202,0.266,80.951,286961.0,4,1 -Peter Bjorn and John,Young Folks,72.0,0.699,0.812,,-6.005,1,0.0377,0.0164,0.000763,0.105,0.662,138.185,276693.0,4,6 -Brent Cobb,Soapbox,46.0,0.892,0.47,,-8.413,1,0.0368,0.75,,0.0817,0.784,108.92,242347.0,4,1 -Filthy Gears,Duck Duck Goose,13.0,0.619,0.663,2.0,-7.249,1,0.0608,0.000538,0.0324,0.286,0.277,93.427,193074.0,5,5 -Egzod,Mirage,40.0,0.513,0.919,10.0,-3.987,1,0.299,0.182,0.00166,0.116,0.207,150.0,207750.0,4,10 -Idan Raichel,◊û◊™◊í◊¢◊í◊¢◊™ ◊ê◊ï◊™◊ö (Mitga'aga'at Ot'cha),47.0,0.529,0.431,,-8.973,0,0.0339,0.742,0.00104,0.364,0.38,156.106,134875.0,4,9 -Jayshri Prakash,Samagana Lolanae,17.0,0.666,0.709,5.0,-3.806,0,0.0733,0.0635,,0.118,0.475,150.037,5.98,4,0 -The Cure,Close To Me,68.0,0.724,0.523,11.0,-11.139,1,0.116,0.0745,0.703,0.0811,0.965,185.075,203267.0,4,1 -Red Hot Chili Peppers,Show Me Your Soul,43.0,0.672,0.906,2.0,-10.217,1,0.0592,0.011,5.46e-05,0.0756,0.242,121.971,263173.0,4,10 -Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,6 -"Robert Lockwood, Jr.",Little Boy Blues,26.0,0.727,0.292,2.0,-13.609,1,0.0408,0.906,0.000255,0.104,0.694,83.543,187638.0,4,2 -Men At Work,Down Under,73.0,0.746,0.79,11.0,-4.7,0,0.0257,0.0485,0.0261,0.0534,0.891,107.231,220867.0,4,9 -Tantara,Punish the Punisher,18.0,0.577,0.974,7.0,-5.491,1,0.0993,5.18e-05,0.264,0.0722,0.178,102.501,300293.0,4,8 -Mukesh,Jane Kahan Gaye Woh Din,26.0,0.335,0.325,5.0,-8.615,0,0.0353,0.621,0.00142,0.136,0.269,140.954,4.43405,3,3 -Shlomo Artzi,◊ê◊ú◊ï◊î◊ô◊ô,30.0,0.547,0.536,2.0,-6.218,0,0.024,0.778,0.000246,0.203,0.293,85.957,256400.0,4,10 -Minutemen,Corona,54.0,0.47,0.913,7.0,-10.196,1,0.0343,6.59e-05,0.267,0.222,0.977,130.425,145533.0,4,6 -Melissa Etheridge,Like The Way I Do,58.0,0.596,0.835,2.0,-13.021,0,0.0418,0.0418,1.11e-05,0.059,0.637,101.359,324333.0,4,10 -Charlie Beale,Tale of A.G. Smith,20.0,0.762,0.685,11.0,-7.599,0,0.0268,0.275,0.00692,0.151,0.664,109.964,217125.0,4,2 -Busta Rhymes,Woo Hah!! Got You All in Check,59.0,0.842,0.831,1.0,-7.072,1,0.242,0.127,,0.0881,0.814,92.053,271973.0,4,5 -Beware Of Darkness,Muthafucka,44.0,0.355,0.8,9.0,-4.548,1,0.0432,1.42e-05,,0.218,0.299,139.9,212853.0,4,10 -Korin Allal,◊õ◊©◊ñ◊î ◊¢◊û◊ï◊ß,36.0,0.476,0.517,7.0,-10.441,1,0.03,0.0364,1.01e-05,0.341,0.254,82.937,296667.0,4,9 -Des Rocs,This is Our Life,58.0,0.367,0.877,7.0,-3.92,1,0.109,0.00108,1.08e-05,0.351,0.395,157.68,224307.0,4,1 -KiNG MALA,she calls me daddy,61.0,0.796,0.426,9.0,-7.994,1,0.0324,0.031,0.00446,0.171,0.572,100.006,183570.0,4,9 -Waterparks,Just Kidding,47.0,0.677,0.87,11.0,-4.569,0,0.0356,0.199,,0.304,0.737,94.984,149050.0,4,10 -Sue Foley,The Lucky Ones,21.0,0.691,0.822,,-5.665,1,0.041,0.678,8.26e-06,0.136,0.859,109.861,223560.0,4,2 -Ricky Warwick,When Life Was Hard & Fast,30.0,0.459,0.973,5.0,-5.917,0,0.0672,0.000718,0.156,0.39,0.417,144.95,248320.0,4,8 -Coroner,Semtex Revolution,43.0,0.427,0.79,10.0,-12.396,1,0.0513,4.18e-05,0.51,0.344,0.443,111.298,330987.0,4,8 -Davy Knowles,Uprising,20.0,0.479,0.802,2.0,-4.968,1,0.0569,0.0418,,0.213,0.416,80.043,216552.0,4,2 -The Game,Dreams,58.0,0.63,0.78,6.0,-5.353,1,0.221,0.00499,,0.206,0.281,155.779,286453.0,4,5 -Courtney Marie Andrews,To Ramona,44.0,0.403,0.209,5.0,-10.437,1,0.0474,0.932,2.73e-06,0.125,0.486,166.597,3.62645,3,0 -Jj Thames,Oh Lord,36.0,0.544,0.197,,-14.654,1,0.0323,0.947,9.77e-05,0.358,0.251,133.432,201747.0,4,2 -Eden Ben Zaken,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,27.0,0.552,0.659,4.0,-3.515,0,0.0521,0.398,7.56e-06,0.329,0.283,139.976,251987.0,4,9 -Bon Jovi,This Ain't A Love Song,61.0,0.348,0.635,4.0,-6.836,1,0.0386,0.0932,,0.126,0.144,87.974,306240.0,3,10 -Jo Dee Messina,My Give A Damn's Busted,51.0,0.665,0.874,2.0,-4.082,1,0.0308,0.143,1.05e-05,0.251,0.766,103.98,3.316,4,4 -Ki Oni,A Single Heron Takes Flight,31.0,0.272,0.251,11.0,-16.73,0,0.0498,0.976,0.897,0.111,0.292,86.118,402000.0,3,6 -YG,Toot It Up,,0.6,0.672,2.0,-8.479,1,0.359,0.115,,0.338,0.614,132.952,206249.0,5,5 -Robin Trower,The Fool and Me - 2007 Remaster,35.0,0.409,0.766,9.0,-8.028,0,0.0565,0.000144,0.361,0.269,0.783,122.692,235720.0,4,2 -Protest The Hero,Blindfolds Aside,39.0,0.243,0.69,6.0,-10.783,1,0.0497,0.000521,0.000833,0.125,0.114,151.665,358813.0,4,10 -Convictions,Teeth,40.0,0.335,0.931,9.0,-4.488,1,0.188,0.000112,0.00136,0.315,0.206,84.024,128677.0,4,8 -Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,6 -Washed Out,Too Late,59.0,0.43,0.874,8.0,-5.054,0,0.0543,0.127,0.0418,0.126,0.576,195.891,252409.0,4,6 -Erol Alkan,Waves,40.0,0.34,0.533,11.0,-12.554,0,0.034,0.939,0.852,0.156,0.121,128.918,258546.0,4,6 -Blue Cheer,Summertime Blues,44.0,0.456,0.514,7.0,-9.733,0,0.053,0.462,0.00037,0.268,0.657,138.377,226907.0,4,10 -Lindemann,Skills in Pills,51.0,0.391,0.94,11.0,-4.86,0,0.0795,0.00645,0.548,0.17,0.116,170.014,255680.0,4,8 -Alien Weaponry,Holding My Breath,41.0,0.474,0.94,7.0,-6.429,1,0.141,0.000156,0.00899,0.0667,0.456,174.953,274311.0,4,8 -Molassess,Through the Hollow,27.0,0.199,0.807,6.0,-9.125,0,0.0502,0.00192,0.0122,0.531,0.0577,158.507,665451.0,4,10 -Dierks Bentley,Come A Little Closer,54.0,0.579,0.57,5.0,-5.869,1,0.0227,0.0644,0.00636,0.105,0.368,80.028,4.69955,4,4 -Fu Manchu,Intelligent Worship,37.0,0.381,0.897,2.0,-5.784,1,0.0924,0.000328,0.288,0.0592,0.554,146.056,187053.0,3,10 -Aerosmith,Dream On,78.0,0.307,0.433,1.0,-10.057,1,0.029,0.388,9.08e-05,0.332,0.224,160.9,266960.0,4,8 -El Invento,José González,50.0,0.5,0.37,9.0,-11.581,1,0.0376,0.949,0.0761,0.104,0.37,78.785,2.556883333,4,0 -Mazare,Berserker,48.0,0.221,0.809,10.0,-2.879,1,0.0665,0.00218,4.27e-05,0.138,0.0945,118.021,265875.0,5,10 -Westside Gunn,The Hurt Business,42.0,0.528,0.816,7.0,-6.841,1,0.265,0.464,,0.146,0.773,165.97,236837.0,4,5 -Teapacks,◊ë◊ß◊®◊ï◊ë ◊™◊î◊ô◊î ◊ú◊ô ◊î◊ï◊§◊¢◊î,31.0,0.637,0.769,9.0,-5.697,0,0.0314,0.0069,,0.0504,0.797,103.975,209596.0,4,10 -Love and Rockets,No Big Deal - (Single Edit),35.0,0.614,0.764,9.0,-8.156,1,0.031,2.43e-05,0.545,0.0622,0.8,120.317,235173.0,4,10 -John Mayall & The Bluesbreakers,All Your Love - Stereo Album Version,1.0,0.359,0.561,2.0,-7.713,0,0.0313,0.344,0.000106,0.275,0.846,121.601,213653.0,4,2 -Gang Starr,Discipline,50.0,0.729,0.749,6.0,-5.543,1,0.265,0.114,,0.18,0.852,92.971,257067.0,4,5 -Martina McBride,Concrete Angel,53.0,0.622,0.392,1.0,-9.737,1,0.0253,0.498,,0.146,0.274,77.991,4.216666667,4,4 -Tor,Inkeri,42.0,0.659,0.73,11.0,-10.74,0,0.0368,0.0889,0.857,0.355,0.0795,99.987,202992.0,4,1 -bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,10 -Dardust,R√ºckenfigur,43.0,0.627,0.468,7.0,-10.916,0,0.0291,0.522,0.927,0.326,0.13,95.002,278008.0,4,1 -Axum,Hakshivu Na,16.0,0.824,0.905,7.0,-4.861,1,0.133,0.302,,0.289,0.921,116.026,173787.0,4,5 -System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,9 -Emily Burns,Is It Just Me?,50.0,0.574,0.345,4.0,-7.868,1,0.0761,0.674,,0.0875,0.403,137.665,213107.0,4,9 -alt-J,Left Hand Free,67.0,0.698,0.875,3.0,-4.45,1,0.0482,0.456,0.0157,0.0826,0.811,101.989,173631.0,4,6 -The Feeling,Never Be Lonely,47.0,0.496,0.837,5.0,-3.682,1,0.0332,0.0612,,0.267,0.704,169.995,211533.0,4,10 -Beck,Dear Life,49.0,0.511,0.672,1.0,-5.44,1,0.0279,0.0026,0.00688,0.254,0.553,165.997,224237.0,4,10 -FCG Heem,Beef (feat. Pooh Shiesty),46.0,0.701,0.54,1.0,-7.43,0,0.201,0.55,,0.108,0.683,84.967,225879.0,4,5 -Beyond The Black,Human,40.0,0.446,0.798,,-7.089,1,0.0365,0.00147,,0.102,0.642,76.003,309267.0,4,8 -Arik Einstein,◊î◊ô◊û◊ô◊ù ◊î◊ê◊®◊ï◊õ◊ô◊ù ◊î◊¢◊¶◊ï◊ë◊ô◊ù,31.0,0.462,0.388,2.0,-13.023,0,0.0375,0.336,5.15e-05,0.103,0.606,96.479,213000.0,4,10 -The Cranberries,I Still Do,48.0,0.428,0.436,4.0,-11.754,0,0.0313,0.264,4.02e-05,0.11,0.159,117.649,196107.0,4,10 -Prides,Are You Ready? - Acoustic,37.0,0.557,0.321,,-13.467,0,0.0375,0.653,,0.0842,0.434,74.804,270054.0,4,9 -Olive Amun,Blues,56.0,0.694,0.576,11.0,-7.064,1,0.0275,0.501,2.35e-06,0.264,0.445,117.997,150127.0,4,1 -The Pretty Reckless,You,52.0,0.197,0.546,6.0,-7.33,1,0.0274,0.185,0.071,0.116,0.267,82.716,212627.0,4,10 -T-Bone Walker,Mean Old World,50.0,0.73,0.235,,-15.276,1,0.0355,0.527,0.0112,0.0663,0.624,87.226,247373.0,4,2 -Greeley Estates,Blue Morning,34.0,0.197,0.96,7.0,-4.482,1,0.145,0.00184,0.0198,0.191,0.0933,177.166,255013.0,4,10 -Bishop Briggs,Dream - Acoustic,43.0,0.447,0.278,9.0,-6.678,0,0.0475,0.748,,0.103,0.352,75.024,198693.0,4,9 -Gabriel Balachsan,◊í◊ù ◊õ◊©◊¢◊ô◊†◊ô◊ô ◊§◊ß◊ï◊ó◊ï◊™,17.0,0.417,0.26,,-10.537,1,0.0322,0.915,0.000151,0.111,0.0987,132.318,297107.0,3,6 -The Japanese House,Lilo,50.0,0.557,0.558,7.0,-8.797,1,0.0463,0.471,,0.0957,0.22,119.787,250067.0,4,6 -ISLAND,The Day I Die,43.0,0.643,0.542,6.0,-6.11,0,0.0291,0.0363,0.000183,0.0553,0.64,132.164,202960.0,4,10 -Keith Anderson,Pickin' Wildflowers,63.0,0.561,0.716,8.0,-3.341,1,0.0291,0.0353,,0.122,0.667,152.089,3.098666667,4,4 -Vide,Parachute,51.0,0.496,0.413,1.0,-9.671,1,0.0751,0.556,,0.125,0.192,87.592,124803.0,4,9 -Joe Bonamassa,Drive - Live,34.0,0.612,0.829,4.0,-10.027,0,0.0356,0.55,0.415,0.913,0.662,125.821,378973.0,4,2 -Mahendra Kapoor,Yeh Pyari Tumhari Aankhen,4.0,0.388,0.282,3.0,-13.7,1,0.182,0.951,0.8,0.137,0.582,74.501,2.971566667,3,3 -The Big Moon,Formidable,11.0,0.401,0.65,,-5.204,1,0.037,0.447,2.56e-06,0.105,0.385,144.802,175800.0,4,1 -Josh Ritter,Miles Away,51.0,0.556,0.592,3.0,-7.121,1,0.0393,0.185,0.324,0.109,0.196,138.041,232000.0,4,9 -The Marcus King Band,Boone,38.0,0.357,0.757,7.0,-7.487,0,0.041,0.000843,0.00435,0.262,0.488,169.981,329544.0,4,10 -Avtipus,◊û◊ô ◊ê◊û◊® ◊ú◊û◊ô,12.0,0.462,0.855,2.0,-7.227,1,0.0344,0.315,0.504,0.334,0.762,145.659,243947.0,4,10 -Olive Amun,Bad Dreams,35.0,0.721,0.685,,-8.776,1,0.093,0.187,3.06e-05,0.106,0.669,134.045,175690.0,4,10 -Santa Cruz,Crossfire,40.0,0.405,0.963,6.0,-2.115,0,0.133,0.000911,0.00476,0.188,0.403,175.068,243000.0,4,8 -Matti Caspi,◊î◊†◊î ◊î◊†◊î,35.0,0.544,0.691,5.0,-8.654,0,0.0765,0.564,9.72e-06,0.151,0.411,94.808,328053.0,4,10 -Yusuf / Cat Stevens,The Wind,64.0,0.758,0.187,2.0,-18.963,1,0.0437,0.927,0.1,0.122,0.78,115.75,1.70333333,4,0 -Metric,Synthetica,39.0,0.373,0.862,,-3.988,1,0.0383,4.78e-05,0.00486,0.109,0.21,158.932,234707.0,4,6 -Born Of Osiris,Empires Erased,41.0,0.294,0.96,,-3.374,0,0.0918,3.05e-05,0.364,0.34,0.538,109.989,205530.0,4,8 -Ginger Jamie,Goodbye to Love,41.0,0.428,0.257,11.0,-10.805,1,0.0535,0.829,,0.0986,0.267,174.773,204307.0,4,9 -Olivia's World,Hellbent,21.0,0.629,0.781,9.0,-10.932,0,0.0458,0.0297,0.657,0.1,0.467,134.867,208565.0,4,10 -BRS Kash,Feel Better (feat. Toosii),51.0,0.863,0.583,1.0,-9.282,1,0.248,0.0226,,0.0654,0.416,112.018,156510.0,5,5 -One String Sam,I Need A Hundred Dollars,7.0,0.688,0.226,8.0,-13.052,1,0.114,0.974,0.867,0.158,0.638,76.927,181107.0,4,2 -Abby Sage,Smoke Break,30.0,0.573,0.452,11.0,-6.642,1,0.0312,0.196,5.64e-06,0.124,0.149,76.014,207353.0,4,6 -The Wallflowers,One Headlight,71.0,0.701,0.539,2.0,-8.968,1,0.0277,0.000655,0.005,0.0589,0.752,107.531,312627.0,4,10 -Niall Horan,Slow Hands,76.0,0.735,0.425,,-6.648,1,0.0464,0.011,,0.055,0.848,85.896,188174.0,4,9 -Neil Young,Vacancy,29.0,0.509,0.623,7.0,-12.032,1,0.0273,0.129,0.00286,0.0977,0.808,163.172,238957.0,4,10 -Taylor Swift,willow,81.0,0.392,0.574,7.0,-9.195,1,0.17,0.833,0.00179,0.145,0.529,81.112,214707.0,4,9 -Vampire Weekend,A-Punk,70.0,0.551,0.819,2.0,-4.489,1,0.0525,0.0103,0.0437,0.153,0.846,174.917,137760.0,4,1 -Royal Tusk,Curse the Weather,47.0,0.311,0.884,11.0,-4.313,1,0.0703,0.000133,0.0265,0.124,0.364,131.733,223560.0,4,1 -The Heavy Eyes,God Damn Wolf Man,38.0,0.383,0.892,9.0,-5.613,0,0.0758,0.000643,0.767,0.409,0.75,82.979,169781.0,4,10 -The Cult,Lil' Devil,49.0,0.567,0.863,7.0,-8.155,1,0.0328,0.00277,0.00468,0.346,0.492,130.004,166040.0,4,10 -Arlo Parks,Too Good,61.0,0.718,0.772,5.0,-5.155,0,0.0529,0.298,,0.337,0.843,95.917,221000.0,4,6 -my bloody valentine,Feed Me with Your Kiss,36.0,0.0921,0.953,2.0,-5.084,0,0.0949,1.06e-06,0.942,0.13,0.201,164.765,234933.0,4,10 -Altin G√ºn,Leyla,43.0,0.462,0.753,1.0,-9.086,1,0.0343,0.0136,0.695,0.151,0.858,96.44,197754.0,4,1 -Bad Bunny,D√ÅKITI,89.0,0.731,0.573,4.0,-10.059,0,0.0544,0.401,5.22e-05,0.113,0.145,109.928,205090.0,4,9 -Yehudit Ravitz,◊ï◊ô◊ì◊ï◊ô,21.0,0.407,0.197,9.0,-12.756,0,0.0412,0.825,,0.0909,0.422,69.032,245227.0,4,10 -El Cruce,Trato de hacer blues,15.0,0.429,0.593,9.0,-5.342,1,0.031,0.14,0.00208,0.151,0.279,100.644,349443.0,3,2 -Kishore Kumar,Thodisi Jo Pee Lee Hai,35.0,0.479,0.346,7.0,-11.37,1,0.0737,0.329,,0.102,0.405,115.31,6.852666667,4,3 -Moshe Peretz,◊ï◊ê◊ï◊ú◊ô,23.0,0.495,0.471,11.0,-5.998,0,0.0279,0.485,,0.0938,0.186,130.098,246133.0,4,9 -Long Distance Calling,Hazard,34.0,0.287,0.77,2.0,-7.477,1,0.0546,0.000483,0.445,0.0519,0.293,71.072,368973.0,4,10 -Rush,2112: Overture / The Temples Of Syrinx / Discovery / Presentation / Oracle / Soliloquy / Grand Finale - Medley,52.0,0.344,0.79,2.0,-7.456,1,0.0983,0.0823,0.0017,0.187,0.202,133.186,1233667.0,4,10 -Miley Cyrus,Slide Away,74.0,0.53,0.538,5.0,-6.672,1,0.0335,0.17,2.83e-06,0.248,0.288,148.051,233654.0,4,9 -Rhys Lewis,Under The Sun - Acoustic,44.0,0.907,0.333,4.0,-11.178,1,0.079,0.896,,0.332,0.615,105.896,190960.0,4,9 -Santana,"Waiting - Live at The Woodstock Music & Art Fair, August 16, 1969",35.0,0.338,0.598,,-13.432,1,0.101,0.765,0.839,0.459,0.678,91.594,284427.0,3,10 -Gwar,Saddam A GoGo,41.0,0.543,0.851,6.0,-8.604,1,0.088,0.00605,8.7e-05,0.498,0.486,122.155,150227.0,4,8 -Matt Maltese,Mystery,,0.609,0.339,2.0,-8.745,1,0.0252,0.862,0.142,0.189,0.229,78.481,223467.0,4,6 -lentra,upside down,41.0,0.428,0.516,9.0,-8.296,0,0.0391,0.695,0.185,0.108,0.42,175.692,122925.0,4,6 -Maren Morris,The Bones,75.0,0.561,0.597,11.0,-6.0,0,0.0405,0.286,,0.0979,0.355,76.826,197299.0,4,9 -With Confidence,Cult,50.0,0.556,0.697,7.0,-5.959,1,0.0407,0.000128,1.15e-05,0.531,0.165,106.071,193794.0,4,9 -◊ó◊†◊ü ◊ë◊ü ◊ê◊®◊ô,◊î◊ó◊ô◊ô◊ù ◊©◊ú◊†◊ï ◊™◊ï◊™◊ô◊ù - Vazan & Nir & Moshe Remix - Mix Of Twenty Six,30.0,0.631,0.932,7.0,-3.834,1,0.1,0.0052,1.76e-05,0.0535,0.44,128.024,293994.0,4,9 -In Flames,Deliver Us,51.0,0.503,0.968,10.0,-2.665,0,0.057,2.58e-05,0.35,0.0962,0.379,110.022,210646.0,4,8 -Red Fang,Wires,51.0,0.172,0.904,11.0,-4.831,1,0.0586,5.37e-05,0.229,0.267,0.302,135.149,343307.0,4,8 -Mohammed Rafi,Kahin Na Kahin Dil Lagana Padega,11.0,0.68,0.487,8.0,-9.761,1,0.0471,0.753,,0.263,0.939,111.698,4.942666667,4,3 -Sebastian Hardie,Openings,31.0,0.279,0.607,2.0,-9.079,0,0.0366,0.131,0.33,0.0576,0.429,135.096,787547.0,4,10 -TOTO,Hold the Line,77.0,0.473,0.898,6.0,-4.797,0,0.0561,0.00783,0.0618,0.173,0.808,96.556,235547.0,4,10 -Fall Out Boy,I Don't Care,60.0,0.55,0.938,11.0,-3.556,0,0.0522,0.00171,2.18e-05,0.555,0.433,133.99,214493.0,4,10 -The Kills,Future Starts Slow,55.0,0.677,0.743,6.0,-5.876,1,0.0611,0.0135,0.00222,0.0581,0.469,127.971,248200.0,4,10 -Syrup,Sunlit Days,46.0,0.747,0.351,6.0,-11.993,1,0.53,0.507,2.46e-06,0.125,0.378,86.928,218240.0,4,5 -Liron Amram,◊ú◊û◊î ◊ê◊™ ◊©◊ï◊™◊ß◊™,17.0,0.576,0.797,2.0,-6.846,1,0.0283,0.000363,0.19,0.132,0.698,146.016,228250.0,4,6 -The Mar√≠as,I Don't Know You,66.0,0.884,0.333,9.0,-9.753,0,0.0617,0.293,0.0205,0.103,0.587,118.065,209450.0,4,6 -Briston Maroney,It's Still Cool If You Don't,56.0,0.597,0.655,9.0,-6.188,1,0.0299,0.00473,5.15e-05,0.607,0.36,121.06,237413.0,4,10 -Justin Morgan,Angel,52.0,0.664,0.302,6.0,-11.694,1,0.0499,0.694,,0.139,0.592,146.089,219378.0,4,9 -Cohen@Mushon,Hype,21.0,0.634,0.942,7.0,-1.765,1,0.387,0.291,,0.463,0.739,91.069,215625.0,4,5 -I Don't Speak French,Untie Your Feelings,21.0,0.815,0.647,7.0,-4.879,0,0.0396,0.307,,0.0842,0.79,170.09,155647.0,4,9 -Samir Shukri,◊®◊ï◊†◊î,32.0,0.691,0.514,4.0,-15.287,0,0.0522,0.4,1.16e-06,0.368,0.837,95.515,267933.0,4,9 -anything,Adrianne Lenker,,0.388,0.291,3.0,-12.952,1,0.0421,0.774,1.93e-05,0.0874,0.51,83.943,3.36745,4,0 -The Cure,Close To Me,68.0,0.724,0.523,11.0,-11.139,1,0.116,0.0745,0.703,0.0811,0.965,185.075,203267.0,4,6 -Flatland Cavalry,Some Things Never Change,51.0,0.517,0.691,2.0,-6.266,1,0.0406,0.0732,1.4e-05,0.315,0.535,88.996,200673.0,4,1 -Robert Cray,Promises You Can't Keep,32.0,0.52,0.459,3.0,-5.629,1,0.0292,0.316,0.00103,0.076,0.407,154.109,355907.0,3,2 -The Faint,I Disappear,45.0,0.627,0.86,2.0,-7.646,1,0.0443,0.00207,0.0329,0.108,0.677,138.086,247173.0,4,1 -The Sonics,Have Love Will Travel,58.0,0.506,0.948,10.0,-5.626,1,0.105,0.727,,0.0904,0.934,130.195,160400.0,4,1 -blessthefall,Dream On,37.0,0.355,0.69,4.0,-5.827,0,0.0437,0.0815,1.82e-05,0.189,0.106,152.022,292427.0,4,8 -Shlomo Artzi,◊™◊™◊ê◊®◊ï ◊ú◊õ◊ù,50.0,0.537,0.636,10.0,-6.384,1,0.0331,0.774,,0.156,0.55,91.003,227333.0,4,10 -Erinrad Viker Sinfonietta,Appel et Réponse,42.0,0.151,0.197,,-16.215,0,0.0424,0.607,0.152,0.126,0.0326,136.523,2.53875,3,7 -Ocean Colour Scene,The Day We Caught The Train,58.0,0.516,0.651,2.0,-7.76,1,0.0386,0.0537,,0.256,0.483,88.628,186067.0,4,1 -Guns N' Roses,Patience,67.0,0.457,0.266,6.0,-14.465,1,0.0313,0.711,0.000261,0.124,0.372,120.459,354400.0,4,8 -Lola Marsh,◊î◊ô◊ï ◊ú◊ô◊ú◊ï◊™,29.0,0.486,0.466,5.0,-9.463,0,0.0268,0.568,0.471,0.121,0.323,75.43,264196.0,4,9 -Willie Walker,What's It Take?,9.0,0.686,0.493,2.0,-6.541,1,0.0325,0.529,1.38e-05,0.13,0.637,103.556,249893.0,4,2 -Backstreet Boys,In a World Like This,26.0,0.605,0.858,7.0,-3.982,1,0.0303,0.00688,,0.344,0.555,125.048,3.670283333,4,9 -Heathen,Dying Season - Remastered,29.0,0.313,0.969,9.0,-7.556,1,0.146,1.56e-06,0.375,0.115,0.188,177.037,340840.0,4,8 -Ryskinder,Oi,17.0,0.699,0.545,1.0,-10.316,1,0.175,0.165,0.0716,0.0906,0.703,88.744,273350.0,4,6 -Keith Whitley,When You Say Nothing at All,53.0,0.673,0.346,3.0,-12.803,1,0.0245,0.721,4.48e-06,0.0475,0.396,80.012,3.708216667,4,4 -The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,10 -Bauhaus,Bela Lugosi's Dead (Official Version),54.0,0.593,0.691,11.0,-9.442,0,0.113,0.0133,0.68,0.0691,0.532,153.486,576703.0,4,6 -Maor Edri,◊†◊ô◊¶◊ó◊™ ◊†◊©◊û◊î,36.0,0.66,0.682,1.0,-6.002,0,0.0404,0.474,,0.177,0.719,136.143,182760.0,4,9 -Tom Robinson Band,2-4-6-8 Motorway,53.0,0.672,0.706,9.0,-5.551,1,0.0779,0.0578,7.43e-05,0.0595,0.658,124.782,197933.0,4,6 -The Graham Bond Organisation,Harmonica,37.0,0.583,0.94,2.0,-10.566,1,0.0928,0.633,3.26e-06,0.342,0.662,130.221,169851.0,4,2 -Pain,Shut Your Mouth,58.0,0.562,0.912,2.0,-4.461,1,0.0383,0.0032,,0.115,0.55,120.021,192987.0,4,8 -Skeets McDonald,You Oughta See Grandma Rock,22.0,0.463,0.867,9.0,-7.458,1,0.0678,0.487,,0.841,0.869,90.026,123440.0,4,10 -Wayne Hancock,Flat Land Boogie,31.0,0.605,0.514,2.0,-14.208,1,0.0535,0.147,0.00378,0.079,0.781,98.797,209573.0,4,10 -Biffy Clyro,Machines,45.0,0.644,0.337,7.0,-10.906,1,0.0295,0.606,0.0169,0.301,0.31,108.041,236080.0,4,10 -Tuna,◊ê◊†◊®◊í◊ô◊î,35.0,0.574,0.633,2.0,-7.469,1,0.1,0.43,,0.12,0.793,86.731,193286.0,4,5 -Eric Church,Bunch Of Nothing,60.0,0.513,0.889,3.0,-4.924,1,0.0599,0.457,0.000366,0.217,0.791,171.917,209413.0,4,1 -Moonlight Haze,The Rabbit of the Moon,34.0,0.458,0.966,7.0,-6.52,1,0.0622,0.0112,1.66e-06,0.348,0.609,74.995,231613.0,4,8 -Kishore Kumar,Manzilen Apni Jagah Hai,26.0,0.263,0.429,1.0,-8.279,1,0.0329,0.962,0.0203,0.168,0.294,150.104,5.876583333,3,3 -Brian World,Sitar Fusion,12.0,0.583,0.405,9.0,-9.74,0,0.0267,0.495,0.106,0.0782,0.323,76.078,4.10645,4,0 -Pineapple Express,Relentless,19.0,0.313,0.913,1.0,-5.227,0,0.201,0.0663,3.28e-05,0.457,0.466,180.133,4.30435,4,0 -Me And That Man,My Church Is Black,40.0,0.38,0.843,4.0,-2.939,0,0.0346,0.0279,0.519,0.113,0.306,106.149,178987.0,4,10 -–î–∞–π—Ç–µ —Ç–∞–Ω–∫ (!),–í—ã,44.0,0.374,0.946,7.0,-2.672,0,0.0904,0.178,3.88e-05,0.248,0.505,180.149,168200.0,4,6 -Liquid Tension Experiment,Paradigm Shift,43.0,0.295,0.914,7.0,-3.411,1,0.0526,0.000326,0.881,0.399,0.654,137.44,535360.0,4,8 -Franc Moody,Tired of Waiting,50.0,0.776,0.844,10.0,-7.092,0,0.0438,0.00395,0.164,0.0963,0.938,124.988,264696.0,4,6 -Edwyn Collins,A Girl Like You,64.0,0.619,0.781,5.0,-7.455,0,0.0393,0.0243,0.000286,0.402,0.533,126.267,236583.0,4,1 -Frisco,Frisco's Pattern,34.0,0.744,0.612,11.0,-10.158,1,0.362,0.157,,0.199,0.701,138.296,57391.0,4,5 -Fall Out Boy,Fourth Of July,59.0,0.481,0.974,4.0,-3.388,0,0.136,0.139,0.00998,0.406,0.516,79.964,224360.0,4,10 -"Anuradha Paudwal, Kumar Sanu",Pehli Baarish Main Aur Tu,24.0,0.495,0.671,8.0,-9.58,0,0.0423,0.72,,0.106,0.757,82.005,4.87155,4,3 -Siiickbrain,Power (feat. Pussy Riot),47.0,0.474,0.962,2.0,-4.074,1,0.259,0.000433,2.3e-05,0.0782,0.45,165.097,176000.0,3,10 -Eyal Golan,◊ú◊ß◊†◊ï◊™ ◊ú◊ö ◊ô◊î◊ú◊ï◊ù,38.0,0.671,0.746,6.0,-5.729,0,0.0259,0.239,,0.337,0.697,104.035,229493.0,4,9 -The Smashing Pumpkins,Spaceboy - Remastered,42.0,0.363,0.32,,-11.539,1,0.0384,0.0136,0.582,0.105,0.207,121.428,267307.0,4,10 -BLAB,Casual Sex,26.0,0.709,0.685,2.0,-7.573,1,0.0281,0.0355,0.0268,0.0389,0.7,129.987,194567.0,4,10 -IDK,King Alfred,45.0,0.836,0.573,1.0,-6.526,0,0.231,0.0202,,0.0849,0.399,145.93,157473.0,4,5 -Rude Kid,Bloody Hell,12.0,0.652,0.764,4.0,-5.177,0,0.0337,1.99e-05,0.0364,0.13,0.0479,140.044,210862.0,4,5 -Javi That's Me,CHERRY BLOSSOMS,37.0,0.595,0.767,5.0,-13.412,0,0.678,0.109,0.00212,0.505,0.774,108.047,149029.0,4,6 -Built To Spill,Carry the Zero,57.0,0.264,0.812,4.0,-5.651,1,0.031,1.35e-05,0.108,0.0962,0.458,94.095,343893.0,4,6 -Richie Havens,Here Comes The Sun,56.0,0.698,0.643,2.0,-16.985,1,0.0649,0.803,0.0799,0.704,0.714,128.22,4.23333333,4,0 -Townes Van Zandt,Lungs,50.0,0.544,0.34,2.0,-13.947,1,0.0411,0.785,3.89e-06,0.734,0.556,97.005,154187.0,4,2 -King Nun,Chinese Medicine,29.0,0.481,0.938,1.0,-3.116,0,0.14,0.000116,0.000105,0.0835,0.608,162.971,165014.0,4,1 -Adia Victoria,Dead Eyes,28.0,0.28,0.635,9.0,-8.271,1,0.056,0.0685,0.121,0.107,0.375,193.756,141800.0,4,2 -Dexter Gordon,Le Coiffeur,42.0,0.686,0.372,,-12.663,1,0.0356,0.78,2.73e-05,0.101,0.536,118.562,7.04,4,7 -Buddy Guy,Damn Right I've Got The Blues - Live,31.0,0.348,0.587,9.0,-10.04,0,0.12,0.0209,0.0818,0.486,0.557,102.043,461533.0,4,2 -Miri Mesika,◊©◊ô◊® ◊ú◊©◊ô◊®◊î,34.0,0.495,0.462,10.0,-6.68,1,0.026,0.176,,0.391,0.256,101.901,300933.0,3,9 -Night Ranger,Sister Christian,64.0,0.448,0.35,5.0,-16.239,1,0.0393,0.147,2.27e-06,0.0842,0.234,177.279,302933.0,4,10 -Fitz and The Tantrums,The Walker,19.0,0.792,0.649,2.0,-4.55,1,0.045,0.00663,,0.334,0.763,130.019,243289.0,4,9 -maye,Yours,64.0,0.67,0.707,11.0,-9.726,0,0.0358,0.714,0.065,0.0634,0.799,89.008,220887.0,4,1 -Lifehouse,You And Me,76.0,0.459,0.427,7.0,-7.734,1,0.0267,0.114,,0.168,0.354,139.902,195493.0,3,10 -Danheim,Reida,44.0,0.694,0.647,7.0,-12.731,1,0.311,0.268,0.817,0.943,0.308,109.99,270750.0,4,8 -"Kishore Kumar, Asha Bhosle",Aaj Rapat Jaayen To,38.0,0.486,0.481,1.0,-9.418,1,0.0937,0.779,,0.0838,0.674,104.529,6.79955,4,3 -Friedberg,Midi 8,28.0,0.733,0.944,6.0,-5.059,0,0.064,0.0017,0.855,0.097,0.718,104.005,143063.0,4,1 -The Sound,Winning,47.0,0.426,0.721,1.0,-9.391,0,0.0309,2.73e-05,0.023,0.0867,0.248,151.13,258080.0,4,1 -"Niladri Kumar, Talvin Singh",River,6.0,0.515,0.894,9.0,-6.396,0,0.132,0.169,0.757,0.037,0.406,175.942,5.930383333,4,0 -Sycco,Germs,45.0,0.656,0.763,6.0,-5.946,0,0.0845,0.102,2.43e-06,0.0373,0.903,144.952,231972.0,4,6 -Hemant Kumar,Hai Apna Dil To Aawara - Happy Version,36.0,0.604,0.469,6.0,-10.606,1,0.0571,0.572,0.000994,0.59,0.934,110.447,4.363783333,4,3 -Meadow Park,When I Fall In Love,55.0,0.424,0.103,3.0,-18.281,1,0.0417,0.937,0.861,0.114,0.135,104.45,4.832416667,4,7 -Johnny Rodriguez,Pass Me By,38.0,0.661,0.4,7.0,-6.499,1,0.0245,0.678,,0.0697,0.397,101.025,2.629116667,4,4 -jxdn,So What!,67.0,0.598,0.662,4.0,-5.797,1,0.048,0.00301,0.000167,0.0812,0.531,174.937,141207.0,4,10 -Lizz Wright,Singing In My Soul,34.0,0.579,0.678,1.0,-7.031,1,0.0834,0.134,3.14e-05,0.219,0.811,140.793,226933.0,4,2 -Hailey Whitters,Glad To Be Here (feat. Brent Cobb),48.0,0.632,0.673,3.0,-6.525,1,0.0418,0.0476,2.69e-05,0.107,0.623,88.99,273538.0,4,1 -Aria Ohlsson,Love on the Weekend,54.0,0.672,0.431,1.0,-8.164,0,0.106,0.556,,0.0969,0.284,82.99,153253.0,4,9 -Hariharan,Yeh Lamhe Yeh Pal,32.0,0.573,0.435,7.0,-14.986,1,0.0314,0.678,,0.0465,0.745,127.239,3.557783333,4,3 -Darius Rucker,Alright,70.0,0.601,0.806,7.0,-4.579,1,0.0345,0.0527,,0.185,0.711,89.87,3.865333333,4,4 -Asha Bhosle,Aage Bhi Jane Na Tu,25.0,0.506,0.276,3.0,-6.934,1,0.0278,0.98,0.00418,0.0807,0.539,76.136,7.417133333,4,3 -Opeth,Heart in Hand,43.0,0.457,0.911,9.0,-6.835,1,0.0956,0.00011,0.143,0.339,0.205,120.016,509600.0,4,8 -Omer Adam,◊ë◊†◊ô◊™◊ô ◊¢◊ú◊ô◊ô◊ö,38.0,0.67,0.967,,-3.313,0,0.0495,0.172,,0.319,0.87,132.023,210600.0,4,9 -JOELMY,Porque Te Vas,34.0,0.822,0.704,9.0,-6.423,0,0.0675,0.0909,0.00056,0.22,0.529,90.049,192667.0,4,9 -Greyhaven,Echo and Dust Pt. I,43.0,0.261,0.992,6.0,-2.653,1,0.32,0.000101,0.00071,0.679,0.204,138.443,255346.0,4,8 -Tai Verdes,A-O-K,71.0,0.731,0.626,11.0,-6.919,1,0.0805,0.125,,0.183,0.862,82.488,173640.0,4,9 -The Word Alive,Heartless,40.0,0.396,0.92,1.0,-4.749,1,0.068,0.000816,,0.229,0.243,174.995,240000.0,4,8 -The Kinks,Apeman - 2014 Remastered Version,44.0,0.683,0.728,9.0,-8.92,1,0.259,0.568,5.08e-05,0.0384,0.833,75.311,233400.0,4,10 -Votum,Prey,27.0,0.569,0.893,2.0,-5.708,1,0.0623,0.0061,0.757,0.0861,0.254,137.96,330435.0,4,8 -Son of Stone,Give my regards,23.0,0.193,0.951,10.0,-3.282,0,0.173,0.102,,0.146,0.0979,188.204,181188.0,4,8 -Path of Destiny,The Division of a Spiral Synergy,,0.188,0.883,,-9.815,0,0.0594,9.67e-06,0.0939,0.213,0.108,154.966,358267.0,4,8 -Elkka,Euphoric Melodies,,0.796,0.825,10.0,-10.017,0,0.0807,0.00316,0.902,0.109,0.887,128.003,401100.0,4,6 -frown line,September,40.0,0.554,0.702,7.0,-5.704,1,0.0344,0.0934,0.0917,0.334,0.741,216.091,178750.0,4,1 -Candye Kane,You Need Love,29.0,0.57,0.567,4.0,-7.958,0,0.0595,0.0458,0.000407,0.205,0.806,155.153,246293.0,4,2 -Jack Kays,MY HEAD :(,53.0,0.942,0.439,,-8.519,1,0.0864,0.346,,0.107,0.231,125.018,92160.0,4,9 -Murcof,Dividing Space,20.0,0.0599,0.219,,-16.775,0,0.0467,0.0283,0.802,0.11,0.0259,55.361,282680.0,4,6 -Thousand Thoughts,Heads or Tails,31.0,0.419,0.917,8.0,-4.822,1,0.0676,0.000761,,0.118,0.461,169.989,229047.0,4,8 -Weezer,Pork And Beans,47.0,0.599,0.626,6.0,-6.622,1,0.0339,0.0108,8.8e-06,0.158,0.708,119.837,189400.0,4,10 -Britney Spears,Mood Ring (By Demand) - Pride Remix,44.0,0.612,0.818,11.0,-5.2,1,0.0298,0.000762,0.00349,0.179,0.574,119.985,3.183633333,4,9 -Tyler Terrance,Fernweh,50.0,0.548,0.0988,9.0,-18.816,1,0.0714,0.994,0.94,0.112,0.231,147.367,3.546733333,4,7 -The Rolling Stones,Miss You - Remastered,69.0,0.795,0.71,9.0,-4.746,0,0.0392,0.443,0.0215,0.344,0.845,109.689,288667.0,4,10 -Smash Into Pieces,Wake Up,55.0,0.648,0.931,1.0,-3.299,0,0.0562,0.014,1.24e-05,0.123,0.588,124.996,219363.0,4,10 -Led Zeppelin,Since I've Been Loving You - Remaster,63.0,0.393,0.364,5.0,-10.945,0,0.0345,0.0021,0.0703,0.121,0.308,118.566,444148.0,3,2 -Toumani Diabaté,Kaira,30.0,0.433,0.0648,1.0,-20.872,1,0.0552,0.643,0.685,0.0953,0.291,152.817,8.142216667,4,7 -Faith No More,From out of Nowhere,,0.277,0.989,,-5.37,0,0.077,0.00102,0.006,0.264,0.0862,161.178,201133.0,4,10 -Rachel Yaron,◊û◊ê◊ó◊ï◊®◊ô◊†◊ï,22.0,0.549,0.389,8.0,-9.532,1,0.03,0.236,0.49,0.102,0.4,122.011,219483.0,4,10 -John Mayer,Crossroads,49.0,0.894,0.507,7.0,-6.945,1,0.0564,0.221,0.0661,0.0642,0.916,114.216,149387.0,4,2 -"Shafqat Amanat Ali, Shafqat Ali Khan",Shafqat with Shafqat (Lakh Jatan / Khamaj),30.0,0.299,0.437,5.0,-9.258,1,0.0334,0.88,0.00034,0.11,0.38,160.084,7.35,4,0 -24kGoldn,CITY OF ANGELS,78.0,0.686,0.541,,-4.993,0,0.0493,0.042,,0.0675,0.724,120.082,112493.0,4,9 -Blur,Tender,62.0,0.587,0.566,9.0,-9.932,1,0.0276,0.47,,0.0644,0.529,76.054,461947.0,4,1 -Robert Johnson,Come On In My Kitchen,42.0,0.556,0.0643,10.0,-15.305,0,0.175,0.927,2.37e-06,0.0991,0.283,81.673,172307.0,4,2 -Queensr√øche,Blood of the Levant,33.0,0.501,0.903,1.0,-4.951,0,0.0496,6.08e-05,0.00418,0.153,0.402,128.051,207227.0,4,8 -Buffalo Fuzz,Perfect Man,38.0,0.459,0.58,4.0,-9.7,1,0.0353,0.00872,0.0203,0.124,0.185,128.789,325313.0,4,8 -Green-House,Nocturnal Bloom,42.0,0.439,0.0193,10.0,-20.404,1,0.0326,0.925,0.495,0.111,0.192,60.053,292000.0,4,6 -Chip,Every Gyal (feat. Mavado),33.0,0.542,0.827,11.0,-4.321,0,0.315,0.317,,0.397,0.667,106.403,251827.0,5,5 -Masego,Mystery Lady (feat. Don Toliver),76.0,0.747,0.494,3.0,-7.957,0,0.141,0.393,,0.0982,0.624,76.006,228453.0,4,5 -Grace Davies,Amsterdam,54.0,0.44,0.293,,-10.607,1,0.0439,0.799,0.000132,0.0784,0.209,135.258,208787.0,4,9 -Mergui,◊™◊†◊ô ◊ú◊ô ◊®◊í◊¢,36.0,0.504,0.735,7.0,-4.667,0,0.244,0.139,0.000196,0.326,0.487,100.039,173246.0,4,9 -Martha Hill,Grilled Cheese,34.0,0.748,0.596,2.0,-5.49,1,0.0431,0.0262,2.65e-05,0.0592,0.449,130.066,203060.0,4,1 -Tafia,Break The Bank feat. Meek Mill,46.0,0.784,0.453,10.0,-11.458,0,0.351,0.0159,,0.248,0.389,82.018,193902.0,4,5 -Cold,Quiet Now,42.0,0.547,0.812,3.0,-4.703,1,0.0326,0.0213,,0.0855,0.383,117.976,254643.0,4,10 -Kelsy Karter,Love Me or Hate Me,45.0,0.479,0.937,8.0,-5.269,1,0.0521,0.00214,0.00105,0.25,0.56,165.982,196988.0,4,9 -Ben Howard,Only Love,71.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,249173.0,4,9 -Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,10 -Saxon,Princess of the Night,51.0,0.362,0.797,3.0,-8.824,0,0.0424,0.00328,2e-06,0.0668,0.753,107.249,242573.0,4,8 -50 Cent,How To Rob,49.0,0.774,0.676,6.0,-8.476,0,0.304,0.0575,,0.169,0.791,96.984,264320.0,4,5 -DreamDoll,Different - Freestyle,48.0,0.764,0.738,8.0,-6.293,1,0.354,0.0186,,0.282,0.493,95.378,108069.0,4,5 -Vedo,You Got It - Remix,58.0,0.773,0.448,5.0,-7.593,1,0.189,0.188,,0.179,0.49,121.96,245345.0,4,5 -Marianas Rest,Pointless Tale,27.0,0.477,0.843,5.0,-7.448,0,0.0358,0.00429,0.0195,0.0959,0.351,120.025,351431.0,4,8 -Stone Temple Pilots,Interstate Love Song,72.0,0.215,0.927,9.0,-7.327,1,0.0452,0.000273,0.00661,0.126,0.49,170.814,194853.0,4,6 -Mystery Jets,Two Doors Down,51.0,0.564,0.965,1.0,-3.17,0,0.0642,0.00912,,0.0997,0.848,123.963,219013.0,4,6 -Idan Amedi,◊™◊°◊™◊õ◊ú◊ô ◊ú◊ô ◊ë◊¢◊ô◊†◊ô◊ô◊ù,51.0,0.735,0.635,5.0,-7.22,0,0.0477,0.766,1.01e-06,0.481,0.696,115.043,198420.0,4,9 -James Cotton,Play With Your Poodle,38.0,0.515,0.43,7.0,-10.912,1,0.25,0.81,0.0069,0.126,0.624,165.888,219000.0,4,2 -Brett Dennen,See the World,51.0,0.616,0.638,7.0,-7.981,1,0.0334,0.0245,3.59e-05,0.296,0.507,89.989,257893.0,4,1 -Mrigya,Ganga,14.0,0.381,0.738,7.0,-7.783,1,0.0573,0.295,0.495,0.393,0.538,166.037,5.588666667,4,0 -Freeds,Fruit Bats,42.0,0.897,0.466,10.0,-10.18,1,0.0478,0.556,0.000165,0.119,0.522,104.944,175313.0,4,6 -Lil Mosey,Enough,66.0,0.739,0.338,6.0,-11.224,1,0.0412,0.598,,0.105,0.401,100.996,159966.0,4,5 -Palmiyeler,Karbeyaz,42.0,0.674,0.63,6.0,-5.475,0,0.0253,0.52,0.0468,0.0934,0.714,97.033,242690.0,4,10 -TV On The Radio,Happy Idiot,60.0,0.617,0.948,11.0,-4.236,0,0.0621,0.00226,0.00221,0.0755,0.863,139.996,183002.0,4,6 -Pat Benatar,Hit Me With Your Best Shot,71.0,0.741,0.58,4.0,-9.05,1,0.0304,0.117,3.31e-05,0.212,0.944,127.402,171267.0,4,10 -Bumpin Uglies,Serotonin,41.0,0.684,0.788,8.0,-5.627,1,0.0424,0.0311,3.17e-05,0.0632,0.793,83.011,181370.0,4,10 -Metallica,Master Of Puppets,74.0,0.543,0.836,4.0,-9.11,0,0.0353,0.000647,0.431,0.153,0.56,105.173,515387.0,4,8 -The Outfield,Your Love,72.0,0.555,0.757,1.0,-7.868,0,0.0601,0.103,1.16e-06,0.0631,0.582,129.607,221840.0,4,10 -Wolfmother,Joker And The Thief,64.0,0.264,0.8,,-2.427,1,0.0537,0.0195,0.00744,0.406,0.465,155.558,279667.0,4,10 -Sugar Ray,Someday - Remastered,60.0,0.743,0.67,1.0,-4.547,0,0.0293,0.0108,0.0702,0.22,0.934,110.832,243333.0,4,10 -fanclubwallet,What's Up,51.0,0.618,0.684,4.0,-6.163,1,0.039,0.117,0.455,0.273,0.823,170.029,141750.0,4,6 -"Blood, Sweat & Tears",More and More - Live at Woodstock,23.0,0.442,0.634,1.0,-14.148,0,0.223,0.207,0.042,0.655,0.69,135.48,184853.0,4,10 -Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,9 -Lata Mangeshkar,Yeh Dil Ki Lagi Kya Hogi,4.0,0.502,0.318,6.0,-8.763,1,0.0493,0.995,0.281,0.498,0.816,105.436,3.38895,3,3 -Chet Faker,Whatever Tomorrow,63.0,0.4,0.506,7.0,-8.078,1,0.0412,0.14,0.0278,0.129,0.248,165.155,263818.0,4,6 -Tiamat,Whatever That Hurts,36.0,0.271,0.707,10.0,-10.531,1,0.0492,0.0216,0.125,0.318,0.108,137.106,346133.0,4,8 -Filmore,Who Cares,66.0,0.583,0.828,7.0,-4.768,1,0.0539,0.25,,0.512,0.765,95.035,2.974366667,4,4 -Omer Adam,◊©◊†◊ô ◊û◊©◊ï◊í◊¢◊ô◊ù,49.0,0.695,0.528,11.0,-5.903,0,0.0571,0.434,,0.0666,0.487,116.776,170773.0,4,9 -"Shakir Khan, Aarya Ambekar",Bairan,20.0,0.591,0.452,1.0,-11.248,0,0.0383,0.867,0.0194,0.0831,0.18,140.077,5.028566667,4,0 -Electroforez,–ê–ª–∫–æ–≥–æ–ª—å –º–æ–π –≤—Ä–∞–≥,46.0,0.682,0.877,7.0,-4.888,0,0.041,0.0309,,0.0847,0.827,111.964,167000.0,4,6 -Sarcoptes,The Vertigo Soul,19.0,0.247,0.961,1.0,-6.027,0,0.169,1.88e-06,0.0027,0.186,0.0386,135.987,407613.0,4,8 -Somehow Jo,The Grey,31.0,0.579,0.899,5.0,-5.431,1,0.0402,0.00703,,0.125,0.589,100.034,235740.0,4,8 -AFI,Snow Cats,43.0,0.294,0.775,4.0,-4.271,0,0.0454,0.00291,0.000727,0.254,0.471,131.092,200920.0,3,10 -Avalanche,Maja Lena,43.0,0.415,0.355,6.0,-10.494,0,0.0316,0.985,0.0932,0.103,0.36,113.993,2.98845,4,0 -IRONTOM,Big Shot,45.0,0.504,0.938,8.0,-2.696,0,0.0583,0.00743,,0.0741,0.612,145.91,220527.0,4,10 -Ivy Sole,HEAVY,42.0,0.538,0.768,6.0,-6.41,1,0.182,0.225,,0.639,0.619,142.067,290850.0,4,5 -Simple Minds,Kick It In - Remastered 2002,33.0,0.552,0.828,11.0,-6.047,0,0.053,0.0276,0.129,0.0972,0.352,130.032,6.18733333,4,10 -Giant Rooks,Wild Stare,50.0,0.646,0.82,10.0,-3.618,0,0.0521,0.026,0.000171,0.191,0.438,128.061,194480.0,4,10 -Spare Parts For Broken Hearts,Big Win,24.0,0.491,0.71,7.0,-9.06,1,0.0307,0.000981,4.6e-05,0.228,0.418,122.003,205687.0,4,10 -Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,1 -Rise Against,"Broken Dreams, Inc. - HEALTH Remix",45.0,0.247,0.833,1.0,-5.086,1,0.0706,0.0272,0.471,0.215,0.228,165.995,274825.0,4,1 -Mister Misery,Ballad of the Headless Horseman,36.0,0.301,0.822,1.0,-6.918,1,0.0579,8.8e-06,0.00951,0.115,0.254,175.085,276000.0,4,8 -Bruce Springsteen,The River,67.0,0.587,0.536,7.0,-11.248,1,0.0304,0.179,2.75e-05,0.305,0.59,117.498,301547.0,4,10 -Sunflower Bean,Moment In The Sun,41.0,0.687,0.63,2.0,-5.13,1,0.031,0.0576,,0.257,0.548,115.986,189635.0,4,6 -2KBABY,Great White,52.0,0.829,0.555,6.0,-6.512,0,0.342,0.0943,2.83e-05,0.183,0.399,129.911,111388.0,4,5 -Rhode & Brown,Everything in Motion,,0.709,0.387,9.0,-12.586,0,0.0355,0.021,0.904,0.0871,0.304,115.029,225671.0,4,6 -Obituary,Redneck Stomp,51.0,0.245,0.861,2.0,-8.728,1,0.0415,0.000256,0.871,0.216,0.483,91.056,212840.0,4,8 -The Rolling Stones,Wild Horses - 2009 Mix,70.0,0.432,0.389,7.0,-6.517,1,0.0255,0.687,0.0107,0.0788,0.158,139.506,5.69621667,4,10 -"John Prine, The Secret Sisters","I Just Called to Say I Love You - Recorded at RCA Studio A, Nashville",48.0,0.477,0.297,3.0,-13.955,1,0.0328,0.664,0.000595,0.103,0.455,137.067,4.11836667,4,0 -Nathan Day,She Came Down From The Stars,48.0,0.487,0.766,5.0,-7.596,1,0.0377,0.0027,,0.219,0.574,155.081,216774.0,4,10 -Dafnis Prieto Sextet,Amanecer Contigo,34.0,0.528,0.7,7.0,-9.43,1,0.0305,0.522,0.417,0.122,0.672,126.214,6.351016667,4,7 -The Goo Goo Dolls,Miracle Pill,49.0,0.503,0.727,,-3.256,1,0.0257,0.0487,,0.128,0.717,160.043,197968.0,4,10 -RETRIEVER,Weekend Spiders,32.0,0.66,0.418,5.0,-13.686,0,0.0325,0.0742,0.898,0.0725,0.577,92.998,251051.0,4,6 -Tribute Trio,I Remember Clifford,41.0,0.533,0.244,,-16.662,0,0.0399,0.922,0.906,0.163,0.166,118.732,4.960066667,4,7 -Hot Chip,Straight To The Morning - Myd Remix,53.0,0.819,0.829,1.0,-7.571,0,0.177,0.0852,2.64e-05,0.0753,0.864,115.995,206577.0,4,6 -Pearl Jam,Alive,75.0,0.284,0.875,11.0,-6.069,0,0.0422,0.00752,0.000461,0.402,0.595,75.009,340907.0,4,6 -King Gizzard & The Lizard Wizard,Sense,46.0,0.535,0.605,5.0,-9.144,0,0.287,0.51,0.286,0.188,0.662,202.06,210653.0,4,1 -Mondo Generator,"So High, So Low",34.0,0.538,0.863,4.0,-6.123,0,0.139,0.00495,2.07e-05,0.314,0.606,127.618,155067.0,4,10 -Belle Mt.,Hollow (Acoustic),,0.499,0.229,11.0,-9.642,1,0.0361,0.822,4.59e-06,0.0914,0.239,178.461,3.94363333,3,0 -Tim McGraw,Something Like That,68.0,0.507,0.85,5.0,-5.679,1,0.0472,0.378,,0.0567,0.847,171.8,3.062216667,4,4 -Eyal Golan,◊î◊ï◊ñ◊î ◊ê◊ï◊™◊ö ◊û◊ï◊ú◊ô,36.0,0.563,0.76,4.0,-5.048,0,0.0578,0.572,,0.191,0.444,155.975,242920.0,4,9 -"Lata Mangeshkar, S. P. Balasubrahmanyam",Aate Jaate Hanste Gaate,31.0,0.546,0.436,8.0,-11.929,1,0.0353,0.667,0.0223,0.337,0.466,120.644,3.406,4,3 -Dudu Tassa,◊î◊ô◊û◊ô◊ù ◊î◊ê◊ë◊ï◊ì◊ô◊ù - ◊ê◊ß◊ï◊°◊ò◊ô,26.0,0.338,0.216,11.0,-9.206,0,0.0465,0.91,,0.124,0.172,169.343,214333.0,4,10 -Dudu Aharon,◊í◊ô◊ë◊ï◊®,17.0,0.507,0.668,4.0,-3.942,0,0.0291,0.595,,0.108,0.371,77.999,274147.0,4,9 -Mastodon,Show Yourself,54.0,0.468,0.977,8.0,-4.198,1,0.0645,4.99e-06,0.0213,0.0543,0.493,134.996,182893.0,4,8 -Kiasmos,Blurred - Sven Helbig Rework,42.0,0.0855,0.122,2.0,-18.526,1,0.0436,0.946,0.945,0.134,0.0372,85.44,284619.0,4,1 -Alice In Chains,Heaven Beside You,62.0,0.551,0.724,10.0,-7.09,0,0.032,0.00451,0.000167,0.116,0.559,111.243,327893.0,4,10 -Twin Wild,My Heart,29.0,0.48,0.905,7.0,-3.851,1,0.0896,0.000197,8.66e-06,0.29,0.295,95.055,227046.0,4,10 -Jørgen Emborg,On The Second Day,46.0,0.524,0.608,4.0,-10.14,0,0.0356,0.235,0.724,0.0595,0.633,115.161,4.546583333,4,7 -girl in red,Rue,68.0,0.579,0.77,4.0,-9.163,0,0.0586,0.12,0.0553,0.172,0.275,125.011,216832.0,4,6 -My Chemical Romance,Na Na Na (Na Na Na Na Na Na Na Na Na),70.0,0.411,0.986,8.0,-2.522,0,0.0583,0.000264,0.00148,0.371,0.649,165.981,205960.0,4,10 -Billie Eilish,Therefore I Am,88.0,0.889,0.34,11.0,-7.773,0,0.0697,0.218,0.13,0.055,0.716,94.009,174321.0,4,9 -BENEE,Supalonely,79.0,0.863,0.631,7.0,-4.689,1,0.0534,0.305,3.04e-05,0.123,0.817,128.977,223480.0,4,9 -Arctic Monkeys,When The Sun Goes Down,73.0,0.348,0.875,11.0,-4.758,0,0.199,0.0341,,0.117,0.407,169.152,202133.0,4,6 -Damien Jurado,Lincoln,22.0,0.494,0.139,,-14.209,1,0.043,0.925,0.000403,0.143,0.16,136.024,189120.0,4,1 -Aldous Harding,Horizon,51.0,0.406,0.0949,8.0,-11.713,1,0.0454,0.878,,0.122,0.236,119.199,249137.0,4,6 -Ray Alder,What The Water Wanted,30.0,0.532,0.876,11.0,-5.933,1,0.0344,0.00103,1.05e-06,0.322,0.32,98.012,226191.0,4,10 -Vivian Lobo,I Love You,15.0,0.62,0.573,8.0,-10.286,1,0.0423,0.939,0.24,0.102,0.872,86.059,3.156666667,4,3 -Westlife,Miss You,2.0,0.491,0.627,2.0,-6.207,1,0.0255,0.436,1.25e-06,0.264,0.402,78.047,3.88155,4,9 -Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,6 -LOUDNESS,Lost Without Your Love,33.0,0.492,0.565,9.0,-13.952,0,0.0277,0.0617,1.07e-05,0.193,0.309,136.135,296373.0,4,10 -Uzi Ramirez,Cheese in My Pocket,10.0,0.573,0.709,4.0,-7.163,0,0.0318,0.118,6.3e-06,0.241,0.574,119.114,231299.0,4,6 -YoungBoy Never Broke Again,I Ain't Scared,65.0,0.663,0.557,5.0,-7.954,1,0.0811,0.301,,0.137,0.584,154.099,162481.0,4,5 -Ravid Plotnik,◊ó◊ê◊®◊ë◊ï ◊ì◊ê◊®◊ë,38.0,0.631,0.621,9.0,-11.371,1,0.361,0.0362,,0.395,0.532,85.99,225613.0,4,5 -Alexa Rose,Clearwater Park,20.0,0.322,0.277,11.0,-9.685,1,0.0317,0.919,3.2e-06,0.0888,0.17,132.013,291262.0,3,6 -JESSIA,I'm not Pretty,66.0,0.645,0.544,2.0,-6.202,1,0.335,0.112,,0.068,0.867,74.88,118400.0,4,9 -Sylvan Esso,Ferris Wheel,57.0,0.836,0.74,9.0,-4.77,0,0.057,0.0622,0.0034,0.121,0.445,101.986,177920.0,4,6 -J. Cole,i n t e r l u d e,81.0,0.77,0.574,1.0,-5.525,1,0.106,0.0617,,0.104,0.104,98.962,133022.0,3,5 -Fiendz YT,Speed in My Coffee,18.0,0.547,0.884,10.0,-5.676,0,0.064,0.00354,5.76e-06,0.408,0.356,89.987,206133.0,4,6 -Disturbed,The Sound of Silence,73.0,0.322,0.28,6.0,-9.367,0,0.0281,0.468,1.1e-06,0.102,0.175,85.794,248467.0,4,8 -Nati Hassid,◊õ◊°◊§◊ï◊û◊ò,13.0,0.856,0.679,5.0,-5.862,0,0.0859,0.454,,0.284,0.901,102.008,211176.0,4,5 -Shlomo Artzi,◊©◊§◊ï◊ô◊ô◊ù,23.0,0.432,0.6,4.0,-7.866,1,0.0444,0.715,,0.0641,0.396,118.282,302400.0,4,10 -Public Image Ltd.,Rise,52.0,0.533,0.739,7.0,-9.361,1,0.0561,0.00299,3.69e-06,0.475,0.636,86.345,378373.0,4,1 -HARDY,GIVE HEAVEN SOME HELL,64.0,0.639,0.843,11.0,-4.975,1,0.0362,0.0525,,0.0854,0.528,126.047,217802.0,4,10 -Sufjan Stevens,To Be Alone With You,61.0,0.519,0.163,,-18.131,0,0.0489,0.926,0.751,0.115,0.356,142.116,168040.0,4,6 -Anvil,Nabbed in Nebraska,29.0,0.53,0.946,4.0,-4.387,0,0.126,0.000105,0.000445,0.328,0.369,120.006,273480.0,4,8 -Luke Combs,The Great Divide,66.0,0.671,0.686,8.0,-8.269,0,0.0271,0.597,2.24e-06,0.283,0.547,111.007,211990.0,4,1 -Metal Church,Start the Fire,,0.524,0.752,4.0,-14.268,1,0.0412,3.5e-05,0.464,0.305,0.515,148.699,225680.0,4,8 -The Ghost Inside,Aftermath,53.0,0.298,0.953,5.0,-3.334,0,0.192,0.000375,,0.1,0.127,172.023,298826.0,4,8 -KALI,I Just Wanna,46.0,0.693,0.586,11.0,-5.59,0,0.0361,0.147,0.000431,0.111,0.51,108.579,254399.0,4,6 -42 Dugg,Maybach (feat. Future),21.0,0.506,0.473,5.0,-9.79,1,0.331,0.0229,,0.15,0.199,100.535,199086.0,5,5 -Jimmy Eat World,Pain,40.0,0.393,0.964,,-3.363,0,0.0936,0.019,,0.58,0.255,168.016,181307.0,4,10 -Ed Sheeran,Thinking out Loud,83.0,0.781,0.445,2.0,-6.061,1,0.0295,0.474,,0.184,0.591,78.998,281560.0,4,9 -Nine Inch Nails,Closer,60.0,0.546,0.724,10.0,-8.639,0,0.0427,0.000273,0.667,0.133,0.586,89.991,373307.0,4,8 -girlfriends,Congratulations (feat. Jasiah),52.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,10 -Limp Bizkit,Counterfeit,47.0,0.462,0.943,1.0,-5.343,1,0.245,0.0364,0.00148,0.0871,0.218,95.483,308093.0,4,8 -Queen,Another One Bites The Dust - Remastered 2011,74.0,0.933,0.528,5.0,-6.472,0,0.162,0.112,0.329,0.163,0.756,109.975,3.57755,4,10 -Donatella Monza,Via Venezia,45.0,0.708,0.125,2.0,-15.726,0,0.0515,0.951,0.241,0.0819,0.125,107.29,2.1322,4,7 -"Jean Sibelius, Anne-Sophie Mutter, Staatskapelle Dresden, André Previn","Two Serenades, Op.69: 2. Lento assai, Op.69 No.2 - In G Minor",25.0,0.295,0.0251,,-29.891,0,0.0463,0.94,0.439,0.0985,0.0393,103.992,6.95,4,7 -Yemi Alade,True Love,43.0,0.749,0.602,5.0,-5.097,1,0.0798,0.0313,0.000543,0.0337,0.965,120.022,235875.0,4,9 -Backstreet Boys,Make Believe,19.0,0.572,0.845,1.0,-5.036,1,0.0301,0.0617,,0.137,0.446,129.994,4.776833333,4,9 -Black Mountain,What's Your Conquest?,24.0,0.122,0.88,1.0,-4.649,1,0.0687,0.000172,,0.0895,0.317,160.39,206133.0,4,10 -Erkin Koray,√á√∂p√ß√ºler,54.0,0.469,0.486,9.0,-15.076,0,0.0427,0.149,1.21e-05,0.123,0.595,130.737,239267.0,4,10 -Miki Howard,Until You Come Back to Me (That's What I Am Gonna Do),33.0,0.601,0.893,7.0,-7.784,1,0.0381,0.00839,4.09e-05,0.244,0.815,95.837,247733.0,4,5 -Mahendra Kapoor,Bhool Sakta Hai Bhala Kaun Tumhari Aankhen,4.0,0.395,0.26,3.0,-18.287,1,0.105,0.95,0.623,0.115,0.558,154.329,3.013783333,3,3 -Chris Stapleton,Tennessee Whiskey,79.0,0.392,0.37,9.0,-10.888,1,0.0298,0.205,0.0096,0.0821,0.512,48.718,4.888216667,4,4 -From Autumn To Ashes,Short Stories With Tragic Endings,43.0,0.215,0.752,9.0,-6.481,0,0.0441,0.000717,0.009,0.112,0.0585,93.758,565973.0,3,10 -Kahbum,Zombie da Spiaggia (feat. Aine & Hyst),31.0,0.703,0.261,1.0,-12.558,1,0.333,0.539,0.000135,0.0678,0.221,96.008,213120.0,4,5 -Muse,Uprising,75.0,0.602,0.905,2.0,-4.046,1,0.0775,0.000202,0.064,0.117,0.411,128.019,304840.0,4,1 -Josh Teskey,Thinking 'Bout Myself,51.0,0.644,0.53,4.0,-8.296,0,0.0884,0.787,0.0303,0.259,0.678,99.733,221214.0,4,2 -BlueBucksClan,Lil League (feat. Quavo & Hit-Boy),54.0,0.828,0.489,1.0,-5.644,1,0.238,0.0124,,0.0721,0.136,98.002,129796.0,3,5 -White Zombie,More Human Than Human,61.0,0.673,0.911,1.0,-6.725,1,0.0707,0.000367,0.628,0.101,0.54,101.467,268760.0,4,8 -The Fratellis,Creepin Up The Backstairs - Composite Edit (do not put on a/w),19.0,0.601,0.907,11.0,-8.43,0,0.187,0.000229,3.17e-06,0.219,0.281,122.368,185387.0,4,10 -Steve Miller Band,You Send Me,32.0,0.376,0.353,4.0,-13.606,0,0.0309,0.827,3.24e-05,0.194,0.384,109.78,162360.0,3,10 -Local Boy,Thoughts,28.0,0.629,0.878,2.0,-6.194,1,0.0701,0.00811,5.83e-05,0.419,0.516,160.022,204000.0,4,6 -Loop,Vapour (Remastered),4.0,0.201,0.989,2.0,-5.715,1,0.132,4.91e-06,0.846,0.0697,0.382,128.774,368373.0,4,6 -Doug Kaufman,The Garden,46.0,0.214,0.243,6.0,-17.301,1,0.0319,0.917,0.912,0.0657,0.0381,80.187,176062.0,4,1 -Def Leppard,Rock Of Ages,63.0,0.706,0.785,11.0,-7.666,0,0.041,0.00802,0.0319,0.195,0.636,105.893,4.13048333,4,10 -Poundz,Chocolate Darling (feat. BackRoad Gee & iLL BLU),52.0,0.795,0.745,9.0,-7.58,0,0.27,0.0869,,0.112,0.75,144.112,213333.0,4,5 -Brand New,Sic Transit Gloria ... Glory Fades,57.0,0.645,0.704,8.0,-6.02,1,0.0396,0.0124,,0.543,0.758,92.774,186493.0,4,10 -The White Stripes,My Doorbell,57.0,0.614,0.663,8.0,-9.965,1,0.0352,0.29,0.00682,0.0986,0.823,97.083,241867.0,4,1 -AC/DC,T.N.T.,78.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,214667.0,4,10 -Wings of Desire,Better Late Than Never,22.0,0.435,0.933,9.0,-7.668,1,0.07,0.000101,0.00808,0.115,0.321,132.005,232022.0,4,10 -Thirty Seconds To Mars,Capricorn (A Brand New Name),46.0,0.468,0.801,5.0,-5.724,0,0.0453,0.000164,0.0212,0.18,0.163,90.034,233000.0,4,10 -V3ctors,The Quartz Grave,30.0,0.123,0.983,6.0,-4.818,0,0.301,1.68e-05,0.000214,0.103,0.0792,78.098,259432.0,4,8 -S7N,Insane,26.0,0.499,0.931,7.0,-4.045,1,0.132,2.16e-05,0.211,0.218,0.513,91.061,182085.0,4,8 -Brett Young,Not Yet,73.0,0.464,0.783,1.0,-6.108,1,0.0378,0.000689,0.00016,0.323,0.734,170.029,2.90245,4,4 -Downswing,Stressed Out,41.0,0.2,0.985,7.0,-2.583,1,0.25,5.2e-05,1.51e-05,0.314,0.0726,183.245,172636.0,4,10 -The Stone Roses,Waterfall - Remastered,62.0,0.491,0.686,11.0,-8.22,1,0.0289,0.0236,0.263,0.451,0.437,103.715,278827.0,4,1 -Radolescent,406,18.0,0.368,0.85,,-2.646,1,0.0485,0.014,,0.226,0.397,159.928,193053.0,4,10 -Boy Destroy,Favourite,41.0,0.6,0.732,7.0,-3.848,0,0.0297,0.00713,,0.242,0.453,141.926,188880.0,4,1 -All Good Things,For The Glory (feat. Hollywood Undead),61.0,0.473,0.845,2.0,-3.774,0,0.0575,0.000396,,0.1,0.543,142.012,281197.0,4,10 -Ricky Reed,Catch You,39.0,0.66,0.639,,-8.716,1,0.0336,0.482,0.635,0.111,0.36,110.014,225753.0,4,6 -Chapterhouse,Guilt,30.0,0.13,0.982,4.0,-8.215,0,0.0636,0.0014,0.734,0.644,0.136,154.94,253000.0,4,6 -KennyHoopla,lost cause// (with grandson),54.0,0.698,0.675,4.0,-4.941,0,0.0412,0.000348,0.251,0.0916,0.484,116.02,171285.0,4,1 -"Seamus Blake, Chris Cheek",A Little Evil,34.0,0.603,0.427,,-11.434,1,0.0328,0.704,0.0263,0.0676,0.627,128.363,5.518216667,4,7 -The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,10 -Rihanna,Take A Bow,76.0,0.697,0.467,9.0,-7.536,1,0.0715,0.248,,0.0941,0.572,82.082,229413.0,4,9 -Berry Sakharof,◊ô◊°◊û◊ô◊ü. ◊©◊ô◊® ◊¢◊ú ◊†◊ô◊ô◊® ◊ñ◊õ◊ï◊õ◊ô◊™,21.0,0.589,0.775,4.0,-7.519,0,0.0507,0.305,0.00819,0.0598,0.251,89.967,284986.0,4,10 -Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,1 -"IndianRaga, Mahesh Raghvan, Vivek Ramanan",Swalla (Jathi Mix),,0.891,0.914,4.0,-5.265,1,0.157,0.58,,0.0944,0.667,97.998,1.707266667,4,0 -Jonny Lang,Make It Move,25.0,0.633,0.469,4.0,-6.082,1,0.11,0.479,,0.118,0.665,77.589,209120.0,4,10 -Sueco,SOS (feat. Travis Barker),67.0,0.615,0.785,1.0,-4.88,1,0.0632,0.0186,1.19e-05,0.166,0.369,150.03,169600.0,4,10 -Bastille,WHAT YOU GONNA DO???,59.0,0.529,0.853,7.0,-4.481,1,0.0382,0.00717,,0.339,0.646,127.987,131303.0,4,10 -Dent May,Sea Salt & Caramel,26.0,0.684,0.71,9.0,-4.837,1,0.0323,0.252,,0.37,0.934,119.039,189946.0,4,6 -Anand-Milind,Humne Ghar Chhoda Hai (Instrumental),22.0,0.361,0.605,9.0,-10.283,0,0.0312,0.599,0.761,0.316,0.62,97.436,6.40555,4,3 -Jade Bird,Something American,51.0,0.378,0.377,7.0,-6.513,1,0.038,0.789,,0.101,0.267,158.443,182828.0,3,9 -Deftones,Radiant City,48.0,0.167,0.962,10.0,-2.538,1,0.103,2.25e-06,0.888,0.0908,0.236,77.691,215450.0,4,10 -Keni,Proximity,27.0,0.612,0.669,2.0,-6.047,1,0.109,0.0235,,0.168,0.452,96.871,173400.0,4,10 -The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,6 -Whiskey Myers,Lightning Bugs and Rain,55.0,0.473,0.888,9.0,-6.343,1,0.0587,0.00182,,0.0435,0.853,77.622,191866.0,4,10 -Jeremy Zucker,HONEST,67.0,0.744,0.627,11.0,-6.882,1,0.265,0.13,,0.0993,0.781,99.977,2.95051667,4,9 -Coroner,Reborn Through Hate,29.0,0.133,0.895,9.0,-6.546,0,0.0945,1.47e-05,0.0847,0.164,0.194,155.204,292573.0,1,8 -Preditah,Sword,16.0,0.53,0.308,1.0,-11.618,0,0.424,0.292,0.83,0.0837,0.346,212.049,306880.0,3,5 -Circa Survive,Act Appalled,47.0,0.38,0.924,7.0,-5.782,0,0.0719,0.000173,2.33e-06,0.176,0.28,153.99,200800.0,4,10 -Jacob Bryant,More Than One Year,47.0,0.473,0.9,2.0,-4.383,1,0.0537,0.0123,4.08e-06,0.825,0.444,88.016,232476.0,4,10 -Ensiferum,"Rum, Women, Victory",42.0,0.351,0.984,11.0,-4.569,1,0.121,2.98e-05,0.0139,0.419,0.242,175.102,256280.0,4,8 -Veruca Salt,Seether,47.0,0.612,0.86,8.0,-9.175,1,0.044,0.00253,0.00153,0.158,0.687,136.212,196467.0,4,10 -Nana,Come & Go,44.0,0.59,0.675,6.0,-6.737,0,0.438,0.0522,,0.119,0.584,94.925,185056.0,4,5 -Noam Banai,◊ë◊°◊ï◊£ ◊ñ◊î ◊™◊û◊ô◊ì ◊©◊û◊ó,35.0,0.541,0.554,5.0,-7.886,1,0.0362,0.339,,0.311,0.198,99.007,233333.0,4,9 -Alex Yarmak,Narcs,34.0,0.402,0.925,2.0,-4.107,1,0.0837,0.0,0.876,0.335,0.186,126.98,258873.0,4,8 -Leikeli47,Droppin',31.0,0.91,0.464,1.0,-6.676,0,0.287,0.0287,0.000558,0.0989,0.336,140.006,220000.0,4,5 -Jonny Lang,Last Goodbye,26.0,0.392,0.187,6.0,-12.211,1,0.0358,0.812,2.48e-06,0.175,0.227,134.708,236013.0,4,2 -A Flock Of Seagulls,I Ran,56.0,0.525,0.858,9.0,-4.927,0,0.0345,0.000466,0.878,0.166,0.669,145.492,220307.0,4,10 -Tedeschi Trucks Band,All That I Need,33.0,0.602,0.694,9.0,-7.988,1,0.0297,0.308,0.0134,0.122,0.716,109.487,311640.0,4,2 -Liz Phair,Spanish Doors,31.0,0.621,0.936,5.0,-4.957,1,0.0301,0.0164,,0.105,0.558,127.937,237200.0,4,1 -Rival Schools,Travel By Telephone,34.0,0.124,0.77,9.0,-3.969,1,0.0559,6.47e-05,,0.323,0.358,174.328,167400.0,4,10 -Dudu Tassa,Lola,14.0,0.348,0.61,11.0,-6.015,0,0.0583,0.71,0.000666,0.971,0.241,145.115,265300.0,4,10 -Thrills in +41,Machine Dream,28.0,0.768,0.69,9.0,-12.43,1,0.0613,0.0129,0.92,0.346,0.102,141.029,295688.0,4,1 -B.B. King,Everyday I Have The Blues - Live (San Quentin),33.0,0.426,0.791,3.0,-6.888,1,0.0543,0.356,2.85e-06,0.373,0.592,137.365,281867.0,4,2 -OK Go,Get Over It,55.0,0.389,0.767,2.0,-4.314,1,0.149,0.00127,,0.435,0.544,184.926,196760.0,4,1 -M√∂tley Cr√ºe,"Girls, Girls, Girls",71.0,0.6,0.931,7.0,-4.647,1,0.0734,0.0296,7.1e-05,0.392,0.542,140.123,270427.0,4,8 -Ray LaMontagne,"Trouble - Live at Bonnaroo, Manchester, TN - June 2005",19.0,0.349,0.672,7.0,-7.927,1,0.0463,0.373,0.000254,0.981,0.593,85.478,289160.0,3,10 -Stone Temple Pilots,Interstate Love Song - 2019 Remaster,72.0,0.215,0.927,9.0,-7.327,1,0.0452,0.000273,0.00661,0.126,0.49,170.814,194853.0,4,10 -Rendezvous Point,Apollo,32.0,0.42,0.746,7.0,-7.67,1,0.0605,0.0343,1.51e-05,0.121,0.103,123.87,332533.0,4,10 -Leon Vynehall,An Exhale,44.0,0.801,0.846,2.0,-8.001,1,0.266,0.0722,0.128,0.0957,0.258,134.017,262587.0,4,1 -Kid Bailey,Rowdy Blues,28.0,0.589,0.116,,-17.218,1,0.0463,0.994,0.0419,0.122,0.577,97.815,180976.0,3,2 -Bhaskar Dutta,The Last Cadenza,16.0,0.363,0.186,7.0,-13.641,0,0.0522,0.983,0.201,0.0747,0.196,102.905,347379.0,3,6 -Everlast,What It's Like,67.0,0.678,0.556,,-7.423,1,0.0281,0.0904,0.0334,0.0866,0.405,85.158,303133.0,4,10 -A.C. Reed,She's Fine,32.0,0.501,0.44,9.0,-14.466,1,0.0372,0.202,0.00145,0.107,0.868,82.489,258227.0,4,2 -Paper Idol,James Bond,49.0,0.791,0.727,1.0,-5.138,1,0.268,0.003,0.000193,0.117,0.876,109.956,254952.0,4,6 -T-Bone Walker,Call It Stormy Monday (But Tuesday Is Just As Bad),4.0,0.659,0.166,2.0,-14.523,0,0.0753,0.877,0.0502,0.101,0.345,49.32,186973.0,4,2 -SK√ÅLD,Nor√∞rlj√≥s,42.0,0.651,0.372,4.0,-13.259,0,0.0314,0.759,0.359,0.0738,0.167,139.024,200787.0,3,8 -Chapterhouse,Guilt,30.0,0.13,0.982,4.0,-8.215,0,0.0636,0.0014,0.734,0.644,0.136,154.94,253000.0,4,10 -Dudu Aharon,◊©◊ô◊û◊ô ◊ú◊ß,23.0,0.673,0.595,6.0,-6.241,0,0.0491,0.0495,,0.318,0.625,140.027,199757.0,4,9 -Manchester Air,Saint Sister,41.0,0.304,0.218,10.0,-10.744,1,0.0334,0.46,0.00434,0.0828,0.0707,150.514,4.12215,3,0 -Ricky Kej,One Family (Live),14.0,0.567,0.34,,-9.996,1,0.0264,0.757,,0.102,0.268,140.047,4.002283333,4,0 -Ty Dolla $ign,"By Yourself (feat. Bryson Tiller, Jhen√© Aiko & Mustard) - Remix",65.0,0.753,0.524,10.0,-6.291,0,0.0461,0.055,,0.188,0.199,103.965,184722.0,4,5 -Eagles,Life in the Fast Lane - 2013 Remaster,73.0,0.667,0.755,9.0,-7.246,1,0.069,0.0966,6.94e-05,0.0523,0.883,109.535,286220.0,4,10 -Dirty Fly,Is My Heart,10.0,0.307,0.587,9.0,-7.795,0,0.032,0.36,0.163,0.101,0.507,180.133,224520.0,3,6 -Pop Smoke,What You Know Bout Love,87.0,0.709,0.548,10.0,-8.493,1,0.353,0.65,1.59e-06,0.133,0.543,83.995,160000.0,4,9 -Kishore Kumar,Roop Tera Mastana,28.0,0.451,0.53,8.0,-8.787,0,0.095,0.668,7.13e-06,0.234,0.543,83.351,3.75355,4,3 -Cage The Elephant,Broken Boy (feat. Iggy Pop),51.0,0.492,0.939,6.0,-3.501,0,0.118,0.00247,0.0021,0.131,0.484,166.03,163208.0,4,1 -Violent Femmes,Blister In The Sun,70.0,0.726,0.537,,-8.896,1,0.113,0.316,,0.0707,0.887,96.91,145707.0,4,6 -Jebediah,Leaving Home,51.0,0.522,0.812,6.0,-6.606,1,0.0346,0.0253,2.87e-05,0.131,0.459,121.529,181333.0,4,10 -Eclipse,Saturday Night (Hallelujah),,0.596,0.951,9.0,-6.398,1,0.0545,0.00155,,0.0353,0.649,129.967,196550.0,4,8 -Atreyu,Ex's And Oh's,57.0,0.348,0.987,2.0,-3.172,0,0.232,1.62e-05,0.0365,0.286,0.135,159.995,211893.0,4,10 -Rude Kid,fabric,21.0,0.682,0.806,6.0,-4.326,0,0.0433,0.775,0.873,0.0992,0.186,139.996,157637.0,4,5 -London Grammar,Lose Your Head,,0.556,0.712,6.0,-7.261,1,0.0604,0.376,0.185,0.201,0.467,98.008,199996.0,4,6 -The Beatles,Come Together - Remastered 2015,54.0,0.559,0.343,9.0,-13.072,0,0.0424,0.0601,0.138,0.1,0.183,164.53,258693.0,4,10 -Camilla Solheim,Sostenuto,45.0,0.119,0.0735,,-23.969,1,0.0425,0.977,0.934,0.0997,0.0959,151.549,2.1644,3,7 -girlhouse,loaded gun,35.0,0.772,0.692,11.0,-8.192,1,0.0513,0.00742,0.00246,0.268,0.869,126.97,230905.0,4,1 -Jimi Hendrix,Voodoo Child (Slight Return),68.0,0.214,0.91,8.0,-6.662,1,0.389,0.477,0.00833,0.0517,0.448,175.549,313373.0,4,10 -Cheap Trick,Boys & Girls & Rock N Roll,37.0,0.49,0.964,2.0,-3.626,1,0.0743,0.000495,0.0527,0.375,0.348,134.996,233880.0,4,10 -The Doobie Brothers,"Another Park, Another Sunday - 2006 Remaster",50.0,0.516,0.547,9.0,-9.693,1,0.0273,0.315,2.45e-05,0.163,0.741,113.417,267627.0,4,10 -The Faim,Summer Is a Curse,54.0,0.473,0.757,9.0,-5.103,1,0.0483,0.000727,,0.151,0.425,168.005,181216.0,4,10 -Robert Cray,Do It,20.0,0.773,0.961,11.0,-4.419,1,0.0865,0.284,0.886,0.267,0.659,108.818,205587.0,4,2 -Maddie & Tae,Die From A Broken Heart,67.0,0.607,0.514,4.0,-6.631,1,0.0323,0.363,,0.258,0.414,75.978,3.138183333,4,4 -Juan Wauters,Locura,43.0,0.718,0.63,4.0,-9.147,0,0.0373,0.0905,0.000169,0.483,0.666,115.537,164524.0,4,9 -Melody's Echo Chamber,"Some Time Alone, Alone",45.0,0.444,0.958,10.0,-3.866,0,0.0485,0.00867,0.00652,0.323,0.551,108.478,226400.0,4,6 -Etta James,I Just Want To Make Love To You - Single Version,64.0,0.642,0.523,3.0,-8.579,1,0.11,0.772,3.26e-06,0.527,0.654,101.635,185627.0,4,2 -Neha Karode,Piya Bin,19.0,0.436,0.521,10.0,-7.948,1,0.0399,0.388,,0.0729,0.738,91.562,3.710166667,4,0 -Skrizzly Adams,New Dress,47.0,0.552,0.667,6.0,-5.713,1,0.0383,0.22,,0.21,0.801,94.412,174843.0,4,10 -Glasvegas,Shake the Cage (f√ºr Theo),32.0,0.27,0.856,9.0,-10.371,1,0.267,0.0136,0.0633,0.0565,0.156,94.787,296149.0,5,6 -The Avalanches,Interstellar Love (feat. Leon Bridges),52.0,0.448,0.83,2.0,-6.784,1,0.105,0.388,0.000156,0.649,0.27,116.311,218507.0,4,9 -Peled,◊ñ◊ï◊û◊ë◊ô,26.0,0.854,0.661,9.0,-7.978,1,0.0922,0.0922,,0.0995,0.128,117.062,248317.0,4,5 -Xasthur,Screaming at Forgotten Tears,37.0,0.383,0.978,8.0,-5.693,0,0.0534,0.00448,0.784,0.245,0.161,102.256,495000.0,4,8 -Metalite,Cloud Connected,46.0,0.281,0.944,1.0,-6.307,0,0.0738,0.000127,7.09e-06,0.47,0.451,84.792,228013.0,4,8 -Alan Lomax,"No More, My Lawd",30.0,0.569,0.0171,9.0,-13.325,0,0.0388,0.958,0.00185,0.173,0.269,136.807,129400.0,4,2 -Avtipus,◊ë◊ï◊ß◊® ◊ò◊ï◊ë ◊¢◊ï◊ú◊ù,35.0,0.617,0.52,7.0,-12.329,1,0.0292,0.26,1.45e-05,0.0914,0.395,141.217,199840.0,4,10 -The Fray,"Over My Head (Cable Car) - Live at Sirius Radio, NYC, NY - May 2006",50.0,0.6,0.467,8.0,-9.056,1,0.0274,0.445,,0.321,0.583,117.121,230133.0,4,9 -1349,Atomic Chapel,25.0,0.168,0.917,7.0,-6.882,0,0.092,0.0,0.815,0.217,0.0388,126.099,384680.0,4,8 -Rexx Life Raj,Tesla In A Pandemic,39.0,0.618,0.812,4.0,-6.554,0,0.313,0.162,8.65e-05,0.0653,0.186,174.182,145011.0,4,5 -Amitabh Bachchan,Mein Panch Lakh Ka Sauda Karne Aaya Hoon - Dialogues,1.0,0.585,0.493,2.0,-15.246,1,0.543,0.89,2.23e-05,0.0952,0.96,85.416,0.50165,3,3 -braev,fools,30.0,0.573,0.462,1.0,-8.969,1,0.118,0.513,2.78e-05,0.0836,0.225,160.846,201813.0,4,9 -The Smashing Pumpkins,The Colour Of Love,53.0,0.499,0.724,9.0,-10.146,1,0.0344,7.52e-05,0.338,0.124,0.455,151.094,263733.0,4,10 -Papon,Aerii Sakhi Morae - Qawwaali Remake,30.0,0.506,0.646,9.0,-8.083,1,0.0518,0.691,0.000288,0.104,0.395,79.209,5.05165,4,0 -Sa√´,NeoVintage,26.0,0.593,0.919,1.0,-7.338,1,0.0437,0.0035,0.901,0.25,0.859,122.993,213689.0,4,6 -Boysetsfire,Empire,42.0,0.515,0.875,5.0,-3.061,1,0.065,0.0109,,0.455,0.383,107.603,219360.0,4,10 -Trey Anastasio,"First Tube (Live, 11/3/2017)",25.0,0.532,0.882,4.0,-8.58,0,0.104,0.0432,0.456,0.973,0.392,127.484,471880.0,3,10 -Joe Bonamassa,Mainline Florida - Live,37.0,0.489,0.889,9.0,-6.916,1,0.0382,0.0151,0.247,0.866,0.703,120.183,421219.0,4,2 -The Chicks,Cowboy Take Me Away,68.0,0.467,0.622,6.0,-7.255,1,0.031,0.365,0.00527,0.0982,0.455,164.418,4.787783333,4,4 -Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,1 -Ginger Root,B4,40.0,0.797,0.726,7.0,-5.267,1,0.0804,0.476,0.472,0.0769,0.969,104.432,172329.0,4,9 -Culted,Lifers,23.0,0.343,0.928,5.0,-9.02,1,0.0673,2.82e-06,0.895,0.171,0.27,134.119,298991.0,4,8 -Blame My Youth,Go To Sleep,35.0,0.577,0.614,3.0,-6.944,1,0.0393,0.517,,0.35,0.525,141.927,197165.0,4,10 -Pantera,Cowboys from Hell,71.0,0.415,0.908,2.0,-9.701,1,0.0765,0.00437,0.0345,0.082,0.437,114.816,243533.0,4,8 -Yuval Dayan,◊ê◊ú ◊™◊ê◊û◊®,33.0,0.576,0.643,7.0,-7.71,0,0.0258,0.259,0.17,0.0737,0.627,109.012,218576.0,4,9 -Bee Gees,How Deep Is Your Love - Live At The MGM Grand,44.0,0.629,0.531,4.0,-8.078,1,0.0282,0.512,,0.984,0.361,104.529,3.900666667,4,9 -Andrew McMahon in the Wilderness,Cecilia And The Satellite,62.0,0.381,0.844,5.0,-7.123,1,0.144,0.0131,,0.318,0.239,194.0,223880.0,4,10 -All Time Low,Some Kind Of Disaster,55.0,0.55,0.837,11.0,-5.411,1,0.044,0.0104,,0.306,0.637,89.821,223994.0,4,10 -Bessie Smith,"Empty Bed Blues, Pt. 1",26.0,0.709,0.062,5.0,-12.207,1,0.048,0.995,0.00341,0.12,0.553,85.854,181173.0,4,2 -Blue Mitchell,The People In Nassau,41.0,0.688,0.552,7.0,-9.313,1,0.0359,0.689,0.194,0.0853,0.892,110.082,5.65445,4,7 -OneRepublic,Run,88.0,0.682,0.72,11.0,-8.173,0,0.0381,0.326,,0.148,0.673,117.003,2.81685,4,9 -3 Doors Down,Here Without You,75.0,0.557,0.533,10.0,-6.817,0,0.0252,0.0492,,0.205,0.233,143.994,238733.0,4,10 -Coldplay,Every Teardrop Is a Waterfall,69.0,0.425,0.732,9.0,-6.883,1,0.0396,0.00194,0.0103,0.171,0.333,117.98,240796.0,4,10 -Interplanetary Criminal,Supreme Level,38.0,0.824,0.846,1.0,-5.912,1,0.139,0.0123,0.604,0.153,0.887,130.003,305246.0,4,6 -Katori Walker,Many Men (Curtis),49.0,0.488,0.681,10.0,-5.552,0,0.351,0.626,0.0516,0.101,0.798,84.255,138710.0,4,5 -Eviatar Banai,◊™◊™◊ó◊†◊†◊ô ◊ê◊ú◊ô◊ô,29.0,0.424,0.201,7.0,-13.993,0,0.0355,0.913,3.19e-05,0.223,0.366,94.571,172747.0,3,10 -Hollywood Undead,California Dreaming,57.0,0.503,0.967,7.0,-2.492,1,0.176,3.16e-05,,0.299,0.254,95.006,234775.0,4,10 -Roger Eno,Verdigris,37.0,0.204,0.00301,3.0,-32.42,1,0.0482,0.991,0.887,0.0792,0.0387,72.248,243307.0,5,1 -Wu-Tang Clan,Triumph (feat. Cappadonna),64.0,0.722,0.639,2.0,-6.959,1,0.373,0.000917,2.79e-05,0.352,0.324,90.972,338187.0,4,5 -Lords Of The New Church,Dance With Me,38.0,0.528,0.921,6.0,-5.838,0,0.0693,0.000959,0.258,0.13,0.768,134.517,205693.0,4,10 -Anathema,Springfield,45.0,0.428,0.535,8.0,-9.232,1,0.0411,0.000379,0.794,0.086,0.159,142.063,349400.0,4,10 -Thrice,Stare At The Sun,49.0,0.234,0.98,,-3.233,0,0.148,0.000266,0.00746,0.0992,0.245,186.728,203240.0,4,10 -PnB Rock,Need Somebody,62.0,0.684,0.535,8.0,-7.24,1,0.317,0.0741,9.26e-06,0.223,0.304,94.691,154660.0,4,5 -Low Hummer,Never Enough,33.0,0.43,0.835,2.0,-5.599,1,0.0415,0.000683,0.297,0.0843,0.327,142.034,228588.0,4,6 -Make Them Suffer,Erase Me,53.0,0.488,0.903,6.0,-5.244,1,0.0698,0.000103,0.000219,0.218,0.189,94.037,224611.0,4,8 -Dennis Lloyd,Never Go Back,67.0,0.421,0.653,9.0,-4.85,0,0.398,0.0135,,0.114,0.733,78.6,175424.0,4,9 -Llyr,Winged Chamber Music,12.0,0.361,0.487,5.0,-21.52,0,0.239,0.302,0.862,0.363,0.0788,126.346,371382.0,4,6 -Van Der Graaf Generator,A Plague Of Lighthouse Keepers (Medley) - 2005 Digital Remaster,29.0,0.115,0.668,,-8.363,1,0.0594,0.0178,1.85e-05,0.101,0.0728,74.857,1392667.0,4,10 -Pale Waves,She's My Religion,52.0,0.522,0.726,4.0,-4.115,1,0.0383,0.348,5.47e-06,0.148,0.331,161.867,189587.0,4,10 -Fred again..,Diana (You Don't Even Know),41.0,0.837,0.71,2.0,-7.109,1,0.0762,0.0286,0.019,0.0649,0.694,123.021,204878.0,4,6 -Dirty Deep,Two Rocks in a Whiskey,19.0,0.182,0.747,9.0,-8.191,1,0.0597,0.0111,0.0357,0.328,0.387,175.728,323055.0,4,10 -My Chemical Romance,Dead!,67.0,0.481,0.973,7.0,-1.945,1,0.0542,0.0037,0.000877,0.325,0.362,99.331,195520.0,4,10 -Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,1 -The Cult,Edie (Ciao Baby),51.0,0.478,0.808,7.0,-9.159,1,0.0459,0.0766,0.0011,0.209,0.29,102.109,286533.0,4,10 -Hadag Nahash,◊ú◊î◊ë◊ô◊ê ◊ê◊™ ◊î◊û◊õ◊î,19.0,0.407,0.736,2.0,-7.27,1,0.329,0.0633,0.000437,0.464,0.352,93.924,621000.0,4,5 -Slipknot,Left Behind,62.0,0.229,0.994,6.0,-3.431,1,0.22,7.03e-05,0.00548,0.318,0.115,156.623,241467.0,4,8 -Omer Adam,◊ú◊®◊ß◊ï◊ì ◊ï◊ú◊ñ◊ï◊ñ,36.0,0.65,0.621,5.0,-7.201,0,0.148,0.347,,0.0966,0.714,93.95,188073.0,4,9 -So It Begins,Fenrir,44.0,0.257,0.984,1.0,-2.448,1,0.212,0.000209,0.0106,0.367,0.139,100.047,272100.0,4,10 -girl in red,Body And Mind,69.0,0.575,0.572,10.0,-5.928,0,0.0635,0.0718,,0.0995,0.551,150.894,186672.0,4,6 -Calling Me Home (with Francesco Turrisi),"Rhiannon Giddens, Francesco Turrisi",29.0,0.32,0.0846,9.0,-9.769,1,0.035,0.852,,0.119,0.122,79.094,3.83155,4,0 -AC/DC,You Shook Me All Night Long,80.0,0.532,0.767,7.0,-5.509,1,0.0574,0.00287,0.000513,0.39,0.755,127.361,210173.0,4,10 -Mura Masa,vicarious living anthem,38.0,0.481,0.747,7.0,-6.672,1,0.0487,0.00404,0.53,0.218,0.506,173.933,125840.0,4,10 -Nathan Goshen,Thinking About It (Let It Go) - KVR Remix,37.0,0.693,0.763,4.0,-7.077,0,0.0299,0.0143,,0.154,0.578,100.985,183564.0,4,9 -The HU,Yuve Yuve Yu,61.0,0.624,0.857,10.0,-6.25,0,0.0542,0.0208,0.206,0.11,0.324,131.926,282920.0,4,8 -Sisters of Mercy,Temple of Love - 1992,55.0,0.451,0.931,9.0,-7.442,1,0.0413,0.0776,0.208,0.164,0.652,166.301,488012.0,4,10 -Dudu Aharon,◊©◊ù ◊ò◊ë◊¢◊™ ◊¢◊ú◊ô◊î,32.0,0.697,0.734,2.0,-5.586,1,0.0382,0.287,,0.126,0.706,102.029,225063.0,4,9 -The Aces,Stuck,49.0,0.721,0.746,6.0,-4.247,0,0.0317,0.0114,0.0952,0.0844,0.705,124.968,206467.0,4,10 -Juggaknots,Loosifa,41.0,0.527,0.736,2.0,-8.46,0,0.102,0.00246,0.00595,0.134,0.264,148.66,309759.0,4,5 -"Sergei Rachmaninoff, Alisa Weilerstein, Inon Barnatan","Vocalise, Op 34, No.14",31.0,0.194,0.0452,4.0,-26.488,0,0.0417,0.993,0.776,0.0731,0.0395,86.499,5.987783333,4,7 -Fishi Hagadol,◊°◊û◊ú ◊û◊ô◊†◊ô,18.0,0.807,0.617,9.0,-6.137,1,0.305,0.299,,0.264,0.775,170.634,217480.0,4,5 -Yehudit Ravitz,◊ë◊ú◊ô ◊ê◊ï◊® ◊î◊ô◊ù,20.0,0.295,0.512,10.0,-4.274,1,0.0345,0.087,,0.0939,0.238,114.871,197283.0,4,10 -Teenage Bad Girl,Cocotte,25.0,0.67,0.834,10.0,-4.174,0,0.496,0.000219,0.855,0.0843,0.626,126.972,262240.0,4,1 -"Britney Spears, The Neptunes",Boys (The Co-Ed Remix) - Remastered,37.0,0.776,0.836,6.0,-3.812,0,0.117,0.126,0.000646,0.0696,0.925,106.966,3.768883333,4,9 -Benny The Butcher,Plug Talk (feat. 2 Chainz),58.0,0.733,0.595,1.0,-5.732,1,0.392,0.558,,0.304,0.316,139.721,195989.0,4,5 -"Nisha Satpute, Reeshabh Purohit, Palindroma",Main Ek Saaya,1.0,0.558,0.439,1.0,-9.676,1,0.0274,0.248,0.00165,0.102,0.0381,103.958,4.947116667,1,0 -Battle Tapes,Last Resort & Spa,51.0,0.478,0.899,5.0,-4.114,1,0.143,0.124,0.0035,0.109,0.679,186.028,254270.0,4,1 -Varg,Zeichen,22.0,0.197,0.962,9.0,-6.897,0,0.114,0.0007,0.736,0.343,0.0399,167.144,313000.0,3,8 -Eviatar Banai,◊ì◊ë◊®◊ô◊ù ◊û◊°◊ï◊õ◊†◊ô◊ù,20.0,0.221,0.533,5.0,-7.042,0,0.0346,0.206,3.01e-05,0.143,0.12,171.563,237893.0,3,10 -Sick Puppies,All The Same,55.0,0.311,0.76,,-6.301,1,0.0364,0.000962,,0.104,0.189,177.592,258587.0,3,10 -Black Foxxes,Husk,37.0,0.349,0.958,3.0,-1.917,0,0.0886,8.59e-05,0.0615,0.0836,0.44,134.144,158435.0,4,10 -girlfriends,Congratulations (feat. Jasiah),53.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,9 -Rihanna,Stay,76.0,0.621,0.31,9.0,-10.164,0,0.0283,0.945,6.12e-05,0.117,0.125,111.893,240707.0,4,9 -Bebe Rexha,Meant to Be (feat. Florida Georgia Line),78.0,0.643,0.783,10.0,-6.458,1,0.0856,0.047,,0.083,0.579,154.084,163870.0,4,9 -Lord Huron,Not Dead Yet,66.0,0.491,0.809,10.0,-7.68,1,0.0332,0.33,0.158,0.0874,0.656,74.008,177366.0,4,1 -Trivium,Master of Puppets,51.0,0.577,0.959,1.0,-4.29,1,0.0915,8.68e-05,0.000615,0.154,0.396,111.003,489960.0,4,8 -SEB,seaside_demo,59.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,132000.0,4,6 -The Beach Boys,In My Room - Remastered,52.0,0.341,0.416,11.0,-9.574,1,0.0265,0.184,6.28e-05,0.0917,0.499,102.886,134133.0,3,10 -Indigo,Katherine Priddy,28.0,0.377,0.478,10.0,-8.992,0,0.0362,0.892,0.0123,0.359,0.138,139.842,4.243883333,4,0 -TOBi,Shine,38.0,0.629,0.468,6.0,-9.208,1,0.256,0.531,,0.0698,0.525,148.101,259232.0,4,5 -Two Door Cinema Club,Something Good Can Work,63.0,0.65,0.836,,-5.101,1,0.0334,0.00553,0.00101,0.192,0.656,119.933,162907.0,4,10 -Jammz,Danger - Instrumental,17.0,0.716,0.57,11.0,-7.966,0,0.0441,0.0647,0.221,0.0749,0.303,139.906,252000.0,4,5 -"Mohammed Rafi, Asha Bhosle, R. D. Burman",Pal Do Pal Ka Saath Humara,21.0,0.484,0.508,8.0,-12.399,1,0.11,0.227,0.000343,0.062,0.858,102.073,10.94266667,4,3 -Greta Van Fleet,"Lover, Leaver",55.0,0.496,0.924,9.0,-3.895,1,0.0507,0.00214,0.22,0.136,0.594,91.882,214987.0,4,10 -Lisel,In the Dome,13.0,0.317,0.479,2.0,-10.785,1,0.0341,0.835,0.543,0.0978,0.112,88.383,176695.0,4,6 -WALK THE MOON,Shut Up and Dance - Live Acoustic - 2015,62.0,0.82,0.615,,-4.548,1,0.0466,0.151,,0.204,0.768,129.874,193987.0,4,9 -Fivio Foreign,Unruly,59.0,0.843,0.762,9.0,-7.915,0,0.449,0.143,,0.35,0.542,144.856,158955.0,3,5 -Le Tigre,Deceptacon,74.0,0.603,0.864,4.0,-3.341,0,0.0668,0.055,0.00493,0.0986,0.616,160.488,184627.0,4,6 -Adam Melchor,Moon in the Morning,60.0,0.458,0.464,5.0,-9.126,0,0.031,0.799,3.42e-05,0.109,0.256,122.821,194267.0,4,6 -Peach Tree Rascals,Deer,43.0,0.951,0.464,2.0,-5.252,1,0.0477,0.0704,0.0332,0.135,0.947,137.039,174100.0,4,6 -Oasis,Wonderwall,78.0,0.378,0.896,2.0,-4.066,1,0.0407,0.000452,,0.194,0.469,174.302,258773.0,4,10 -Kelly Clarkson,Where Is Your Heart,37.0,0.48,0.614,5.0,-4.62,1,0.0301,0.128,,0.327,0.17,141.816,279093.0,4,10 -Deep Purple,Smoke On The Water - Remastered 2012,74.0,0.598,0.676,,-9.211,1,0.0279,0.13,0.225,0.112,0.805,114.169,340742.0,4,10 -Surfer Blood,Parkland (Into the Silence),26.0,0.414,0.828,9.0,-6.395,1,0.0354,0.0411,0.00942,0.107,0.894,175.883,225987.0,4,1 -Def Leppard,Switch 625,44.0,0.311,0.959,,-7.191,0,0.0832,0.000523,0.875,0.15,0.0997,141.497,183200.0,4,10 -Bfb Da Packman,Honey Pack (feat. Lil Yachty & DDG) - Remix,54.0,0.566,0.622,4.0,-5.912,1,0.369,0.312,,0.238,0.347,185.08,231432.0,4,5 -Namita Choudhary,Chaap Tilak,41.0,0.544,0.38,6.0,-8.339,1,0.0318,0.859,,0.0762,0.149,84.267,3.247016667,4,0 -Headie One,Only You Freestyle,69.0,0.68,0.826,5.0,-2.561,1,0.27,0.562,,0.254,0.804,146.95,248937.0,4,5 -KISS,Strutter,63.0,0.511,0.912,1.0,-5.618,1,0.0594,0.0247,0.0553,0.0943,0.833,131.339,190867.0,4,8 -Black Map,Run Rabbit Run,40.0,0.371,0.981,9.0,-2.232,1,0.0737,2.54e-05,0.0209,0.819,0.45,161.988,200899.0,4,10 -Adult Mom,Breathing,31.0,0.542,0.668,,-5.924,1,0.0309,0.225,1.87e-06,0.096,0.651,104.914,194631.0,4,1 -ONE OK ROCK,Renegades,68.0,0.536,0.857,5.0,-4.254,0,0.0614,0.000849,0.000151,0.152,0.332,153.943,244538.0,4,9 -Johnny Copeland,Rolling With The Punches,35.0,0.73,0.799,8.0,-8.254,1,0.0258,0.0742,0.01,0.176,0.884,99.785,394333.0,4,2 -Venus VNR,Id√©al Turfu,31.0,0.693,0.72,8.0,-6.491,0,0.0447,0.0165,,0.295,0.633,116.026,161587.0,4,6 -Hot Hot Heat,Bandages,53.0,0.376,0.947,4.0,-3.778,0,0.0902,0.00757,,0.107,0.859,150.212,212333.0,4,1 -Curtis Salgado,Is There Something I Should Know,36.0,0.559,0.463,3.0,-5.693,1,0.0289,0.382,1.12e-05,0.139,0.319,107.89,269520.0,3,2 -Ozzy Osbourne,Let Me Hear You Scream,54.0,0.492,0.979,,-2.315,1,0.0888,0.000367,,0.953,0.315,130.005,205800.0,4,8 -Killswitch Engage,In Due Time,56.0,0.486,0.959,,-3.857,0,0.0485,0.000203,0.0259,0.173,0.527,84.997,197573.0,4,8 -Einar Selvik,Hrafnsm√°l - The Words of the Raven,46.0,0.558,0.428,1.0,-10.608,1,0.0284,0.065,0.00357,0.0931,0.164,110.022,320173.0,5,8 -Aretha Franklin,One Step Ahead,49.0,0.384,0.206,,-11.961,0,0.0319,0.826,,0.553,0.667,170.172,153600.0,4,5 -Whethan,Freefall (feat. Oliver Tree),54.0,0.559,0.674,7.0,-6.554,1,0.0552,0.00681,,0.546,0.808,127.009,155498.0,4,1 -Martha and the Muffins,Echo Beach,58.0,0.54,0.746,7.0,-9.412,1,0.045,0.13,8.73e-06,0.0976,0.826,163.809,219867.0,4,6 -I Prevail,Breaking Down,64.0,0.503,0.568,4.0,-7.182,0,0.0341,0.00131,0.00144,0.0856,0.0705,126.935,206147.0,4,10 -Michael Kaeshammer,Who Are You,26.0,0.448,0.896,5.0,-7.168,0,0.11,0.123,0.00247,0.986,0.691,95.495,252107.0,4,2 -Ketan Mohite,Space Trip,18.0,0.484,0.552,2.0,-13.993,1,0.034,0.00344,0.881,0.0902,0.231,149.984,134400.0,4,6 -Col. Bruce Hampton & The Aquarium Rescue Unit,Working On A Building - Live,30.0,0.555,0.809,2.0,-13.029,1,0.0374,0.022,0.219,0.977,0.651,108.347,285573.0,4,10 -Fred again..,Dermot (See Yourself In My Eyes),57.0,0.573,0.727,,-7.616,1,0.0664,0.132,0.0584,0.192,0.22,150.034,228858.0,4,1 -Mere Notilde,Unlimited,27.0,0.697,0.706,6.0,-2.784,0,0.133,0.00156,0.0827,0.379,0.669,113.034,174159.0,4,6 -The Snuts,Glasgow,56.0,0.22,0.896,11.0,-0.885,1,0.083,0.00041,8.51e-05,0.0653,0.18,135.279,266227.0,4,6 -Lupe Fiasco,Daydreamin' (feat. Jill Scott),59.0,0.533,0.739,5.0,-3.573,0,0.0602,0.029,,0.266,0.617,81.37,234307.0,4,5 -Denzel Curry,So.Incredible.pkg [Robert Glasper Version Feat. Smino],56.0,0.66,0.816,10.0,-5.993,0,0.366,0.383,,0.414,0.853,88.323,195630.0,4,5 -Eddie Cochran,Sittin' In The Balcony,26.0,0.508,0.479,7.0,-14.201,1,0.0685,0.625,7.03e-05,0.356,0.825,143.253,121800.0,4,10 -JAWS,Untitled,31.0,0.469,0.84,5.0,-7.203,1,0.0465,0.00249,0.0273,0.352,0.234,104.489,261787.0,4,6 -The Monks,Complication,34.0,0.476,0.731,,-7.658,1,0.148,0.484,0.000392,0.129,0.613,126.8,142613.0,4,1 -Hebron,Wolves All Around Me,36.0,0.583,0.532,5.0,-5.762,0,0.0558,0.212,0.00256,0.0695,0.724,184.111,207991.0,4,2 -Kelly Clarkson,I Dare You (ŸÉŸÜÿ™ÿ≠ÿØÿߟÉ) [feat. Faouzia],43.0,0.607,0.688,2.0,-7.194,1,0.0358,0.012,,0.11,0.384,123.979,216123.0,4,9 -Blonder,In and Out,35.0,0.58,0.674,4.0,-6.66,0,0.0327,0.0013,0.562,0.142,0.49,126.976,199741.0,4,10 -Blackalicious,Swan Lake,51.0,0.894,0.53,9.0,-9.995,0,0.22,0.121,0.012,0.353,0.627,95.864,339387.0,4,5 -Alexisonfire,Young Cardinals,46.0,0.382,0.957,8.0,-4.715,1,0.0941,0.000173,0.000166,0.119,0.178,153.88,217827.0,4,10 -David Nail,Whatever She's Got,64.0,0.527,0.723,1.0,-6.134,1,0.0411,0.217,,0.037,0.888,160.465,3.946666667,4,4 -Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,1 -First Aid Kit,On the Road Again,43.0,0.645,0.537,,-13.35,1,0.0361,0.078,,0.0749,0.616,111.663,145305.0,4,6 -Allison Russell,Nightflyer,55.0,0.482,0.333,2.0,-9.78,1,0.0636,0.705,,0.106,0.414,73.271,295547.0,4,1 -Calica,Little Girl,47.0,0.58,0.712,2.0,-8.514,1,0.0318,0.611,2.27e-05,0.196,0.33,110.007,202909.0,4,6 -Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,9 -The Vaccines,I Can't Quit,52.0,0.497,0.788,,-4.396,1,0.0319,1.71e-05,0.378,0.421,0.498,128.037,162747.0,4,10 -Boys Like Girls,The Great Escape,64.0,0.423,0.94,1.0,-4.012,0,0.0635,0.00166,,0.178,0.505,149.934,206520.0,4,10 -Jacco Gardner,Find Yourself,35.0,0.579,0.74,10.0,-5.926,0,0.0277,0.0164,0.653,0.0996,0.752,150.02,214176.0,4,6 -Sodom,Friendly Fire,27.0,0.431,0.992,7.0,-5.391,1,0.0655,3.45e-05,0.512,0.403,0.111,95.06,216787.0,4,8 -Regev Hod,"◊ê◊ó◊ô, ◊ê◊ú ◊™◊ú◊ö ◊ú◊ô",38.0,0.612,0.529,4.0,-5.317,0,0.0294,0.22,,0.341,0.3,139.979,273661.0,4,9 -Queen,Under Pressure - Remastered 2011,80.0,0.671,0.712,2.0,-7.815,1,0.0476,0.429,,0.103,0.462,113.805,248440.0,4,10 -Dani Litani,◊û◊©◊ë◊® ◊ê◊û◊ï◊ü,32.0,0.485,0.652,7.0,-8.903,1,0.0655,0.757,,0.131,0.406,77.95,225867.0,4,10 -Jimmy Dawkins,Kold Actions,34.0,0.62,0.0827,,-20.88,1,0.0625,0.368,0.051,0.0621,0.424,145.108,437573.0,3,2 -Kisnue,NIGHTMARE,31.0,0.727,0.591,7.0,-5.712,1,0.0336,0.0454,0.011,0.352,0.665,131.999,162947.0,4,10 -"Rajery, Ballaké Sissoko, Driss El Maloumi",Kadiatou,25.0,0.389,0.236,5.0,-11.633,1,0.0388,0.803,0.74,0.11,0.139,137.499,4.537783333,4,7 -LILHUDDY,America's Sweetheart,71.0,0.589,0.438,1.0,-7.431,0,0.0277,0.573,,0.128,0.0752,127.329,204825.0,4,10 -Joshua Bassett,Telling Myself,64.0,0.771,0.813,11.0,-4.002,0,0.0485,0.177,,0.0717,0.886,131.024,169216.0,4,9 -Jools,How Can Some Experience What Pride Is Without Liberation for All?,40.0,0.477,0.941,8.0,-4.152,1,0.0623,0.00287,0.00108,0.123,0.466,74.959,212743.0,4,10 -"David ""Honeyboy"" Edwards",Crossroads,27.0,0.537,0.356,9.0,-8.6,1,0.0458,0.927,0.0653,0.307,0.312,92.399,206467.0,4,2 -The Groans,Colors,24.0,0.529,0.835,4.0,-6.128,1,0.0358,0.00225,0.00545,0.151,0.694,134.791,249339.0,4,1 -Vulvodynia,The Shadowy Descent of Gaia,37.0,0.453,0.983,,-3.649,1,0.176,2.91e-06,0.879,0.166,0.0728,124.998,282915.0,4,8 -Hanan Ben Ari,◊ì◊ï◊®,36.0,0.531,0.588,2.0,-5.799,0,0.0364,0.0416,,0.432,0.264,145.937,221199.0,4,9 -Shadow and Light,Kahaani,,0.629,0.451,2.0,-10.076,1,0.0271,0.508,0.000947,0.07,0.314,116.966,4.3376,1,0 -TORA,Desire,28.0,0.62,0.613,7.0,-6.578,1,0.113,0.00229,0.000114,0.107,0.687,82.03,183965.0,4,2 -Papa Roach,Born for Greatness - Cymek Remix,51.0,0.48,0.648,1.0,-8.708,1,0.172,0.0735,8.74e-05,0.114,0.282,134.845,192000.0,4,10 -War & Pierce,Amen,50.0,0.785,0.43,4.0,-9.453,0,0.0653,0.316,0.00159,0.0829,0.491,85.99,247478.0,4,2 -LAYNE,Dumb Girl,32.0,0.625,0.722,3.0,-6.073,1,0.0276,0.0162,0.122,0.133,0.797,120.024,181248.0,4,9 -Miley Cyrus,Midnight Sky,79.0,0.705,0.814,4.0,-5.466,0,0.0346,0.00115,0.00312,0.203,0.259,110.0,223279.0,4,1 -Eyd√≠s Evensen,Bylur,49.0,0.184,0.207,2.0,-17.119,1,0.033,0.94,0.931,0.0772,0.089,79.979,251173.0,3,1 -Dent May,Sea Salt & Caramel,26.0,0.684,0.71,9.0,-4.837,1,0.0323,0.252,,0.37,0.934,119.039,189946.0,4,1 -Low Island,Feel Young Again,37.0,0.681,0.717,9.0,-8.112,0,0.0346,0.143,0.000299,0.409,0.177,124.048,222284.0,4,9 -The Church,Reptile,49.0,0.435,0.671,7.0,-13.126,0,0.0396,0.0206,0.0096,0.208,0.497,156.979,295973.0,4,10 -Lil Wayne,Uproar,71.0,0.743,0.87,1.0,-2.188,1,0.212,0.0595,,0.299,0.884,99.079,194184.0,4,5 -Billy Idol,White Wedding,62.0,0.677,0.62,9.0,-11.766,1,0.0364,0.0335,0.0529,0.285,0.672,146.74,8.43711667,4,10 -Travis Barker,Forever,45.0,0.444,0.909,1.0,-6.766,1,0.258,0.000323,0.0559,0.152,0.594,169.765,171427.0,4,10 -Dermot Kennedy,Glory,58.0,0.551,0.604,2.0,-7.448,1,0.0434,0.0327,,0.0836,0.18,76.514,222173.0,4,9 -Motorbike James,Common Sensei,28.0,0.569,0.695,9.0,-7.01,0,0.0283,0.0107,0.038,0.108,0.277,111.968,257300.0,4,10 -Billy Idol,Sweet Sixteen,56.0,0.595,0.594,9.0,-12.682,0,0.0326,0.563,0.0339,0.114,0.703,156.342,257813.0,4,10 -Keane,Silenced By The Night,55.0,0.515,0.809,1.0,-5.051,1,0.0288,0.00188,9.86e-06,0.0983,0.237,111.985,196467.0,4,10 -The Brian Jonestown Massacre,Who dreams of cats?,38.0,0.492,0.952,,-5.915,1,0.0407,6.4e-06,0.916,0.105,0.294,111.994,214533.0,4,10 -James,Born Of Frustration,45.0,0.521,0.935,10.0,-4.261,1,0.0425,0.0361,1.56e-06,0.277,0.332,111.023,276027.0,4,6 -Tides From Nebula,Ghost Horses,39.0,0.202,0.891,1.0,-7.289,1,0.098,2.5e-05,0.961,0.0717,0.0518,130.708,353000.0,4,8 -KiDi,Touch It,50.0,0.893,0.757,10.0,-2.843,1,0.0738,0.112,0.0634,0.107,0.681,95.018,165000.0,4,9 -EL VY,"Return to the Moon (Political Song for Didi Bloome to Sing, with Crescendo)",45.0,0.698,0.901,2.0,-6.664,1,0.0392,0.00954,0.415,0.11,0.834,124.973,253053.0,4,1 -"Akhil Sachdeva, Mansheel Gujral",Humsafar,60.0,0.319,0.552,7.0,-6.401,1,0.0307,0.719,,0.144,0.221,93.991,4.474383333,4,3 -The Dangerous Summer,The Permanent Rain,55.0,0.57,0.844,10.0,-4.797,1,0.0542,0.0486,,0.0936,0.709,124.983,203560.0,4,10 -Green Day,Oh Yeah!,58.0,0.623,0.792,11.0,-6.37,1,0.0664,7e-05,0.00467,0.159,0.584,127.041,171161.0,4,10 -Ryan Corn,The Pressure - Acoustic,44.0,0.714,0.305,5.0,-9.072,1,0.0284,0.752,,0.113,0.54,96.975,3.63868333,4,0 -Savannah Conley,Being Around You,26.0,0.598,0.591,8.0,-5.387,1,0.0262,0.179,0.00066,0.0714,0.467,93.071,178484.0,3,1 -Kelly Lee Owens,Re-Wild (Breaka Remix),26.0,0.623,0.852,6.0,-8.573,0,0.0446,0.0241,0.795,0.297,0.341,128.984,316304.0,4,1 -"In My Frame, Sarthak Kalyani",Tore Bina Mohe,20.0,0.412,0.571,4.0,-10.853,0,0.0644,0.629,0.000108,0.27,0.165,139.913,3.60675,3,0 -Shire T,Blue Kiss,43.0,0.633,0.969,7.0,-6.112,1,0.0581,0.0113,0.654,0.123,0.603,138.946,255760.0,4,6 -Etran Finatawa,Tiguedimma,16.0,0.597,0.702,4.0,-6.246,0,0.0412,0.156,0.0146,0.266,0.403,158.899,276387.0,3,2 -Joe Ely,Musta Notta Gotta Lotta,38.0,0.417,0.79,4.0,-10.237,1,0.0666,0.0781,0.00014,0.0823,0.847,95.001,155000.0,4,10 -Train,Ramble On,41.0,0.568,0.686,9.0,-6.08,1,0.0284,0.0978,0.0523,0.109,0.886,98.333,262293.0,4,10 -Jefferson Airplane,White Rabbit,69.0,0.551,0.293,2.0,-12.503,1,0.0272,0.486,0.000273,0.0864,0.322,106.798,150640.0,4,10 -Don't Let Me Disappear,Ben Harper,51.0,0.491,0.465,7.0,-12.068,1,0.0269,0.361,0.268,0.157,0.0498,139.897,4.408716667,4,0 -Creedence Clearwater Revival,Bad Moon Rising,78.0,0.508,0.774,2.0,-5.973,1,0.0321,0.0586,4.87e-06,0.063,0.942,178.946,141600.0,4,10 -Harkla,We the Shaded,33.0,0.446,0.922,2.0,-6.953,1,0.0447,4.84e-06,0.00821,0.195,0.403,140.055,301750.0,4,8 -Pankaj Udhas,Jeeye to Jeeye Kaise,43.0,0.486,0.489,,-11.968,1,0.0306,0.249,,0.156,0.682,128.731,3.499333333,4,3 -Elton Willis Trio,I Can’t Get Started,53.0,0.496,0.146,,-19.599,1,0.0362,0.896,0.925,0.137,0.117,121.34,4.413916667,4,7 -Brad Mehldau Trio,Friends,40.0,0.453,0.313,2.0,-15.476,1,0.036,0.714,0.805,0.107,0.404,124.846,8.256,3,7 -Monica Sex,◊û◊õ◊î ◊ê◊§◊ï◊®◊î,46.0,0.561,0.67,11.0,-9.373,0,0.0369,0.0666,0.000144,0.352,0.624,141.784,223160.0,4,10 -JunkBunny,See You In Heaven,30.0,0.653,0.545,11.0,-8.189,1,0.0792,0.000217,4.82e-06,0.0393,0.563,118.006,252040.0,4,10 -U2,The Fly,50.0,0.507,0.934,11.0,-8.888,0,0.0553,3.52e-05,0.0253,0.161,0.417,108.345,269053.0,4,10 -Phat Phunktion,Well Run Dry,40.0,0.71,0.914,9.0,-3.592,1,0.0749,0.0602,0.00377,0.165,0.742,125.039,244840.0,4,10 -Awake Again,Busy Doing Nothing,,0.42,0.985,6.0,-4.362,1,0.109,4.74e-05,2.86e-05,0.277,0.506,111.566,190245.0,4,8 -Scott Hamilton,Forelsket i København,47.0,0.385,0.1,2.0,-13.827,1,0.043,0.96,0.198,0.11,0.199,54.041,5.455116667,4,7 -Shawn Mendes,Monster (Shawn Mendes & Justin Bieber),82.0,0.652,0.383,2.0,-7.076,0,0.0516,0.0676,,0.0828,0.549,145.765,178994.0,4,9 -Adult Oriented Pop,Once in a Lifetime,17.0,0.583,0.817,11.0,-5.692,0,0.0358,0.0569,0.0119,0.344,0.679,118.008,271741.0,4,9 -Dead Poetic,New Medicines,49.0,0.489,0.891,6.0,-4.507,0,0.0574,1.33e-05,3.16e-06,0.0722,0.558,145.016,242040.0,4,10 -"Udit Narayan, Alka Yagnik",Mera Mann,40.0,0.405,0.762,8.0,-9.49,1,0.0629,0.488,2.21e-06,0.157,0.721,129.704,4.597333333,4,3 -Tru,No More,29.0,0.829,0.588,,-4.954,1,0.036,0.0531,0.00431,0.0779,0.497,104.968,224000.0,4,5 -Young the Giant,Superposition,68.0,0.593,0.697,7.0,-5.416,1,0.0399,0.00289,0.0257,0.14,0.428,170.0,230960.0,4,10 -Fitila,Need You,43.0,0.848,0.626,6.0,-3.675,0,0.0939,0.335,5.64e-05,0.115,0.718,93.995,198602.0,4,9 -LAYNE,Dumb Girl,32.0,0.625,0.722,3.0,-6.073,1,0.0276,0.0162,0.122,0.133,0.797,120.024,181248.0,4,6 -Deante' Hitchcock,D√©j√† Vu (feat. Guapdad 4000),41.0,0.763,0.605,8.0,-6.199,1,0.255,0.174,1.49e-06,0.169,0.404,139.023,228112.0,4,5 -Yard Act,Dark Days,41.0,0.628,0.855,4.0,-6.967,0,0.234,0.000668,,0.107,0.897,130.061,185248.0,4,6 -moanday,Blue Ceiling,55.0,0.85,0.687,6.0,-8.967,0,0.0411,0.0522,0.229,0.0816,0.797,109.995,166909.0,4,6 -Westlife,Try Again,4.0,0.571,0.613,5.0,-6.278,1,0.0245,0.024,,0.144,0.165,81.948,3.588883333,4,9 -Transformation,Van Morrison,,0.443,0.654,4.0,-5.812,1,0.0325,0.733,1.11e-05,0.122,0.728,154.306,3.529783333,3,0 -Jason Mraz,I'm Yours,37.0,0.549,0.107,,-16.147,1,0.0844,0.957,,0.111,0.307,74.63,219053.0,4,9 -Swarm,The Deed Is Done,10.0,0.504,0.99,1.0,-1.858,1,0.128,3.38e-05,0.0578,0.356,0.182,115.047,203600.0,4,8 -All Our Exes Live in Texas,When the Sun Comes Up,24.0,0.253,0.375,7.0,-9.15,1,0.0295,0.8,0.00023,0.11,0.132,174.782,3.92645,3,0 -Feeder,Children of the Sun,43.0,0.485,0.739,9.0,-4.938,0,0.0273,0.00913,4.17e-06,0.186,0.15,135.91,260481.0,4,10 -Sasha Sloan,when was it over? (feat. Sam Hunt),75.0,0.626,0.453,7.0,-9.295,1,0.0306,0.816,1.91e-06,0.0904,0.494,129.958,218093.0,4,9 -Eden Hason,◊ê◊ú ◊™◊©◊ë◊®◊ô ◊ú◊ô ◊ê◊™ ◊î◊ú◊ë,48.0,0.603,0.265,11.0,-9.893,0,0.0335,0.844,,0.0758,0.371,139.539,160591.0,4,9 -Tune-Yards,Cannonball,41.0,0.226,0.926,3.0,-5.39,1,0.262,0.00141,0.000111,0.103,0.747,184.66,189108.0,3,6 -Joey Landreth,Where Did I Go Wrong,29.0,0.677,0.608,1.0,-6.225,1,0.0957,0.239,7.24e-05,0.258,0.914,76.034,260013.0,4,2 -Runnin' Wild,How You Want It Done,27.0,0.614,0.953,9.0,-3.539,1,0.0517,0.0771,0.0333,0.372,0.796,108.965,190240.0,4,10 -Berry Sakharof,◊ê◊û◊ï◊†◊î ◊¢◊ô◊ï◊ï◊®◊™,31.0,0.457,0.534,7.0,-13.65,1,0.03,0.0891,5.53e-06,0.183,0.424,94.117,293000.0,4,10 -MARINA,Ancient Dreams In A Modern Land,60.0,0.578,0.793,10.0,-5.002,0,0.0453,0.0166,,0.304,0.638,137.915,206080.0,4,9 -Franz Ferdinand,Walk Away,56.0,0.584,0.836,2.0,-4.487,1,0.0348,0.132,1.1e-06,0.144,0.495,124.131,220347.0,4,6 -Andreas Dalvik,My Hidden Treasure,45.0,0.492,0.177,9.0,-17.666,1,0.0731,0.986,0.961,0.111,0.67,179.466,4.08275,4,7 -Rob Thomas,Ever the Same,63.0,0.435,0.729,1.0,-4.818,0,0.0307,0.0152,2.63e-05,0.11,0.524,188.017,256600.0,4,10 -Blood Cultures,Set it on Fire,46.0,0.586,0.851,2.0,-4.287,1,0.0302,0.00078,0.000608,0.106,0.435,112.062,213053.0,4,9 -Zlatan,Gbeku,42.0,0.94,0.843,3.0,-1.854,0,0.167,0.168,0.00154,0.0536,0.856,112.06,234888.0,4,9 -"Florence Beatrice Price, Randall Goosby, Zhu Wang",Adoration,50.0,0.151,0.0857,7.0,-25.567,1,0.0521,0.984,0.0636,0.0899,0.0621,78.785,3.635116667,4,7 -Walter Trout,Pray For Rain,43.0,0.425,0.0863,5.0,-15.163,1,0.0357,0.962,0.00615,0.124,0.362,154.328,194013.0,4,2 -Internet Money,JETSKI (feat. Lil Mosey & Lil Tecca),79.0,0.883,0.446,8.0,-8.723,0,0.296,0.0253,,0.103,0.463,92.95,165161.0,4,5 -Sala,Together,12.0,0.347,0.8,3.0,-5.527,1,0.0608,0.0343,,0.551,0.712,171.226,261867.0,4,9 -Kenny Dorham,Alone Together - Rudy Van Gelder Remaster,52.0,0.336,0.0619,5.0,-20.494,0,0.0363,0.985,0.891,0.11,0.197,60.705,3.173333333,4,7 -Joana Serrat,Pictures,28.0,0.589,0.777,7.0,-7.537,1,0.0314,0.000987,0.249,0.318,0.482,132.031,306057.0,4,1 -Dermot Kennedy,A closeness,60.0,0.526,0.458,5.0,-9.472,1,0.0384,0.766,0.000335,0.109,0.501,76.972,251173.0,4,9 -System Of A Down,Aerials,73.0,0.364,0.922,,-4.217,0,0.0567,0.000915,0.0346,0.0697,0.227,79.342,235053.0,4,10 -CHASE WRIGHT,Why Should We,69.0,0.578,0.763,8.0,-7.498,0,0.0443,0.472,,0.135,0.561,92.01,2.880433333,4,4 -Mere Notilde,Mono,33.0,0.839,0.773,11.0,-5.941,1,0.12,0.013,0.353,0.69,0.761,118.008,187119.0,4,6 -Haley Heynderickx,Francis,40.0,0.653,0.337,,-14.722,0,0.0347,0.878,6.22e-05,0.0841,0.214,84.146,123000.0,4,1 -"blackbear, Tate McRae",u love u (with Tate McRae),76.0,0.544,0.704,4.0,-5.678,0,0.0435,0.0156,,0.164,0.265,80.029,3.15103333,4,9 -Rage Against The Machine,Bullet In The Head,59.0,0.431,0.855,9.0,-4.205,1,0.15,0.00673,0.00114,0.639,0.397,163.014,306680.0,4,10 -Mooki,◊¢◊ï◊ß◊£ ◊û◊ú◊û◊¢◊ú◊î,25.0,0.629,0.829,2.0,-4.734,0,0.0694,0.039,,0.764,0.72,92.018,254147.0,4,5 -Graveyard,Please Don't,40.0,0.319,0.866,2.0,-4.722,0,0.0359,1.42e-06,0.756,0.155,0.554,109.626,252693.0,4,8 -Ray LaMontagne,Strong Enough,56.0,0.717,0.706,2.0,-8.612,1,0.0278,0.116,1.51e-05,0.184,0.967,130.543,214653.0,4,10 -Power Trip,Hornet's Nest,50.0,0.22,0.982,4.0,-3.912,1,0.121,5.85e-05,0.289,0.661,0.241,171.928,279811.0,4,8 -Peter Broderick,Earnest Leslye,39.0,0.266,0.0667,2.0,-20.758,1,0.0399,0.975,0.918,0.0996,0.0391,126.037,229000.0,4,1 -Fleetwood Mac,Dreams,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,10 -Wooden Shjips,Everybody Knows,38.0,0.352,0.621,2.0,-9.036,1,0.033,0.000114,0.855,0.0974,0.218,123.817,318560.0,4,10 -Little Dragon,The Other Lover (Little Dragon & Moses Sumney),58.0,0.633,0.451,3.0,-9.66,1,0.133,0.75,0.0581,0.0995,0.475,162.112,244883.0,4,6 -Bonnie Tyler,Dreams Are Not Enough,36.0,0.594,0.872,,-4.73,0,0.0338,0.00263,,0.351,0.832,115.965,211627.0,4,10 -Mob Rich,Everything and Nothing,23.0,0.764,0.601,6.0,-8.287,0,0.0421,0.0353,0.0268,0.335,0.622,105.994,187607.0,4,9 -Boom Pam,◊ë◊ï◊ù ◊§◊ù - ◊í◊®◊°◊î ◊ß◊¶◊®◊î,26.0,0.569,0.809,4.0,-7.921,0,0.0363,0.194,0.00559,0.158,0.72,102.736,248160.0,4,10 -Mad Bliss,Everyone,2.0,0.332,0.444,2.0,-6.772,1,0.0293,0.00442,2.92e-06,0.126,0.128,125.568,297267.0,4,6 -Godsmack,1000hp,52.0,0.52,0.948,6.0,-3.951,0,0.0515,4.36e-05,1.41e-05,0.0525,0.471,92.091,226540.0,4,8 -Briston Maroney,Sinkin',45.0,0.589,0.75,4.0,-7.086,1,0.0654,0.00162,,0.262,0.43,130.097,189560.0,4,6 -Defamed,In Tenebris,39.0,0.263,0.957,1.0,-4.867,1,0.149,0.00126,0.864,0.0756,0.151,179.512,256788.0,3,8 -Django Django,Default,54.0,0.747,0.875,1.0,-5.635,1,0.0282,0.00733,1.1e-06,0.184,0.913,115.967,185640.0,4,10 -Tooth & Nail,Done Me Wrong,41.0,0.247,0.774,6.0,-8.412,0,0.0399,0.00425,0.0146,0.0678,0.638,96.026,193155.0,4,10 -Sam Smith,Stay With Me,82.0,0.418,0.42,,-6.444,1,0.0414,0.588,6.39e-05,0.11,0.184,84.094,172724.0,4,9 -Damageplan,Save Me,47.0,0.486,0.944,7.0,-3.924,1,0.0552,5.25e-05,0.00931,0.103,0.573,108.799,214040.0,4,8 -"Asha Bhosle, Mahendra Kapoor",Hum Jab Simat Ke Aapki Bahon Men,21.0,0.457,0.252,9.0,-11.058,1,0.0349,0.988,0.231,0.114,0.511,108.79,5.4624,4,3 -The Subways,Fight,42.0,0.446,0.963,6.0,-5.972,1,0.0987,0.0612,,0.323,0.727,165.028,161613.0,4,10 -Depeche Mode,"Just Can't Get Enough - Live at Rose Bowl, Pasadena, CA - June 18, 1988",41.0,0.632,0.962,7.0,-8.995,1,0.0407,0.119,0.0132,0.639,0.965,128.085,4.02155,4,9 -Taylor Swift,evermore (feat. Bon Iver),69.0,0.39,0.27,1.0,-10.673,1,0.0308,0.937,0.00227,0.111,0.32,125.177,304107.0,5,9 -Masterpiece - (solo),Big Thief,44.0,0.555,0.183,4.0,-8.58,1,0.0375,0.884,,0.116,0.223,131.22,4.015916667,4,0 -Booka Shade,Hope,46.0,0.608,0.648,8.0,-9.342,1,0.0358,0.00073,0.834,0.0923,0.361,121.997,371500.0,4,6 -Sum 41,Fat Lip,73.0,0.402,0.914,9.0,-5.215,1,0.142,0.000579,,0.065,0.626,196.505,178267.0,4,9 -Led Zeppelin,Kashmir - Remaster,70.0,0.48,0.536,2.0,-11.166,1,0.0427,0.488,4.22e-05,0.155,0.581,80.617,508200.0,3,10 -Chase Rice,Eyes On You,73.0,0.606,0.652,9.0,-6.982,1,0.0281,0.323,,0.201,0.476,97.155,3.04155,4,4 -Pressa,Attachments (feat. Coi Leray),58.0,0.806,0.501,9.0,-7.096,0,0.168,0.065,,0.125,0.345,160.03,171000.0,4,5 -Jealous of the Birds,Young Neanderthal,34.0,0.549,0.867,2.0,-4.666,1,0.0371,0.0108,4.46e-06,0.171,0.486,110.032,186760.0,4,6 -Shining Black,Just Another Day,36.0,0.491,0.937,6.0,-5.041,1,0.0864,1.5e-05,0.0038,0.0721,0.623,80.002,257824.0,4,8 -Homeschool,Smartest Man,40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,10 -Jean Charnaux,Santuário,23.0,0.476,0.129,,-13.856,1,0.0604,0.981,0.905,0.112,0.42,71.794,1.695833333,5,7 -JOSEPH,All,,0.51,0.303,2.0,-9.122,1,0.027,0.829,6.36e-05,0.115,0.211,137.917,3.41526667,4,0 -Architects,Animals,67.0,0.532,0.759,1.0,-3.842,0,0.0319,0.000123,0.02,0.073,0.293,95.01,244365.0,4,10 -Lord Huron,Love Me Like You Used To,,0.511,0.701,7.0,-5.813,0,0.027,0.589,0.0022,0.15,0.797,76.019,220738.0,4,6 -Nelson Gomes,Lost in the North Sea,46.0,0.596,0.0942,7.0,-17.052,1,0.0612,0.993,0.942,0.108,0.294,108.71,3.941083333,4,7 -Dudu Aharon,"◊î◊ê◊ï◊ò◊ï ◊©◊ú◊ô, ◊î◊ô◊ï◊§◊ô ◊©◊ú◊ö",34.0,0.681,0.919,11.0,-4.377,0,0.0408,0.0444,,0.349,0.727,130.013,233533.0,4,9 -Rod Stewart,True Blue,28.0,0.593,0.683,11.0,-10.432,0,0.0361,0.148,3.1e-06,0.296,0.649,116.742,211933.0,4,2 -Dayglow,Close To You,73.0,0.875,0.649,6.0,-5.754,1,0.0433,0.429,0.00237,0.0704,0.833,140.031,194693.0,4,6 -SKYND,Jim Jones,46.0,0.532,0.788,5.0,-6.113,0,0.0451,0.00035,0.674,0.319,0.185,112.055,394286.0,4,8 -Nadav Guedj,2 ◊û◊ò◊®,37.0,0.76,0.667,10.0,-7.61,0,0.258,0.0264,0.00352,0.192,0.548,121.986,149508.0,4,9 -Jesu,Silver,31.0,0.263,0.432,9.0,-6.299,1,0.0375,3.23e-06,0.81,0.0889,0.195,94.878,406227.0,4,6 -Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,1 -Raspberries,Go All The Way,64.0,0.305,0.849,9.0,-4.892,1,0.0999,0.548,0.000134,0.0995,0.555,134.287,205347.0,4,10 -Cave In,Inspire,32.0,0.375,0.965,10.0,-3.843,0,0.0527,0.00101,3.31e-06,0.345,0.23,95.555,260933.0,4,10 -Eyal Golan,◊ê◊î◊ô◊î ◊ë◊õ◊ú ◊û◊ß◊ï◊ù,31.0,0.672,0.496,3.0,-6.568,0,0.0604,0.22,,0.134,0.189,123.999,224564.0,4,9 -Nick Waterhouse,Say I Wanna Know,34.0,0.463,0.57,4.0,-6.573,0,0.0864,0.459,,0.091,0.628,62.411,249907.0,4,9 -Thirty Seconds To Mars,Love Is Madness (feat. Halsey),58.0,0.382,0.675,,-6.56,1,0.0441,0.0128,0.000246,0.219,0.449,106.171,234867.0,1,10 -chemical club,Everything I Know,34.0,0.553,0.543,6.0,-6.294,1,0.0313,0.011,1.47e-05,0.0844,0.658,112.977,164500.0,4,6 -Pearl Jam,Yellow Ledbetter,70.0,0.504,0.354,4.0,-11.3,1,0.0339,0.29,4.71e-06,0.157,0.292,140.87,303587.0,4,10 -The Armed,AVERAGE DEATH,40.0,0.314,0.901,2.0,-5.317,1,0.0683,2.62e-05,0.945,0.529,0.122,110.166,271900.0,3,8 -Distant,Oedipism,36.0,0.399,0.96,7.0,-4.826,1,0.129,6.84e-06,0.815,0.142,0.05,139.925,208850.0,4,8 -Willowdale,Darn That Dream,49.0,0.462,0.155,7.0,-15.232,1,0.0344,0.93,0.897,0.116,0.169,113.82,3.864766667,4,7 -Miri Mesika,◊ñ◊ï◊õ◊®◊™ ◊ê◊™ ◊î◊ô◊ù,21.0,0.639,0.657,8.0,-6.077,1,0.0526,0.226,,0.0878,0.873,100.0,194600.0,4,9 -Bahamas,Whole Wide World,63.0,0.729,0.447,5.0,-9.038,1,0.0387,0.598,0.000279,0.116,0.595,108.837,2.58733333,4,0 -Kid Cudi,Day 'N' Nite (Nightmare),72.0,0.88,0.443,11.0,-6.359,0,0.0653,0.462,7.13e-06,0.122,0.803,138.018,3.687333333,4,9 -Temples,Shelter Song,47.0,0.493,0.898,9.0,-3.321,1,0.0372,0.000219,0.000109,0.173,0.536,126.054,190558.0,4,6 -Ying Yang Twins,Wait (The Whisper Song),59.0,0.933,0.513,7.0,-13.203,1,0.347,0.00112,0.00248,0.107,0.595,102.017,179160.0,4,5 -Gigi D'Agostino,In & Out,21.0,0.634,0.887,3.0,-5.151,1,0.0276,0.0188,2.84e-06,0.111,0.657,124.035,199765.0,4,9 -INA IVY,Pricey,27.0,0.786,0.469,7.0,-5.639,0,0.0286,0.257,,0.133,0.598,100.032,185626.0,4,9 -Megan Thee Stallion,Body,82.0,0.914,0.732,8.0,-6.1,0,0.241,0.0166,,0.107,0.469,94.066,171067.0,4,9 -Eddie Vedder,Hard Sun,,0.439,0.83,8.0,-6.544,1,0.0331,0.0521,0.000279,0.325,0.643,143.416,5.36266667,4,0 -The Who,Pinball Wizard,69.0,0.543,0.715,2.0,-8.89,1,0.0356,0.0192,,0.256,0.468,124.011,180943.0,4,10 -Charlie Parker Quintet,Blues For Alice,34.0,0.571,0.437,10.0,-11.839,1,0.0329,0.896,0.0328,0.0798,0.797,83.762,166613.0,4,2 -blink-182,All The Small Things,80.0,0.434,0.897,,-4.918,1,0.0488,0.0103,,0.612,0.684,148.726,167067.0,4,9 -Mukesh,Honthon Pe Sachai,4.0,0.51,0.516,4.0,-9.128,0,0.0347,0.99,0.00383,0.178,0.779,114.844,4.303683333,3,3 -Ana Popovic,Johnnie Ray,35.0,0.515,0.5,11.0,-8.986,0,0.0607,0.644,2.24e-06,0.119,0.634,155.383,224640.0,3,2 -Keren Peles,◊ë◊ö ◊ú◊ê ◊†◊ï◊í◊¢,40.0,0.257,0.397,,-8.463,1,0.0307,0.551,0.0184,0.144,0.203,90.302,218919.0,1,9 -Froth,Passing Thing,29.0,0.404,0.926,9.0,-4.471,1,0.0722,0.0072,0.901,0.109,0.348,166.761,291740.0,4,6 -Frost*,Heartstrings,32.0,0.402,0.71,9.0,-6.215,1,0.046,0.000411,0.00114,0.149,0.243,124.922,380920.0,4,8 -Parquet Courts,Total Football,53.0,0.267,0.831,7.0,-3.213,1,0.0428,0.126,0.000375,0.103,0.685,171.276,241200.0,4,6 -Gene Vincent & His Blue Caps,Who Slapped John?,26.0,0.513,0.818,9.0,-8.612,1,0.056,0.398,,0.309,0.807,97.143,118507.0,4,10 -El-P,Flyentology,29.0,0.57,0.903,3.0,-5.694,0,0.112,0.0678,0.000413,0.47,0.782,84.002,241240.0,4,10 -Miles Davis,Freddie Freeloader,52.0,0.629,0.278,8.0,-12.229,1,0.0329,0.662,0.000229,0.106,0.503,128.453,586493.0,4,2 -Interpol,Obstacle 1,62.0,0.377,0.938,5.0,-4.9,1,0.0618,5.18e-05,0.58,0.0705,0.385,120.514,251293.0,4,6 -Mooski,"Track Star (feat. Chris Brown, A Boogie wit da Hoodie & Yung Bleu)",60.0,0.551,0.438,7.0,-10.297,0,0.187,0.243,,0.0972,0.248,130.814,221054.0,5,9 -Chico García,Dos Cruces,47.0,0.828,0.268,2.0,-14.826,1,0.0542,0.896,0.867,0.112,0.748,99.993,2.88,4,7 -Joy Oladokun,jordan,50.0,0.364,0.316,4.0,-9.381,1,0.0307,0.51,3.93e-06,0.0956,0.209,143.888,241197.0,3,9 -Shadeemus,Butterflies,28.0,0.621,0.608,10.0,-8.82,0,0.0245,0.593,5.15e-05,0.116,0.311,90.046,220000.0,4,6 -The Yellow Diary,Marz,42.0,0.433,0.599,9.0,-7.293,1,0.0717,0.479,2.04e-06,0.12,0.338,71.798,3.70965,4,0 -Krewella,Martyr,37.0,0.453,0.665,10.0,-5.424,0,0.201,0.0244,0.002,0.0505,0.166,112.042,157223.0,3,10 -The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,1 -Moshe Peretz,◊ê◊ú◊£ ◊§◊¢◊û◊ô◊ù,31.0,0.611,0.973,9.0,-1.353,0,0.0644,0.135,,0.445,0.892,132.073,182973.0,4,9 -Bob Seger,Like A Rock,55.0,0.399,0.645,1.0,-5.356,1,0.0271,0.112,0.000551,0.255,0.384,82.795,355798.0,4,10 -Amor Amor,Pieces Of Summer,32.0,0.611,0.88,9.0,-4.02,0,0.0416,0.00202,0.000183,0.378,0.965,114.023,172636.0,4,6 -Save for Love,Suzanne Santo,40.0,0.545,0.534,,-7.531,0,0.0297,0.812,5.17e-06,0.0972,0.476,94.014,4.47635,4,0 -Miri Mesika,Birkat HaMelech (The King's Bless),15.0,0.523,0.451,9.0,-8.292,0,0.0419,0.425,3.97e-05,0.0879,0.506,124.275,258880.0,4,9 -Simon & Garfunkel,The Boxer,,0.438,0.459,11.0,-14.932,1,0.0636,0.684,0.000365,0.162,0.593,92.514,5.14066667,4,0 -Rafferty,Making a Home,48.0,0.412,0.571,11.0,-6.006,1,0.0387,0.304,,0.237,0.473,159.697,238173.0,4,9 -The Primitives,Sick Of It,27.0,0.53,0.816,9.0,-10.778,1,0.0408,0.0368,0.000623,0.551,0.922,131.014,3.20666667,4,10 -Little Axe,Hard Times,,0.49,0.511,9.0,-9.636,0,0.0316,0.183,0.00648,0.172,0.676,125.052,263400.0,3,2 -Fabianossa,Crowd,35.0,0.607,0.817,,-5.561,1,0.0415,0.00409,0.000123,0.0851,0.749,125.005,204853.0,4,9 -Jon Hopkins,Singularity,48.0,0.526,0.776,1.0,-8.873,1,0.0597,0.00389,0.841,0.0865,0.0504,132.996,389200.0,4,6 -Fred Falke,So Good,44.0,0.723,0.875,4.0,-6.717,0,0.394,0.0642,0.000369,0.748,0.391,121.035,234000.0,4,6 -The Groundhogs,Still A Fool - Single Edit,31.0,0.509,0.326,11.0,-13.065,1,0.0747,0.0405,0.000551,0.082,0.865,207.373,251800.0,3,2 -The Secret Sea,Afterlife,8.0,0.494,0.815,10.0,-6.972,0,0.0305,0.0188,0.00244,0.0721,0.445,88.0,210040.0,4,6 -ufo ufo,Strange Clouds,53.0,0.653,0.722,4.0,-7.3,1,0.0292,0.0571,0.0492,0.107,0.888,128.018,206240.0,4,10 -Sirens Of Lesbos,Cobra,36.0,0.767,0.592,10.0,-10.397,1,0.066,0.0995,0.732,0.464,0.555,97.966,241346.0,4,1 -Methyl Ethel,Neon Cheap,51.0,0.855,0.871,1.0,-5.214,0,0.0317,0.0339,0.0103,0.358,0.925,112.002,261825.0,4,6 -Dan + Shay,Tequila,5.0,0.423,0.835,11.0,-6.494,1,0.0878,0.229,,0.427,0.475,123.123,170103.0,4,9 -Jatayu,Shringara,17.0,0.528,0.783,4.0,-6.504,0,0.0497,0.3,0.74,0.0658,0.713,114.925,325762.0,3,6 -"Crosby, Stills, Nash & Young",Sea of Madness - Live at Woodstock,35.0,0.472,0.775,2.0,-7.147,1,0.0366,0.194,0.0137,0.683,0.955,107.37,196507.0,4,10 -Television,Lula Wiles,30.0,0.508,0.584,3.0,-6.826,1,0.0267,0.555,0.617,0.127,0.3,78.003,4.484983333,4,0 -Sleater-Kinney,Worry With You,51.0,0.607,0.758,9.0,-6.855,1,0.0306,0.00505,0.435,0.372,0.727,90.031,231783.0,4,6 -Beartooth,The Past Is Dead,65.0,0.44,0.95,1.0,-2.993,1,0.0769,0.00449,1.6e-06,0.363,0.51,144.981,215925.0,4,10 -Theodor Bastard,Les,36.0,0.659,0.359,2.0,-11.148,0,0.0393,0.611,0.266,0.113,0.126,119.999,249370.0,4,8 -Berry Sakharof,◊ú◊ë ◊©◊ú◊ù,30.0,0.37,0.576,7.0,-7.963,0,0.0291,0.00112,0.000338,0.121,0.392,163.784,267600.0,4,10 -Bloody Knees,Spinning,21.0,0.338,0.713,11.0,-3.64,1,0.0392,0.000307,0.000241,0.0856,0.238,79.664,246282.0,4,10 -Itay Levi,◊ß◊ô◊®◊ï◊™,43.0,0.78,0.569,,-7.822,0,0.068,0.395,,0.184,0.5,123.03,197073.0,4,9 -Kendra Morris,Banshee,38.0,0.499,0.523,5.0,-7.845,1,0.0574,0.268,0.000173,0.248,0.41,190.96,226973.0,3,10 -Yehudit Ravitz,◊ì◊®◊ö ◊î◊û◊©◊ô,22.0,0.747,0.264,11.0,-14.975,0,0.0287,0.54,,0.0457,0.245,108.248,265000.0,4,10 -Guns N' Roses,Live And Let Die,69.0,0.262,0.777,11.0,-8.671,1,0.0632,0.0109,0.113,0.12,0.264,152.5,182733.0,4,10 -Aukai,Akal Ki,40.0,0.652,0.515,11.0,-12.034,0,0.0324,0.239,0.751,0.0991,0.203,134.969,244000.0,1,1 -Yella Beezy,On Fleek (feat. Gunna),55.0,0.759,0.656,8.0,-7.592,1,0.0873,0.0371,,0.104,0.174,141.955,260282.0,4,5 -Mr. Airplane Man,Like That,19.0,0.328,0.893,3.0,-10.854,1,0.0594,0.353,0.441,0.0763,0.508,135.322,188546.0,4,2 -Megadeth,Rust In Peace...Polaris - Remastered 2004,52.0,0.259,0.965,7.0,-4.335,1,0.16,0.000612,3.35e-05,0.0787,0.392,168.641,344067.0,4,8 -Phoebe Bridgers,Kyoto,71.0,0.599,0.742,11.0,-6.886,1,0.0419,0.0488,0.32,0.0916,0.493,131.014,184524.0,4,1 -Noah Kahan,Part of Me,65.0,0.689,0.687,7.0,-7.832,1,0.0361,0.0674,,0.0933,0.247,109.98,237230.0,4,1 -Manna Dey,Aao Aao Sanwariya,10.0,0.441,0.547,9.0,-9.189,1,0.113,0.853,2.2e-06,0.248,0.62,91.738,4.61355,3,3 -Jacky Terrasson,Sous Le Ciel De Paris,48.0,0.323,0.118,5.0,-22.751,0,0.0449,0.195,0.694,0.241,0.0747,79.554,4.081116667,4,7 -KID BRUNSWICK,When You Were Young,48.0,0.51,0.718,1.0,-6.129,0,0.0439,0.00183,,0.14,0.713,199.992,187907.0,4,10 -Eades,Present in the Moment,26.0,0.426,0.867,7.0,-4.538,1,0.0368,4.93e-05,0.000946,0.121,0.809,90.484,194039.0,4,10 -Ron Shoval,◊ú◊§◊¢◊û◊ô◊ù,26.0,0.288,0.448,9.0,-13.62,0,0.0365,0.0383,2e-05,0.0736,0.506,75.047,244000.0,4,9 -Nathan Goshen,◊õ◊ô ◊î◊†◊î ◊õ◊ó◊ï◊û◊®,27.0,0.342,0.464,4.0,-8.166,0,0.0277,0.681,0.00105,0.198,0.11,82.249,235000.0,3,9 -MOD SUN,Bones,43.0,0.588,0.282,4.0,-6.676,1,0.0327,0.786,,0.1,0.308,125.048,167973.0,4,1 -Anne-Marie,Birthday - Acoustic,48.0,0.682,0.435,8.0,-6.728,0,0.0569,0.169,,0.0914,0.637,152.022,179523.0,4,9 -The Drums,What We Had,43.0,0.414,0.482,7.0,-7.607,1,0.0287,0.656,0.904,0.233,0.112,127.983,232813.0,4,6 -Death Cab for Cutie,Waterfalls,,0.483,0.436,8.0,-8.734,1,0.0389,0.663,0.000586,0.103,0.241,171.842,264160.0,4,6 -Blossoms,Lost - In Isolation,49.0,0.817,0.86,10.0,-4.283,1,0.0457,0.0497,0.00109,0.0879,0.843,124.11,231282.0,4,6 -Cake,I Will Survive,59.0,0.507,0.683,7.0,-8.079,1,0.0316,0.303,0.000132,0.142,0.901,95.732,310600.0,4,10 -S. D. Burman,Kala Pani Theme - Instrumental,,0.401,0.595,10.0,-7.573,1,0.0504,0.871,0.88,0.555,0.271,125.821,2.802666667,4,3 -Tom Odell,Magnetised - Acoustic,56.0,0.487,0.0746,10.0,-12.952,0,0.0327,0.952,,0.108,0.123,106.328,292187.0,4,9 -Stone Temple Pilots,Trippin' on a Hole in a Paper Heart,,0.494,0.951,11.0,-7.886,0,0.0393,0.000193,0.289,0.234,0.724,106.356,190707.0,4,10 -Wanderlust,Baile Amargo,29.0,0.299,0.941,,-7.28,1,0.0478,0.000554,0.0953,0.0519,0.674,130.036,174000.0,3,10 -"Denis Solee, The Beegie Adair Trio",That Old Black Magic,36.0,0.568,0.418,5.0,-9.218,1,0.0298,0.762,0.882,0.096,0.576,92.956,4.418216667,4,7 -Talya Eliav,◊ß◊ô◊®,15.0,0.715,0.73,,-6.771,0,0.0556,0.0271,0.000249,0.375,0.621,131.921,202830.0,4,6 -JD McPherson,LUCKY PENNY,51.0,0.698,0.736,2.0,-5.525,1,0.0481,0.0664,2.16e-05,0.119,0.822,127.979,214267.0,4,2 -Josh Fudge,Summer Something,31.0,0.602,0.667,11.0,-6.293,1,0.0264,0.392,0.935,0.135,0.448,122.986,194634.0,4,6 -WATTS,Feels (feat. Khalid),73.0,0.548,0.35,7.0,-12.52,1,0.0579,0.273,0.0041,0.362,0.0802,167.682,221975.0,4,9 -"Tesher, Jason Derulo",Jalebi Baby (Tesher x Jason Derulo),80.0,0.691,0.829,,-7.179,1,0.0412,0.0289,,0.254,0.866,93.059,2.81923333,4,9 -Khruangbin,Midnight,65.0,0.663,0.552,5.0,-8.925,0,0.0308,0.0574,0.0131,0.0973,0.687,132.867,314684.0,4,6 -Tom Cochrane,Life Is A Highway,63.0,0.683,0.751,5.0,-10.184,1,0.0346,0.0681,8.36e-06,0.248,0.841,103.036,266560.0,4,10 -Soccer Mommy,Your Dog,58.0,0.652,0.669,11.0,-7.797,0,0.0262,0.122,0.00039,0.169,0.769,115.047,194009.0,4,6 -The Cranberries,Linger,76.0,0.439,0.434,7.0,-14.918,1,0.0265,0.0783,4.87e-05,0.14,0.204,94.845,274707.0,4,10 -"Rashmi Vartak, Vidyadhar Bhave",Jhooti Jhooti Batiyaan,9.0,0.54,0.754,10.0,-8.26,0,0.0516,0.0434,6.32e-05,0.128,0.556,135.134,4.6963,4,0 -Mystery Jets,Bubblegum,51.0,0.258,0.723,3.0,-6.049,1,0.058,0.0232,0.0453,0.485,0.344,81.132,264947.0,4,1 -–ê—Ä—Å–µ–Ω–∏–π –ö—Ä–µ—Å—Ç–∏—Ç–µ–ª—å,–ú–æ–π –≤–µ–π–ø,33.0,0.439,0.607,7.0,-8.02,1,0.0326,0.104,0.0908,0.146,0.487,84.085,236310.0,4,6 -Bodom After Midnight,Payback's a Bitch,43.0,0.306,0.98,6.0,-5.421,0,0.0909,3.72e-05,0.193,0.157,0.348,196.925,245946.0,4,8 -shame,Water in the Well,43.0,0.447,0.923,11.0,-4.636,0,0.0669,2.91e-05,1.45e-05,0.171,0.683,131.552,187627.0,4,1 -Canterbury,Something Better,41.0,0.357,0.938,6.0,-4.46,0,0.0932,8.06e-06,,0.749,0.35,159.996,210893.0,4,10 -Joy Division,Disorder - 2007 Remaster,69.0,0.32,0.798,10.0,-7.078,0,0.124,0.00033,0.692,0.176,0.74,84.696,209040.0,4,6 -2Pac,California Love - Original Version,74.0,0.763,0.85,7.0,-3.052,1,0.0417,0.0304,1.21e-06,0.371,0.761,91.519,284907.0,4,5 -Rammstein,AMERIKA,66.0,0.608,0.885,2.0,-4.296,0,0.0963,0.00258,1.33e-05,0.392,0.518,125.023,226760.0,4,8 -Megaraptor,Wonder Woman Theme,28.0,0.409,0.982,11.0,-9.38,0,0.0501,3.64e-05,0.731,0.187,0.0761,149.992,216000.0,1,8 -Pom Pom Squad,Lux,38.0,0.492,0.926,11.0,-5.666,1,0.208,3.23e-06,0.00132,0.505,0.407,121.172,99762.0,4,6 -Saindhavi,Rhythm Ecstasy - Bantureethi Koluvu,20.0,0.637,0.613,8.0,-7.343,1,0.0748,0.318,2.6e-06,0.111,0.571,90.06,4.4,4,0 -Versiple,Daydream,39.0,0.526,0.791,10.0,-6.364,0,0.497,0.0597,,0.099,0.707,130.209,303148.0,4,6 -The White Stripes,Ball and Biscuit,59.0,0.511,0.67,9.0,-7.135,1,0.188,0.0509,0.145,0.102,0.605,78.138,439067.0,4,10 -Routine,Cady Road,43.0,0.498,0.731,2.0,-7.25,1,0.0243,0.128,0.0489,0.156,0.6,97.055,190696.0,4,6 -The Clash,Lost in the Supermarket - Remastered,58.0,0.608,0.634,4.0,-11.24,1,0.0727,0.0568,0.00615,0.116,0.84,147.515,226947.0,4,10 -Chevelle,Mars Simula,57.0,0.388,0.98,,-5.984,0,0.149,2.28e-05,0.825,0.926,0.166,196.004,251440.0,4,8 -The Police,Message In A Bottle - Remastered 2003,36.0,0.573,0.807,1.0,-7.062,0,0.0383,0.034,1.11e-05,0.257,0.876,150.982,289253.0,4,10 -49th & Main,I Want You,40.0,0.68,0.442,11.0,-10.94,1,0.179,0.748,6.75e-06,0.514,0.536,127.996,235245.0,4,6 -Geeder,When Sunny Gets Blue,52.0,0.444,0.109,,-15.574,1,0.0411,0.924,0.699,0.215,0.182,73.094,3.99855,3,7 -Na√Øka,Sauce,54.0,0.864,0.669,11.0,-5.827,0,0.154,0.229,0.00087,0.0796,0.663,127.002,126584.0,4,9 -Metal Church,Conductor (Redux),32.0,0.535,0.95,4.0,-2.93,0,0.053,0.000172,2.67e-05,0.349,0.599,104.627,249094.0,4,8 -Wolf People,Silbury Sands,36.0,0.221,0.81,9.0,-5.689,1,0.0427,0.00579,0.0853,0.103,0.366,87.285,318960.0,4,10 -The Cure,Pictures Of You - Remastered,61.0,0.476,0.764,9.0,-6.454,1,0.032,0.00325,0.112,0.138,0.545,171.903,448307.0,4,10 -Lady A,Need You Now,70.0,0.587,0.622,4.0,-5.535,1,0.0303,0.0927,0.000636,0.2,0.231,107.943,4.626216667,4,4 -The Hollies,The Air That I Breathe - 2008 Remaster,69.0,0.279,0.473,4.0,-8.375,0,0.0309,0.242,0.00164,0.158,0.246,167.792,257107.0,4,10 -Los Lobos,Two Dogs And A Bone,19.0,0.551,0.616,6.0,-10.415,0,0.0533,0.0179,0.228,0.321,0.443,111.127,145307.0,4,2 -Omer Adam,◊ë◊ì◊ô◊ï◊ß ◊õ◊û◊ï◊†◊ô,34.0,0.474,0.574,7.0,-5.614,0,0.036,0.48,,0.158,0.384,135.924,217173.0,4,9 -BIBI,Life is a Bi‚Ķ,62.0,0.722,0.501,10.0,-6.113,0,0.0625,0.255,,0.0857,0.541,144.076,156742.0,4,5 -Tampa Red,Anna Lou Blues,34.0,0.555,0.393,10.0,-11.949,1,0.0327,0.965,0.015,0.151,0.782,102.5,174158.0,4,2 -Harriis,Damaged,31.0,0.87,0.548,1.0,-8.193,1,0.332,0.0304,0.00334,0.0826,0.77,163.93,152021.0,4,5 -Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,6 -Cage The Elephant,Aberdeen,53.0,0.154,0.972,7.0,-3.624,1,0.111,0.000904,0.225,0.368,0.225,205.478,192920.0,4,10 -Brownie McGhee,Diggin' My Potatoes,32.0,0.65,0.383,10.0,-13.074,1,0.0464,0.505,,0.392,0.864,110.522,217227.0,4,2 -Akiva,◊®◊ß ◊¢◊ï◊ì ◊®◊í◊¢,40.0,0.564,0.382,2.0,-11.035,1,0.033,0.826,0.000165,0.0835,0.427,147.939,190557.0,4,9 -Greg Puciato,Down When I'm Not,31.0,0.209,0.928,10.0,-5.885,0,0.0783,8.57e-06,0.498,0.088,0.35,90.258,186584.0,4,10 -tg.blk,Love Being Used,29.0,0.492,0.555,,-7.974,1,0.217,0.736,,0.56,0.389,69.748,89000.0,4,6 -RamonPang,Webs,26.0,0.516,0.853,6.0,-3.867,0,0.0747,0.335,0.333,0.0654,0.169,131.949,218182.0,4,6 -Amit Ulman,◊ê◊ú◊ï◊î◊ô◊ù ◊ë◊í'◊ô◊û◊ô◊ô◊ú (◊í◊¢◊í◊ï◊¢◊ô◊ù),20.0,0.602,0.732,11.0,-7.194,0,0.299,0.357,,0.106,0.662,80.892,308689.0,4,5 -Mr. Mister,Broken Wings - Single Version,56.0,0.283,0.657,1.0,-8.556,0,0.0353,0.0833,1.67e-05,0.136,0.376,97.995,284493.0,4,10 -Halestorm,Mayhem,50.0,0.398,0.982,2.0,-3.979,1,0.178,0.00306,0.0243,0.44,0.401,172.822,216760.0,4,10 -Twin Atlantic,Heart and Soul (Acoustic),38.0,0.634,0.507,4.0,-9.157,1,0.0456,0.622,,0.101,0.49,76.483,245260.0,4,10 -ZZ Top,Sure Got Cold After the Rain Fell,,0.398,0.423,2.0,-10.813,1,0.03,0.306,0.177,0.106,0.205,128.894,440947.0,3,2 -Moshe Peretz,◊™◊î◊ô◊î ◊û◊ê◊ï◊©◊®,21.0,0.772,0.921,5.0,-1.995,0,0.0485,0.0236,,0.339,0.903,128.018,190141.0,3,9 -Indigo Girls,Closer to Fine,61.0,0.54,0.677,9.0,-6.349,1,0.0286,0.368,,0.224,0.748,98.339,241600.0,4,10 -Tomer Yosef,◊®◊ï◊• ◊î◊õ◊ô ◊û◊î◊®,21.0,0.778,0.734,5.0,-5.526,0,0.0308,0.0324,0.000547,0.258,0.945,101.979,211400.0,4,9 -No Love For The Middle Child,Older,53.0,0.383,0.885,9.0,-5.683,1,0.123,0.0295,,0.381,0.504,168.06,188656.0,4,10 -Modest Mouse,Float On,72.0,0.649,0.888,6.0,-4.807,1,0.0293,0.013,2.23e-06,0.0888,0.553,100.975,208467.0,4,10 -Joanne Shaw Taylor,Time Has Come,38.0,0.569,0.564,8.0,-7.34,1,0.0337,0.0496,0.0138,0.304,0.526,96.112,351960.0,3,2 -deep tan,hollow scene,22.0,0.802,0.648,1.0,-8.515,1,0.08,0.386,0.00896,0.0934,0.857,106.057,183922.0,4,6 -Mike Bloomfield,Blues for Nothing,31.0,0.272,0.546,,-9.06,1,0.0435,0.218,0.0495,0.247,0.63,184.996,255067.0,3,2 -Kids Insane,Left Right Left,8.0,0.466,0.992,1.0,-3.595,1,0.0914,0.0436,,0.432,0.0787,132.908,145360.0,4,6 -Westside Gunn,The Hurt Business (feat. M V P) - Remix,35.0,0.46,0.876,7.0,-5.69,1,0.297,0.471,,0.144,0.557,166.715,294825.0,4,5 -Keb' Mo',Am I Wrong,52.0,0.882,0.476,,-9.235,1,0.0528,0.458,2.47e-06,0.0445,0.964,112.65,138533.0,4,2 -New Found Glory,Kiss Me,48.0,0.546,0.906,2.0,-3.354,1,0.0407,0.00101,3.69e-05,0.259,0.61,111.971,175229.0,4,10 -Austin Burke,Town Home,62.0,0.63,0.683,5.0,-5.7,1,0.0307,0.15,,0.133,0.486,155.927,2.840216667,4,4 -The Maccabees,Marks To Prove It,44.0,0.18,0.916,7.0,-6.788,1,0.0923,0.000975,0.224,0.0945,0.186,85.614,254547.0,4,1 -Figgy Mold,Stairway to the Stars,60.0,0.463,0.0769,,-21.855,1,0.0389,0.96,0.856,0.105,0.178,116.2,4.643133333,4,7 -Derek & The Dominos,Layla,75.0,0.404,0.902,1.0,-3.88,1,0.0665,0.577,0.297,0.287,0.497,115.669,423840.0,4,10 -Estrellita Castro,Campanera,35.0,0.482,0.487,10.0,-4.125,0,0.0372,0.849,1.08e-05,0.255,0.663,122.754,215000.0,4,9 -Lifehouse,Learn You Inside Out,36.0,0.209,0.473,,-7.365,1,0.0283,0.0162,4.1e-05,0.123,0.153,189.544,265613.0,3,10 -Bill Nace,When The Top One is Locked,14.0,0.137,0.0017,7.0,-30.124,1,0.0439,0.979,0.483,0.0746,0.0386,175.208,252000.0,4,6 -Young MC,Bust A Move,53.0,0.946,0.772,4.0,-7.537,0,0.0953,0.0516,2.28e-06,0.0612,0.772,116.97,263914.0,4,5 -Ajebo Hustlers,Pronto,55.0,0.861,0.817,2.0,-5.07,0,0.235,0.724,0.0617,0.104,0.671,102.969,160777.0,4,9 -Biohazard,Punishment,47.0,0.298,0.983,6.0,-6.566,0,0.464,0.00128,5.63e-05,0.78,0.106,89.629,284067.0,4,8 -Marcus King,The Well,53.0,0.58,0.573,9.0,-8.137,1,0.061,0.00305,0.0015,0.182,0.477,121.225,177093.0,4,2 -Blur,Coffee & TV,66.0,0.743,0.743,2.0,-10.117,1,0.0367,0.0511,0.233,0.0987,0.707,121.604,358773.0,4,6 -The Yardbirds,Heart Full of Soul,55.0,0.494,0.666,9.0,-9.743,0,0.0351,0.229,5.69e-05,0.0469,0.699,140.832,147893.0,4,10 -The Violent,Impression,43.0,0.532,0.891,1.0,-5.349,0,0.0551,0.000316,0.000164,0.0836,0.487,106.003,197127.0,4,10 -Foo Fighters,Everlong,78.0,0.413,0.881,11.0,-5.541,0,0.0367,5.99e-05,0.000308,0.0805,0.364,158.066,250547.0,4,1 -joey maxwell,too much,33.0,0.608,0.844,3.0,-7.486,1,0.0437,0.311,0.0264,0.0982,0.499,136.1,172813.0,4,9 -"Jatin-Lalit, Kumar Sanu",Ae Kash Ke Hum,52.0,0.364,0.687,,-7.967,1,0.0571,0.656,,0.175,0.663,161.008,5.173783333,3,3 -Lil Baby,Drip Too Hard (Lil Baby & Gunna),81.0,0.897,0.662,1.0,-6.903,0,0.292,0.0852,,0.534,0.389,112.511,145543.0,4,5 -The Anchoress,Unravel,25.0,0.493,0.661,,-8.043,0,0.0365,0.00788,2.15e-05,0.128,0.161,120.071,244867.0,4,10 -Young Devyn,Straight To It,39.0,0.776,0.571,10.0,-6.979,0,0.449,0.477,,0.121,0.45,150.768,112846.0,4,5 -Vokonis,Rebellion,32.0,0.359,0.854,5.0,-6.645,1,0.0512,1.68e-05,0.815,0.1,0.548,112.208,197400.0,4,8 -Castaways,"Liar, Liar",40.0,0.525,0.623,7.0,-6.253,0,0.0291,0.247,0.742,0.148,0.839,144.583,115925.0,4,1 -Busta Rhymes,Gimme Some More,60.0,0.591,0.855,11.0,-8.339,0,0.339,0.00832,5.87e-05,0.771,0.78,136.734,158467.0,4,5 -"Britney Spears, Jamie Lynn Spears",Chillin' With You (feat. Jamie Lynn),34.0,0.75,0.752,1.0,-5.776,1,0.0399,0.209,9.14e-05,0.131,0.527,140.001,3.639116667,4,9 -Don Caballero,Railroad Cancellation,35.0,0.547,0.937,11.0,-6.284,1,0.045,0.166,0.855,0.104,0.236,124.029,316213.0,4,10 -Noah And The Whale,L.I.F.E.G.O.E.S.O.N.,51.0,0.608,0.745,4.0,-5.82,1,0.0354,0.205,,0.342,0.595,82.003,226947.0,4,6 -Max Frost,White Lies - EP Version,63.0,0.695,0.878,1.0,-3.429,0,0.0441,0.153,,0.0764,0.969,162.898,177835.0,4,9 -Dark The Suns,Everywhere,30.0,0.403,0.931,11.0,-4.924,0,0.0509,6.05e-05,0.775,0.641,0.167,147.999,305446.0,4,8 -Kings Elliot,I'm Getting Tired of Me,50.0,0.599,0.357,2.0,-9.55,1,0.0299,0.753,,0.0902,0.421,83.26,216224.0,4,9 -tobi lou,I Was Sad Last Night I'm OK Now,68.0,0.87,0.637,5.0,-8.368,0,0.0614,0.497,3.15e-05,0.205,0.78,120.99,190561.0,4,9 -JVLA,Such a Whore (Stellular Remix),76.0,0.624,0.614,2.0,-4.165,1,0.0448,0.00391,0.0278,0.187,0.139,168.87,147638.0,4,9 -Count Five,Psychotic Reaction - Rarities Version,39.0,0.355,0.761,11.0,-6.309,1,0.0978,0.000288,0.0141,0.189,0.685,165.209,189848.0,4,10 -French Cassettes,City Kitty,46.0,0.648,0.528,,-10.335,1,0.0296,0.419,0.000591,0.126,0.731,86.017,216000.0,4,6 -Lucky Peterson,50 Years,31.0,0.498,0.824,5.0,-7.832,0,0.132,0.0641,0.000112,0.18,0.549,157.04,251627.0,4,2 -"Megan Davies, Jaclyn Davies",Blank Space / Jealous (Acoustic Mashup),47.0,0.716,0.3,3.0,-7.5,1,0.0493,0.793,,0.0924,0.367,94.936,4.67895,4,0 -Grup Ses,Motorize (with Da Poet & Elektro Hafƒ±z),29.0,0.535,0.667,6.0,-8.977,0,0.0278,0.00204,0.079,0.629,0.194,87.01,153301.0,4,10 -ShrekDiMC,◊î◊ë◊©◊ï◊®◊î,11.0,0.727,0.722,,-6.023,0,0.275,0.367,,0.089,0.425,80.017,267000.0,4,5 -Kahlil Blu,"FREESMOKE, Pt. 2",26.0,0.815,0.705,5.0,-7.913,0,0.289,0.569,,0.347,0.964,144.064,136787.0,4,9 -Ween,Ocean Man,65.0,0.72,0.912,4.0,-6.13,1,0.0363,0.551,0.00122,0.0982,0.973,122.782,126947.0,4,10 -Slim Harpo,Baby Scratch My Back - Single Version,39.0,0.802,0.455,5.0,-11.673,1,0.0537,0.803,0.585,0.0607,0.932,122.853,173600.0,4,2 -Def Leppard,Rock Rock (Till You Drop),49.0,0.557,0.94,2.0,-5.692,1,0.0539,0.000486,0.0163,0.074,0.451,133.301,234753.0,4,10 -Avigail Roz,◊û◊ú◊ó◊û◊î ◊ô◊ï◊û◊ô◊ï◊û◊ô◊™,8.0,0.688,0.764,6.0,-5.265,1,0.0392,0.206,,0.108,0.603,115.943,192333.0,4,6 -Miri Mesika,◊ï◊ê◊ï◊ú◊ô,16.0,0.634,0.844,4.0,-6.174,0,0.0421,0.533,1.39e-05,0.106,0.526,139.933,198868.0,4,9 -Tirzah,Send Me,56.0,0.791,0.521,9.0,-11.746,1,0.0688,0.0704,0.218,0.0756,0.616,167.659,243269.0,4,6 -Jakob Ahlbom,Quiet,44.0,0.264,0.123,8.0,-21.152,1,0.0324,0.96,0.91,0.124,0.153,127.219,2.754916667,4,7 -nimino,What I Want,43.0,0.782,0.449,8.0,-10.136,0,0.308,0.71,0.000811,0.345,0.354,106.904,192801.0,4,6 -Fruit Bats,Humbug Mountain Song,61.0,0.593,0.926,6.0,-5.361,0,0.0319,0.0355,0.0582,0.311,0.945,100.011,184347.0,4,6 -Shlomo Artzi,◊ê◊î◊ë◊™◊î ◊©◊ú ◊™◊®◊ñ◊î ◊ì◊ô◊û◊ï◊ü,20.0,0.504,0.569,5.0,-13.76,1,0.0495,0.549,0.00471,0.105,0.61,75.248,255333.0,4,10 -The Cardigans,My Favourite Game,67.0,0.586,0.777,5.0,-6.185,0,0.0303,4.78e-05,0.00147,0.0729,0.424,143.339,220468.0,4,6 -Noa Kirel,◊û◊ô◊ú◊ô◊ï◊ü ◊ì◊ï◊ú◊®,52.0,0.757,0.826,8.0,-5.691,1,0.0739,0.134,0.204,0.508,0.384,100.023,173400.0,4,9 -Dee Watkins,Gucci Bucket Hat,43.0,0.877,0.594,2.0,-7.009,0,0.525,0.104,,0.219,0.63,153.012,113143.0,4,5 -CORPSE,agoraphobic,76.0,0.815,0.697,7.0,-9.57,1,0.219,0.778,0.000398,0.102,0.147,97.987,129796.0,4,5 -Marcy Playground,Saint Joe On The School Bus,50.0,0.716,0.686,4.0,-7.127,1,0.0329,0.00333,0.00368,0.126,0.854,103.931,200156.0,4,10 -Rage Against The Machine,Renegades Of Funk,67.0,0.651,0.908,2.0,-4.019,1,0.0577,0.00184,0.000579,0.384,0.769,123.851,274160.0,4,10 -Paul McCartney,Dominoes,40.0,0.726,0.703,,-6.093,1,0.0239,0.156,0.00225,0.202,0.662,100.994,302219.0,4,9 -Twenty One Pilots,Heathens,82.0,0.732,0.396,4.0,-9.348,0,0.0286,0.0841,3.58e-05,0.105,0.548,90.024,195920.0,4,9 -Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,6 -Rico Nasty,OHFR?,63.0,0.86,0.717,1.0,-5.542,0,0.48,0.414,,0.0843,0.812,158.019,120964.0,4,5 -Eels,Mr. E's Beautiful Blues,52.0,0.662,0.682,7.0,-7.833,1,0.0285,0.178,0.000232,0.335,0.624,114.067,239240.0,4,10 -Pain of Salvation,ACCELERATOR,35.0,0.518,0.647,11.0,-11.024,0,0.0899,0.0102,0.000217,0.102,0.298,127.393,331000.0,5,8 -Pigs Pigs Pigs Pigs Pigs Pigs Pigs,Reducer,34.0,0.226,0.955,2.0,-6.291,1,0.11,3.54e-05,0.863,0.111,0.24,101.866,267880.0,4,10 -Allen Toussaint,St. James Infirmary,47.0,0.892,0.191,5.0,-14.977,0,0.0599,0.522,0.761,0.109,0.46,106.55,231107.0,4,2 -"Mohammed Rafi, Mehmood",Khayalon Mein,7.0,0.586,0.809,7.0,-7.988,1,0.193,0.769,0.000299,0.479,0.789,108.256,6.376883333,4,3 -Gu√® Pequeno,Chico (feat. Rose Villain & Luch√®),67.0,0.778,0.819,,-3.873,0,0.0531,0.164,,0.111,0.637,144.953,201931.0,4,9 -Dan Owen,Hideaway - Acoustic,37.0,0.369,0.236,7.0,-9.019,1,0.0308,0.908,,0.107,0.286,180.972,219373.0,3,9 -Mazzy Star,She Hangs Brightly,39.0,0.239,0.471,9.0,-13.404,1,0.0333,0.0069,0.148,0.118,0.501,106.999,384400.0,4,6 -keita keith,Call You Mine,28.0,0.724,0.751,5.0,-7.232,0,0.0387,0.234,,0.125,0.633,108.941,153000.0,4,9 -Cem Karaca,Ceviz Aƒüacƒ±,33.0,0.555,0.896,9.0,-8.561,0,0.135,0.483,,0.339,0.923,135.566,349160.0,4,10 -Godfather Don,Watching You,44.0,0.876,0.5,11.0,-8.274,0,0.298,0.155,,0.107,0.559,106.096,207993.0,4,5 -Juls,Chance,49.0,0.807,0.458,1.0,-11.491,0,0.148,0.0813,2.51e-06,0.0996,0.639,96.967,225384.0,4,9 -WuW,"Voir En M√™me Temps L'humour Et La Trag√©die, En Toute Chose, √Ä Chaque Instant",19.0,0.246,0.605,7.0,-8.764,1,0.0398,3.35e-05,0.811,0.175,0.169,104.252,469987.0,5,8 -Shemekia Copeland,Clotilda's On Fire,45.0,0.599,0.681,1.0,-4.652,0,0.0341,0.118,0.000107,0.211,0.57,83.961,266072.0,4,2 -ev.exi,Mode,39.0,0.509,0.929,10.0,-5.17,0,0.38,0.00216,0.713,0.756,0.689,116.129,232699.0,4,6 -Robert Ellis,When You're Away,40.0,0.582,0.502,3.0,-7.135,0,0.0305,0.255,0.045,0.15,0.427,86.144,206933.0,4,1 -Larkin Poe,Holy Ghost Fire,48.0,0.522,0.811,4.0,-5.343,0,0.0372,0.0263,,0.299,0.466,92.889,202917.0,4,10 -Shout Out Louds,The Comeback,32.0,0.61,0.844,,-3.586,1,0.0343,0.000142,0.00184,0.145,0.449,129.39,168520.0,4,6 -The Stills,Still in Love Song,41.0,0.566,0.796,4.0,-5.436,0,0.0255,0.000541,0.313,0.121,0.406,130.986,220627.0,4,1 -Albert Collins,If Trouble Was Money,40.0,0.48,0.349,5.0,-15.027,0,0.0385,0.515,0.0209,0.148,0.281,108.939,561067.0,3,2 -Butch Dawson,Hummer,38.0,0.783,0.678,,-7.149,0,0.0543,0.0144,0.00156,0.0734,0.101,147.056,93000.0,4,5 -Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,1 -Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,1 -Mink Mussel Creek,Cat Love Power,33.0,0.345,0.614,2.0,-6.976,1,0.0357,0.0309,0.0249,0.134,0.042,123.016,407533.0,4,6 -Patti Smith,Rock N Roll Nigger,44.0,0.41,0.804,9.0,-8.478,1,0.0454,0.00635,3.85e-06,0.207,0.634,152.205,204360.0,4,10 -The Who,"See Me, Feel Me - Single Version",39.0,0.375,0.336,,-10.513,1,0.0308,0.0914,,0.077,0.0759,93.988,216596.0,4,10 -Albert Collins,Cold Cuts,20.0,0.618,0.83,6.0,-10.65,0,0.0328,0.00188,0.759,0.704,0.516,107.233,360733.0,4,2 -Neil Mukherjee,It Could Be Rain,21.0,0.495,0.21,4.0,-16.945,1,0.0391,0.874,0.555,0.0917,0.491,113.427,251000.0,4,6 -The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,1 -Jimi Hendrix,Red House,56.0,0.277,0.479,5.0,-8.483,0,0.0495,0.585,0.0224,0.16,0.483,53.905,230360.0,4,2 -Angel Du$t,Turn Off The Guitar,40.0,0.637,0.878,9.0,-5.09,0,0.0565,0.0154,9.04e-05,0.362,0.684,152.074,189023.0,4,10 -Vance Joy,Lay It on Me - Acoustic,45.0,0.483,0.49,5.0,-4.736,1,0.0318,0.768,1.2e-06,0.112,0.43,137.606,201561.0,4,9 -Emery,The Party Song,37.0,0.383,0.893,5.0,-3.998,0,0.109,0.0325,,0.146,0.558,178.077,211453.0,4,10 -Lee Fields & The Expressions,Two Timer,41.0,0.529,0.772,,-4.967,0,0.0334,0.00745,7.76e-06,0.0951,0.913,99.678,157714.0,4,9 -Mark Collie,Book of My Blues,28.0,0.535,0.804,10.0,-6.929,1,0.0458,0.00706,0.000255,0.101,0.441,120.003,208970.0,4,2 -Beyonc√©,BLACK PARADE,64.0,0.824,0.555,1.0,-5.817,1,0.05,0.00337,6.42e-06,0.217,0.0611,120.002,281273.0,4,5 -"Asha Bhosle, Dilraj Kaur",Mausam Mastana - Satte Pe Satta / Soundtrack Version,32.0,0.507,0.668,6.0,-4.934,0,0.0309,0.668,,0.0585,0.805,95.367,4.629333333,4,3 -"Anwar Khan Manganiyar, Swaroop Khan, Niyaz Khan",Mehandi,9.0,0.54,0.565,5.0,-10.648,1,0.0927,0.427,,0.365,0.396,103.486,3.927866667,4,0 -Lata Mangeshkar,Piya Bina Piya Bina,17.0,0.444,0.399,8.0,-7.673,1,0.0292,0.968,0.00664,0.195,0.521,105.647,4.19955,4,3 -John Diva & the Rockets of Love,American Amadeus,29.0,0.446,0.973,1.0,-4.111,1,0.0539,0.0156,1.81e-06,0.322,0.52,169.998,240840.0,4,10 -Ashley Kutcher,Love You From a Distance,69.0,0.333,0.538,4.0,-8.653,1,0.0325,0.557,,0.0977,0.63,149.377,204000.0,4,9 -Sam Fischer,This City,83.0,0.605,0.377,11.0,-6.213,1,0.0443,0.733,,0.0808,0.519,73.877,194853.0,4,9 -Leaves' Eyes,Chain of the Golden Horn,45.0,0.437,0.984,3.0,-3.071,0,0.172,0.00471,0.0213,0.324,0.331,76.002,240131.0,4,8 -Old Swing,Bruised,25.0,0.748,0.759,8.0,-8.927,1,0.032,0.0066,0.00947,0.161,0.88,129.965,178485.0,4,9 -Natural Child,Out in the Country,49.0,0.425,0.515,2.0,-10.005,1,0.037,0.682,0.0534,0.105,0.814,93.174,174587.0,4,6 -The Police,Every Little Thing She Does Is Magic,74.0,0.558,0.768,2.0,-9.997,1,0.0343,0.121,0.0626,0.124,0.429,81.909,260573.0,4,10 -Desert Sessions,Crucifire,48.0,0.331,0.904,6.0,-6.297,0,0.0407,0.00629,0.275,0.413,0.923,154.675,104611.0,4,8 -Sukhwinder Singh,Taal Se Taal - Western Version,47.0,0.771,0.72,7.0,-11.742,1,0.0867,0.203,0.0011,0.335,0.492,94.968,2.57,4,3 -Dead & Company,"Sugaree - Live at TD Garden, Boston, MA 11/17/17",38.0,0.412,0.46,1.0,-13.222,0,0.0336,0.118,0.411,0.719,0.604,102.135,838157.0,4,10 -Onlap,The Edge,46.0,0.525,0.989,,-2.869,1,0.108,0.000216,1.51e-05,0.384,0.223,102.495,186732.0,4,8 -All Time Low,Missing You,60.0,0.56,0.731,2.0,-6.121,1,0.0281,0.0472,,0.282,0.4,99.978,244824.0,4,10 -The Knocks,R U HIGH (feat. Mallrat),53.0,0.643,0.803,1.0,-6.971,1,0.045,0.00189,0.943,0.145,0.634,121.001,359934.0,4,6 -Sonny Rollins Quartet,Paul's Pal - Rudy Van Gelder Remaster,47.0,0.565,0.212,7.0,-15.718,1,0.0518,0.807,0.252,0.104,0.489,77.386,5.167116667,4,7 -Baby Queen,Internet Religion,41.0,0.592,0.817,3.0,-3.997,1,0.0436,0.0503,,0.209,0.53,124.02,233364.0,4,6 -Karsh Kale,High,22.0,0.296,0.764,6.0,-8.241,1,0.0563,0.118,0.823,0.145,0.113,167.999,2.775066667,4,0 -Kenny Wayne Shepherd,Diamonds & Gold,41.0,0.571,0.852,8.0,-5.752,1,0.0323,0.0418,2.37e-05,0.0527,0.804,92.155,317773.0,4,2 -Andy Kong,Into The Mystic,46.0,0.454,0.43,,-10.657,1,0.04,0.585,0.00043,0.102,0.0703,138.607,2.80591667,5,0 -Polo G,RAPSTAR,89.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,2.76543333,4,9 -347aidan,Dancing in My Room,82.0,0.98,0.413,8.0,-11.052,0,0.101,0.671,7.95e-05,0.17,0.764,119.993,180139.0,4,5 -Bad Habits,Let It Roll,31.0,0.524,0.977,,-2.723,1,0.0874,0.000462,1.5e-06,0.26,0.415,102.525,154531.0,4,10 -Latto,On God,54.0,0.905,0.528,1.0,-5.116,1,0.0721,0.351,,0.149,0.179,105.99,113238.0,4,5 -Joel Corry,Head & Heart (feat. MNEK) - Acoustic,55.0,0.329,0.392,5.0,-8.441,0,0.0362,0.799,,0.117,0.333,87.664,218526.0,1,9 -And That,At Capacity,18.0,0.718,0.548,9.0,-7.703,1,0.0247,0.288,3.89e-06,0.23,0.349,96.947,150947.0,4,10 -Olivia Rodrigo,"Even When/The Best Part - From ""High School Musical: The Musical: The Series (Season 2)""",73.0,0.522,0.336,,-8.577,1,0.0275,0.714,,0.109,0.566,90.646,106881.0,4,9 -Buddy Guy,Best in Town,24.0,0.586,0.897,,-3.661,1,0.0592,0.233,0.0123,0.0523,0.773,100.133,295747.0,4,2 -Big Spring,Coming Down,42.0,0.355,0.872,3.0,-5.877,1,0.0644,5.28e-05,8.39e-05,0.2,0.208,76.037,242475.0,4,10 -Sports Team,Happy (God‚Äôs Own Country),49.0,0.464,0.919,1.0,-2.497,1,0.111,0.00315,0.000497,0.154,0.703,167.865,151588.0,4,1 -The Zombies,She's Not There,63.0,0.523,0.803,4.0,-5.189,0,0.045,0.579,,0.0948,0.898,132.316,145293.0,4,6 -John Mayer,Love on the Weekend,63.0,0.729,0.546,7.0,-9.305,1,0.0285,0.547,0.00287,0.0651,0.406,119.941,3.54378333,4,0 -Moshiko Mor,◊û◊î ◊©◊î◊ô◊î ◊î◊ô◊î,33.0,0.544,0.519,4.0,-7.536,0,0.0637,0.357,,0.482,0.327,161.891,186890.0,4,9 -David Lee Roth,Somewhere over the Rainbow Bar and Grill,37.0,0.659,0.736,4.0,-7.594,1,0.0345,0.112,0.000112,0.106,0.426,137.461,251340.0,4,10 -Lene Lovich,Bird Song,32.0,0.612,0.562,8.0,-11.215,0,0.0338,0.00918,0.493,0.117,0.497,142.825,268733.0,4,10 -Goat,I Sing in Silence,32.0,0.475,0.719,,-7.684,1,0.0437,0.0562,1.92e-06,0.0669,0.869,88.136,208550.0,3,1 -KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,1 -Van Halen,Tattoo,37.0,0.497,0.886,2.0,-3.314,1,0.0435,0.00929,9.77e-05,0.198,0.508,100.118,283040.0,4,8 -Fields Of The Nephilim,Moonchild,43.0,0.332,0.823,,-8.09,1,0.0357,0.0118,0.847,0.105,0.454,150.299,340627.0,4,10 -Eleine,Memoriam,45.0,0.559,0.943,1.0,-7.119,0,0.053,2.38e-05,0.00461,0.112,0.146,112.963,375187.0,4,8 -Sarit Hadad,◊ê◊™◊î ◊™◊ï◊™◊ó,35.0,0.8,0.851,3.0,-5.077,0,0.0299,0.0845,,0.321,0.818,115.959,210200.0,4,9 -Saweetie,Tap In,77.0,0.954,0.696,10.0,-7.117,0,0.204,0.00576,0.000498,0.0754,0.432,100.036,139413.0,4,5 -Infectzia,◊§◊™◊ó ◊™◊ß◊ï◊ï◊î,22.0,0.525,0.66,4.0,-8.17,0,0.0399,0.149,0.0111,0.114,0.289,121.496,215827.0,4,6 -Southern Avenue,"Slipped, Tripped And Fell In Love",19.0,0.693,0.683,9.0,-4.621,0,0.032,0.111,1.34e-05,0.171,0.94,121.817,202747.0,4,2 -Korin Allal,◊ñ◊ü ◊†◊ì◊ô◊®,33.0,0.534,0.656,2.0,-11.192,0,0.0311,0.0142,1.56e-05,0.113,0.384,123.879,287000.0,4,9 -Christie Front Drive,Radio,12.0,0.133,0.691,7.0,-7.003,1,0.0362,0.0149,0.753,0.143,0.184,171.764,228453.0,4,10 -Ram√≠rez Exposure,Exit Times,12.0,0.544,0.899,,-5.081,1,0.0355,0.00588,0.000397,0.112,0.479,126.954,160267.0,4,6 -Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,6 -JC Stewart,Break My Heart - Piano Acoustic,58.0,0.448,0.247,6.0,-10.454,0,0.0466,0.943,3.61e-05,0.109,0.276,134.5,218293.0,4,9 -Black Label Society,The Blessed Hellride,47.0,0.618,0.707,7.0,-7.242,1,0.0372,0.0673,0.00677,0.107,0.434,157.21,272360.0,4,10 -Hydromag,What We Left Behind,33.0,0.531,0.623,4.0,-7.383,1,0.0233,0.0965,0.587,0.164,0.452,100.006,235462.0,4,6 -Yellowcard,Breathing,62.0,0.382,0.932,4.0,-3.726,0,0.0716,3.5e-05,,0.243,0.57,179.581,218707.0,4,10 -Herman D√ºne,Life on the Run,40.0,0.55,0.755,9.0,-7.64,1,0.0903,0.0572,1.27e-06,0.14,0.614,88.171,271000.0,4,6 -Yossi Elephant,◊î◊†◊î ◊î◊ô◊ê ◊ë◊ê◊î,17.0,0.323,0.525,2.0,-13.084,1,0.0382,0.621,0.604,0.104,0.081,84.033,256387.0,4,10 -Cast,Walkaway,53.0,0.467,0.481,11.0,-10.17,1,0.0233,0.034,0.0102,0.106,0.328,80.043,231733.0,4,6 -Thornetta Davis,Try To Remember,10.0,0.377,0.808,7.0,-7.116,1,0.0373,0.00623,0.13,0.523,0.67,92.853,253627.0,4,2 -Rostam,Under Control,47.0,0.606,0.338,1.0,-11.33,1,0.026,0.953,0.178,0.109,0.201,77.943,197507.0,4,6 -Alestorm,Keelhauled,54.0,0.477,0.965,10.0,-3.245,0,0.155,0.000706,1.03e-06,0.301,0.584,110.015,222253.0,4,8 -Joe Diffie,Pickup Man,61.0,0.709,0.757,7.0,-7.006,1,0.0408,0.434,,0.336,0.852,140.664,3.61155,4,4 -Vader,Fight Fire With Fire,43.0,0.404,0.996,6.0,-2.738,1,0.141,4.34e-06,0.162,0.303,0.185,187.018,245853.0,4,8 -Nmesh,New Jack City,27.0,0.443,0.974,11.0,-5.784,0,0.0678,0.000847,0.868,0.789,0.571,196.766,87865.0,4,6 -The Beta Band,Dry The Rain,58.0,0.593,0.626,4.0,-11.287,1,0.0317,0.0931,0.166,0.218,0.753,150.483,366827.0,4,6 -Angie Martinez,Take You Home (feat. Kelis),37.0,0.595,0.639,7.0,-3.159,1,0.275,0.0663,,0.0588,0.7,95.912,233227.0,4,5 -JUMBO,Chump,25.0,0.381,0.597,2.0,-8.669,1,0.0313,0.521,0.000247,0.203,0.463,174.108,274764.0,4,6 -Emily Burns,Is It Just Me? (feat. JP Cooper) (Acoustic),50.0,0.574,0.345,4.0,-7.868,1,0.0761,0.674,,0.0875,0.403,137.665,213107.0,4,9 -NewDad,Slowly,45.0,0.597,0.762,9.0,-8.199,0,0.0321,0.189,0.537,0.0821,0.566,121.993,185813.0,4,10 -Russian Circles,Arluck,40.0,0.299,0.666,4.0,-7.244,0,0.0419,0.00191,0.81,0.111,0.24,85.404,393027.0,4,8 -Burna Boy,Kilometre,68.0,0.724,0.806,9.0,-3.993,1,0.175,0.054,,0.053,0.449,102.924,152824.0,4,5 -Clever,Call Me Nobody (feat. Lil Wayne & Isaiah Lyric),52.0,0.685,0.573,5.0,-7.085,0,0.051,0.208,2.11e-06,0.12,0.182,113.876,221485.0,4,5 -Ballroom Jazz Collective,The Old Country,37.0,0.612,0.264,,-14.132,1,0.0339,0.723,0.26,0.371,0.5,131.611,3.643183333,4,7 -Haya Miller,◊©◊û◊ï◊¢◊î,6.0,0.35,0.829,2.0,-5.694,1,0.0681,0.155,,0.483,0.435,122.361,165314.0,4,6 -Faith No More,Ashes to Ashes,55.0,0.572,0.81,,-7.407,1,0.0274,8.52e-05,0.000138,0.0998,0.313,98.459,216200.0,4,8 -The Beatles,Here Comes The Sun - Remastered,,0.557,0.54,9.0,-10.484,1,0.0347,0.0339,0.00248,0.179,0.394,129.171,3.09555,4,0 -Ost+Front,Ikarus,39.0,0.505,0.954,5.0,-4.276,0,0.033,0.000395,0.00745,0.421,0.616,149.997,211294.0,4,8 -Little Simz,Woman,65.0,0.531,0.648,1.0,-7.638,1,0.209,0.712,0.000191,0.0973,0.799,86.739,269413.0,4,5 -Twin Shadow,Johnny & Jonnie,48.0,0.64,0.902,8.0,-3.822,1,0.0437,0.0198,0.00094,0.105,0.847,87.033,169267.0,4,6 -P√ÜRISH,Undone,31.0,0.466,0.877,3.0,-6.253,1,0.0535,0.00104,0.515,0.2,0.223,121.041,218288.0,4,10 -Paul McCartney,Junk - Remastered 2011,51.0,0.712,0.0862,9.0,-17.696,1,0.0325,0.814,0.000259,0.191,0.315,90.666,115293.0,3,10 -Moshiko Mor,◊ò◊ô◊§◊ï◊° ◊©◊ú ◊ó◊ï◊®◊£,36.0,0.739,0.494,11.0,-7.889,0,0.0482,0.455,,0.0971,0.565,135.986,189044.0,4,9 -Mohammed Rafi,Pardah Hai Pardah - From 'Amar Akbar Anthony' / Soundtrack Version,32.0,0.379,0.741,2.0,-8.546,1,0.165,0.684,,0.336,0.578,87.618,7.987116667,4,3 -spookyghostboy,yr face,42.0,0.464,0.576,9.0,-8.315,1,0.0343,0.477,0.968,0.118,0.0666,143.931,275172.0,4,6 -Pearl Jam,Just Breathe,69.0,0.473,0.348,,-11.1,1,0.0288,0.721,7.42e-05,0.0823,0.283,107.819,215853.0,4,10 -Scott McKeon,Take Me Back,34.0,0.688,0.464,5.0,-9.119,0,0.0317,0.448,0.0636,0.0987,0.401,91.985,336920.0,4,2 -Lou Phelps,Supersexe Freestyle,42.0,0.836,0.726,4.0,-5.066,0,0.182,0.119,,0.105,0.902,144.995,227760.0,4,1 -Dio,Holy Diver,66.0,0.473,0.783,10.0,-10.671,0,0.0869,0.0125,0.475,0.268,0.124,91.976,340640.0,4,8 -Valravn,Sj√≥n,39.0,0.323,0.515,8.0,-9.314,1,0.0289,0.484,0.892,0.0733,0.0366,126.689,274867.0,4,8 -Mo Lowda & the Humble,Pearls,42.0,0.569,0.743,,-6.947,0,0.0504,0.0492,0.00176,0.13,0.767,81.501,208402.0,4,10 -John Mellencamp,Pink Houses - Bonus Track,36.0,0.692,0.112,7.0,-10.944,1,0.0428,0.678,,0.197,0.429,109.849,224867.0,4,10 -Wavy Trees,I Wanna Go Out,22.0,0.489,0.975,7.0,-3.861,1,0.122,2.58e-05,0.000155,0.322,0.461,158.014,156097.0,4,10 -C. Diab,Love,62.0,0.709,0.57,4.0,-9.574,0,0.352,0.9,,0.0784,0.605,80.003,150073.0,4,6 -The Jackson 5,"I'll Be There - Live at the Forum, 1972",22.0,0.511,0.643,5.0,-5.737,1,0.0287,0.137,8.22e-05,0.201,0.604,83.005,4.06355,4,9 -Lost Stars,Here's To Being Single,52.0,0.587,0.788,1.0,-6.198,1,0.311,0.00969,6.17e-05,0.0459,0.821,111.276,175405.0,4,9 -archipi√©lagos,minet,32.0,0.376,0.837,2.0,-6.927,1,0.0555,7.8e-05,0.199,0.212,0.224,115.859,225335.0,4,10 -namesbliss,Levels,31.0,0.82,0.658,1.0,-7.197,1,0.151,0.0289,,0.244,0.647,141.956,145352.0,4,5 -Creedence Clearwater Revival,Fortunate Son,81.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,2.34621667,4,10 -Joy Division,Disorder - 2007 Remaster,69.0,0.32,0.798,10.0,-7.078,0,0.124,0.00033,0.692,0.176,0.74,84.696,209040.0,4,1 -Lowertown,Tourist Trap,32.0,0.516,0.698,,-8.008,1,0.031,0.00741,0.0087,0.575,0.227,84.014,181397.0,4,6 -ENOX,Stacker,38.0,0.515,0.974,6.0,-3.211,1,0.047,2.61e-05,0.000466,0.252,0.856,145.891,204010.0,4,8 -The Devil Wears Prada,Still Fly,53.0,0.365,0.923,2.0,-4.459,0,0.139,0.00103,,0.391,0.203,177.988,295227.0,4,8 -Rob Barron,A Time For Love,48.0,0.475,0.104,7.0,-21.265,0,0.0365,0.932,0.941,0.0966,0.122,115.003,6.479116667,4,7 -Neurosis,Locust Star,41.0,0.29,0.717,9.0,-9.439,0,0.0556,2.71e-05,0.816,0.706,0.236,110.271,348640.0,4,8 -Every Time I Die,Wanderlust,43.0,0.259,0.952,10.0,-4.175,1,0.134,0.00019,,0.405,0.212,107.977,250307.0,3,8 -Muse,"Hungry Like the Wolf - Recorded Live at AIR Studios, London",54.0,0.51,0.963,,-3.659,1,0.0422,0.00111,,0.743,0.732,129.035,189249.0,4,10 -Laurence Guy,Mutual Excitement is a Wonderful Thing,43.0,0.683,0.47,11.0,-15.561,1,0.0494,0.0268,0.827,0.11,0.205,128.02,293709.0,4,6 -The xx,Angels,65.0,0.424,0.157,9.0,-18.141,1,0.0428,0.95,0.0593,0.101,0.342,91.537,171653.0,4,6 -Hussy,I Tried,32.0,0.604,0.515,2.0,-6.242,1,0.0247,0.0176,1.58e-05,0.113,0.416,106.99,210365.0,4,6 -A1 x J1,Latest Trends (feat. Aitch) - Remix,74.0,0.654,0.491,10.0,-11.715,0,0.252,0.0809,,0.369,0.807,142.037,158000.0,4,5 -Audio Two,Top Billin - Acapella,41.0,0.913,0.351,10.0,-13.57,0,0.354,0.0102,,0.401,0.727,91.499,175707.0,4,5 -"Martin Landström, Gustav Lundgren",Think Forward,47.0,0.52,0.219,7.0,-13.53,1,0.037,0.929,0.356,0.121,0.158,115.459,4.5052,4,7 -Digga D,Bringing It Back,69.0,0.848,0.758,2.0,-6.866,1,0.31,0.252,,0.363,0.816,143.032,190938.0,4,5 -Freddie King,Going Down - Remastered,40.0,0.555,0.669,9.0,-7.46,0,0.0311,0.0459,0.000521,0.105,0.691,167.652,202600.0,4,2 -The Beta Band,Dry the Rain,58.0,0.593,0.626,4.0,-11.287,1,0.0317,0.0931,0.166,0.218,0.753,150.483,366827.0,4,10 -System Of A Down,Snowblind,37.0,0.394,0.852,8.0,-7.449,1,0.0742,0.00533,0.449,0.35,0.553,148.188,280293.0,4,8 -Besphrenz,better off alone,45.0,0.621,0.799,8.0,-10.119,1,0.0648,0.0668,0.0266,0.111,0.739,157.925,198228.0,4,6 -Within Temptation,Entertain You,55.0,0.559,0.878,1.0,-4.341,0,0.0403,0.000471,2.19e-06,0.218,0.597,137.114,211045.0,4,8 -Pale Saints,Sight of You,46.0,0.459,0.465,7.0,-13.564,1,0.0388,0.11,0.259,0.0915,0.117,123.94,337600.0,4,10 -L.A. Guns,All That You Are,28.0,0.504,0.907,,-3.287,0,0.0641,0.00133,3.61e-06,0.187,0.275,126.991,219211.0,4,8 -Snow,Informer,64.0,0.763,0.742,6.0,-10.975,0,0.188,0.0984,,0.38,0.483,98.145,268910.0,4,9 -Lionel Richie,Easy - Live In Paris,27.0,0.432,0.885,1.0,-4.555,1,0.104,0.371,,0.928,0.35,143.858,7.416,4,9 -Aluna,Trouble - Spotify Singles,62.0,0.737,0.615,8.0,-7.971,1,0.0682,0.0516,0.00219,0.0954,0.717,109.992,170087.0,4,9 -LunchMoney Lewis,Ocean (feat. Meghan Trainor),64.0,0.574,0.31,8.0,-10.547,1,0.0376,0.813,1.07e-05,0.111,0.279,99.043,216402.0,4,9 -Westlife,To Be Loved,,0.518,0.356,3.0,-8.321,1,0.0286,0.259,,0.108,0.135,82.054,3.322216667,4,9 -Pink Sweat$,Heaven,66.0,0.78,0.389,6.0,-8.877,0,0.0776,0.491,0.00242,0.0699,0.188,121.919,169749.0,3,9 -Stone Sour,Bother,66.0,0.272,0.281,1.0,-7.634,1,0.0287,0.388,2.29e-05,0.158,0.141,89.914,240400.0,4,10 -Ehud Banai,◊î◊õ◊†◊ê◊§◊î ◊û◊™◊ï◊ß◊î,23.0,0.495,0.176,7.0,-15.763,1,0.0338,0.751,0.00142,0.0854,0.154,129.149,329000.0,4,10 -Life Of Agony,Love to Let You Down,39.0,0.259,0.971,5.0,-3.243,1,0.154,0.00128,,0.21,0.732,184.341,220173.0,4,8 -J. Cole,m y . l i f e (with 21 Savage & Morray),86.0,0.597,0.587,7.0,-7.026,0,0.137,0.0622,,0.214,0.0753,140.021,218802.0,4,9 -Modern Color,Pale,41.0,0.241,0.728,8.0,-4.92,1,0.043,0.000242,0.00131,0.124,0.366,77.499,190672.0,4,10 -Spiritbox,Constance,58.0,0.338,0.673,6.0,-7.67,0,0.0459,0.00344,0.129,0.211,0.132,112.255,270416.0,4,8 -Natalie Oaks,One of A Kind,27.0,0.715,0.522,8.0,-9.451,0,0.0945,0.708,,0.118,0.503,82.003,240026.0,4,9 -Quixotic,Highway Violence,34.0,0.62,0.694,9.0,-9.496,0,0.0663,0.0409,0.937,0.0996,0.109,125.031,332000.0,4,6 -Crash Kings,Mountain Man,48.0,0.525,0.923,2.0,-5.217,0,0.0929,0.0265,7.47e-05,0.454,0.668,155.114,197093.0,4,10 -Omer Adam,◊ê◊£ ◊ê◊ó◊ì ◊ú◊ê ◊ô◊ï◊©◊ë ◊§◊î,37.0,0.78,0.684,8.0,-5.55,0,0.0657,0.308,5.52e-05,0.105,0.778,95.035,216027.0,4,9 -CHIKA,SAVE YOU,46.0,0.556,0.516,10.0,-5.977,0,0.371,0.476,0.000191,0.138,0.589,90.977,129720.0,4,5 -Future Utopia,Children Of The Internet - Ezra Collective Remix,49.0,0.514,0.638,,-5.033,1,0.0861,0.0204,0.0704,0.327,0.521,173.628,353347.0,4,5 -Eden Ben Zaken,◊ú◊ñ◊ê◊™ ◊©◊†◊ô◊¶◊ó◊î,34.0,0.497,0.663,7.0,-3.813,0,0.0381,0.164,,0.257,0.0661,149.744,239680.0,4,9 -The Cold Stares,I Was A Fool,42.0,0.571,0.919,7.0,-6.568,1,0.0719,0.00171,,0.227,0.321,121.01,203667.0,4,10 -KALEO,Hot Blood,63.0,0.325,0.903,2.0,-3.173,1,0.117,0.00327,6.13e-06,0.0962,0.401,148.446,218600.0,4,10 -Rosario,Te lo Juro Yo,29.0,0.73,0.404,,-9.225,1,0.0389,0.404,,0.308,0.425,97.926,185027.0,4,9 -Sigala,Just Got Paid,64.0,0.732,0.922,6.0,-1.829,0,0.0975,0.0348,,0.146,0.589,120.033,218250.0,4,9 -The Apple Pie Motherhood Band,Grandmother Hooker,15.0,0.462,0.791,9.0,-11.879,1,0.0937,0.257,0.0203,0.251,0.59,77.977,180880.0,4,2 -Vishal Mishra,Kaise Hua,65.0,0.37,0.467,2.0,-6.973,1,0.0411,0.442,,0.109,0.162,137.796,3.912033333,4,3 -The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,1 -Oblivians,Christina,24.0,0.26,0.997,9.0,-3.877,1,0.145,0.0174,0.733,0.158,0.216,173.717,119027.0,4,2 -BarbWalters,Girl Like You,29.0,0.663,0.819,5.0,-5.046,0,0.185,0.528,4.31e-05,0.527,0.797,120.057,201482.0,4,6 -,column-rule-style: groove;,17.0,0.723,0.449,8.0,-15.639,1,0.0766,0.0393,0.774,0.0947,0.935,83.018,108540.0,4,6 -Moshe Peretz,◊ú◊ê ◊î◊ë◊†◊™◊ô,32.0,0.734,0.743,1.0,-6.496,0,0.0377,0.102,7.58e-05,0.323,0.717,104.078,139625.0,4,9 -Temple Of The Dog,Hunger Strike - 25th Anniversary Mix,60.0,0.384,0.735,7.0,-6.522,1,0.0317,0.0252,2.76e-05,0.114,0.312,137.834,246267.0,4,10 -Remi Wolf,Woo!,58.0,0.784,0.462,,-5.091,0,0.0548,0.207,3.45e-06,0.106,0.744,86.004,196562.0,4,6 -Zé Barreto,luminous,47.0,0.464,0.131,7.0,-13.945,1,0.0383,0.989,0.932,0.102,0.289,137.149,3.248116667,3,7 -Taken By Trees,Sweet Child O' Mine,57.0,0.545,0.488,3.0,-10.95,1,0.0282,0.75,0.336,0.0779,0.447,118.118,302880.0,4,6 -Rob Zombie,Two-Lane Blacktop,51.0,0.533,0.982,10.0,-1.409,0,0.091,0.0149,,0.107,0.627,142.276,182667.0,4,8 -Nightwish,Noise,59.0,0.5,0.85,2.0,-7.759,1,0.0493,0.000406,0.00515,0.121,0.434,76.976,340281.0,4,8 -Simple Minds,Theme For Great Cities,50.0,0.536,0.808,8.0,-13.407,1,0.0439,0.0579,0.894,0.117,0.678,122.408,351867.0,4,1 -Hungr√≠a,Queso,27.0,0.531,0.686,4.0,-6.321,0,0.109,0.0669,0.134,0.0999,0.509,109.096,337007.0,5,10 -Cat Power,Woman - Single Version,46.0,0.562,0.395,,-9.503,1,0.0388,0.758,0.0165,0.228,0.37,109.101,245628.0,4,6 -The Roving,"Bonny Light Horseman, Eric D. Johnson, Josh Kaufman, Anaïs Mitchell",43.0,0.54,0.453,5.0,-7.336,1,0.0256,0.579,0.0197,0.113,0.571,137.897,4.3472,4,0 -Shingai,Too Bold - Diamond Remix (Radio Edit),27.0,0.495,0.472,3.0,-9.199,1,0.0404,0.138,0.00032,0.118,0.143,112.519,211000.0,3,2 -Jazmine Sullivan,Price Tags (feat. Anderson .Paak) - kryptogram Remix,58.0,0.809,0.876,6.0,-6.504,1,0.0602,0.0192,8.76e-05,0.372,0.835,118.982,221875.0,4,6 -Britney Spears,Hold On Tight,34.0,0.521,0.512,5.0,-6.169,1,0.0279,0.0581,,0.0972,0.125,127.963,3.454666667,4,9 -The Virginmarys,Motherless Land,30.0,0.57,0.989,7.0,-3.299,1,0.0715,0.0163,1.09e-05,0.418,0.488,133.965,203093.0,4,10 -Andrew McMahon in the Wilderness,Fire Escape,53.0,0.583,0.862,4.0,-4.387,1,0.0575,0.0468,,0.256,0.422,105.998,204840.0,4,10 -Muse,Time is Running Out,68.0,0.585,0.842,9.0,-5.883,0,0.0556,0.00242,0.00686,0.0866,0.428,118.211,237040.0,4,1 -Floyd Jones,Dark Road,32.0,0.613,0.52,7.0,-12.996,1,0.0368,0.889,0.000599,0.0841,0.61,69.186,217120.0,4,2 -Oracle FM,Petra Retrograde,16.0,0.608,0.826,6.0,-5.144,0,0.23,0.135,0.195,0.11,0.656,149.93,256000.0,5,6 -blessthefall,Hollow Bodies,55.0,0.334,0.968,8.0,-2.544,1,0.131,2.93e-05,0.533,0.449,0.149,153.818,257867.0,4,8 -Miles Davis Quintet,Blues By Five - Rudy Van Gelder Remaster,33.0,0.465,0.566,,-9.161,0,0.0935,0.736,0.00479,0.218,0.632,177.28,592507.0,4,2 -Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,10 -Diabel Cissokho,Mansana Blues,8.0,0.496,0.646,4.0,-8.306,0,0.132,0.331,0.00191,0.0579,0.447,175.049,408760.0,3,2 -Mogwai,Donuts,32.0,0.248,0.461,6.0,-10.009,0,0.0404,0.0339,0.738,0.114,0.0372,127.615,383920.0,4,10 -Ritt Momney,Set The Table (feat. Claud),57.0,0.554,0.792,,-3.809,1,0.0263,0.237,0.00303,0.121,0.237,137.484,195351.0,4,6 -Florida Georgia Line,Always Gonna Love You,72.0,0.543,0.723,6.0,-4.892,1,0.0499,0.165,,0.11,0.428,143.028,2.95045,4,4 -Tampa Red,You Missed A Good Man,18.0,0.753,0.22,8.0,-15.902,1,0.0362,0.994,0.0493,0.121,0.738,88.053,214227.0,4,2 -Two Fingers,Seesayer,43.0,0.501,0.745,,-5.787,1,0.0391,0.000174,0.794,0.126,0.165,173.097,207627.0,4,10 -zebrahead,Falling Apart,56.0,0.543,0.99,1.0,-3.116,1,0.15,0.00121,,0.416,0.2,111.98,189467.0,4,10 -Iron Maiden,Bring Your Daughter... to the Slaughter - 2015 Remaster,49.0,0.281,0.916,9.0,-4.676,1,0.0655,0.0282,3.16e-06,0.157,0.532,146.645,283693.0,4,8 -SoFaygo,Knock Knock,80.0,0.669,0.629,1.0,-6.032,0,0.0657,0.0485,,0.346,0.683,125.935,139729.0,4,5 -Langhorne Slim,Life Is Confusing,45.0,0.373,0.216,1.0,-11.41,1,0.0326,0.955,0.00105,0.0739,0.496,129.03,171413.0,4,9 -Jungle,Keep Moving - The Blessed Madonna remix / Edit,54.0,0.713,0.735,10.0,-5.502,0,0.051,0.000879,0.535,0.235,0.501,125.995,257263.0,4,1 -Boston,Peace of Mind,,0.421,0.677,4.0,-6.183,1,0.0343,0.000989,9.65e-05,0.211,0.683,127.67,5.05978333,4,10 -Chad Tepper,Enough,46.0,0.581,0.791,2.0,-6.872,1,0.07,0.00141,,0.0716,0.582,161.927,201852.0,4,9 -Digga D,Gun Man Sound,53.0,0.82,0.679,,-5.996,1,0.394,0.756,,0.277,0.593,143.748,135224.0,4,5 -Land of Talk,A/B Futures,31.0,0.36,0.679,1.0,-8.924,0,0.0432,0.00531,0.406,0.0998,0.369,148.049,219606.0,4,6 -Abyss Walker,Parasite,29.0,0.291,0.963,9.0,-4.671,0,0.138,0.00128,0.0015,0.352,0.118,104.984,231643.0,4,8 -Scoredatura,Kanangra,26.0,0.472,0.821,7.0,-5.965,1,0.0832,5.52e-05,0.792,0.0581,0.336,142.1,442500.0,4,8 -Lone Survivors,Lost in my Mind,27.0,0.317,0.898,,-5.411,1,0.0986,1.93e-05,0.343,0.359,0.665,122.994,268973.0,4,8 -Alina Pash,HATE,30.0,0.674,0.695,8.0,-7.656,1,0.109,0.195,0.324,0.102,0.336,139.848,212570.0,4,6 -Pixies,Debaser,64.0,0.489,0.913,5.0,-9.152,0,0.0479,0.00015,0.709,0.0703,0.539,135.756,171747.0,4,10 -Gus Dapperton,Medicine,56.0,0.602,0.395,4.0,-4.749,1,0.027,0.113,4.34e-06,0.243,0.209,129.942,240782.0,4,9 -Sweet,Ballroom Blitz,57.0,0.626,0.879,6.0,-6.6,0,0.0777,0.0228,0.000193,0.0471,0.878,108.434,240629.0,4,10 -SLANDER,Love Is Gone - Acoustic,83.0,0.541,0.153,6.0,-10.654,1,0.0303,0.882,1.66e-06,0.16,0.359,139.644,176972.0,4,9 -"Andrew Lloyd Webber, Jian Wang, Göran Söllscher",Cats: Memory,,0.25,0.0224,7.0,-27.378,1,0.0506,0.99,0.937,0.101,0.138,94.884,4.011333333,4,7 -Emperor,Ye Entrancemperium,38.0,0.141,0.938,,-4.221,1,0.065,7.68e-05,0.879,0.434,0.0359,139.186,314907.0,5,8 -Andre Williams,Bacon Fat,14.0,0.469,0.418,,-9.739,1,0.248,0.828,,0.129,0.729,200.9,183133.0,4,2 -Arrested Youth,98 Degrees,58.0,0.679,0.804,6.0,-3.886,1,0.0439,0.0857,5.97e-06,0.19,0.64,80.981,167127.0,4,10 -Meg Stiles,Salt of the earth,47.0,0.473,0.0506,7.0,-19.254,1,0.113,0.993,0.942,0.11,0.339,87.552,3.043583333,3,7 -Not My God,Fiction,36.0,0.531,0.378,2.0,-12.876,1,0.0408,0.0227,0.886,0.315,0.0732,98.423,236375.0,4,8 -Tinie Tempah,Wifey,48.0,0.722,0.667,8.0,-3.924,0,0.194,0.585,,0.201,0.662,142.226,195134.0,4,5 -Gorillaz,Feel Good Inc.,82.0,0.818,0.705,6.0,-6.679,1,0.177,0.00836,0.00233,0.613,0.772,138.559,222640.0,4,1 -Caspr,Coke Nose,3.0,0.668,0.645,1.0,-5.986,0,0.0483,0.0131,1.65e-05,0.138,0.424,155.013,164118.0,4,9 -Billy Price,Going to the Shack,9.0,0.774,0.696,8.0,-5.297,1,0.0585,0.479,0.000533,0.199,0.877,110.956,255693.0,4,2 -JAY-Z,Numb / Encore,76.0,0.687,0.793,2.0,-4.254,1,0.166,0.0603,,0.582,0.751,107.045,205733.0,4,10 -"A.R. Rahman, Jonita Gandhi, Hriday Gattani",Main Tumhara,62.0,0.236,0.14,7.0,-13.478,1,0.0343,0.916,0.000148,0.087,0.123,76.805,4.3121,4,3 -Piglet,"Little Bubble, Where You Going?",33.0,0.529,0.828,7.0,-6.686,1,0.0361,0.235,0.902,0.184,0.342,132.033,297000.0,4,10 -Rapsody,Power,39.0,0.441,0.854,4.0,-5.509,0,0.486,0.00274,,0.175,0.597,81.309,334787.0,4,5 -John Mayer,I Guess I Just Feel Like,71.0,0.555,0.528,4.0,-8.033,1,0.0267,0.613,0.0997,0.122,0.162,159.8,285480.0,4,9 -Blur,Out of Time,51.0,0.529,0.455,,-8.603,1,0.0274,0.0424,0.00364,0.364,0.318,138.678,233373.0,4,6 -AC/DC,Let There Be Rock,63.0,0.332,0.725,11.0,-5.809,0,0.116,0.000209,0.607,0.0767,0.422,182.364,366347.0,4,10 -Or Edry,◊ú◊ë ◊¶◊®,24.0,0.516,0.522,,-9.742,1,0.026,0.0488,0.00108,0.155,0.249,130.064,243136.0,4,6 -Dan Croll,On Top,43.0,0.677,0.455,9.0,-8.856,1,0.0888,0.403,0.0583,0.111,0.523,154.214,208391.0,4,6 -Ween,Ocean Man - Live,22.0,0.718,0.836,7.0,-6.219,1,0.0345,0.536,0.0666,0.822,0.957,122.237,162960.0,4,10 -Body Count,Bum-Rush,44.0,0.511,0.967,8.0,-1.721,1,0.0995,2.43e-05,0.000785,0.308,0.351,141.336,203560.0,4,8 -Brand X,Red,25.0,0.372,0.581,11.0,-10.344,1,0.0304,0.0106,0.899,0.0979,0.143,96.214,362067.0,4,10 -ERRA,Gungrave,58.0,0.481,0.97,6.0,-2.684,0,0.0695,1.23e-05,0.0102,0.206,0.345,100.013,240525.0,4,8 -Gary Clark Jr.,Low Down Rolling Stone,57.0,0.337,0.809,,-2.969,0,0.0327,0.00738,0.000272,0.319,0.319,145.879,258200.0,4,2 -Kevin Gates,Big Gangsta,80.0,0.879,0.574,10.0,-5.602,0,0.391,0.519,8.76e-06,0.144,0.346,144.911,243463.0,4,5 -Ricky Warwick,When Life Was Hard & Fast,30.0,0.459,0.973,5.0,-5.917,0,0.0672,0.000718,0.156,0.39,0.417,144.95,248320.0,4,10 -Florida Georgia Line,H.O.L.Y. - Acoustic,53.0,0.542,0.398,10.0,-6.533,1,0.0263,0.75,,0.104,0.561,78.063,193467.0,4,9 -my bloody valentine,only shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,1 -The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,1 -Blondie,Call Me,70.0,0.56,0.825,2.0,-6.711,0,0.0347,0.000785,0.00246,0.0892,0.74,142.669,212600.0,4,10 -Digable Planets,Where I'm From,60.0,0.876,0.42,,-18.246,0,0.279,0.188,0.00186,0.0668,0.706,98.304,275342.0,4,5 -Jim Jones,Three Cuts (feat. Maino),36.0,0.42,0.835,,-4.231,1,0.364,0.0733,,0.102,0.389,176.944,155455.0,4,5 -Diddy,Diddy (feat. The Neptunes),47.0,0.797,0.847,6.0,-1.79,0,0.237,0.384,0.000388,0.0566,0.962,100.178,234773.0,4,5 -FRDZ,Ausente,20.0,0.376,0.399,4.0,-10.328,1,0.0401,0.027,0.916,0.192,0.487,70.212,141307.0,4,10 -Queensr√øche,Man the Machine,34.0,0.433,0.943,2.0,-4.483,1,0.0673,1.46e-05,0.0314,0.222,0.262,96.006,230613.0,4,8 -Visions of Atlantis,A Journey to Remember,12.0,0.418,0.915,10.0,-7.245,0,0.0655,0.00159,,0.063,0.27,199.998,246109.0,4,8 -zebrahead,Anthem,52.0,0.378,0.985,,-3.86,1,0.262,0.00827,,0.534,0.41,193.035,213133.0,4,10 -Snow Tha Product,Never Be Me,58.0,0.84,0.6,11.0,-8.323,0,0.14,0.262,,0.0955,0.489,150.053,144244.0,4,5 -Dirty Heads,Earthquake Weather,55.0,0.756,0.73,9.0,-7.833,1,0.0706,0.133,1.01e-06,0.331,0.65,104.966,205733.0,4,10 -Gravemind,Lifelike,37.0,0.206,0.988,1.0,-1.986,1,0.302,0.000454,0.0438,0.0568,0.224,96.955,240202.0,4,8 -LUWTEN,Standstill,41.0,0.747,0.342,1.0,-12.199,1,0.0584,0.824,0.00334,0.092,0.354,127.998,256040.0,4,6 -Tides From Nebula,Dopamine,44.0,0.481,0.827,1.0,-6.83,1,0.0361,4.67e-06,0.827,0.19,0.0345,102.033,289289.0,4,8 -Kavita Krishnamurthy,Main Cheez Badi Hoon (With Jhankar Beats),20.0,0.623,0.86,10.0,-10.802,0,0.0857,0.189,3.19e-05,0.0685,0.837,165.483,6.003783333,4,3 -Buffalo Killers,Get It,36.0,0.494,0.767,9.0,-6.291,1,0.0342,0.0726,0.02,0.194,0.627,150.076,190586.0,4,8 -Aviv Geffen,◊¢◊ï◊ú◊ù ◊ó◊ì◊©,14.0,0.235,0.724,7.0,-5.852,1,0.0403,0.00145,,0.34,0.159,72.251,189093.0,4,10 -Geeta Dutt,Piya Aiso Jiya Men Samaya Gayo,18.0,0.529,0.508,4.0,-4.938,1,0.0507,0.872,,0.265,0.714,65.809,4.256216667,3,3 -Jacques Greene,Promise,43.0,0.565,0.468,8.0,-8.959,0,0.047,0.794,0.905,0.216,0.079,155.006,209806.0,4,1 -J Hus,Play Play (feat. Burna Boy),65.0,0.763,0.704,,-4.818,1,0.308,0.275,,0.108,0.735,90.005,205640.0,4,9 -Bambounou,Up a While,29.0,0.695,0.757,2.0,-10.814,1,0.072,0.00182,0.0951,0.0997,0.4,127.009,215330.0,4,1 -Ry Cooder,Available Space,36.0,0.568,0.434,7.0,-14.17,1,0.0379,0.639,0.626,0.229,0.694,147.388,134067.0,4,2 -Chevron,Stay,17.0,0.771,0.824,6.0,-5.33,0,0.429,0.000449,0.553,0.0849,0.84,122.017,179016.0,4,6 -Mbosso,Baikoko,42.0,0.783,0.891,5.0,-4.402,0,0.309,0.513,,0.127,0.872,102.065,211912.0,4,9 -Oscar Peterson Trio,Things Ain't What They Used To Be,37.0,0.558,0.057,1.0,-24.249,1,0.0535,0.909,0.582,0.0929,0.289,78.852,276133.0,4,2 -SOJA,Beacon Of Light,38.0,0.606,0.749,10.0,-4.038,0,0.158,0.0882,,0.567,0.742,158.038,200956.0,4,10 -DIAMANTE,Iris,59.0,0.381,0.65,4.0,-5.706,1,0.0318,0.00183,,0.333,0.152,154.773,224860.0,3,10 -"Monsieur de Sainte-Colombe, Philippe Pierlot, Lucile Boulanger",Concert XLI: Le Retour,25.0,0.131,0.0621,,-23.623,1,0.0458,0.847,0.892,0.104,0.231,70.019,6.549116667,4,7 -Buddy Guy,Stone Crazy,49.0,0.45,0.561,2.0,-7.491,1,0.129,0.824,0.00122,0.228,0.522,169.867,429400.0,3,2 -Jack White,Sixteen Saltines,55.0,0.603,0.868,11.0,-7.879,0,0.0887,0.0136,7.04e-06,0.0767,0.679,131.532,155720.0,4,10 -Prospective,Deadman,,0.438,0.987,1.0,-4.83,1,0.151,8.16e-05,0.0546,0.348,0.158,100.009,204002.0,4,10 -Bonnie Raitt,Shakin' Shakin' Shakes,21.0,0.342,0.976,5.0,-4.585,1,0.199,0.148,0.00553,0.303,0.524,207.906,290160.0,4,2 -Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,1 -Tails,second thoughts,44.0,0.707,0.704,5.0,-8.159,1,0.0416,0.658,0.097,0.0799,0.138,134.007,252537.0,4,6 -Deadlights,Sudden Life / Sudden Death,36.0,0.307,0.992,6.0,-1.846,0,0.261,0.000321,4.11e-05,0.363,0.21,76.318,231000.0,4,8 -BABYMETAL,Kagerou,31.0,0.341,0.969,5.0,-7.105,0,0.113,6.36e-06,0.714,0.985,0.258,194.976,335310.0,4,8 -Agam,The Celestial Nymph (Manassi Dussaham),25.0,0.535,0.498,7.0,-8.768,1,0.0346,0.0184,0.00723,0.191,0.334,150.031,8.51725,1,0 -Jake Bugg,Trouble Town,42.0,0.628,0.926,11.0,-5.156,0,0.0603,0.386,0.0364,0.383,0.803,111.171,170093.0,4,10 -Chip,Hear Dis - Instrumental,13.0,0.418,0.907,9.0,-8.694,1,0.257,0.517,0.913,0.148,0.523,174.879,200113.0,4,5 -Talat Mahmood,Jalte Hain Jiske Liye,24.0,0.5,0.245,1.0,-10.208,1,0.03,0.929,1.5e-06,0.108,0.507,83.957,4.108216667,3,3 -Cold,Just Got Wicked,47.0,0.362,0.979,5.0,-4.192,1,0.215,0.0126,5.2e-06,0.309,0.254,171.22,241067.0,4,8 -Rob Mayes,Slip & Roll (feat. Jason Charles Miller),38.0,0.627,0.832,9.0,-5.603,0,0.0356,0.0146,0.0107,0.0917,0.674,121.995,204547.0,4,10 -Lakshmi Shankar,Kahe Kanha Karat Barjori,3.0,0.524,0.808,7.0,-8.979,1,0.441,0.841,1.25e-06,0.317,0.934,97.115,3.89045,4,3 -Nathan Goshen,◊ë◊ê◊™◊ô ◊ú◊ó◊ú◊ï◊ù,46.0,0.363,0.72,5.0,-6.612,0,0.113,0.173,,0.0822,0.376,171.863,199407.0,4,9 -◊ê◊®◊ô◊ß ◊ê◊ô◊ô◊†◊©◊ò◊ô◊ô◊ü,◊ñ◊î ◊ú◊ê ◊ë◊ì◊ô◊ï◊ß ◊í◊¢◊í◊ï◊¢,25.0,0.6,0.716,2.0,-5.13,1,0.0252,0.625,0.00098,0.124,0.624,135.026,277227.0,4,10 -Mumford & Sons,The Wolf,54.0,0.42,0.825,2.0,-5.343,1,0.0468,0.000559,0.728,0.183,0.307,152.934,221240.0,4,10 -Soko,Looking For Love,41.0,0.654,0.721,9.0,-6.243,0,0.029,0.193,0.00909,0.365,0.607,103.984,171013.0,4,1 -Metallica,St. Anger,60.0,0.396,0.947,2.0,-2.652,0,0.0477,0.00115,0.0179,0.089,0.443,93.043,441132.0,4,8 -Nitin Sawhney,Homelands,42.0,0.4,0.576,2.0,-14.15,1,0.0386,0.354,0.097,0.438,0.538,106.103,6.037783333,4,0 -10 Years,The Shift,55.0,0.498,0.949,11.0,-4.367,0,0.0575,0.000324,0.0232,0.0783,0.517,95.027,180691.0,3,10 -The Bones of J.R. Jones,The Heat,48.0,0.588,0.841,2.0,-4.374,1,0.0802,0.144,0.000511,0.0369,0.682,92.992,194332.0,4,2 -Rami Fortis,◊™◊ú◊ï◊ô ◊¢◊ú ◊î◊¶◊ú◊ë,28.0,0.485,0.792,4.0,-9.152,0,0.0249,0.00119,0.000896,0.0807,0.303,100.563,281893.0,4,10 -Imperio Argentina,√âchale Guindas al Pavo,10.0,0.618,0.484,2.0,-6.0,1,0.11,0.835,9.66e-05,0.182,0.813,115.757,212067.0,3,9 -JayXander,HOODIES,57.0,0.608,0.79,6.0,-6.086,1,0.156,0.0666,8.38e-05,0.325,0.851,155.18,180314.0,4,9 -Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,1 -Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,10 -Lxst,Talk to Me,8.0,0.664,0.433,8.0,-9.75,1,0.0673,0.317,,0.131,0.4,82.937,129397.0,4,5 -Biig Piig,Lavender,54.0,0.795,0.329,10.0,-14.475,0,0.0297,0.769,0.117,0.111,0.214,102.484,191493.0,4,6 -Walter Wolfman Washington,You Can Stay But The Noise Must Go On,14.0,0.796,0.635,3.0,-11.872,1,0.0469,0.322,0.000135,0.113,0.825,97.791,380493.0,4,2 -The Cribs,Men's Needs,54.0,0.546,0.946,1.0,-2.287,0,0.0495,0.000108,5.92e-05,0.0688,0.814,121.995,198453.0,4,6 -Lil B,Wonton Soup,35.0,0.645,0.797,4.0,-5.943,0,0.132,0.0363,,0.247,0.367,129.956,351240.0,4,9 -Elmore James,Mean and Evil,27.0,0.749,0.46,9.0,-7.147,1,0.0433,0.738,0.0102,0.0727,0.66,95.801,136147.0,4,2 -Internet Girl,living far away,44.0,0.54,0.728,9.0,-7.253,1,0.0829,0.0848,4.45e-05,0.0379,0.616,159.994,178500.0,4,10 -Shelly West,Jose Cuervo,17.0,0.697,0.588,7.0,-9.416,1,0.0759,0.305,,0.117,0.816,115.339,2.714,4,4 -Vincenzo Martinelli,Malaguena,43.0,0.421,0.104,,-21.792,1,0.0562,0.967,0.911,0.131,0.198,108.954,6.991333333,4,7 -BRS Kash,Throat Baby (Go Baby) (with DaBaby & City Girls) - Remix,72.0,0.878,0.475,1.0,-8.42,0,0.324,0.00984,,0.167,0.397,131.988,211610.0,4,5 -MIA GLADSTONE,GO,48.0,0.869,0.552,,-10.586,0,0.079,0.0399,0.000158,0.128,0.811,114.005,206165.0,4,6 -Janis Joplin,Piece Of My Heart,54.0,0.482,0.883,4.0,-3.348,1,0.0754,0.0891,0.00422,0.266,0.594,80.687,253805.0,4,10 -Sam Smith,Too Good At Goodbyes,80.0,0.681,0.372,5.0,-8.237,1,0.0432,0.64,,0.169,0.476,91.873,201000.0,4,9 -Måns & Dotter,Myren,44.0,0.549,0.169,7.0,-16.415,1,0.0401,0.925,0.814,0.112,0.15,115.063,2.5992,3,7 -Johnny Burnette & The Rock 'N' Roll Trio,Oh Baby Babe - Single Version,36.0,0.707,0.77,,-9.284,1,0.0828,0.179,4.08e-05,0.0867,0.849,118.992,140507.0,4,10 -The Oil Barons,Vitch,23.0,0.273,0.889,5.0,-7.038,1,0.0998,0.00878,0.652,0.411,0.22,130.041,358283.0,4,1 -Charlie James-Walker,Where Are You Going,41.0,0.713,0.204,8.0,-16.074,1,0.0311,0.759,0.449,0.147,0.18,112.292,3.151083333,4,7 -Santana,"Soul Sacrifice - Live at The Woodstock Music & Art Fair, August 16, 1969",43.0,0.438,0.78,2.0,-11.26,1,0.0579,0.0969,0.794,0.723,0.84,138.933,709333.0,4,10 -G. Love & Special Sauce,Drinkin' Wine,19.0,0.799,0.693,11.0,-8.279,0,0.0484,0.0698,9.04e-05,0.0453,0.789,98.031,253693.0,4,2 -Melanie,Mr. Tambourine Man - Live at Woodstock,28.0,0.508,0.121,7.0,-20.006,1,0.0381,0.937,2.06e-05,0.403,0.568,114.578,146307.0,4,10 -Civilian,Wye Oak,22.0,0.389,0.698,8.0,-7.214,0,0.0314,0.00026,0.216,0.135,0.405,90.853,3.681966667,4,0 -The Doors,L.A. Woman,3.0,0.354,0.731,2.0,-9.178,1,0.0382,0.0812,0.00124,0.115,0.697,170.633,471160.0,4,10 -Neil Shannon Quartet,Footprints,38.0,0.414,0.302,,-16.19,0,0.0272,0.918,0.473,0.125,0.423,144.989,2.962166667,3,7 -Anz,Unravel in the Designated Zone,41.0,0.733,0.762,3.0,-6.516,0,0.068,0.000433,0.901,0.384,0.749,130.005,288000.0,4,1 -Westlife,It's You,,0.499,0.506,,-5.126,1,0.0274,0.501,,0.117,0.309,74.854,4.099783333,4,9 -PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,1 -The Faim,Summer Is a Curse,54.0,0.473,0.757,9.0,-5.103,1,0.0483,0.000727,,0.151,0.425,168.005,181216.0,4,9 -"Kishore Kumar, Suman Kalyanpur",Tera Mera Mera Tera Mil Gaya Dil Dil Say - Nagin / Soundtrack Version,9.0,0.377,0.894,2.0,-5.028,1,0.103,0.826,7.63e-05,0.373,0.757,146.967,7.27645,4,3 -FIDLAR,By Myself,49.0,0.63,0.902,7.0,-4.265,1,0.103,0.00427,,0.328,0.759,120.964,214641.0,4,10 -Helisir,I Riden S√•,40.0,0.424,0.215,8.0,-10.49,0,0.0336,0.958,7.56e-06,0.119,0.225,173.616,313879.0,3,8 -Wear Your Wounds,Rust on the Gates of Heaven,20.0,0.0961,0.425,,-7.878,1,0.0396,0.0138,0.842,0.136,0.19,160.107,404706.0,4,8 -Ja Rule,Holla Holla,49.0,0.883,0.622,11.0,-7.968,1,0.35,0.0266,,0.0869,0.499,92.969,264533.0,4,5 -Violent Soho,Vacation Forever,33.0,0.491,0.917,7.0,-3.055,1,0.0685,0.000446,1.06e-05,0.232,0.318,129.097,268519.0,4,10 -Mickey Baker,Old Devil Moon,27.0,0.5,0.714,,-7.949,1,0.0307,0.471,0.531,0.079,0.872,143.469,167093.0,4,2 -Cara Rose,Learn to Speak,45.0,0.459,0.11,6.0,-15.049,0,0.0352,0.89,3.03e-05,0.118,0.329,66.662,256512.0,4,9 -Eric Church,Hell Of A View,70.0,0.689,0.582,5.0,-6.778,1,0.0236,0.119,0.00464,0.101,0.883,99.021,2.921333333,4,4 -The Academy Is...,About a Girl,55.0,0.292,0.933,9.0,-4.371,1,0.064,0.000221,9.86e-06,0.473,0.296,202.012,210333.0,4,10 -Phish,Water in the Sky,23.0,0.528,0.756,,-8.53,1,0.0289,0.322,0.36,0.0849,0.724,135.45,149240.0,4,10 -White Denim,No Nee Ta Slode Aln,34.0,0.35,0.782,11.0,-6.944,0,0.161,0.000711,0.000981,0.128,0.568,164.661,241827.0,4,6 -Razorlight,Wire To Wire,57.0,0.579,0.331,9.0,-7.532,0,0.0288,0.585,,0.172,0.139,117.33,178280.0,4,10 -Don McLean,American Pie,75.0,0.531,0.481,4.0,-11.709,0,0.06,0.699,,0.0842,0.491,138.45,516893.0,4,10 -Ronnie Milsap,What Goes On When The Sun Goes Down,,0.693,0.484,5.0,-10.004,1,0.0281,0.661,1.22e-06,0.12,0.902,132.879,2.88,4,4 -Cosmic Neighbourhood,Weird Beard,7.0,0.502,0.685,5.0,-11.596,0,0.0608,0.048,0.11,0.394,0.315,96.988,573306.0,4,6 -Mitchell Tenpenny,Truth About You,69.0,0.492,0.708,10.0,-4.639,1,0.0334,0.0975,,0.12,0.697,161.989,3.38395,4,4 -Kumar Sanu,Pehli Pehli Baar Jab,29.0,0.653,0.833,11.0,-11.343,0,0.0635,0.00151,0.000137,0.335,0.807,135.087,4.533333333,4,3 -Backstreet Boys,Don't Go Breaking My Heart,50.0,0.643,0.703,,-5.573,1,0.0913,0.0218,,0.0964,0.246,95.041,3.5954,4,9 -David Halliday,Sometimes It Snows in April,49.0,0.604,0.111,4.0,-14.403,1,0.034,0.979,0.768,0.083,0.126,100.084,9.821783333,4,7 -Mylets,Hungover Tehran,24.0,0.474,0.949,1.0,-4.624,0,0.0498,0.0184,0.751,0.799,0.646,140.189,256630.0,4,10 -Dermot Kennedy,Outnumbered,70.0,0.614,0.684,,-5.79,1,0.157,0.247,,0.0976,0.258,156.85,245700.0,4,9 -LEISURE,Slipping Away,66.0,0.707,0.547,11.0,-9.021,0,0.0389,0.43,0.16,0.101,0.767,78.0,235507.0,4,6 -Caspian,Echo and Abyss,34.0,0.407,0.682,10.0,-9.066,1,0.0431,0.00215,0.899,0.0618,0.0519,122.011,344587.0,4,10 -Jonny Lang,Make It Move,25.0,0.633,0.469,4.0,-6.082,1,0.11,0.479,,0.118,0.665,77.589,209120.0,4,2 -Frameworks,Cusp - Edit,37.0,0.733,0.726,5.0,-9.894,0,0.0366,0.278,0.83,0.173,0.0823,117.991,249080.0,4,1 -Shrezzers,Demure,44.0,0.365,0.94,1.0,-3.325,0,0.151,0.000727,0.000226,0.093,0.318,199.918,252300.0,4,8 -Stereophonics,Handbags And Gladrags,62.0,0.328,0.726,3.0,-3.935,1,0.0312,0.0286,0.000643,0.167,0.21,134.639,277387.0,4,10 -Entombed,Wolverine Blues,47.0,0.348,0.973,10.0,-4.818,0,0.0716,0.000457,0.781,0.135,0.374,152.235,133067.0,1,8 -John Roberts,Zero,27.0,0.31,0.687,5.0,-14.263,0,0.0968,0.0883,0.873,0.0957,0.042,203.117,292794.0,3,6 -The Heavy Eyes,Late Night,34.0,0.376,0.741,10.0,-6.192,1,0.0881,4.52e-05,0.00709,0.0277,0.584,122.44,149973.0,3,10 -"Dilermando Reis, Panos Megarchiotis",Se Ela Perguntar,39.0,0.529,0.122,4.0,-16.629,0,0.065,0.981,0.949,0.0935,0.328,119.635,3.305333333,3,7 -Tartalo Music,Jaun Zuria,41.0,0.488,0.621,4.0,-12.605,0,0.0296,0.0728,0.934,0.0847,0.557,98.091,149388.0,4,8 -Architects,Dead Butterflies,59.0,0.433,0.863,3.0,-4.941,0,0.0565,0.00148,0.00342,0.0931,0.425,125.021,242407.0,4,8 -Widowspeak,When I Tried,32.0,0.307,0.869,,-4.433,1,0.0452,0.0801,0.336,0.205,0.514,139.167,282557.0,4,10 -Mascara,Near,11.0,0.137,0.833,8.0,-7.031,1,0.0633,5.15e-05,0.305,0.0933,0.22,157.976,296078.0,4,10 -Autonomy,Black Dog,35.0,0.406,0.255,4.0,-13.243,1,0.0331,0.952,0.852,0.11,0.0808,77.739,2.13325,4,7 -3 H√ºrel,Sevenler Aƒülarmƒ±≈ü,29.0,0.426,0.744,7.0,-10.153,1,0.0636,0.00143,0.189,0.18,0.655,134.714,353693.0,4,10 -Rammstein,RADIO,66.0,0.652,0.894,,-5.145,0,0.0409,0.00404,0.00381,0.124,0.76,132.03,277397.0,4,8 -Laureline,Get Better,30.0,0.653,0.926,2.0,-4.579,1,0.0329,0.0361,0.000987,0.123,0.603,106.998,206400.0,4,9 -The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,6 -Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,9 -Aerosmith,Amazing,67.0,0.308,0.747,,-5.434,1,0.037,0.0645,8.27e-05,0.431,0.278,139.454,356160.0,4,10 -Blur,Girls & Boys,68.0,0.693,0.875,7.0,-8.354,0,0.0315,0.00971,,0.0601,0.901,120.048,259387.0,4,1 -Jammer,Built This City,34.0,0.548,0.765,11.0,-7.873,0,0.304,0.675,,0.14,0.652,136.76,153954.0,4,5 -Magnus Karlsson‚Äôs Free Fall,Dreams and Scars (feat. Renan Zonta),37.0,0.436,0.852,10.0,-7.491,0,0.0556,0.000105,4.23e-05,0.105,0.301,140.028,303347.0,4,8 -Micah Edwards,I Never Like It When You Leave,40.0,0.665,0.456,5.0,-9.745,1,0.0331,0.804,0.0207,0.14,0.823,112.056,194203.0,4,2 -Bahamadia,Uknowhowwedu,56.0,0.534,0.596,6.0,-10.289,1,0.388,0.641,2.16e-05,0.276,0.908,185.733,214867.0,4,5 -Robert Johnson,Me and the Devil Blues,46.0,0.717,0.111,11.0,-13.805,1,0.0873,0.931,0.000163,0.107,0.15,82.181,154667.0,4,2 -Scarface,On My Block,8.0,0.833,0.918,10.0,-3.053,1,0.176,0.177,,0.0535,0.646,82.774,214533.0,4,5 -DYVR,Holding Back,31.0,0.611,0.507,4.0,-13.832,0,0.0424,0.382,0.13,0.732,0.0841,119.939,300250.0,4,10 -Jeff Buckley,Grace,57.0,0.546,0.867,11.0,-4.235,0,0.0354,0.0256,0.000229,0.221,0.189,127.988,322040.0,4,1 -The Struts,One Night Only,48.0,0.204,0.897,,-2.32,1,0.0986,0.0128,1.94e-05,0.523,0.317,159.005,256451.0,4,10 -Efya,The One,37.0,0.665,0.725,,-3.153,1,0.0568,0.325,5.78e-05,0.11,0.619,85.031,206000.0,4,9 -Ran Danker,◊ë◊ô◊™ ◊û◊©◊ï◊í◊¢◊ô◊ù,60.0,0.778,0.577,5.0,-6.766,0,0.173,0.104,2.97e-06,0.122,0.361,99.05,169848.0,4,9 -iogi,so sad,33.0,0.608,0.617,11.0,-8.017,1,0.0315,0.111,0.0102,0.159,0.595,88.027,267837.0,4,10 -Jamie T,Zombie,59.0,0.544,0.914,4.0,-4.337,1,0.063,0.0113,,0.485,0.699,145.09,246187.0,4,6 -Ayron Jones,Supercharged,,0.566,0.963,1.0,-3.835,0,0.05,0.000618,6.77e-05,0.361,0.861,130.059,182065.0,4,10 -"Mohammed Rafi, Amitabh Bachchan, Rishi Kapoor",Chal Mere Bhai - Naseeb / Soundtrack Version,36.0,0.612,0.606,7.0,-9.22,0,0.033,0.486,,0.077,0.843,79.423,6.825333333,4,3 -Doli & Penn,◊ï◊ê◊ñ ◊ê◊™ ◊™◊®◊ê◊ô,49.0,0.432,0.497,8.0,-8.211,1,0.0433,0.559,1.13e-06,0.0807,0.35,167.708,195976.0,3,9 -Faze Miyake,Lei Wulong,7.0,0.642,0.828,2.0,-6.565,1,0.0358,0.0321,0.876,0.201,0.218,134.948,242533.0,4,5 -Public Enemy,Bring The Noise,1.0,0.791,0.95,4.0,-5.618,0,0.248,0.0885,,0.0783,0.752,110.185,227013.0,4,5 -Train,Drive By,77.0,0.765,0.837,1.0,-3.113,0,0.032,0.00107,1.06e-05,0.0801,0.721,122.028,195973.0,4,10 -Marlo The Barbarian,"Real Friends, Fake Friends",40.0,0.641,0.801,7.0,-4.092,0,0.0467,0.288,,0.342,0.516,127.955,204375.0,4,10 -Scattered Hamlet,Friends (2020 Anniversary),27.0,0.467,0.937,1.0,-3.978,0,0.0459,6.12e-05,5.94e-05,0.0722,0.781,164.101,214555.0,4,8 -Valley,Like 1999,69.0,0.733,0.382,7.0,-7.955,1,0.0459,0.132,,0.162,0.517,98.027,144743.0,4,9 -Zachary Knowles,johnny & june,52.0,0.597,0.43,8.0,-8.036,0,0.0397,0.698,1.88e-05,0.192,0.526,181.949,164419.0,3,9 -Clean Bandit,Tick Tock (feat. 24kGoldn),81.0,0.779,0.705,,-3.895,1,0.0344,0.369,7.91e-06,0.124,0.946,101.022,178374.0,4,9 -Bob Dylan,Girl from the North Country,66.0,0.607,0.142,7.0,-23.455,1,0.0382,0.843,0.000197,0.121,0.305,118.867,220400.0,4,10 -Ryan Culwell,Head Like A Hole,,0.561,0.614,4.0,-6.358,0,0.0391,0.621,1.52e-05,0.109,0.164,112.892,230000.0,4,10 -The Tangent,A Case of Misplaced Optimism,26.0,0.736,0.552,5.0,-12.308,1,0.044,0.587,0.000876,0.288,0.524,100.012,373213.0,4,10 -Britney Spears,Born to Make You Happy,60.0,0.633,0.922,11.0,-4.842,0,0.0454,0.116,0.000465,0.071,0.686,84.11,4.058883333,4,9 -Billy Joel,My Life,71.0,0.741,0.647,2.0,-12.878,1,0.0427,0.108,0.00139,0.0555,0.804,131.097,284000.0,4,10 -D Double E,Don,49.0,0.778,0.691,1.0,-4.936,1,0.259,0.00755,3.44e-06,0.104,0.195,140.183,178751.0,4,5 -Skream,Chesters Groove,,0.78,0.747,1.0,-9.192,1,0.0374,0.000376,0.921,0.0766,0.0558,127.951,457500.0,4,6 -Dinosaur Pile-Up,Long Way Down,36.0,0.396,0.858,4.0,-5.466,1,0.0344,0.000133,0.0276,0.0555,0.261,180.074,273200.0,4,10 -Engine Down,Songbird,25.0,0.594,0.752,,-5.879,0,0.029,0.0052,1.91e-05,0.0735,0.345,101.98,327800.0,4,10 -"Lafayette Harris, Jr.",Blues for Barry Harris,35.0,0.412,0.392,5.0,-15.504,1,0.0435,0.446,0.198,0.116,0.663,171.961,5.054883333,4,7 -The Curse Within,Demons,28.0,0.475,0.992,,-4.986,0,0.205,8.27e-06,0.822,0.12,0.0655,97.514,277000.0,4,8 -The Coral,Dreaming of You,65.0,0.441,0.684,9.0,-7.495,0,0.031,0.374,0.000848,0.108,0.971,199.001,141000.0,4,6 -Justice,We Are Your Friends - Justice Vs Simian,61.0,0.615,0.97,9.0,1.342,0,0.119,0.0104,0.384,0.178,0.507,122.993,262773.0,4,6 -Kaiser Chiefs,I Predict A Riot,53.0,0.392,0.979,8.0,-3.942,1,0.0762,0.0163,,0.106,0.357,158.882,234773.0,4,10 -Porno for Pyros,Tahitian Moon,49.0,0.374,0.716,7.0,-8.656,1,0.034,0.000285,0.00111,0.195,0.35,136.757,227160.0,4,10 -Simple Minds,Changeling,37.0,0.521,0.818,9.0,-11.535,1,0.0533,0.0686,0.0264,0.327,0.59,114.49,253267.0,4,6 -Shortparis,–°—Ç—Ä–∞—à–Ω–æ,49.0,0.62,0.822,11.0,-7.434,0,0.0385,0.00861,0.633,0.085,0.451,117.005,289683.0,3,6 -Bumpin Uglies,Fear,43.0,0.723,0.783,9.0,-4.967,1,0.0369,0.000825,0.000351,0.0461,0.674,98.862,216900.0,4,10 -Dire Straits,Wild West End,54.0,0.792,0.395,2.0,-12.094,1,0.0379,0.451,0.00148,0.1,0.54,132.914,282773.0,4,10 -Berry Sakharof,Tni Li Makom - Shame On Us Edit,18.0,0.605,0.872,11.0,-8.929,1,0.0469,0.221,0.812,0.127,0.311,120.971,525623.0,4,10 -Joe Bonamassa,King Bee Shakedown,36.0,0.515,0.946,9.0,-4.996,1,0.0745,0.0188,0.00117,0.226,0.537,96.066,262027.0,4,2 -Cico P,Tampa,80.0,0.888,0.408,8.0,-10.162,0,0.487,0.164,,0.0912,0.742,77.029,176160.0,4,5 -"Mukesh, Sharada",Gao Gao Jhumke,5.0,0.409,0.492,1.0,-11.279,0,0.0739,0.995,0.935,0.107,0.394,123.861,6.250883333,4,3 -Eyal Golan,◊¢◊ï◊ì ◊ì◊ß◊î ◊ê◊™ ◊†◊¢◊ú◊û◊™,34.0,0.529,0.488,7.0,-7.68,0,0.0259,0.284,1.19e-06,0.183,0.373,98.031,283290.0,4,9 -The LOX,"Money, Power & Respect (feat. DMX & Lil' Kim)",60.0,0.706,0.747,9.0,-3.901,0,0.286,0.00533,,0.204,0.505,95.547,270493.0,4,5 -"Christone ""Kingfish"" Ingram",Empty Promises,46.0,0.383,0.511,2.0,-7.143,0,0.0369,0.168,0.0061,0.256,0.294,121.049,469445.0,4,2 -Kings of Leon,Waste A Moment,67.0,0.436,0.85,2.0,-4.86,1,0.0617,0.000861,0.74,0.128,0.537,152.644,183093.0,4,10 -Calvin Harris,Promises (with Sam Smith),78.0,0.781,0.768,11.0,-5.991,1,0.0394,0.0119,4.91e-06,0.325,0.486,123.07,213309.0,4,9 -Renni Rucci,Talk,62.0,0.957,0.515,,-6.995,1,0.502,0.00235,,0.0837,0.159,129.895,121248.0,4,5 -Skegss,Fantasising,47.0,0.176,0.962,5.0,-3.139,1,0.103,1.66e-05,0.522,0.321,0.425,153.951,206733.0,4,6 -Yishay Swissa,◊ê◊†◊ô ◊ê◊ì◊ù ◊§◊©◊ï◊ò,40.0,0.77,0.553,11.0,-7.855,1,0.0647,0.475,,0.16,0.687,136.399,193500.0,4,5 -Far,Pony,43.0,0.518,0.813,8.0,-3.978,0,0.0606,0.0218,0.0398,0.856,0.786,142.013,262747.0,4,10 -Wipers,When It's Over,42.0,0.435,0.756,9.0,-4.275,0,0.0264,3.24e-05,0.788,0.208,0.346,85.524,394120.0,4,6 -Bayside,Devotion and Desire,54.0,0.296,0.9,2.0,-4.918,0,0.0922,0.000702,,0.339,0.286,184.256,209627.0,4,10 -Georgia,Running Up That Hill,56.0,0.627,0.806,1.0,-6.153,0,0.0379,0.0586,0.0504,0.556,0.413,114.022,188694.0,4,6 -La Banda del Capitan Corneta,Titi,16.0,0.572,0.868,6.0,-5.847,0,0.145,0.374,,0.154,0.967,167.827,144827.0,4,2 -Smallpools,the answer,53.0,0.659,0.931,2.0,-4.957,0,0.0326,0.0182,3.63e-05,0.347,0.861,115.965,170667.0,4,9 -Ben Harper,Found The One,30.0,0.77,0.748,,-9.103,1,0.0411,0.345,0.155,0.137,0.966,126.155,167213.0,4,2 -The Dandy Warhols,Not If You Were The Last Junkie On Earth,50.0,0.45,0.719,9.0,-8.409,1,0.0371,0.000208,,0.116,0.472,115.952,191933.0,4,10 -Kyla Brox,If You See Him,31.0,0.604,0.289,9.0,-11.734,0,0.0785,0.804,0.00416,0.221,0.159,73.989,298173.0,4,2 -The Cold Stares,I Was A Fool,42.0,0.571,0.919,7.0,-6.568,1,0.0719,0.00171,,0.227,0.321,121.01,203667.0,4,2 -MGMT,Electric Feel - Justice Remix,51.0,0.625,0.815,11.0,-3.915,1,0.177,0.0476,0.0977,0.07,0.528,107.273,327387.0,4,6 -Miguel,So I Lie,59.0,0.689,0.707,11.0,-8.815,0,0.219,0.147,0.0774,0.116,0.624,109.945,237240.0,4,1 -Mastodon,Stairway to Heaven,52.0,0.271,0.624,7.0,-6.733,0,0.0309,0.0301,0.0032,0.0737,0.242,74.611,485018.0,4,8 -Jo Rochford,San Sebastien,48.0,0.704,0.116,2.0,-17.117,1,0.0641,0.992,0.946,0.11,0.27,117.724,3.158633333,3,7 -Earthless,Uluru Rock,41.0,0.21,0.948,11.0,-5.542,0,0.107,0.000855,0.0299,0.108,0.314,117.646,848347.0,4,10 -Static & Ben El,Shake Ya Boom Boom,45.0,0.917,0.869,1.0,-3.946,1,0.15,0.071,,0.0623,0.501,104.95,201143.0,4,9 -"Amitabh Bachchan, Mukesh",Kabhi Kabhi Mere Dil Mein (with Dialogues),16.0,0.437,0.316,4.0,-9.054,1,0.0376,0.833,,0.276,0.53,110.166,5.49645,4,3 -Jonny Lang,Lie To Me,53.0,0.621,0.693,8.0,-8.755,1,0.0407,0.579,0.000295,0.0634,0.896,112.439,251307.0,4,2 -Inter Arma,Purple Rain,33.0,0.438,0.471,10.0,-7.052,1,0.0272,0.00455,0.681,0.131,0.0837,95.157,473000.0,4,8 -Little Axe,Chains,8.0,0.69,0.442,11.0,-8.788,0,0.0304,0.0849,0.0144,0.123,0.32,140.003,221594.0,4,2 -Jatin Pandit,Rooth Kar Hamse,30.0,0.333,0.424,9.0,-10.356,1,0.0295,0.767,2.84e-06,0.414,0.579,183.647,5.265116667,3,3 -Liam Gallagher,For What It's Worth,58.0,0.489,0.835,,-4.448,1,0.0332,0.00746,,0.146,0.444,145.885,251631.0,4,10 -Eddie Burns,Orange Driver,5.0,0.694,0.216,1.0,-17.952,1,0.0657,0.0126,0.0791,0.29,0.545,171.27,266600.0,3,2 -The Struts,Body Talks,57.0,0.537,0.92,10.0,-3.438,0,0.274,0.00592,,0.34,0.843,185.703,177160.0,4,10 -Hit The Lights,Fucked up Kids,48.0,0.475,0.956,1.0,-3.823,1,0.123,0.000205,,0.319,0.664,91.413,151912.0,4,10 -Foals,Like Lightning,49.0,0.552,0.779,,-4.151,1,0.0364,0.0419,0.000222,0.364,0.541,100.28,214446.0,4,1 -The Amazons,Black Magic - Acoustic,39.0,0.611,0.778,10.0,-6.566,0,0.0349,0.00118,8.6e-05,0.114,0.339,114.893,242532.0,4,10 -Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,10 -Santana,"You Just Don't Care - Live at The Woodstock Music & Art Fair, August 16, 1969",30.0,0.442,0.664,11.0,-11.766,0,0.0591,0.0196,0.377,0.726,0.405,125.021,295600.0,1,10 -Hatena,SOULLL,43.0,0.407,0.741,2.0,-8.371,1,0.225,0.0161,0.553,0.123,0.138,110.036,176269.0,4,6 -Led Zeppelin,Communication Breakdown - Remaster,52.0,0.367,0.779,9.0,-8.334,1,0.0488,0.00574,0.00708,0.288,0.794,90.354,191827.0,4,1 -B√òRNS,Electric Love,84.0,0.611,0.797,6.0,-7.627,0,0.0533,0.00543,0.00137,0.26,0.518,120.041,218107.0,4,6 -Coco Montoya,I Want To Shout About It,15.0,0.608,0.822,7.0,-5.039,1,0.0792,0.0757,0.0588,0.318,0.51,136.974,219413.0,4,2 -Seoulmoon,Festival,16.0,0.868,0.462,2.0,-7.029,1,0.0344,0.582,0.000391,0.0875,0.795,99.978,199591.0,4,10 -Anthrax,Only,50.0,0.474,0.978,11.0,-5.454,1,0.164,0.00309,,0.421,0.0722,111.217,296307.0,4,8 -Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,10 -Morgan Wade,Wilder Days,55.0,0.502,0.662,9.0,-4.041,1,0.0293,0.00322,0.00274,0.119,0.4,110.917,251293.0,4,1 -Strange Bones,England Screams,43.0,0.461,0.872,,-5.858,1,0.0567,0.000315,0.00267,0.136,0.493,111.088,189480.0,3,1 -Bring Me The Horizon,¬ø (feat. Halsey),56.0,0.51,0.789,2.0,-6.384,1,0.116,0.00799,0.674,0.838,0.13,155.971,313345.0,4,10 -Betcha,July,55.0,0.607,0.658,6.0,-5.552,0,0.0262,0.0103,0.0224,0.0537,0.567,99.983,207587.0,4,1 -Divine ScienZe,Happiness Is,34.0,0.598,0.775,10.0,-6.179,0,0.41,0.0666,,0.169,0.706,117.761,234594.0,5,5 -Black Paisley,Without Us,31.0,0.56,0.801,2.0,-5.798,0,0.0328,0.000307,,0.215,0.691,131.953,254678.0,4,8 -Kings of Leon,Crawl,55.0,0.334,0.875,4.0,-3.798,0,0.0751,0.000153,0.000494,0.413,0.322,169.426,246413.0,4,10 -Seafret,Most of Us Are Strangers,51.0,0.526,0.447,7.0,-7.03,0,0.0357,0.772,,0.046,0.336,78.699,222587.0,4,9 -Ciara,Got Me Good,61.0,0.709,0.96,8.0,-4.465,1,0.0898,0.00157,7.82e-05,0.893,0.665,133.037,232667.0,4,9 -Memoremains,Bring It On,43.0,0.534,0.95,3.0,-5.612,0,0.0576,1.97e-05,5.35e-05,0.0599,0.633,145.015,188388.0,4,8 -Stevie Wonder,Superstition,72.0,0.611,0.578,1.0,-14.171,1,0.0676,0.0598,0.0219,0.0983,0.884,100.625,266133.0,4,10 -Gary Clark Jr.,Our Love,45.0,0.615,0.416,,-7.606,0,0.024,0.334,0.011,0.0913,0.284,83.98,251520.0,3,2 -Benny Atlas,Paradise,37.0,0.729,0.676,6.0,-6.838,0,0.0297,0.279,,0.673,0.722,121.986,253619.0,4,1 -KALEO,Hey Gringo,66.0,0.748,0.704,5.0,-4.512,0,0.0344,0.0741,,0.088,0.823,110.028,284799.0,4,2 -Patti Smith,As The Night Goes By,20.0,0.779,0.291,4.0,-14.738,1,0.0395,0.259,3.26e-06,0.0485,0.419,123.09,319000.0,4,10 -King Von,The Code (feat. Polo G),72.0,0.831,0.62,6.0,-8.397,0,0.338,0.0582,,0.119,0.568,133.17,202413.0,4,5 -The Revel,And It Goes,34.0,0.521,0.948,1.0,-3.14,1,0.0395,0.00655,2.73e-06,0.195,0.686,137.947,248853.0,4,10 -Hadag Nahash,Hine Ani Ba (Here I Come),31.0,0.69,0.815,6.0,-7.256,1,0.0629,0.00242,3.37e-05,0.0844,0.62,128.903,241067.0,4,5 -Enslaved,Jettegryta,35.0,0.0981,0.882,1.0,-8.394,1,0.0799,0.0001,0.124,0.141,0.162,180.135,296000.0,4,8 -Shannon McNally,Black Rose,37.0,0.627,0.854,,-6.427,1,0.0276,0.223,0.000345,0.178,0.894,132.118,183551.0,4,1 -Atreyu,The Time Is Now,61.0,0.481,0.944,8.0,-3.665,1,0.231,0.00926,0.000328,0.278,0.396,165.02,199959.0,4,10 -Jefferson Airplane,"3/5 Of A Mile In 10 Seconds - Live at The Woodstock Music & Art Fair, August 17, 1969",25.0,0.253,0.82,9.0,-10.746,1,0.0551,0.0383,0.075,0.107,0.535,162.103,330840.0,4,10 -blink-182,Bored To Death - Steve Aoki Remix,39.0,0.508,0.875,9.0,-3.262,0,0.0615,0.00275,,0.319,0.14,160.039,238500.0,4,10 -Robert Johnson,Cross Road Blues,53.0,0.675,0.311,9.0,-11.959,1,0.0525,0.93,0.000261,0.102,0.638,97.159,149560.0,4,2 -Def Leppard,Love Bites,65.0,0.59,0.743,,-7.078,0,0.0347,0.067,0.00093,0.0847,0.412,129.79,346960.0,4,10 -Poison The Well,Nerdy,42.0,0.367,0.811,9.0,-5.862,0,0.0912,1.29e-05,,0.287,0.259,117.065,163239.0,5,8 -Briston Maroney,Freeway,46.0,0.565,0.545,7.0,-9.549,1,0.0358,0.0289,3.4e-06,0.161,0.592,79.988,251027.0,4,6 -The Blues Band,Maggie's Farm - Remastered,35.0,0.668,0.796,2.0,-7.536,1,0.0773,0.352,9.09e-06,0.278,0.823,132.258,197438.0,4,2 -Hatfield & The North,The Yes No Interlude,25.0,0.333,0.48,7.0,-14.936,1,0.0368,0.0107,0.451,0.276,0.341,145.921,421067.0,4,10 -Sanjeev T,Wake Up Rama,13.0,0.481,0.572,2.0,-8.031,1,0.0465,0.0168,0.731,0.164,0.136,170.007,308970.0,4,6 -Allison Russell,Persephone,42.0,0.585,0.404,2.0,-8.188,1,0.0477,0.458,6.42e-06,0.121,0.43,125.267,262680.0,4,1 -Anuradha Paudwal,Ek Sanam Chahiye Aashiqui Ke Liye,35.0,0.508,0.702,,-7.044,1,0.0371,0.823,0.00501,0.55,0.695,150.973,6.194933333,3,3 -Yougaslava,Frau,26.0,0.44,0.847,7.0,-7.002,1,0.0353,0.00019,0.895,0.106,0.248,122.02,285246.0,4,6 -Jucee Froot,No Broke Dick,54.0,0.814,0.679,2.0,-6.005,1,0.181,0.195,,0.375,0.397,141.956,191471.0,4,5 -Dudu Aharon,◊î◊©◊û◊ó◊î ◊©◊ú◊†◊ï,29.0,0.753,0.79,,-4.147,0,0.0606,0.385,,0.0868,0.644,111.948,210602.0,4,9 -Dorotheo,Caballerango,35.0,0.516,0.902,7.0,-9.775,1,0.155,0.264,0.909,0.112,0.0841,136.071,265851.0,4,10 -Smash Into Pieces,Ride with U,46.0,0.638,0.76,1.0,-4.215,0,0.0322,0.0793,,0.438,0.786,110.047,191182.0,4,9 -Black Sabbath,Solitude,53.0,0.307,0.024,7.0,-28.353,0,0.0411,0.831,0.758,0.12,0.524,109.732,301640.0,3,8 -Westlife,Hit You With the Real Thing,,0.664,0.942,2.0,-4.766,1,0.0368,0.212,0.000356,0.177,0.351,111.989,3.003333333,4,9 -Nukumachi,Garment,24.0,0.472,0.698,4.0,-10.468,0,0.377,0.0136,0.817,0.134,0.472,128.053,140625.0,4,6 -Bartholomew Kind,Memento,30.0,0.539,0.893,11.0,-6.149,0,0.0647,0.0609,0.0535,0.114,0.244,170.009,236727.0,4,6 -Kobra And The Lotus,Triggerpulse,35.0,0.415,0.958,8.0,-6.041,1,0.0639,2.29e-05,0.169,0.157,0.337,175.097,253267.0,4,8 -Lita Ford,Close My Eyes Forever,62.0,0.476,0.331,5.0,-14.884,1,0.0305,0.31,2.82e-06,0.172,0.24,130.574,283133.0,4,10 -SOB X RBE,Paramedic!,67.0,0.856,0.652,1.0,-5.324,1,0.143,0.177,,0.193,0.471,97.017,219307.0,4,5 -Chiiild,Pirouette,57.0,0.741,0.598,5.0,-7.496,0,0.0271,0.146,0.116,0.321,0.629,91.99,177227.0,4,10 -Yo Triceratop,El Capit√°n,21.0,0.491,0.752,4.0,-5.414,0,0.0303,0.00163,0.808,0.152,0.383,150.008,262667.0,4,10 -Aviv Guedj,◊ú◊ê ◊û◊ß◊ï◊ù ◊ú◊ó◊ú◊©◊ô◊ù,16.0,0.259,0.906,2.0,-6.043,0,0.128,0.00786,,0.171,0.323,151.633,294893.0,4,6 -Armand Hammer,Black Sunlight,49.0,0.438,0.687,9.0,-8.145,0,0.387,0.0594,,0.145,0.413,77.307,163396.0,4,5 -"Brantley Gilbert, T.I.",Bottoms Up - Remix,60.0,0.559,0.754,7.0,-5.509,1,0.0712,0.0153,,0.355,0.303,169.977,3.692883333,4,4 -Elton John,Tiny Dancer,79.0,0.414,0.428,,-11.097,1,0.0278,0.382,0.000243,0.148,0.282,145.075,377093.0,4,10 -Fickle Friends,Cosmic Coming of Age,46.0,0.603,0.674,6.0,-8.193,1,0.0591,0.139,3.41e-06,0.116,0.732,93.004,204259.0,4,9 -Gal Adam,◊ú◊í◊©◊™ ◊ê◊ú ◊ó◊ô◊ô◊ö,40.0,0.562,0.456,,-7.219,0,0.0297,0.558,,0.099,0.388,133.14,190827.0,4,9 -Red Fang,Prehistoric Dog,50.0,0.199,0.918,11.0,-4.654,1,0.122,2.89e-06,0.27,0.187,0.334,151.399,268280.0,4,8 -Patrick Swayze,"She's Like the Wind (feat. Wendy Fraser) - From ""Dirty Dancing"" Soundtrack",64.0,0.586,0.331,4.0,-14.677,0,0.0295,0.256,1.67e-05,0.18,0.223,124.915,232907.0,4,10 -carolesdaughter,Violent - Acoustic,47.0,0.768,0.215,3.0,-10.33,1,0.0626,0.907,1.13e-05,0.117,0.219,131.167,134151.0,4,9 -Corinne Bailey Rae,Put Your Records On,78.0,0.739,0.511,9.0,-7.844,1,0.0362,0.167,1.34e-06,0.133,0.542,96.038,215360.0,4,9 -lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,9 -Maximo Park,Apply Some Pressure,57.0,0.378,0.953,9.0,-3.632,1,0.138,0.000719,2.89e-05,0.0936,0.512,167.808,200347.0,4,1 -Creed,Higher,,0.457,0.817,2.0,-6.364,1,0.0356,5.23e-05,0.000204,0.159,0.444,155.84,326293.0,4,9 -Hanan Ben Ari,◊¢◊ú ◊û◊©◊õ◊ë◊ô,35.0,0.317,0.4,7.0,-8.958,0,0.0415,0.693,,0.116,0.394,180.352,234613.0,3,9 -Joey Ramone,What a Wonderful World,54.0,0.422,0.878,5.0,-4.863,1,0.0442,0.00935,0.332,0.201,0.496,84.044,143360.0,4,10 -Stone Temple Pilots,Plush,67.0,0.643,0.364,5.0,-11.018,0,0.04,0.715,,0.659,0.283,133.377,230293.0,4,10 -Benny The Butcher,Thanksgiving,47.0,0.52,0.848,,-5.508,0,0.363,0.0232,,0.0532,0.218,118.528,150533.0,3,5 -Fiona Boyes,Party at Red's,37.0,0.769,0.716,7.0,-6.782,1,0.0364,0.169,0.00158,0.349,0.943,128.724,255107.0,4,2 -100 gecs,money machine,70.0,0.68,0.659,6.0,-7.186,1,0.151,0.229,,0.474,0.75,98.877,114460.0,4,9 -Five Finger Death Punch,Darkness Settles In,62.0,0.334,0.933,4.0,-4.49,1,0.09,0.00732,,0.264,0.18,132.812,281804.0,4,10 -King Buffalo,Centurion,42.0,0.39,0.799,,-9.313,0,0.047,0.00792,0.779,0.135,0.16,127.221,356825.0,4,10 -illuminati hotties,I Wanna Keep Yr Dog,35.0,0.431,0.782,1.0,-4.831,1,0.0374,0.00495,0.000259,0.131,0.384,160.872,178948.0,4,6 -Ethan P. Flynn,Are You Doing This to Hurt Me,31.0,0.398,0.707,6.0,-7.747,1,0.0409,0.0813,0.0356,0.165,0.074,74.915,228587.0,4,6 -That's Life Honey,Boy Scouts,37.0,0.687,0.297,8.0,-10.029,1,0.0256,0.527,0.203,0.137,0.6,77.096,3.033533333,3,0 -Creedence Clearwater Revival,Green River,68.0,0.702,0.772,9.0,-9.677,1,0.0277,0.0312,0.00837,0.0809,0.973,141.694,154120.0,4,10 -Windy & Carl,Undercurrent,34.0,0.0862,0.222,9.0,-20.901,1,0.0441,0.893,0.795,0.11,0.109,202.983,281453.0,4,10 -Sasha,HNDI,27.0,0.704,0.663,9.0,-7.637,0,0.0504,0.0395,0.868,0.0871,0.318,123.994,201280.0,4,1 -Preservation Hall Jazz Band,Keep Your Head Up,34.0,0.623,0.888,5.0,-5.018,0,0.133,0.343,,0.34,0.687,107.962,285347.0,4,10 -"Merle Haggard, Willie Nelson",Pancho and Lefty,60.0,0.693,0.454,2.0,-12.44,1,0.0332,0.796,0.000154,0.143,0.54,122.641,4.793783333,4,4 -Accept,Balls to the Wall,61.0,0.544,0.739,9.0,-7.383,1,0.0517,0.00392,0.000143,0.168,0.328,118.287,342600.0,4,8 -Witch Prophet,Shine,28.0,0.595,0.424,11.0,-8.736,0,0.0458,0.77,0.85,0.124,0.0911,113.305,158118.0,5,1 -CueStack,Alive,37.0,0.472,0.953,2.0,-6.674,0,0.0906,0.000594,0.0221,0.279,0.224,80.007,264750.0,4,8 -Fallstar,Cloud Chamber,38.0,0.32,0.887,6.0,-5.11,1,0.0509,6.64e-05,4.94e-06,0.348,0.431,175.088,255857.0,4,10 -my bloody valentine,Soft as Snow (But Warm Inside),40.0,0.382,0.909,6.0,-7.644,1,0.0985,0.000109,0.107,0.172,0.446,88.642,141227.0,4,10 -Molly Parden,Sail on the Water,41.0,0.602,0.506,2.0,-9.046,1,0.0273,0.687,0.0263,0.177,0.312,126.962,4.35235,4,0 -The Presidents Of The United States Of America,Lump,68.0,0.499,0.873,6.0,-3.902,1,0.0386,0.00468,,0.165,0.864,142.726,134200.0,4,1 -Andy Bell,Love Comes In Waves,32.0,0.372,0.948,5.0,-5.193,1,0.0638,0.00982,0.147,0.156,0.857,160.013,288576.0,4,10 -Eric Clapton,The Core,37.0,0.565,0.542,9.0,-10.506,1,0.0315,0.53,0.00129,0.0694,0.794,103.966,525427.0,4,10 -Avenged Sevenfold,Set Me Free,55.0,0.448,0.661,6.0,-7.293,1,0.0311,0.000415,6.42e-05,0.0499,0.213,139.983,381201.0,4,8 -Joyous Wolf,Mississippi Queen,45.0,0.475,0.824,4.0,-3.857,0,0.0446,3.43e-05,7.23e-05,0.0932,0.658,138.073,152973.0,4,10 -Dudu Aharon,◊õ◊ú ◊î◊ë◊†◊ï◊™,18.0,0.817,0.79,1.0,-4.19,0,0.0387,0.221,,0.293,0.821,106.993,210147.0,4,9 -Bolt Thrower,The Killchain,46.0,0.402,0.86,8.0,-7.689,1,0.039,1.43e-06,0.895,0.103,0.427,108.118,281120.0,4,8 -Lightnin' Hopkins,Mojo Hand,47.0,0.596,0.545,11.0,-8.913,0,0.064,0.456,5.53e-05,0.329,0.718,146.953,179733.0,4,2 -Zack Cokas,Y&R,42.0,0.95,0.449,10.0,-6.962,1,0.302,0.184,,0.148,0.516,124.004,172006.0,4,5 -Aviva Avidan,◊§◊®◊ô ◊í◊†◊ö,32.0,0.446,0.263,5.0,-12.264,0,0.0273,0.717,3.7e-05,0.15,0.173,97.877,322000.0,3,9 -Morphine,Buena,54.0,0.576,0.494,10.0,-12.242,0,0.0605,0.106,0.174,0.13,0.587,96.478,199667.0,4,6 -Remy Ma,Whuteva,41.0,0.684,0.864,1.0,-5.081,0,0.227,0.0668,,0.358,0.657,100.624,226067.0,4,5 -Ozzy Osbourne,Ordinary Man (feat. Elton John),59.0,0.428,0.599,4.0,-2.135,1,0.0286,0.0665,9.86e-06,0.137,0.134,125.83,301730.0,4,8 -V. Cartier,Touching,,0.657,0.415,9.0,-6.46,0,0.0812,0.299,1.43e-05,0.102,0.559,78.012,173548.0,4,1 -Freedom,Rose Cousins,,0.355,0.406,8.0,-8.842,1,0.029,0.78,6.29e-05,0.113,0.145,145.197,4.477683333,4,0 -Junior Kimbrough,Feels so Bad - Previously Unreleased Take,36.0,0.672,0.534,4.0,-7.535,1,0.0297,0.699,0.325,0.107,0.746,149.772,137414.0,4,2 -Bonnie Tyler,It's a Heartache - Live,29.0,0.486,0.875,,-3.446,1,0.0497,0.092,,0.758,0.509,117.797,5.05445,4,9 -Testament,Nobody's Fault,34.0,0.349,0.816,6.0,-10.043,1,0.0402,0.000162,0.0312,0.118,0.512,106.247,235507.0,4,8 -Barbi Recanati,Los D√≠as Que No Est√°s,38.0,0.325,0.554,,-8.379,1,0.0344,0.805,0.00928,0.102,0.106,111.105,255861.0,4,6 -Super Slam Bros.,Illegal Dino Racing,25.0,0.391,0.851,7.0,-13.84,1,0.0676,0.00403,0.794,0.212,0.0645,139.843,145133.0,4,8 -Noga Erez,End of the Road,59.0,0.899,0.557,7.0,-7.966,1,0.245,0.0786,,0.0777,0.464,99.975,159986.0,4,9 -The Hot Sardines,Gramercy Sunset,43.0,0.454,0.084,,-18.621,1,0.0293,0.885,0.936,0.0958,0.0828,87.816,4.251783333,4,7 -Nelly Furtado,Maneater,79.0,0.796,0.777,6.0,-4.81,1,0.0397,0.0261,0.000358,0.121,0.787,132.722,258893.0,4,9 -Marked As An Enemy,Ghosts,31.0,0.242,0.972,9.0,-5.191,0,0.122,3.61e-05,3.05e-05,0.256,0.085,99.94,178901.0,4,8 -Sonny Boy Williamson II,Nine Below Zero - 1961 Single Version,37.0,0.582,0.548,,-5.017,1,0.0338,0.778,0.00106,0.186,0.705,97.887,208067.0,1,2 -Marc Holland,Lovers,47.0,0.5,0.087,7.0,-17.131,1,0.05,0.984,0.954,0.111,0.329,128.614,2.605466667,3,7 -"Amitabh Bachchan, Kishore Kumar",Jahan Chaar Yaar Mil Jayen,19.0,0.563,0.485,7.0,-12.875,1,0.415,0.938,2.1e-05,0.603,0.699,125.952,6.61155,4,3 -Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,10 -HAIM,Edge,38.0,0.584,0.793,9.0,-6.004,0,0.0532,0.134,3.88e-06,0.0532,0.512,92.028,217973.0,4,10 -Bag Raiders,Shooting Stars,70.0,0.636,0.72,11.0,-6.195,1,0.0432,0.0893,0.0178,0.0868,0.425,124.944,235813.0,4,6 -The Virgins,Rich Girls,46.0,0.753,0.869,10.0,-4.09,0,0.0338,0.00164,6.21e-06,0.155,0.703,109.563,182093.0,4,9 -Big Thief,Shark Smile - Edit,59.0,0.688,0.737,6.0,-9.31,0,0.0678,0.0769,0.641,0.114,0.666,131.042,194760.0,4,1 -Bob Dylan,Blowin' in the Wind,70.0,0.38,0.0993,2.0,-20.567,1,0.0509,0.914,2.32e-05,0.0605,0.44,174.874,165427.0,4,10 -They Fell From The Sky,Dry,37.0,0.465,0.942,5.0,-7.219,1,0.0755,5.17e-05,0.0184,0.155,0.335,124.096,186017.0,4,10 -Opeth,Remember Tomorrow,35.0,0.334,0.829,,-6.436,1,0.036,5.76e-05,0.145,0.0883,0.437,130.154,299853.0,4,8 -Gama Bomb,Sea Savage,24.0,0.42,0.968,4.0,-4.482,0,0.229,0.00162,0.0718,0.147,0.227,199.772,237514.0,4,8 -Royal & the Serpent,phuck u,,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,1 -The Starting Line,Anyways,30.0,0.563,0.854,4.0,-4.93,1,0.0332,0.000296,0.025,0.287,0.929,127.029,177680.0,4,10 -Ballyhoo!,Social Drinker,49.0,0.716,0.782,5.0,-6.283,0,0.0515,0.149,,0.366,0.911,77.022,183506.0,4,10 -Alan Braufman,Morning Bazaar,47.0,0.287,0.816,8.0,-6.125,1,0.0572,0.473,0.927,0.452,0.56,137.458,5.203116667,4,7 -Travis Porter,Stretch,51.0,0.928,0.631,1.0,-6.191,1,0.363,0.00943,,0.085,0.439,94.035,142987.0,4,5 -James Bay,If You Ever Want To Be In Love,3.0,0.693,0.843,,-5.424,1,0.0307,0.0242,5.01e-05,0.0743,0.533,115.924,239973.0,4,10 -Exlibris,Megiddo,35.0,0.262,0.779,7.0,-8.298,0,0.0692,1.36e-05,8.43e-06,0.305,0.164,170.032,320892.0,3,8 -Jill Barber,Old Flame,28.0,0.599,0.295,9.0,-11.052,1,0.0269,0.849,0.000297,0.32,0.282,99.767,161027.0,3,2 -Poison The Well,Nerdy,42.0,0.367,0.811,9.0,-5.862,0,0.0912,1.29e-05,,0.287,0.259,117.065,163239.0,5,10 -Peled,◊ú◊ê ◊õ◊û◊ï ◊õ◊ï◊ú◊ù,22.0,0.688,0.728,1.0,-6.983,1,0.285,0.108,2.61e-06,0.108,0.457,144.951,253858.0,4,5 -John Coltrane,Mr. P.C.,41.0,0.475,0.541,5.0,-11.89,0,0.0749,0.466,1.24e-05,0.319,0.596,131.121,423160.0,4,2 -The Who,Baba O'Riley,77.0,0.489,0.724,5.0,-8.367,1,0.0352,0.313,0.185,0.287,0.15,117.292,300400.0,4,10 -Outkast,Hey Ya!,80.0,0.727,0.974,4.0,-2.261,0,0.0664,0.103,0.000532,0.174,0.965,79.526,235213.0,4,9 -Kenny Rogers,The Gambler,74.0,0.671,0.501,4.0,-13.119,1,0.0594,0.342,,0.194,0.86,87.04,3.581333333,4,4 -"Tyler, The Creator",BEST INTEREST,76.0,0.596,0.575,11.0,-8.325,0,0.0514,0.0861,0.000153,0.334,0.34,98.265,127921.0,3,6 -Samm Henshaw,These Hands,37.0,0.495,0.602,9.0,-6.445,1,0.13,0.08,,0.347,0.298,69.888,201467.0,4,2 -Wes Montgomery,West Coast Blues,40.0,0.575,0.283,5.0,-13.333,0,0.0457,0.961,0.204,0.104,0.659,152.929,442400.0,3,2 -Boys Life,Golf Hill Drive,25.0,0.3,0.627,4.0,-9.7,0,0.0286,0.00132,0.0166,0.62,0.214,87.317,150627.0,4,10 -Type O Negative,Be My Druidess,47.0,0.454,0.82,4.0,-7.03,0,0.0389,0.0822,0.848,0.222,0.355,90.551,325840.0,4,10 -Wishbone Ash,Time Was,40.0,0.307,0.779,2.0,-9.933,1,0.048,0.023,0.00376,0.0791,0.0626,144.099,582360.0,4,10 -In the Kingdom of Dreams,Ian Felice,21.0,0.477,0.575,11.0,-7.948,1,0.0293,0.193,0.00153,0.341,0.106,118.533,3.939916667,4,0 -Rise Against,Roadside,42.0,0.254,0.377,1.0,-8.518,0,0.0299,0.677,2.56e-06,0.135,0.177,60.449,201027.0,4,10 -WC,◊î◊ô◊ô◊†◊ï ◊û◊°◊ò◊ï◊ú◊ô◊ù,28.0,0.672,0.878,5.0,-9.293,1,0.0775,0.0179,0.000312,0.35,0.914,122.015,301475.0,4,10 -Yishay Swissa,◊û◊î ◊ñ◊î ◊ë◊õ◊ú◊ú ◊û◊©◊†◊î,30.0,0.481,0.728,11.0,-6.335,0,0.195,0.0454,,0.237,0.389,86.004,249351.0,4,5 -Everything I had,Sun June,42.0,0.75,0.343,9.0,-11.318,1,0.0268,0.612,0.436,0.0893,0.198,104.0,4.111116667,4,0 -Trick Daddy,Take It to da House (feat. The Slip N' Slide Express),42.0,0.934,0.759,6.0,-5.873,0,0.185,0.0102,,0.0818,0.927,123.857,227107.0,4,5 -Ava Max,Sweet but Psycho,82.0,0.72,0.706,1.0,-4.719,1,0.0473,0.0684,,0.166,0.62,133.002,187436.0,4,9 -Pop Smoke,For The Night (feat. Lil Baby & DaBaby),87.0,0.823,0.586,6.0,-6.606,0,0.2,0.114,,0.193,0.347,125.971,190476.0,4,9 -Nelly Furtado,Crazy - Radio 1 Live Lounge Session,39.0,0.692,0.249,10.0,-11.397,0,0.048,0.904,9.16e-06,0.233,0.309,103.182,3.39755,4,0 -Shalom Hanoch,◊©◊ô◊® ◊ì◊®◊ö,25.0,0.582,0.734,,-7.18,1,0.0264,0.0674,9.06e-06,0.0529,0.461,90.371,296027.0,4,10 -"Mahesh Raghvan, Pragathi Guruprasad, Shravan Sridhar",Pibare Rama Rasam,26.0,0.359,0.637,4.0,-8.136,1,0.0415,0.385,6.62e-06,0.121,0.141,139.07,4.187483333,4,0 -Psychedelic Porn Crumpets,Hymn for a Droid,49.0,0.396,0.905,5.0,-4.612,0,0.0604,2.92e-05,0.365,0.318,0.254,140.052,207453.0,4,1 -Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,10 -Project Vela,Without Me,40.0,0.512,0.849,4.0,-4.444,1,0.0723,0.00701,0.000406,0.0975,0.329,137.969,224711.0,4,8 -Our Last Night,you broke me first,67.0,0.515,0.949,1.0,-3.521,0,0.0806,0.000103,1.22e-05,0.348,0.308,124.069,168145.0,4,10 -YoungBoy Never Broke Again,Territorial,67.0,0.604,0.511,4.0,-7.476,0,0.13,0.071,,0.129,0.139,100.338,192000.0,4,5 -The Pretty Reckless,Death by Rock and Roll - Acoustic,36.0,0.646,0.744,11.0,-5.465,0,0.0352,0.0327,0.000343,0.0861,0.795,97.002,248661.0,4,10 -Warfect,Into the Fray,11.0,0.301,0.923,8.0,-11.316,1,0.109,0.000225,0.29,0.183,0.297,144.721,312187.0,4,8 -Dan Sistos,I Still Need You,40.0,0.667,0.17,5.0,-12.041,1,0.0522,0.926,0.927,0.113,0.389,133.94,2.622216667,4,7 -Charlie Houston,Calls,37.0,0.87,0.41,8.0,-8.804,1,0.182,0.243,2.92e-05,0.127,0.576,83.974,171202.0,4,6 -The One Hundred,Monster,42.0,0.496,0.896,1.0,-5.368,1,0.0904,0.00024,4.83e-06,0.161,0.343,179.936,215880.0,4,8 -Pale Saints,She Rides the Waves (John Peel Sessions),25.0,0.0876,0.839,4.0,-9.63,1,0.0565,3.36e-05,0.89,0.258,0.622,169.136,112266.0,4,10 -AJ Tracey,Dinner Guest (feat. MoStack),72.0,0.867,0.648,3.0,-6.942,0,0.253,0.265,2.62e-06,0.217,0.527,108.005,198032.0,4,9 -Tepr,Minuit Jacuzzi - Data Remix,27.0,0.566,0.873,,-5.926,0,0.178,0.000371,0.932,0.079,0.527,121.946,263800.0,4,1 -Geeta Dutt,Zindagi Hai Zinda,,0.746,0.724,11.0,-5.784,1,0.126,0.904,5.07e-06,0.165,0.702,103.804,4.378216667,4,3 -Darius Rucker,Don't Think I Don't Think About It,56.0,0.578,0.752,9.0,-5.264,1,0.033,0.0275,,0.125,0.405,149.689,3.055116667,4,4 -TOTO,Rosanna,72.0,0.365,0.513,7.0,-13.034,0,0.0357,0.0208,0.000147,0.205,0.739,80.647,331200.0,4,10 -Thomas Rhett,Blessed,60.0,0.536,0.496,7.0,-6.027,1,0.029,0.314,,0.11,0.497,175.007,3.56955,3,4 -Koralle,Trick Questions,42.0,0.697,0.383,8.0,-11.464,1,0.481,0.0937,,0.113,0.51,86.84,179627.0,4,5 -Eric B. & Rakim,Paid In Full - Seven Minutes Of Madness - The Coldcut Remix,39.0,0.817,0.694,4.0,-9.315,0,0.142,0.00161,0.0597,0.333,0.328,98.16,433267.0,4,5 -Lightning Bug,The Right Thing Is Hard To Do,33.0,0.413,0.44,4.0,-9.951,1,0.0299,0.0663,0.0565,0.126,0.271,140.482,226825.0,4,6 -Boston Manor,Halo,53.0,0.421,0.823,9.0,-3.327,0,0.0446,0.00078,3.21e-05,0.204,0.155,104.973,223720.0,4,10 -David Lee Roth,Yankee Rose,52.0,0.583,0.692,2.0,-13.562,0,0.043,0.0026,,0.125,0.795,137.572,3.91178333,4,10 -Calm Canopy,Long Way,27.0,0.456,0.367,6.0,-9.168,1,0.0405,0.792,4.95e-05,0.318,0.467,77.066,231815.0,4,10 -Westlife,Without You,36.0,0.613,0.787,4.0,-3.331,1,0.0382,0.0361,,0.108,0.362,135.989,3.657333333,4,9 -Franz Ferdinand,Do You Want To,62.0,0.412,0.944,,-2.896,1,0.0448,0.0724,0.000493,0.801,0.79,123.091,215000.0,4,6 -◊ê◊ë◊ô◊ë ◊û◊ê◊®◊ß ◊ï◊î◊§◊ô◊ú◊î◊®◊û◊ï◊†◊ô◊™,◊û◊ô◊ú◊û◊ï◊ú◊ô◊ù ◊ó◊°◊®◊ô ◊©◊ú◊ô◊ò◊î,5.0,0.55,0.668,2.0,-8.89,1,0.0717,0.000604,0.0349,0.0726,0.489,93.132,264360.0,4,6 -Lukach,◊°◊™◊ï◊ù ◊™'◊§◊î,15.0,0.798,0.656,10.0,-8.33,0,0.278,0.0413,,0.274,0.697,137.039,269625.0,4,5 -half‚Ä¢alive,What's Wrong,65.0,0.677,0.66,2.0,-6.682,1,0.129,0.00779,0.021,0.0941,0.611,153.982,177187.0,4,9 -The Wannadies,Hit,27.0,0.342,0.888,7.0,-4.404,1,0.0617,0.00116,1.18e-05,0.214,0.287,159.118,142147.0,4,1 -Last Train,Way Out,34.0,0.41,0.718,7.0,-7.501,1,0.0488,0.00569,0.000995,0.167,0.412,111.504,237853.0,4,10 -Eyal Golan,◊ú◊î◊ô◊ï◊™ ◊û◊ê◊ï◊©◊®,46.0,0.7,0.378,9.0,-10.398,1,0.0431,0.77,2.83e-06,0.137,0.358,131.864,180625.0,4,9 -Kumar Sanu,Sochenge Tumhe Pyar,49.0,0.553,0.729,,-10.778,1,0.0434,0.789,,0.0586,0.749,125.251,6.048133333,4,3 -Suicidal Tendencies,Cyco Vision,51.0,0.282,0.996,9.0,-3.991,1,0.274,0.00668,,0.0674,0.323,185.423,109307.0,4,8 -Dion,Runaround Sue,54.0,0.452,0.489,2.0,-12.425,1,0.121,0.303,,0.488,0.654,159.068,160307.0,4,10 -Sacropolis,The Sinner,28.0,0.291,0.857,7.0,-7.067,1,0.123,0.0003,0.401,0.245,0.452,118.961,224888.0,4,10 -Still Woozy,Goodie Bag,77.0,0.739,0.522,7.0,-12.304,0,0.151,0.821,0.00124,0.233,0.619,138.263,146390.0,4,6 -Rachel Yaron,◊û◊ê◊ó◊ï◊®◊ô◊†◊ï,22.0,0.549,0.389,8.0,-9.532,1,0.03,0.236,0.49,0.102,0.4,122.011,219483.0,4,6 -Omer Adam,◊™◊û◊ó◊ú ◊ú◊ô,40.0,0.616,0.375,,-9.684,0,0.0308,0.671,,0.329,0.438,130.116,182308.0,4,9 -Robin McAuley,Wanna Take a Ride,30.0,0.599,0.675,7.0,-6.649,1,0.0313,0.013,0.000118,0.098,0.366,119.966,228859.0,4,8 -"Frank Bridge, Enikő Magyar, Tadashi Imai",Berceuse (Arr. For viola and piano),49.0,0.0882,0.00626,10.0,-35.154,1,0.041,0.99,0.92,0.0756,0.123,83.771,3.56845,3,7 -Blind Faith,Can't Find My Way Home,34.0,0.32,0.545,1.0,-14.043,1,0.0415,0.586,0.00262,0.605,0.605,87.618,373893.0,4,1 -Bow Anderson,Heavy - Acoustic Version,37.0,0.758,0.443,3.0,-6.465,1,0.0583,0.347,,0.335,0.728,79.485,188952.0,4,9 -LANKS,The Silence,34.0,0.394,0.247,11.0,-11.551,0,0.0319,0.812,0.0259,0.112,0.125,117.113,187087.0,4,6 -Spoon,The Way We Get By,61.0,0.726,0.678,5.0,-4.445,1,0.0303,0.252,7.63e-06,0.149,0.529,75.031,159387.0,4,1 -Thirty Seconds To Mars,The Kill,74.0,0.179,0.912,4.0,-3.881,0,0.0791,0.0014,0.000294,0.582,0.289,182.99,231533.0,3,10 -Rob Zombie,"Well, Everybody's Fucking In A U.F.O.",53.0,0.73,0.907,2.0,-4.478,1,0.0727,0.000111,0.00816,0.266,0.573,116.016,163067.0,4,8 -Ringo Starr,Photograph,57.0,0.617,0.696,4.0,-12.739,1,0.0282,0.0155,0.000199,0.108,0.9,111.136,239760.0,4,10 -Sjava,Umcebo,45.0,0.705,0.511,8.0,-10.084,1,0.0329,0.392,0.00887,0.11,0.234,127.88,232500.0,4,6 -VAPERROR,She's Got the Stuff,41.0,0.648,0.988,5.0,-2.119,0,0.0796,0.00853,0.68,0.0802,0.928,94.99,161684.0,4,6 -Chevelle,Remember When,46.0,0.428,0.9,11.0,-4.195,1,0.0384,1.64e-05,0.773,0.242,0.228,160.057,269747.0,4,10 -Professor Longhair,Big Chief - Remastered,49.0,0.56,0.73,1.0,-5.69,1,0.0362,0.219,0.144,0.179,0.963,151.594,194667.0,4,2 -Brittany Howard,"You and Your Folks, Me and My Folks - Recorded at East West Studios",30.0,0.473,0.95,11.0,-4.115,1,0.158,0.0115,6.92e-05,0.122,0.668,151.896,252040.0,4,2 -"Christone ""Kingfish"" Ingram",Hard Times,44.0,0.513,0.377,7.0,-8.907,1,0.102,0.899,0.00601,0.0943,0.424,203.236,188813.0,3,2 -Last Train,Disappointed,22.0,0.301,0.921,7.0,-6.236,1,0.0899,0.00573,0.215,0.349,0.199,169.625,320813.0,4,10 -Momma,Habitat,31.0,0.358,0.541,2.0,-9.348,1,0.0295,0.0494,0.322,0.195,0.166,171.999,305379.0,1,6 -"Atmanam, Apoorva Krishna",Essence,25.0,0.274,0.834,2.0,-5.982,0,0.0443,0.56,0.688,0.384,0.079,89.483,3.7,4,0 -Alain Levet,Nuages,49.0,0.672,0.133,7.0,-15.152,1,0.0558,0.989,0.871,0.143,0.141,133.844,2.097016667,4,7 -Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,10 -girlhouse,pretty girl in la,42.0,0.567,0.532,2.0,-9.171,1,0.0324,0.191,0.000269,0.143,0.196,122.987,214634.0,4,1 -Coldplay,Yellow,85.0,0.429,0.661,11.0,-7.227,1,0.0281,0.00239,0.000121,0.234,0.285,173.372,266773.0,4,10 -Lalalar,Ninja Partisi,40.0,0.734,0.547,1.0,-9.527,0,0.108,0.00338,0.559,0.126,0.82,119.989,156360.0,4,6 -Inglorious,Messiah,42.0,0.489,0.945,,-2.936,1,0.0668,0.000242,0.00166,0.357,0.388,164.982,235528.0,4,8 -"Melvin ""Lil' Son"" Jackson",Evil Blues,26.0,0.599,0.0757,6.0,-12.798,1,0.0478,0.987,0.00555,0.105,0.641,199.428,170080.0,3,2 -Son Little,hey rose,42.0,0.851,0.565,5.0,-9.43,0,0.102,0.0716,0.000525,0.116,0.551,130.022,175938.0,4,9 -Chapterhouse,Falling Down,32.0,0.459,0.836,9.0,-7.637,1,0.0378,1.77e-05,0.457,0.146,0.547,101.977,236373.0,4,6 -Detroit Gary Wiggins,Cobb's Blues,5.0,0.607,0.788,7.0,-3.722,0,0.0951,0.488,0.459,0.716,0.752,131.397,308453.0,4,2 -Gary Clark Jr.,Gotta Get Into Something,41.0,0.418,0.96,,-2.396,1,0.0778,2.72e-05,0.17,0.295,0.444,97.326,184080.0,4,10 -Ozzy Osbourne,Woman,41.0,0.338,0.511,2.0,-5.604,1,0.0301,0.00397,,0.0875,0.54,156.062,225880.0,4,10 -ALESTI,Fooled by a Dream,40.0,0.161,0.973,4.0,-3.553,0,0.142,0.00657,,0.0931,0.216,93.699,217520.0,3,1 -Widowspeak,Even True Love,31.0,0.618,0.72,2.0,-6.405,1,0.0296,0.265,0.432,0.156,0.64,120.992,286660.0,4,6 -Vance Joy,Georgia,66.0,0.388,0.66,11.0,-7.372,1,0.0308,0.312,0.000307,0.0943,0.401,143.554,3.84178333,4,0 -Lorde,Green Light,13.0,0.594,0.721,2.0,-7.811,1,0.0958,0.0212,8.54e-06,0.0879,0.253,128.938,234653.0,4,9 -Deafheaven,Black Brick,35.0,0.194,0.946,2.0,-5.04,0,0.0742,1.72e-05,0.858,0.355,0.0534,98.626,447298.0,4,8 -Pop Evil,Survivor,,0.606,0.749,2.0,-5.983,1,0.0289,0.00271,4.15e-06,0.0609,0.408,90.046,242424.0,4,8 -Little Simz,Venom,75.0,0.436,0.655,7.0,-8.153,1,0.159,0.425,,0.393,0.523,139.712,154749.0,4,9 -Luke Winslow-King,Watch Me Go,35.0,0.632,0.575,5.0,-7.358,1,0.0354,0.105,3.59e-05,0.158,0.689,106.953,283867.0,3,2 -Yeah Yeah Yeahs,Gold Lion,54.0,0.521,0.855,9.0,-3.348,1,0.0686,0.0223,5.54e-06,0.0869,0.257,158.744,187133.0,4,10 -Briston Maroney,Sinkin',45.0,0.589,0.75,4.0,-7.086,1,0.0654,0.00162,,0.262,0.43,130.097,189560.0,4,1 -Norma Jean,Memphis Will Be Laid To Waste,46.0,0.193,0.948,5.0,-5.623,0,0.138,0.00749,0.00515,0.306,0.158,81.636,295813.0,4,8 -Amin√©,Caroline,77.0,0.94,0.335,5.0,-10.179,0,0.505,0.17,,0.262,0.707,120.04,209640.0,4,9 -MC Ingryd,Vem Me Satisfazer,61.0,0.862,0.561,8.0,-5.703,1,0.335,0.596,,0.108,0.541,99.864,188388.0,3,9 -Royal Tusk,Curse the Weather,47.0,0.311,0.884,11.0,-4.313,1,0.0703,0.000133,0.0265,0.124,0.364,131.733,223560.0,4,10 -Posh Chocolates,Dancin' For 2,42.0,0.663,0.676,8.0,-9.954,1,0.0426,0.515,0.0153,0.179,0.312,113.975,181000.0,4,6 -Allman Brown,Don't Let Me Go,45.0,0.532,0.392,,-9.224,1,0.032,0.458,,0.104,0.449,169.962,3.46518333,4,0 -DMX,What's My Name,64.0,0.647,0.98,7.0,-3.463,1,0.356,0.0301,8.56e-05,0.045,0.399,188.309,232333.0,5,5 -Flo Milli,May I,71.0,0.896,0.78,1.0,-3.547,1,0.202,0.0828,,0.0857,0.85,106.032,163019.0,4,9 -Arrival Of Autumn,Bark at the Moon,30.0,0.427,0.994,7.0,-4.243,0,0.12,1.47e-05,0.077,0.153,0.254,147.969,253079.0,4,8 -Count Five,Pretty Big Mouth,35.0,0.587,0.573,4.0,-8.073,1,0.0383,0.0208,0.315,0.199,0.686,137.315,129120.0,4,6 -Tamino,Cigar,53.0,0.589,0.382,6.0,-9.56,0,0.0283,0.567,0.000203,0.0884,0.209,77.996,247133.0,4,1 -Noora Louhimo Experience,Eternal Wheel Of Time And Space,43.0,0.377,0.758,9.0,-6.237,1,0.038,0.0459,0.00015,0.0858,0.0751,80.064,404320.0,4,8 -Tom Odell,Another Love,86.0,0.445,0.537,4.0,-8.532,0,0.04,0.695,1.65e-05,0.0944,0.131,122.769,244360.0,4,9 -LiSA,Another Great Day!!,36.0,0.474,0.971,1.0,-2.285,1,0.0925,0.0185,1.46e-06,0.307,0.463,102.941,298889.0,4,10 -Aviv Geffen,◊¢◊¶◊ï◊ë ◊ë◊ú◊¢◊ì◊ô◊ô◊ö,24.0,0.489,0.675,2.0,-7.813,1,0.0241,0.00313,3.09e-06,0.347,0.402,100.748,169747.0,4,10 -James Hype,Afraid - Guitar Acoustic,42.0,0.639,0.347,9.0,-7.217,0,0.0314,0.701,,0.0985,0.291,119.821,152000.0,4,9 -3TEETH,PUMPED UP KICKS,53.0,0.464,0.92,10.0,-5.673,0,0.0432,0.00143,0.114,0.343,0.266,91.04,271667.0,4,8 -Steve Perry,Oh Sherrie,65.0,0.333,0.695,5.0,-5.116,1,0.0465,0.372,7.13e-06,0.107,0.317,203.753,229347.0,4,10 -"Kishore Kumar, Amitabh Bachchan",Pag Ghunghroo Baandh - With Dialogue,23.0,0.572,0.52,7.0,-9.248,1,0.127,0.521,,0.51,0.62,118.433,9.08445,4,3 -Sum 41,Still Waiting,69.0,0.431,0.95,7.0,-4.918,1,0.26,0.00105,3.63e-05,0.272,0.56,191.936,158733.0,4,10 -Yehudit Ravitz,◊ó◊ï◊ñ◊®◊™,13.0,0.503,0.328,7.0,-12.158,1,0.0268,0.296,8.73e-06,0.132,0.354,91.981,267267.0,4,10 -Mastodon,Stairway to Heaven,52.0,0.271,0.624,7.0,-6.733,0,0.0309,0.0301,0.0032,0.0737,0.242,74.611,485018.0,4,10 -Nonpoint,That Day,51.0,0.538,0.975,5.0,-4.518,0,0.0668,0.000416,0.0561,0.296,0.588,100.046,210827.0,4,10 -The L.I.F.E. Project,The Nothingness,40.0,0.453,0.973,2.0,-3.94,1,0.0823,2.85e-05,4.49e-06,0.367,0.519,150.029,236239.0,4,10 -Capitaine Gaza,√Ä la base,34.0,0.469,0.741,1.0,-6.628,1,0.0414,0.328,3.4e-05,0.0996,0.673,114.583,241816.0,5,9 -Britney Spears,Love Me Down,,0.657,0.645,2.0,-6.521,0,0.0612,0.00601,0.000199,0.236,0.658,91.988,3.310666667,4,9 -Coat Of Arms,Play Along,21.0,0.59,0.972,9.0,-2.861,1,0.159,0.0018,,0.0476,0.578,146.061,194795.0,4,8 -The Blues Magoos,We Ain't Got Nothin' yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,2 -Tom The Mail Man,Bad Hoe,51.0,0.806,0.735,4.0,-4.39,1,0.0495,0.087,,0.0885,0.398,128.019,207250.0,4,5 -Jesse Cassettes,Neo Tokyo Trip,26.0,0.683,0.757,5.0,-8.511,0,0.0589,4.18e-05,0.66,0.0579,0.628,122.008,291148.0,4,6 -Arctic Monkeys,I Wanna Be Yours,80.0,0.464,0.417,,-9.345,0,0.0256,0.136,0.022,0.0974,0.479,67.528,183956.0,4,10 -Moshe Peretz,◊ô◊ï◊™◊® ◊û◊ì◊ô,23.0,0.571,0.949,,-3.662,0,0.0333,0.157,2.46e-06,0.133,0.87,120.03,234693.0,4,9 -Hardal,Leyla,39.0,0.372,0.82,6.0,-5.656,0,0.0565,0.01,0.000762,0.124,0.624,152.154,366000.0,4,10 -Judas Priest,Night Crawler,53.0,0.481,0.981,6.0,-6.456,0,0.143,0.000148,0.0555,0.144,0.102,97.106,344360.0,4,8 -"I'm With Her, Paul Kowert",Send My Love (To Your New Lover) - Live,52.0,0.49,0.296,6.0,-9.589,0,0.0485,0.819,0.000979,0.691,0.498,160.824,3.75056667,4,0 -Led Zeppelin,All My Love - 1990 Remaster,65.0,0.599,0.744,7.0,-8.72,1,0.0316,0.131,0.00275,0.0795,0.723,91.259,351267.0,4,10 -Train,"Hey, Soul Sister",83.0,0.673,0.886,1.0,-4.44,0,0.0431,0.185,,0.0826,0.795,97.012,216773.0,4,9 -Gary Numan,Cars,64.0,0.545,0.578,2.0,-8.745,1,0.0406,0.0114,6.57e-05,0.0692,0.819,128.038,238907.0,4,1 -Fossa Beats,Gonna Be,40.0,0.71,0.461,7.0,-10.233,0,0.057,0.694,0.714,0.103,0.119,123.016,191220.0,4,1 -Grimes,Delete Forever,61.0,0.56,0.736,8.0,-7.64,1,0.0339,0.0135,0.0991,0.174,0.389,94.987,237481.0,4,6 -carolesdaughter,Violent,79.0,0.797,0.755,2.0,-5.393,1,0.0293,0.331,2.26e-06,0.124,0.411,129.955,135878.0,4,10 -Chevelle,The Red,70.0,0.509,0.843,1.0,-3.318,0,0.0488,0.000671,0.000803,0.348,0.332,140.055,238400.0,3,10 -Incredible String Band,This Moment,17.0,0.534,0.292,2.0,-11.182,1,0.0373,0.643,0.000233,0.702,0.472,142.948,252320.0,4,10 -Michael Wollny,Nun schlie√üe mir die Augen beide,22.0,0.372,0.0853,,-22.8,0,0.0501,0.992,0.942,0.103,0.259,76.201,188853.0,4,6 -Black Flag,Rise Above,56.0,0.374,0.816,2.0,-13.88,1,0.0578,0.119,8.01e-06,0.0808,0.138,104.56,146560.0,4,10 -R.E.M.,You Are The Everything - Remastered,37.0,0.301,0.347,7.0,-14.495,1,0.033,0.0869,,0.218,0.681,153.408,224667.0,4,10 -Rendezvous Point,Digital Waste,28.0,0.359,0.847,9.0,-5.648,1,0.0938,0.000277,9.01e-06,0.231,0.1,135.465,262133.0,4,8 -The Verve,The Drugs Don't Work,64.0,0.442,0.52,,-8.648,1,0.0261,0.184,,0.154,0.177,77.437,304880.0,4,6 -Myles Kennedy,A Thousand Words,43.0,0.457,0.932,4.0,-4.402,0,0.0629,0.00193,0.000146,0.337,0.327,110.013,221952.0,4,10 -Bully,Where to Start,44.0,0.341,0.875,9.0,-4.581,1,0.0406,2.32e-05,0.126,0.135,0.477,78.948,180601.0,4,6 -Baby Queen,Want Me,49.0,0.568,0.904,6.0,-4.772,0,0.226,0.00167,2.55e-06,0.11,0.487,169.935,258320.0,4,9 -DOWN,Rehab,,0.448,0.942,6.0,-4.788,0,0.0486,0.000889,0.146,0.28,0.346,98.073,243000.0,4,8 -–§–∏—Ä–º–∞-–æ–¥–Ω–æ–¥–Ω–µ–≤–∫–∞,–ò–∑ –æ–∫–Ω–∞,28.0,0.594,0.806,9.0,-6.24,1,0.0436,0.000986,0.000774,0.0934,0.583,82.486,317227.0,4,6 -Cocteau Twins,Heaven Or Las Vegas,63.0,0.202,0.804,7.0,-5.465,1,0.0383,6.97e-05,0.00775,0.081,0.418,179.911,298400.0,4,6 -Iceage,Lockdown Blues,35.0,0.258,0.852,6.0,-4.439,1,0.0739,0.000697,2.99e-05,0.182,0.489,112.116,236985.0,3,1 -AC/DC,Shot Down in Flames,55.0,0.531,0.864,7.0,-4.534,1,0.08,0.00164,0.132,0.884,0.665,130.722,202867.0,4,10 -Iron Maiden,Wasted Years - 1998 Remaster,39.0,0.224,0.956,4.0,-5.52,0,0.119,0.0598,2.65e-05,0.152,0.394,154.166,306160.0,4,8 -Lost & Lonesome,Buffalo Nichols,13.0,0.363,0.249,1.0,-11.431,1,0.0346,0.926,0.000119,0.107,0.24,86.741,3.714216667,4,0 -HaClique,Ani Lo BaPaskol,5.0,0.454,0.948,4.0,-3.959,1,0.0525,0.0113,3.05e-06,0.116,0.716,108.161,132797.0,4,6 -Juice WRLD,Reminds Me Of You,79.0,0.613,0.631,4.0,-6.965,1,0.12,0.0663,,0.169,0.33,149.992,158033.0,4,5 -Pattie,For Good,20.0,0.651,0.625,,-6.532,1,0.0343,0.0175,5.31e-05,0.188,0.427,116.019,236560.0,4,10 -Aviv Geffen,◊ê◊î◊ë◊†◊ï,24.0,0.407,0.268,11.0,-11.563,0,0.0342,0.806,4.01e-05,0.101,0.137,125.444,248427.0,4,10 -Alice Longyu Gao,Rich Bitch Juice,48.0,0.706,0.656,9.0,-4.177,0,0.29,0.034,0.000167,0.163,0.82,165.639,140564.0,4,6 -Dua Saleh,signs,43.0,0.711,0.663,1.0,-7.871,1,0.258,0.00099,8.13e-05,0.324,0.768,177.041,155757.0,4,5 -EKKSTACY,i walk this earth all by myself,65.0,0.595,0.588,10.0,-11.313,1,0.0624,0.507,0.781,0.113,0.518,166.061,145634.0,4,5 -Killing Joke,Eighties,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,1 -KennyHoopla,estella//,68.0,0.472,0.811,8.0,-5.121,1,0.0612,0.000839,0.000143,0.373,0.637,164.991,118733.0,4,10 -Niall Horan,Black And White - Stripped,7.0,0.615,0.419,2.0,-8.624,1,0.0416,0.636,,0.0898,0.212,131.81,232529.0,4,9 -Annihilator,Dressed Up For Evil,27.0,0.479,0.987,6.0,-4.297,1,0.0896,2.42e-05,0.123,0.834,0.439,129.974,280865.0,4,8 -Gucci Mane,Enormous (feat. Ty Dolla $ign),44.0,0.844,0.486,3.0,-6.915,0,0.368,0.234,,0.0976,0.493,142.606,244453.0,4,5 -Lock The Basement,Come Back to Life,39.0,0.283,0.869,2.0,-6.486,1,0.0503,1.75e-05,0.665,0.343,0.233,189.841,208917.0,4,8 -Rise Twain,Golden,21.0,0.363,0.548,3.0,-7.712,1,0.0327,0.53,0.00297,0.141,0.192,78.719,371880.0,4,10 -Peach Pit,Tommy's Party,68.0,0.565,0.438,7.0,-8.722,1,0.0311,0.122,0.0469,0.108,0.211,133.949,361760.0,4,6 -Taletta,Nancy Knew,31.0,0.447,0.551,9.0,-9.418,1,0.038,0.452,0.00564,0.116,0.362,177.875,177213.0,4,10 -Tom Walker,Wait for You,69.0,0.502,0.65,1.0,-4.27,1,0.0531,0.366,,0.0956,0.392,159.78,153027.0,4,9 -LUDMILLA,Verdinha - Remix,53.0,0.782,0.969,1.0,-2.763,1,0.104,0.204,0.000228,0.075,0.763,137.958,232716.0,4,9 -David Bowie,Rebel Rebel - 2016 Remaster,75.0,0.635,0.686,9.0,-15.648,1,0.053,0.209,0.0176,0.282,0.464,125.988,274747.0,4,10 -Aerosmith,Dream On,78.0,0.307,0.433,1.0,-10.057,1,0.029,0.388,9.08e-05,0.332,0.224,160.9,4.44933333,4,10 -Shannon Curfman,Few And Far Between,38.0,0.574,0.627,11.0,-6.182,0,0.122,0.0846,,0.0351,0.864,190.415,234160.0,4,10 -Jorja Smith,Bussdown (feat. Shaybo),71.0,0.661,0.618,4.0,-8.422,0,0.313,0.368,0.000563,0.0743,0.81,148.544,201942.0,4,5 -AC/DC,Shot In The Dark,67.0,0.599,0.787,2.0,-4.708,1,0.0338,2.07e-05,5.27e-05,0.064,0.822,114.065,185133.0,4,10 -Ty Segall,Taste,33.0,0.308,0.883,6.0,-7.931,1,0.171,0.00185,0.00043,0.214,0.255,111.604,216467.0,4,1 -Simian Mobile Disco,Hustler,39.0,0.685,0.898,10.0,-2.719,0,0.041,0.00434,0.817,0.0708,0.694,126.964,224667.0,4,6 -Cranes,Shining Road,32.0,0.576,0.892,11.0,-8.229,0,0.0416,0.00152,0.419,0.0866,0.86,119.505,231613.0,4,6 -Roanoke,The Light,,0.568,0.585,3.0,-10.055,1,0.0282,0.0921,3.9e-06,0.241,0.562,102.105,3.02133333,4,0 -Alessia Cara,Scars To Your Beautiful,80.0,0.319,0.739,,-5.74,1,0.272,0.0285,,0.111,0.449,194.169,230227.0,4,9 -Twenty One Pilots,Level of Concern,75.0,0.754,0.583,4.0,-7.34,0,0.0432,0.32,0.00015,0.144,0.77,122.012,220051.0,4,10 -The Libertines,Up The Bracket,46.0,0.326,0.908,9.0,-2.696,1,0.0738,0.0118,,0.367,0.587,182.521,158547.0,4,1 -Papa Roach,Broken As Me (feat. Danny Worsnop of Asking Alexandria),60.0,0.389,0.975,7.0,-3.682,1,0.0983,0.000109,9.84e-06,0.249,0.38,169.858,217588.0,4,10 -Soulja Boy,She Make It Clap,37.0,0.938,0.463,1.0,-13.124,1,0.479,0.035,0.00652,0.1,0.46,119.878,1.86035,4,9 -Seether,Wasteland,52.0,0.268,0.811,1.0,-4.06,1,0.0409,7.61e-05,0.00122,0.0651,0.295,101.041,239627.0,3,10 -Jay Loud,No Safety,41.0,0.528,0.522,4.0,-7.407,0,0.11,0.105,,0.0997,0.212,83.178,135707.0,4,5 -Saybia,I Surrender,51.0,0.285,0.434,9.0,-7.014,1,0.0315,0.283,7.87e-05,0.0552,0.0663,135.828,219000.0,4,10 -Goodbye June,Oh No,55.0,0.258,0.978,8.0,-4.208,1,0.172,0.000519,0.000363,0.218,0.28,132.862,221470.0,4,10 -MGMT,Electric Feel,78.0,0.763,0.803,1.0,-3.713,1,0.0351,0.0709,0.285,0.348,0.561,103.04,229640.0,3,6 -Heruin,Hardline,20.0,0.419,0.965,,-4.063,0,0.0791,7.63e-05,0.253,0.461,0.339,160.004,186031.0,4,8 -Marina Maximilian,Hurricane,45.0,0.511,0.675,5.0,-7.031,0,0.0263,0.0988,6.47e-06,0.423,0.314,91.943,237662.0,4,9 -Apifera,Overstand,26.0,0.275,0.226,9.0,-13.756,1,0.0368,0.955,0.957,0.149,0.163,135.676,142967.0,4,6 -Darkthrone,In the Shadow of the Horns,41.0,0.141,0.999,11.0,-5.335,1,0.14,3.85e-06,0.00804,0.109,0.0342,145.834,421680.0,4,8 -STACEY,Far Away,,0.311,0.588,11.0,-8.227,1,0.0334,0.224,0.000111,0.0784,0.281,90.002,242017.0,3,6 -Dan Toren,◊©◊ï◊ë ◊î◊©◊ß◊® ◊î◊ñ◊î,18.0,0.339,0.65,7.0,-10.609,1,0.0312,0.0668,0.00046,0.365,0.65,172.017,226027.0,4,10 -The Romantics,What I Like About You,66.0,0.542,0.915,9.0,-9.637,1,0.0549,0.319,5.34e-05,0.171,0.92,159.81,175400.0,4,10 -The Strangeloves,I Want Candy,41.0,0.669,0.848,8.0,-10.072,0,0.03,0.0273,0.0869,0.0881,0.661,102.048,177507.0,4,1 -Lou Val,Eternal Sunshine,51.0,0.236,0.582,1.0,-7.592,0,0.0348,0.0584,0.00277,0.34,0.265,67.131,241791.0,4,1 -10cc,Good Morning Judge,49.0,0.737,0.642,9.0,-9.492,1,0.0916,0.0185,0.00415,0.0726,0.467,106.742,174667.0,4,10 -Jamie Lidell,Multiply,50.0,0.832,0.593,5.0,-6.014,0,0.0916,0.148,,0.276,0.729,111.075,266680.0,4,9 -Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,6 -Noah Cunane,F*CK ABOUT IT,49.0,0.364,0.936,9.0,-4.281,1,0.146,0.000626,2.5e-06,0.427,0.579,180.191,100608.0,4,9 -Thrills in +41,Machine Dream,28.0,0.768,0.69,9.0,-12.43,1,0.0613,0.0129,0.92,0.346,0.102,141.029,295688.0,4,6 -DREAMCATCHER,New days,50.0,0.416,0.971,8.0,-2.759,0,0.499,0.0243,,0.318,0.504,174.954,211827.0,4,10 -Ro Panuganti,MEGALOVANIA,29.0,0.454,0.886,11.0,-9.257,0,0.138,8.69e-06,0.84,0.193,0.195,119.851,296868.0,4,8 -To Kill Achilles,There's No Right Way to Say This....,37.0,0.324,0.843,4.0,-9.096,0,0.068,0.00125,2.4e-06,0.36,0.389,190.149,173091.0,3,8 -Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,1 -KAS,Shake That,48.0,0.876,0.615,8.0,-7.192,0,0.155,0.0434,,0.235,0.356,98.034,145659.0,4,5 -Dua Lipa,Be the One,72.0,0.661,0.651,7.0,-3.771,0,0.0499,0.117,1.32e-05,0.056,0.368,87.46,202915.0,4,9 -Doja Cat,Say So,84.0,0.787,0.673,11.0,-4.577,0,0.158,0.256,3.57e-06,0.0904,0.786,110.962,237893.0,4,9 -Powfu,the long way home (feat. Sara Kays & Sarcastic Sounds),66.0,0.579,0.402,2.0,-9.687,1,0.0392,0.777,,0.316,0.516,152.067,189628.0,4,9 -Jimi Hendrix,Catfish Blues,47.0,0.427,0.573,8.0,-13.077,1,0.101,0.382,0.112,0.112,0.608,97.076,467427.0,3,2 -Wolf Alice,No Hard Feelings,56.0,0.679,0.253,2.0,-13.777,1,0.0412,0.812,0.301,0.111,0.653,127.45,155007.0,4,9 -Pop Smoke,For The Night (feat. Lil Baby & DaBaby),87.0,0.823,0.586,6.0,-6.606,0,0.2,0.114,,0.193,0.347,125.971,190476.0,4,5 -Kirk Fletcher,Two Steps Forward,30.0,0.217,0.909,8.0,-5.08,0,0.138,0.0168,0.14,0.345,0.673,185.561,305253.0,4,2 -Maniac,Go,28.0,0.598,0.618,5.0,-10.013,1,0.047,0.54,0.000546,0.951,0.422,103.099,251733.0,4,5 -Sawyer Fredericks,This Fire,44.0,0.358,0.423,7.0,-7.828,1,0.0338,0.565,3.38e-05,0.0846,0.309,182.959,226600.0,3,9 -Fiji Blue,Wait!,55.0,0.749,0.409,9.0,-9.263,1,0.0395,0.13,0.00222,0.152,0.486,122.979,168951.0,4,9 -Lil Durk,Stay Down (with 6LACK & Young Thug),63.0,0.813,0.57,3.0,-8.409,0,0.265,0.0909,,0.0982,0.676,109.07,169330.0,4,5 -Hailee Steinfeld,Most Girls - Acoustic,56.0,0.676,0.266,9.0,-8.847,1,0.184,0.514,,0.108,0.707,205.598,3.348,4,0 -Bastille,Quarter Past Midnight,59.0,0.504,0.821,8.0,-3.356,1,0.0598,0.275,,0.0418,0.458,155.131,201799.0,4,10 -Dierks Bentley,Free And Easy (Down The Road I Go),58.0,0.557,0.825,6.0,-4.657,1,0.0283,0.00525,0.00164,0.177,0.841,120.017,3.352,4,4 -Rhye,Safeword,56.0,0.764,0.501,,-10.842,1,0.0378,0.311,0.192,0.111,0.427,106.961,174147.0,4,6 -james ginzburg,light evaporates,9.0,0.131,0.307,4.0,-10.997,1,0.0349,0.00185,0.916,0.111,0.0264,59.562,282800.0,4,6 -The Modern Lovers,Roadrunner,58.0,0.462,0.84,2.0,-6.667,1,0.0346,5.05e-05,6.47e-05,0.0893,0.805,75.542,246440.0,4,10 -Born Ruffians,I Fall in Love Every Night,43.0,0.314,0.592,9.0,-9.297,1,0.0409,0.00472,,0.268,0.282,80.458,243760.0,4,6 -Lianne La Havas,Seven Times - Wu-Lu Remix,53.0,0.679,0.111,6.0,-28.013,1,0.0653,0.623,0.274,0.353,0.508,90.014,196000.0,4,1 -Lata Mangeshkar,Raat Suhani Jhoome Jawani,1.0,0.478,0.292,10.0,-12.115,0,0.148,0.947,0.00713,0.179,0.768,169.319,3.303116667,4,3 -Palma Violets,Best Of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,10 -LaVern Baker,See See Rider,41.0,0.67,0.493,6.0,-11.304,1,0.0751,0.285,,0.0495,0.928,93.867,150427.0,4,2 -Sarit Hadad,Shufuni,35.0,0.754,0.82,11.0,-5.037,0,0.0501,0.0711,0.000727,0.0947,0.377,128.039,249403.0,4,9 -"George Frideric Handel, Raphaela Gromes, Julian Riem","Serse, HWV 40, Act I: Ombra mai fu (Arr. for Cello and Piano)",37.0,0.14,0.177,5.0,-16.134,1,0.0406,0.992,0.849,0.109,0.075,172.391,2.633133333,4,7 -R.E.M.,Daysleeper,49.0,0.322,0.394,,-9.563,1,0.0345,0.172,2.12e-06,0.0869,0.0883,113.973,219600.0,4,10 -Imagine Dragons,Blank Space/Stand By Me - Live From Spotify London,63.0,0.774,0.553,9.0,-6.815,1,0.0823,0.379,,0.739,0.514,102.055,5.05723333,4,0 -Drake,Laugh Now Cry Later (feat. Lil Durk),86.0,0.761,0.518,,-8.871,1,0.134,0.244,3.47e-05,0.107,0.522,133.976,261493.0,4,9 -Valkyrie,Feeling so Low,28.0,0.393,0.904,7.0,-7.683,0,0.0442,5.27e-06,0.853,0.0937,0.497,89.562,307307.0,4,10 -Fleetwood Mac,You Make Loving Fun - 2004 Remaster,62.0,0.625,0.591,7.0,-9.127,0,0.0265,0.0138,0.0399,0.0893,0.863,126.597,213693.0,4,10 -Brittany Howard,Stay High,54.0,0.598,0.853,9.0,-5.373,1,0.0545,0.132,0.00297,0.132,0.312,121.988,191396.0,1,1 -Alex Little and The Suspicious Minds,Waiting to Get Paid,26.0,0.528,0.721,9.0,-3.905,1,0.0355,0.0002,0.0137,0.315,0.483,135.969,151920.0,4,10 -CADE,Who Set Us On Fire,44.0,0.59,0.629,6.0,-6.014,0,0.0619,0.228,,0.909,0.406,157.928,193033.0,4,10 -Robin Trower,On Fire Like Zsa Zsa,36.0,0.719,0.665,4.0,-7.679,0,0.0278,0.118,0.000875,0.276,0.658,104.99,201065.0,4,2 -Barenaked Ladies,One Week,71.0,0.702,0.898,9.0,-6.003,1,0.0373,0.00854,0.000154,0.0917,0.731,112.845,169760.0,4,10 -David Maayan,◊ô◊ì◊¢◊™◊ô,15.0,0.815,0.459,9.0,-12.683,1,0.203,0.0232,0.000483,0.165,0.127,99.966,130522.0,4,5 -Manntra,Barren King,42.0,0.596,0.857,4.0,-5.146,0,0.0269,0.000261,0.0689,0.234,0.5,102.062,155101.0,4,8 -Yoav Itzhak,◊§◊†◊ô ◊û◊ú◊ê◊ö,30.0,0.614,0.836,4.0,-8.647,0,0.0338,0.0685,0.00104,0.0214,0.81,97.992,231133.0,4,9 -Arlo Parks,Caroline,60.0,0.596,0.576,10.0,-7.955,1,0.0388,0.376,0.0904,0.107,0.485,160.176,216933.0,4,1 -Nipsey Hussle,What It Feels Like,63.0,0.394,0.734,1.0,-4.574,0,0.185,0.0329,1.26e-06,0.109,0.0778,86.897,275163.0,4,5 -Behemoth,As Above So Below,36.0,0.394,0.94,10.0,-5.3,0,0.152,7.17e-05,0.0033,0.0547,0.207,99.592,301507.0,4,8 -System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,10 -The Beatles,Blackbird - Remastered 2009,73.0,0.686,0.127,7.0,-14.361,1,0.0342,0.754,1.41e-05,0.0573,0.372,93.699,2.30645,4,0 -Sam Hunt,House Party,72.0,0.747,0.861,8.0,-5.251,1,0.0514,0.113,,0.026,0.859,103.966,3.170666667,4,4 -Ashe,Till Forever Falls Apart,80.0,0.509,0.498,2.0,-6.94,1,0.0315,0.413,,0.0674,0.283,99.729,222861.0,4,6 -Marshmello,Rescue Me,61.0,0.433,0.905,11.0,-2.171,1,0.101,0.00803,,0.337,0.375,148.149,237203.0,4,10 -Kevo Muney,Sell Out (feat. NLE Choppa),44.0,0.887,0.667,8.0,-3.423,1,0.273,0.142,,0.195,0.487,135.069,131226.0,4,5 -Marlon Craft,State of the Union,45.0,0.707,0.909,1.0,-7.115,1,0.528,0.381,,0.119,0.608,87.036,281250.0,4,5 -The Cranberries,Zombie - Acoustic Version,63.0,0.469,0.427,4.0,-7.954,0,0.0241,0.00414,3.77e-05,0.128,0.0821,84.053,241560.0,4,10 -Faron Young,Country Girl,43.0,0.604,0.441,5.0,-9.474,1,0.0352,0.791,,0.249,0.795,128.32,2.59955,4,4 -Traitor,Space Seed,21.0,0.375,0.991,11.0,-3.542,1,0.0759,2.12e-05,0.671,0.0405,0.624,176.034,177207.0,4,8 -L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,6 -Dj Streaks,More To Life? - Edit,38.0,0.806,0.69,1.0,-11.08,1,0.267,0.146,0.891,0.071,0.798,130.03,226840.0,4,1 -Edward Sharpe & The Magnetic Zeros,Home,73.0,0.541,0.591,2.0,-6.688,1,0.0336,0.289,0.000431,0.124,0.116,111.676,306320.0,4,9 -J.PERIOD,Globetrottin,32.0,0.805,0.876,9.0,-6.717,1,0.302,0.394,,0.762,0.801,135.011,232227.0,4,5 -Angus & Julia Stone,Stay With Me - Live From Spotify Berlin,67.0,0.614,0.101,,-22.159,1,0.0395,0.825,0.0217,0.707,0.155,75.902,174360.0,4,6 -Bob Brookmeyer,Who Could Care,,0.336,0.0937,,-20.317,1,0.0414,0.972,0.0123,0.145,0.0992,90.587,4.767783333,4,7 -The Doobie Brothers,Listen to the Music,75.0,0.645,0.598,1.0,-13.18,0,0.0335,0.221,3.53e-06,0.0721,0.913,105.929,3.78778333,4,10 -Pins And Needles,Natalie Hemby,38.0,0.589,0.68,6.0,-6.431,1,0.0274,0.0162,,0.109,0.612,172.066,2.834666667,4,0 -The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,1 -Real De Catorce,Agua Con Sal,21.0,0.509,0.491,7.0,-9.525,1,0.0301,0.435,0.409,0.145,0.718,92.533,288000.0,4,2 -Jackie Hayes,eye 2 eye,48.0,0.638,0.666,4.0,-6.951,0,0.0392,0.00784,6.65e-05,0.314,0.651,131.962,185455.0,4,10 -St. Vincent,Down,59.0,0.713,0.794,7.0,-8.173,1,0.0943,0.197,0.000232,0.603,0.961,155.942,206427.0,4,1 -Oasis,Half The World Away,53.0,0.339,0.459,,-8.652,1,0.0329,0.303,,0.0909,0.22,171.95,267333.0,3,10 -John Moreland,Sallisaw Blue,44.0,0.395,0.866,7.0,-7.047,1,0.069,0.113,9.85e-06,0.112,0.835,150.768,237373.0,4,10 -Ministri,Peggio Di Niente,37.0,0.235,0.989,9.0,-4.702,1,0.0971,0.000405,,0.0757,0.26,104.035,175707.0,4,10 -Sam Fender,Saturday,53.0,0.446,0.811,1.0,-3.075,1,0.0417,0.0175,0.0106,0.158,0.678,175.716,181293.0,4,10 -Larry Davis,Texas Flood,48.0,0.467,0.277,8.0,-12.101,1,0.0283,0.89,7.66e-05,0.2,0.535,99.83,163373.0,3,2 -Willie Lofton,Dark Road Blues,23.0,0.634,0.241,2.0,-11.479,1,0.0499,0.987,1.31e-05,0.15,0.899,142.097,183867.0,4,2 -Texas Alexander,Blue Devil Blues,25.0,0.541,0.0132,6.0,-24.372,1,0.086,0.979,1.95e-05,0.081,0.319,75.872,203520.0,4,2 -Cohen,◊®◊ß ◊ê◊†◊ô,22.0,0.457,0.563,6.0,-7.605,1,0.214,0.117,,0.197,0.259,92.23,296213.0,4,5 -Sharon Van Etten,Love More (By Fiona Apple),54.0,0.605,0.442,8.0,-14.252,1,0.0623,0.29,0.0122,0.219,0.72,139.979,272068.0,4,6 -lady gleep,glorianna,22.0,0.679,0.621,,-6.17,1,0.033,0.0126,,0.104,0.306,120.028,183605.0,4,6 -Ofer Levi,◊ê◊ï◊î◊ë ◊ú◊ó◊ô◊ï◊™,25.0,0.706,0.827,3.0,-8.338,0,0.0526,0.22,3.49e-06,0.193,0.786,118.021,317493.0,4,9 -The Vines,Highly Evolved,35.0,0.599,0.99,4.0,-3.669,0,0.187,0.00232,0.000142,0.305,0.353,131.446,94427.0,4,10 -Little Richard,Long Tall Sally,63.0,0.474,0.608,5.0,-5.139,1,0.0825,0.755,,0.0928,0.888,184.694,127427.0,4,10 -Pinetop Perkins,Take It Easy Baby,28.0,0.575,0.254,,-13.192,1,0.0485,0.943,2.34e-05,0.0579,0.526,161.678,223387.0,3,2 -Volbeat,Maybellene i Hofteholder,59.0,0.247,0.942,,-2.796,1,0.0691,0.00408,1.86e-06,0.0864,0.601,94.094,200827.0,4,8 -Reveille,What You Got,47.0,0.563,0.937,1.0,-5.243,1,0.0461,0.000111,,0.315,0.522,101.159,146693.0,4,10 -PVRIS,You and I,56.0,0.52,0.827,10.0,-7.225,0,0.0514,0.0412,0.0235,0.0999,0.411,101.99,270000.0,4,10 -The Armed,AN ITERATION,44.0,0.268,0.964,8.0,-4.944,0,0.129,5.91e-05,0.833,0.73,0.174,164.058,173155.0,4,8 -Mob Rules,Raven's Flight,32.0,0.508,0.989,7.0,-4.196,1,0.106,1.45e-05,0.000267,0.1,0.131,121.021,314876.0,4,8 -Eyal Golan,◊ú◊©◊ô◊® ◊ï◊õ◊ì◊ï◊®◊í◊ú,32.0,0.801,0.826,1.0,-4.613,0,0.0387,0.28,,0.111,0.822,103.993,210930.0,4,9 -Modest Mouse,Lampshades on Fire,60.0,0.659,0.906,7.0,-3.906,0,0.0428,0.156,3.27e-06,0.105,0.792,94.997,187720.0,4,6 -Madison Beer,BOYSHIT,67.0,0.638,0.699,1.0,-6.542,1,0.0892,0.0203,,0.0879,0.57,121.122,160398.0,4,9 -Snow Patrol,Chasing Cars,70.0,0.56,0.595,9.0,-4.53,1,0.0274,0.199,6.47e-05,0.132,0.144,104.011,267960.0,4,9 -Barns Courtney,Hands,46.0,0.5,0.834,4.0,-4.419,1,0.036,0.00025,0.00367,0.496,0.456,98.111,191053.0,4,10 -Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,1 -Jos√© James,Take Me Home,32.0,0.777,0.292,,-10.166,0,0.0402,0.336,0.00444,0.0838,0.264,110.108,251024.0,3,2 -Julien Baker,Favor,50.0,0.487,0.582,5.0,-8.938,1,0.0268,0.715,0.301,0.0971,0.271,104.003,278213.0,4,6 -Moments,The Suffering,22.0,0.118,0.964,1.0,-4.06,1,0.436,0.00012,0.139,0.337,0.107,200.003,269787.0,4,8 -Earshot,Get Away,42.0,0.284,0.852,1.0,-5.135,1,0.18,0.000975,0.00625,0.581,0.473,103.067,272107.0,5,8 -Creeper,Cyanide,45.0,0.388,0.764,2.0,-3.002,1,0.0329,0.0382,1.01e-05,0.328,0.638,172.004,207465.0,4,10 -Zoe Wees,Girls Like Us - Acoustic Version,50.0,0.447,0.192,1.0,-9.83,1,0.034,0.888,,0.0969,0.33,138.8,174439.0,3,9 -Nascent,Lock It Up,42.0,0.659,0.589,11.0,-9.924,0,0.184,0.409,6.74e-06,0.108,0.176,119.931,226866.0,4,5 -Adi-Keshet Cohen,Requiem,14.0,0.488,0.585,1.0,-8.935,1,0.0365,0.499,0.0221,0.111,0.204,135.429,195923.0,4,6 -JAHMED,USAY,39.0,0.773,0.691,1.0,-5.724,1,0.228,0.00648,,0.127,0.574,161.006,157736.0,4,5 -Killswitch Engage,The End of Heartache,62.0,0.469,0.976,,-3.569,0,0.111,0.000287,0.217,0.0636,0.222,124.001,298107.0,4,8 -Children of Zeus,Get What's Yours,41.0,0.82,0.387,7.0,-11.81,1,0.316,0.729,0.0836,0.0699,0.724,95.977,232731.0,4,5 -"Mahendra Kapoor, Pamela Chopra, S.K.Mahan",Jag Gaya Jag Gaya,9.0,0.397,0.529,4.0,-12.683,1,0.0824,0.914,0.000192,0.322,0.46,106.779,6.883333333,4,3 -Maple Syrup,Illjazz,31.0,0.763,0.632,8.0,-11.229,1,0.273,0.332,,0.143,0.493,85.996,205116.0,4,1 -Beyonc√©,Freedom (feat. Kendrick Lamar),64.0,0.437,0.803,2.0,-6.412,1,0.305,0.0376,,0.683,0.406,84.378,289760.0,4,5 -Catherine Wheel,Black Metallic,30.0,0.246,0.413,9.0,-11.763,0,0.0348,0.102,0.0265,0.242,0.0873,149.731,438907.0,4,6 -Sadhana Sargam,Main Teri Hoon Janam,33.0,0.631,0.572,6.0,-10.422,1,0.0382,0.395,0.0212,0.0736,0.672,138.125,4.839783333,4,3 -KALEO,Way down We Go - Recorded at Spotify Studios NYC,55.0,0.602,0.459,8.0,-7.167,0,0.036,0.63,0.000165,0.146,0.366,86.38,193297.0,4,10 -Ringunguinja,Purechucho,24.0,0.612,0.207,4.0,-17.136,1,0.0583,0.983,0.918,0.104,0.716,88.985,2.5936,4,7 -Brother Cane,Got No Shame,45.0,0.48,0.978,1.0,-5.636,1,0.0773,0.0257,0.00247,0.403,0.655,150.319,274600.0,4,10 -Rod Wave,Invisible Scar,64.0,0.709,0.586,11.0,-9.018,0,0.0297,0.157,,0.0717,0.455,116.974,168205.0,4,5 -Pantera,Floods,53.0,0.364,0.811,11.0,-7.237,1,0.0621,0.00268,0.0093,0.106,0.151,120.758,419893.0,4,8 -"Marcin Wasilewski, Slawomir Kurkiewicz, Michal Miskiewicz",Ballad Of The Sad Young Men,54.0,0.372,0.0891,7.0,-21.78,1,0.0357,0.916,0.911,0.158,0.0798,137.995,5.493333333,4,7 -Drown in Sulphur,Sulphur Cvlt,29.0,0.273,0.934,1.0,-4.844,1,0.141,7.39e-05,0.664,0.145,0.152,129.174,280780.0,4,8 -SeeYouSpaceCowboy...,modernizing the myth of sisyphus,39.0,0.302,0.921,,-4.549,1,0.104,5.77e-06,0.715,0.342,0.188,165.137,107284.0,4,8 -Al Foster,Our Son,48.0,0.482,0.101,8.0,-18.914,0,0.0333,0.965,0.00335,0.125,0.189,105.719,2.704666667,4,7 -Phoria,Nouveau-N√© (Re-Imagined),34.0,0.415,0.0711,11.0,-27.629,1,0.0355,0.989,0.871,0.0856,0.11,79.004,200863.0,4,6 -Falete,Mi Amante Amigo,32.0,0.575,0.406,6.0,-9.432,0,0.188,0.838,,0.0726,0.307,91.17,260693.0,4,9 -Brent Faiyaz,"Gravity (feat. Tyler, The Creator)",79.0,0.539,0.615,1.0,-8.746,0,0.252,0.173,0.0056,0.144,0.493,163.924,214693.0,4,9 -*repeat repeat,For Leaving You,37.0,0.327,0.841,9.0,-4.963,1,0.062,0.000101,0.863,0.127,0.455,180.058,226119.0,4,10 -Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,6 -"Pritam, Arijit Singh",Khairiyat,70.0,0.534,0.481,,-9.016,0,0.0412,0.697,,0.142,0.293,124.914,4.671366667,4,3 -Evanescence,Yeah Right,50.0,0.545,0.903,1.0,-4.567,1,0.0427,3.5e-05,0.11,0.135,0.254,131.04,209177.0,4,8 -Britney Spears,What U See (Is What U Get),49.0,0.847,0.801,9.0,-3.838,1,0.0565,0.0876,0.000204,0.766,0.841,93.19,3.611783333,4,9 -T-Bone Walker,T-Bone Shuffle,33.0,0.656,0.396,8.0,-13.577,1,0.0329,0.817,0.133,0.127,0.798,132.088,170000.0,4,2 -Jany Green,Lost In Love,48.0,0.788,0.846,1.0,-6.005,1,0.0411,0.0364,0.00466,0.0963,0.794,121.928,130612.0,4,6 -Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,6 -Parmalee,Take My Name,65.0,0.559,0.66,7.0,-4.143,1,0.0512,0.222,,0.193,0.574,163.957,2.631783333,4,4 -Machine Gun Kelly,body bag (feat. YUNGBLUD & Bert McCracken of The Used),70.0,0.575,0.959,1.0,-2.469,0,0.108,0.000192,,0.0515,0.642,110.973,170074.0,4,10 -Leah Blevins,Heart of Gold (615 Sessions),42.0,0.711,0.167,5.0,-13.319,0,0.0331,0.836,1.27e-06,0.1,0.476,82.842,1.76068333,4,0 -Soen,Antagonist,48.0,0.477,0.973,7.0,-4.106,0,0.0541,0.00188,0.000135,0.379,0.403,107.618,362088.0,4,8 -Ella Henderson,Ghost,67.0,0.68,0.84,9.0,-3.823,1,0.0414,0.0457,8.66e-06,0.143,0.468,104.975,213213.0,4,9 -Miss Lafamilia,Lil Bitch,44.0,0.727,0.632,,-5.399,1,0.223,0.0966,,0.0913,0.193,144.22,153484.0,4,5 -Kavale,Cry,38.0,0.661,0.737,6.0,-6.645,0,0.315,0.39,,0.22,0.558,160.142,221625.0,4,5 -SyKo,#BrooklynBloodPop!,79.0,0.691,0.814,1.0,-3.788,0,0.117,0.0164,,0.366,0.509,132.012,145611.0,4,9 -Igorrr,Camel Dancefloor,45.0,0.525,0.89,2.0,-4.222,1,0.0557,0.00135,0.813,0.0822,0.604,160.083,193067.0,4,8 -Caf√© Shahor Hazak,Sof Shavua,22.0,0.523,0.959,5.0,-3.434,0,0.598,0.563,,0.44,0.545,185.865,209677.0,4,5 -Pure Obsessions & Red Nights,God's Creatures - Jimmy Urine Remix,35.0,0.471,0.816,2.0,-9.446,1,0.0375,0.000232,0.1,0.0828,0.246,140.032,284000.0,4,8 -The Expendables,Surfman Cometh,44.0,0.613,0.797,1.0,-6.744,1,0.0328,8.86e-05,0.86,0.418,0.397,132.024,335586.0,4,10 -King Gizzard & The Lizard Wizard,Work This Time,61.0,0.529,0.491,1.0,-6.249,0,0.193,0.154,0.1,0.136,0.54,113.996,276893.0,1,6 -Bernard Allison,Night Train,33.0,0.642,0.706,7.0,-7.712,1,0.103,0.259,0.0449,0.375,0.669,106.241,298777.0,4,2 -Lifehouse,Breathing,50.0,0.499,0.82,2.0,-6.163,0,0.0301,0.0495,,0.345,0.593,144.949,265400.0,4,10 -James Blake,The First Time Ever I Saw Your Face,56.0,0.313,0.0516,2.0,-17.754,0,0.0443,0.986,0.00652,0.0938,0.0846,86.103,241555.0,3,6 -Death,Voice of the Soul,58.0,0.158,0.572,7.0,-6.293,0,0.0346,0.000926,0.893,0.144,0.347,79.176,223933.0,3,8 -Sody,butterfly,54.0,0.588,0.625,,-9.502,1,0.212,0.69,4.38e-06,0.0799,0.116,121.809,189013.0,4,9 -Mahesh Raghvan,Siddhivinayakam: A New Beginning,20.0,0.558,0.596,1.0,-9.943,0,0.0607,0.0573,0.0167,0.0776,0.244,169.925,4.276616667,3,0 -Rick Estrin & The Nightcats,Looking For A Woman,15.0,0.874,0.649,,-6.352,0,0.0331,0.326,0.0028,0.0884,0.968,108.009,321080.0,4,2 -Blackjack Billy,4 X 4 Play,48.0,0.731,0.84,7.0,-5.224,1,0.0282,0.047,,0.0532,0.775,93.987,201711.0,4,10 -Winsome,Solitude,20.0,0.335,0.459,11.0,-11.137,1,0.0288,0.276,0.00375,0.106,0.37,185.161,215859.0,4,10 -Green Day,Pollyanna,60.0,0.507,0.96,9.0,-6.224,1,0.0354,9.36e-05,1.02e-06,0.208,0.967,135.024,195018.0,4,10 -Ayane Yamazaki,Melody,6.0,0.552,0.26,,-12.774,1,0.0277,0.868,0.00544,0.247,0.198,95.01,194751.0,4,9 -Necrophobic,Mirror Black,33.0,0.285,0.973,7.0,-5.123,0,0.0965,4.7e-06,0.417,0.228,0.0769,159.75,323200.0,4,8 -Sum 41,Fat Lip,73.0,0.402,0.914,9.0,-5.215,1,0.142,0.000579,,0.065,0.626,196.505,178267.0,4,10 -Alessandro Cortini,CHIAROSCURO,37.0,0.15,0.25,3.0,-13.268,1,0.0424,0.0836,0.841,0.276,0.0355,135.451,476689.0,3,6 -Spafford,The Reprise (Live),35.0,0.316,0.535,7.0,-12.924,1,0.0402,0.00143,0.769,0.872,0.577,162.264,477257.0,4,10 -Skrizzly Adams,Bad Desires,46.0,0.78,0.733,1.0,-5.958,1,0.0781,0.033,,0.231,0.746,129.938,140445.0,4,10 -Tee Grizzley,What We On (feat. Big Sean),57.0,0.786,0.689,1.0,-6.765,1,0.236,0.266,,0.109,0.53,86.974,209655.0,4,5 -Sleepy Hallow,2055,79.0,0.775,0.518,6.0,-5.857,0,0.311,0.455,,0.121,0.646,161.011,2.06645,4,9 -James Arthur,Medicine - Acoustic,55.0,0.506,0.489,10.0,-6.589,1,0.039,0.789,,0.111,0.62,143.866,210454.0,4,9 -Sega Bodega,Salv Goes To Hollywood,46.0,0.761,0.514,1.0,-9.271,1,0.143,0.0492,0.00801,0.217,0.258,110.042,182000.0,4,6 -Hollow Coves,The Woods - Acoustic,60.0,0.568,0.558,9.0,-8.553,1,0.0278,0.724,0.000331,0.116,0.287,104.991,3.99933333,4,0 -No Love For The Middle Child,Bullets in the Dark (feat. MOD SUN),48.0,0.673,0.923,1.0,-3.628,0,0.0521,0.0107,,0.12,0.946,139.969,181547.0,4,1 -Amusement Parks On Fire,Our Goal to Realise,31.0,0.282,0.813,,-3.261,0,0.0503,5.31e-06,,0.499,0.387,70.994,197563.0,3,6 -Allison Russell,Nightflyer,55.0,0.482,0.333,2.0,-9.78,1,0.0636,0.705,,0.106,0.414,73.271,295547.0,4,2 -Koko Taylor,Put The Pot On,38.0,0.647,0.62,8.0,-10.46,1,0.0432,0.151,4.88e-05,0.132,0.873,119.4,228800.0,4,2 -"Gabriel Fauré, Sinfonieorchester Basel, Ivor Bolton","Berceuse for Violin and Orchestra, Op. 16",28.0,0.231,0.0768,2.0,-25.658,1,0.0508,0.944,0.149,0.0983,0.1,113.69,4.276666667,4,7 -OWLS,Everyone Is My Friend,32.0,0.53,0.793,4.0,-7.662,1,0.0382,0.0132,,0.236,0.603,101.258,206351.0,4,10 -Pandamic,Bus,37.0,0.492,0.678,9.0,-5.121,1,0.0467,0.000295,0.00229,0.364,0.349,104.428,196293.0,4,10 -Mot√∂rhead,Overkill,61.0,0.296,0.975,3.0,-3.676,0,0.225,0.000217,0.00196,0.269,0.0724,119.491,311080.0,4,8 -Tuna,◊ú◊ê◊ü ◊©◊ê◊§◊†◊î ◊û◊ë◊ò◊ô,30.0,0.379,0.714,4.0,-6.341,0,0.132,0.0399,,0.543,0.475,170.038,268335.0,4,5 -The Rolling Stones,(I Can't Get No) Satisfaction - Mono Version,76.0,0.723,0.863,2.0,-7.89,1,0.0338,0.0383,0.0317,0.128,0.931,136.302,3.71355,4,10 -The Lonely Ones,Change The Station,38.0,0.595,0.91,4.0,-4.138,1,0.0535,0.000317,0.0331,0.583,0.635,109.041,220144.0,3,10 -Margalit Tzan'ani,◊†◊¢◊®◊ô ◊©◊ï◊ë◊î ◊ê◊ú◊ô,35.0,0.819,0.705,6.0,-6.087,0,0.0278,0.138,,0.0884,0.979,105.154,231147.0,4,9 -Eric Reed,New Morning,44.0,0.374,0.118,2.0,-16.48,1,0.0365,0.97,0.829,0.083,0.0954,145.312,9.513116667,5,7 -Valencia Torres,Mountain Train,46.0,0.57,0.0532,4.0,-17.396,1,0.0517,0.992,0.954,0.1,0.108,118.767,2.772833333,3,7 -Datcha Mandala,Stick It Out,15.0,0.503,0.825,7.0,-11.117,1,0.0383,0.000298,0.0365,0.298,0.691,133.206,204107.0,4,10 -Robert Cray,The Same Love That Made Me Laugh,29.0,0.716,0.693,10.0,-6.291,1,0.0335,0.327,0.0071,0.0864,0.724,102.129,231667.0,4,2 -Electric Boys,Super God,34.0,0.45,0.894,2.0,-6.033,1,0.0519,9.45e-06,0.109,0.421,0.339,128.04,208863.0,4,10 -Kenny Chesney,Don't Blink,58.0,0.604,0.605,4.0,-8.516,1,0.0352,0.115,1.22e-05,0.305,0.647,147.925,4.754666667,4,4 -Charlie Marie,Soul Train,27.0,0.603,0.827,10.0,-5.222,1,0.0282,0.138,0.000323,0.123,0.664,107.009,236867.0,4,1 -Bay Ledges,Stay,36.0,0.695,0.654,4.0,-10.254,0,0.0523,0.379,0.149,0.177,0.946,86.016,212093.0,4,6 -Ofer Levi,◊ú◊†◊¶◊ó ◊ú◊ê◊î◊ï◊ë,23.0,0.54,0.522,3.0,-10.235,0,0.0295,0.421,1.07e-06,0.079,0.469,82.006,464000.0,4,9 -Charley Crockett,Midnight Run,49.0,0.64,0.486,2.0,-10.322,1,0.0268,0.568,0.0202,0.7,0.895,112.313,231131.0,4,1 -The Kooks,Taking Pictures Of You,60.0,0.66,0.522,2.0,-7.754,1,0.0323,0.196,,0.356,0.524,135.825,161982.0,4,10 -Carrie Underwood,Church Bells,65.0,0.575,0.844,3.0,-1.772,0,0.0633,0.226,,0.0538,0.542,87.007,3.222216667,4,4 -Bon Iver,Skinny Love,,0.565,0.257,,-14.04,1,0.0579,0.843,3.03e-06,0.109,0.111,76.493,3.97533333,4,0 -Stevie Ray Vaughan,The House Is Rockin',53.0,0.336,0.909,4.0,-11.019,1,0.039,0.204,0.0211,0.333,0.956,172.162,143227.0,4,2 -Melii,Sh*t Talk,33.0,0.907,0.734,8.0,-3.112,1,0.317,0.0741,2.36e-05,0.105,0.351,133.964,152749.0,4,5 -Kings of Leon,Use Somebody,77.0,0.276,0.715,,-5.356,1,0.0432,0.00552,0.000417,0.201,0.173,137.028,230760.0,4,10 -Herman's Hermits,No Milk Today - Mono Version,54.0,0.659,0.663,7.0,-6.353,1,0.0292,0.31,1.7e-06,0.0745,0.961,133.849,2.90555,4,10 -Pomegranate Tiger,Stomp the Haunted Crown,31.0,0.554,0.918,8.0,-6.172,0,0.107,2.86e-05,0.704,0.551,0.27,120.05,356160.0,4,8 -Vargas Blues Band,Blues latino,26.0,0.592,0.752,9.0,-7.309,0,0.0269,0.33,0.81,0.0545,0.379,100.038,332693.0,4,2 -Queensr√øche,I Don't Believe In Love - Remastered 2003,54.0,0.562,0.991,7.0,-2.654,1,0.0745,0.0373,1.14e-05,0.425,0.266,118.004,263560.0,4,8 -Cordae,Wassup (feat. Young Thug),73.0,0.93,0.467,8.0,-8.449,1,0.116,0.00906,0.0062,0.131,0.169,139.972,164633.0,4,5 -Swimm,Man's Man,40.0,0.697,0.667,9.0,-6.354,1,0.0395,0.0038,2.08e-06,0.236,0.698,136.051,187059.0,3,1 -"Amitabh Bachchan, Rakhee, Shashi Kapoor, Rishi Kapoor, Neetu Singh, Waheeda Rehman, Naseem Bano",Kaal Nayi Konkley Phutenge (with Dialogues),10.0,0.385,0.243,4.0,-18.084,0,0.461,0.631,,0.672,0.372,76.484,21.59266667,3,3 -Jalen Santoy,Mad Nice,41.0,0.806,0.741,,-7.535,1,0.209,0.278,,0.0985,0.286,105.022,148793.0,4,5 -Psychedelic Porn Crumpets,Pukebox,41.0,0.386,0.94,1.0,-5.235,0,0.0871,6.8e-05,2.11e-05,0.329,0.378,150.112,188780.0,4,10 -Bombino,Tar Hani (My Love),29.0,0.451,0.547,9.0,-8.522,0,0.0435,0.504,0.0099,0.326,0.126,87.721,390600.0,4,2 -CHASE B,For Me,69.0,0.904,0.498,2.0,-7.86,1,0.324,0.00919,,0.0791,0.145,132.992,202411.0,4,5 -"Udit Narayan, Hema Sardesai",Kehna Hai Tumse,32.0,0.603,0.675,2.0,-11.04,0,0.0439,0.428,4.41e-06,0.0893,0.533,104.946,4.7,4,3 -Imarhan,Tamudre,17.0,0.6,0.624,8.0,-10.727,1,0.0387,0.468,0.124,0.166,0.756,98.586,252493.0,4,2 -Drama,"Left, Right, Left",49.0,0.908,0.517,4.0,-11.018,1,0.165,0.00834,,0.142,0.539,125.055,217427.0,4,5 -Oscar Peterson Trio,I Got It Bad And That Ain't Good,59.0,0.488,0.0527,5.0,-27.331,1,0.0478,0.971,0.911,0.0882,0.193,49.689,5.103783333,4,7 -Tseba,Must Be Love (feat. Electric Fields),49.0,0.543,0.922,5.0,-5.521,1,0.112,0.0598,0.159,0.109,0.73,121.984,270145.0,4,6 -Ram Jam,Black Betty,67.0,0.465,0.865,11.0,-9.573,0,0.098,0.018,0.00135,0.0769,0.677,117.528,237893.0,4,10 -The Fratellis,Stand up Tragedy,40.0,0.592,0.901,2.0,-4.004,1,0.0349,0.00151,2.11e-05,0.351,0.836,105.065,225318.0,4,10 -The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,6 -Black Pistol Fire,Suffocation Blues,55.0,0.282,0.843,11.0,-6.002,0,0.114,0.000839,3.02e-05,0.0699,0.418,175.798,161054.0,4,10 -Mukesh,Kabhi Kabhi Mere Dil Mein,30.0,0.492,0.264,4.0,-13.1,1,0.0308,0.941,6.06e-06,0.241,0.515,109.057,4.750366667,4,3 -Junkyard Drive,Let It Burn,36.0,0.367,0.856,1.0,-11.546,1,0.065,6.98e-05,0.00609,0.0492,0.322,167.849,220000.0,4,8 -Godsmack,Serenity,48.0,0.684,0.659,9.0,-5.713,1,0.0234,0.027,5.9e-06,0.15,0.319,110.159,274480.0,4,8 -Count Basie,Sent For You Yesterday,37.0,0.546,0.389,,-14.135,0,0.0918,0.777,0.00273,0.0994,0.682,164.443,178959.0,4,2 -Tion Wayne,"Body (Remix) [feat. ArrDee, E1 (3x3), ZT (3x3), Bugzy Malone, Buni, Fivio Foreign & Darkoo]",90.0,0.883,0.674,11.0,-8.043,0,0.357,0.21,,0.0678,0.73,141.02,278085.0,4,9 -Itay Levi,◊ê◊£ ◊ê◊ó◊™ ◊ê◊ó◊®◊™,31.0,0.613,0.548,8.0,-6.534,0,0.0282,0.439,,0.116,0.479,139.963,208666.0,4,9 -Nickelback,Someday,69.0,0.455,0.858,11.0,-5.659,0,0.0391,0.000616,0.000247,0.226,0.597,163.118,207467.0,4,10 -Eels,Novocaine For The Soul,56.0,0.409,0.717,6.0,-7.75,1,0.0395,0.000578,0.0632,0.0827,0.311,169.212,188693.0,4,6 -Tommy McClennan,Blues As I Can Be,34.0,0.707,0.275,9.0,-14.026,0,0.163,0.91,7.6e-06,0.112,0.619,108.657,163944.0,4,2 -A Tribe Called Quest,Award Tour,64.0,0.812,0.6,7.0,-9.414,1,0.254,0.00308,8.38e-06,0.173,0.555,97.338,226440.0,4,5 -Julia Wolf,In My Way,7.0,0.781,0.407,8.0,-9.695,1,0.143,0.325,,0.153,0.314,91.046,123280.0,4,6 -Lagori,Saiyyan,15.0,0.316,0.426,,-9.745,1,0.0329,0.631,0.000682,0.103,0.252,130.013,4.587533333,1,0 -Brama,Ai tant Montat,11.0,0.375,0.744,5.0,-6.666,0,0.0481,0.00107,0.000109,0.329,0.687,102.718,162039.0,4,10 -J Balvin,Otra Noche Sin Ti,85.0,0.503,0.548,,-7.564,0,0.164,0.0751,0.000234,0.145,0.441,94.036,228920.0,4,9 -Bored at My Grandmas House,Showers,34.0,0.341,0.721,9.0,-6.614,0,0.034,0.00593,0.0272,0.79,0.623,115.014,220404.0,4,6 -Sleeping With Sirens,Scene Two - Roger Rabbit,58.0,0.693,0.562,,-7.323,1,0.0379,0.195,,0.123,0.183,123.979,197947.0,4,10 -Saweetie,Fast (Motion),72.0,0.882,0.839,4.0,-3.193,1,0.082,0.156,,0.132,0.71,117.032,170653.0,4,5 -Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,10 -David Bowie,Changes - 1999 Remaster,37.0,0.537,0.355,,-11.241,1,0.0363,0.357,,0.132,0.39,113.994,214573.0,4,6 -Black Spiders,Good Times,30.0,0.473,0.963,7.0,-1.558,1,0.0571,0.00104,,0.191,0.739,157.929,219493.0,4,10 -Armor For Sleep,Car Underwater,52.0,0.435,0.774,2.0,-5.052,1,0.0631,0.014,,0.127,0.448,147.466,228707.0,4,10 -Erica Banks,Buss It (feat. Travis Scott),70.0,0.898,0.529,9.0,-5.428,1,0.2,0.0699,,0.536,0.8,110.032,188963.0,4,9 -Six Feet Under,TNT,43.0,0.615,0.893,5.0,-6.139,1,0.102,0.00291,0.00472,0.199,0.555,127.834,208533.0,4,8 -AJ Mitchell,GROWING PAINS,54.0,0.393,0.517,1.0,-6.446,1,0.246,0.0379,,0.0738,0.535,70.59,202148.0,4,9 -Elvis Presley,Hound Dog,67.0,0.494,0.756,,-8.492,1,0.0499,0.733,0.00505,0.76,0.949,86.895,2.26711667,4,10 -Aya Korem,◊ú◊ê ◊¢◊ï◊©◊ô◊ù ◊ê◊™ ◊ñ◊î ◊õ◊õ◊î,28.0,0.546,0.744,10.0,-4.042,0,0.173,0.217,,0.0826,0.668,81.669,202683.0,4,9 -Young Guns,Mad World,44.0,0.301,0.932,2.0,-6.21,1,0.141,1.93e-05,0.405,0.33,0.373,136.057,174253.0,4,10 -Bones Owens,Tell Me,50.0,0.591,0.42,10.0,-6.986,1,0.0317,0.0146,0.000121,0.101,0.52,129.918,197783.0,4,10 -Dirty Honey,When I'm Gone,57.0,0.452,0.916,1.0,-3.17,1,0.0478,0.000308,0.000391,0.118,0.592,90.995,205091.0,4,10 -Omer Adam,◊™◊ú ◊ê◊ë◊ô◊ë,53.0,0.705,0.842,3.0,-6.093,0,0.0483,0.0605,,0.141,0.62,130.019,218120.0,4,9 -Sonoda,Point of View,32.0,0.291,0.8,,-8.02,1,0.0422,0.0772,0.00177,0.0953,0.499,174.713,126771.0,3,6 -Within Destruction,No Way Out,42.0,0.287,0.991,10.0,-0.645,0,0.123,0.00657,0.00489,0.368,0.108,159.831,199747.0,4,8 -Molchat Doma,–õ—é–¥–∏ –ù–∞–¥–æ–µ–ª–∏,54.0,0.41,0.529,11.0,-9.662,0,0.039,0.406,0.885,0.11,0.828,160.06,178860.0,3,6 -Nirvana,Breed,60.0,0.262,0.969,4.0,-4.675,1,0.0894,3.69e-06,0.00213,0.133,0.263,158.433,184040.0,4,10 -Danzig,Snakes Of Christ,37.0,0.581,0.809,2.0,-9.67,1,0.0397,0.00304,6.77e-05,0.3,0.19,127.991,274000.0,4,8 -Boys Noize,& Down,40.0,0.619,0.629,1.0,-4.109,0,0.33,0.0473,0.227,0.314,0.262,123.003,258133.0,4,1 -James Blunt,Wisemen - Live in Ireland,29.0,0.5,0.673,10.0,-10.292,1,0.0367,0.0729,0.0147,0.493,0.56,149.326,3.822666667,4,9 -The Rolling Stones,Jumpin' Jack Flash,64.0,0.596,0.901,3.0,-7.373,1,0.0482,0.0362,0.749,0.0698,0.621,137.359,219467.0,4,10 -Chris Stapleton,You Should Probably Leave,76.0,0.602,0.477,9.0,-8.425,1,0.032,0.268,3.1e-05,0.173,0.552,183.89,213493.0,4,1 -R.E.M.,Country Feedback,43.0,0.274,0.567,7.0,-5.98,1,0.0276,0.0861,0.0461,0.398,0.29,144.713,249320.0,4,10 -The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,1 -PJ Harvey,Good Fortune,52.0,0.552,0.669,7.0,-4.462,1,0.0329,0.00697,0.0467,0.0781,0.561,126.092,200200.0,4,6 -aroomfullofmirrors,RAWAR,43.0,0.622,0.41,8.0,-14.002,1,0.409,0.451,1.86e-05,0.191,0.472,77.426,183901.0,4,5 -Bruce Springsteen,I'm On Fire,74.0,0.62,0.446,1.0,-14.451,0,0.0347,0.589,0.0299,0.0727,0.868,88.591,2.598,4,10 -Eiv√∏r,Tr√∏llabundin,54.0,0.562,0.47,6.0,-8.876,0,0.087,0.174,0.0297,0.213,0.215,169.925,270973.0,4,8 -Nothing But Thieves,Forever & Ever More,55.0,0.289,0.841,8.0,-4.33,1,0.146,0.00582,0.00769,0.267,0.399,183.17,208134.0,3,1 -Gr√°inne Duffy,Good Love Had To Die,31.0,0.509,0.405,2.0,-8.779,0,0.036,0.319,0.0059,0.123,0.274,141.509,215947.0,3,2 -Jacob Banks,Parade,54.0,0.574,0.691,6.0,-7.805,0,0.0336,0.0142,0.000431,0.169,0.767,95.009,136632.0,4,10 -Red Hot Chili Peppers,Give It Away,73.0,0.666,0.936,7.0,-9.919,1,0.0476,0.00244,0.086,0.153,0.776,91.577,282907.0,4,10 -MOD SUN,Flames (feat. Avril Lavigne),68.0,0.54,0.631,8.0,-4.569,1,0.0336,0.00316,,0.104,0.194,84.903,151989.0,4,1 -Raful Neal,You Been Sweet To Me,11.0,0.778,0.6,7.0,-9.764,1,0.031,0.297,0.0264,0.12,0.848,100.189,290013.0,4,2 -Let's Eat Grandma,Hot Pink,44.0,0.716,0.552,,-6.927,0,0.0863,0.202,,0.0942,0.181,103.002,248977.0,4,6 -Hot Hot Heat,Middle of Nowhere,49.0,0.568,0.971,7.0,-3.478,1,0.0543,0.0518,4.24e-05,0.265,0.778,139.27,241333.0,4,10 -"Tori Kelly, Ed Sheeran",I Was Made For Loving You,,0.357,0.336,2.0,-11.97,1,0.0312,0.294,,0.0956,0.22,142.517,3.14898333,4,0 -Shlomo Artzi,◊ú◊ê ◊¢◊ï◊ñ◊ë ◊ê◊™ ◊î◊¢◊ô◊®,34.0,0.627,0.438,6.0,-11.578,0,0.0396,0.161,,0.306,0.273,124.208,286000.0,4,10 -Jesse Roper,The Hurricane's Eye,40.0,0.357,0.658,9.0,-8.197,1,0.0621,0.0078,0.00274,0.132,0.227,164.221,215912.0,4,10 -Joy Room,What's Your Number?,31.0,0.365,0.893,2.0,-3.983,0,0.0841,0.00331,8.84e-06,0.142,0.612,163.39,168891.0,4,10 -Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,1 -Eliad,◊ê◊ï◊®,42.0,0.707,0.52,1.0,-8.495,1,0.0419,0.137,,0.131,0.597,92.969,224267.0,4,9 -Moshe Peretz,◊ô◊ú◊ì◊î ◊ß◊ò◊†◊î,33.0,0.515,0.584,5.0,-4.285,1,0.0248,0.363,,0.137,0.298,90.009,277750.0,4,9 -Alon Eder,◊ß◊¶◊™ ◊ê◊î◊ë◊î ◊ú◊ê ◊™◊ñ◊ô◊ß,44.0,0.275,0.376,2.0,-5.798,1,0.029,0.35,6.16e-06,0.114,0.325,137.545,267173.0,4,6 -Itay Levi,◊ú◊ß◊ó◊™ ◊ê◊™ ◊î◊û◊§◊™◊ó◊ï◊™,40.0,0.466,0.441,10.0,-6.096,0,0.127,0.655,,0.101,0.345,74.097,207568.0,4,9 -Five Finger Death Punch,A Little Bit Off,71.0,0.664,0.828,,-6.053,1,0.0404,0.00839,,0.294,0.82,103.985,190718.0,4,10 -While She Sleeps,FAKERS PLAGUE,52.0,0.42,0.876,6.0,-5.35,0,0.098,0.0235,0.000146,0.157,0.117,119.091,353806.0,4,8 -Hatebreed,I Will Be Heard,54.0,0.585,0.907,1.0,-4.787,1,0.102,7.21e-05,,0.0682,0.573,92.634,178667.0,4,8 -Lil Gnar,Missiles (feat. Trippie Redd),64.0,0.797,0.713,2.0,-4.384,1,0.279,0.0696,,0.0694,0.464,130.059,154462.0,4,5 -Leprous,Castaway Angels,47.0,0.537,0.425,11.0,-9.499,0,0.0392,0.391,0.00311,0.115,0.0728,109.02,295890.0,4,10 -"Suhel Rais Khan, Ustad Sultan Khan",Sitar Symphony - Original,14.0,0.517,0.583,7.0,-6.792,1,0.0299,0.188,0.0106,0.234,0.43,78.027,4.302966667,4,0 -Arik Einstein,◊¶◊¢◊® ◊ú◊ö,24.0,0.598,0.171,2.0,-18.199,1,0.0302,0.937,0.0278,0.102,0.288,137.757,253000.0,4,10 -Gracious K,Migraine Skank - Main Mix,21.0,0.442,0.765,5.0,-5.63,0,0.255,0.000146,1.61e-06,0.313,0.671,162.74,186933.0,5,5 -Veil Of Maya,Outsider,54.0,0.476,0.971,4.0,-3.797,0,0.0964,5.25e-05,9.45e-05,0.316,0.207,140.02,249468.0,3,8 -My Life As Ali Thomas,Rinn,34.0,0.488,0.78,9.0,-4.971,1,0.0412,0.0162,0.00994,0.0968,0.355,87.937,207614.0,4,10 -Keaton Henson,You Don't Know How Lucky You Are,53.0,0.389,0.314,2.0,-8.559,1,0.0345,0.772,0.576,0.109,0.107,95.641,228080.0,4,6 -Hadag Nahash,◊ú◊ê ◊û◊ï◊ï◊™◊®,31.0,0.671,0.873,5.0,-4.83,0,0.0401,0.00153,4.83e-06,0.0411,0.922,110.021,398400.0,4,5 -*repeat repeat,Wind in My Sail,23.0,0.495,0.844,7.0,-4.448,1,0.0433,9.75e-05,0.81,0.447,0.46,119.958,185916.0,4,10 -Metallica,Sad But True,69.0,0.633,0.846,7.0,-6.347,1,0.0337,0.000819,0.00139,0.0762,0.448,89.23,323933.0,4,10 -"Geeta Dutt, Shyam Kumar",Bhanwara Bada Nadan,,0.653,0.191,,-12.963,0,0.088,0.958,,0.138,0.865,107.26,4.409466667,4,3 -Linkin Park,Numb,82.0,0.496,0.863,9.0,-4.153,1,0.0381,0.0046,,0.639,0.243,110.018,185587.0,4,10 -vedawave,Rip,27.0,0.621,0.921,10.0,-6.847,1,0.0418,0.087,0.53,0.232,0.781,120.012,153398.0,4,6 -Ben Miller Band,Big Boy,19.0,0.495,0.71,2.0,-8.533,1,0.0486,0.275,0.0171,0.195,0.495,153.617,183187.0,4,2 -Figueroa,Back to the Stars,35.0,0.417,0.569,4.0,-7.56,1,0.0303,0.000302,0.606,0.104,0.0352,140.02,366957.0,4,6 -Geeta Dutt,Thandi Hawa Kali Ghata,14.0,0.563,0.614,7.0,-6.695,0,0.0394,0.845,,0.167,0.962,154.797,3.543783333,3,3 -Bruno Pernadas,Theme Vision,37.0,0.548,0.682,4.0,-7.105,1,0.0356,0.323,0.00149,0.105,0.458,107.939,381428.0,4,6 -Koevary,◊û◊ô◊ô◊ë◊©,21.0,0.673,0.657,10.0,-5.859,0,0.0332,0.0314,8.16e-05,0.35,0.949,78.977,185760.0,4,6 -Squeeze,Pulling Mussels (From The Shell),51.0,0.593,0.702,,-12.668,1,0.0409,0.002,8.38e-05,0.19,0.901,142.006,238133.0,4,6 -Nicholas Britell,Little's Theme,43.0,0.266,0.0128,7.0,-24.109,1,0.052,0.909,0.922,0.131,0.0637,65.694,0.987116667,3,7 -Napalm Death,Contagion,38.0,0.116,0.963,7.0,-4.829,1,0.133,1.02e-06,0.886,0.0765,0.224,91.439,245461.0,4,8 -Pakshee,Raah Piya,25.0,0.701,0.518,2.0,-8.892,0,0.0415,0.406,0.000149,0.122,0.551,100.018,7.08,4,0 -Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,6 -Nuclear Assault,Sin,35.0,0.151,0.992,9.0,-4.451,1,0.191,2.94e-05,0.827,0.183,0.068,143.467,202147.0,4,8 -Ailbhe Reddy,Time Difference,36.0,0.548,0.161,2.0,-14.991,1,0.0326,0.861,0.000243,0.102,0.309,80.069,190900.0,4,6 -Kevo Muney,I Got Feelings,50.0,0.803,0.545,10.0,-8.822,1,0.279,0.0336,,0.112,0.0993,144.01,183230.0,4,5 -Dolly Parton,Jolene,72.0,0.674,0.537,1.0,-10.971,0,0.0363,0.566,,0.131,0.809,110.578,2.692216667,4,4 -Marina Maximilian,◊ê◊û◊ê,30.0,0.33,0.507,4.0,-8.515,0,0.0404,0.557,,0.12,0.232,79.96,194374.0,4,9 -The Collective,The ballad of sad young men,52.0,0.479,0.115,4.0,-20.306,0,0.0343,0.936,0.756,0.152,0.115,116.047,5.174166667,4,7 -Cut Copy,Hearts On Fire - Calvin Harris Remix,18.0,0.783,0.82,1.0,-6.102,1,0.0489,0.00054,0.499,0.0628,0.235,129.015,339213.0,4,6 -Mississippi Blues Band,Caf√© Madrid,28.0,0.533,0.704,7.0,-9.97,1,0.0485,0.164,2.59e-05,0.0739,0.696,118.935,206893.0,4,2 -M24,High Right Now,59.0,0.875,0.661,3.0,-6.71,0,0.259,0.41,,0.0889,0.739,141.894,174557.0,4,5 -Sowulo,Wulfwiga,47.0,0.559,0.552,7.0,-8.414,1,0.0335,0.00888,0.367,0.0725,0.342,130.04,256187.0,4,8 -The OBGMs,Outsah,32.0,0.46,0.949,7.0,-5.59,1,0.084,0.00141,0.304,0.234,0.214,146.051,113752.0,4,1 -Mndsgn,Hope You're Doin' Better,37.0,0.552,0.618,8.0,-8.155,0,0.0317,0.486,0.0773,0.313,0.442,157.956,275661.0,4,1 -Fontaines D.C.,I Don't Belong,50.0,0.657,0.716,9.0,-7.76,0,0.0264,0.2,0.000728,0.173,0.513,112.045,271107.0,4,10 -Slipknot,Before I Forget,75.0,0.291,0.974,6.0,-2.997,0,0.171,0.0177,5.44e-06,0.886,0.348,134.724,278600.0,4,8 -Primus,Tommy The Cat,51.0,0.533,0.924,6.0,-11.679,0,0.0721,0.00185,0.185,0.373,0.371,128.548,253960.0,4,10 -NewDad,I Don't Recognise You,53.0,0.534,0.623,11.0,-7.144,1,0.0247,0.668,0.379,0.121,0.395,82.487,275013.0,4,1 -Simon & Garfunkel,"Mrs. Robinson - From ""The Graduate"" Soundtrack",75.0,0.606,0.457,6.0,-14.035,0,0.0497,0.713,2.53e-05,0.0747,0.813,92.033,4.06711667,4,0 -Execution Day,ESCAPE,,0.548,0.965,3.0,-3.079,0,0.0764,9.53e-05,0.000143,0.369,0.462,118.077,193220.0,4,8 -Bloc Party,Banquet - Phones Disco Edit,28.0,0.635,0.875,10.0,-8.536,0,0.0421,0.000722,0.111,0.483,0.934,149.98,324667.0,4,1 -Arik Einstein,Sa Leat,41.0,0.409,0.377,,-13.552,1,0.0346,0.622,0.000205,0.107,0.513,156.291,257802.0,4,10 -IDLES,A Hymn,43.0,0.504,0.607,7.0,-8.561,1,0.033,0.0288,0.342,0.112,0.0366,101.031,318694.0,4,6 -Bullet For My Valentine,Hand Of Blood,56.0,0.378,0.986,8.0,-2.769,1,0.0832,0.000248,,0.0833,0.492,94.458,216133.0,4,10 -Dudu Tassa,◊™◊ë◊ô◊ê◊ô ◊ê◊ô◊™◊ö ◊ô◊ô◊ü,28.0,0.699,0.886,4.0,-4.394,0,0.0555,0.0322,0.000951,0.134,0.67,101.952,224365.0,4,10 -Evildead,The Descending,17.0,0.315,0.961,10.0,-2.722,0,0.094,3.09e-05,7.53e-05,0.321,0.501,99.024,192413.0,4,8 -Crashing Atlas,Kerosene,29.0,0.454,0.957,4.0,-5.458,1,0.105,0.000104,0.0695,0.372,0.592,155.028,170323.0,4,10 -Oneohtrix Point Never,Nothing‚Äôs Special,40.0,0.197,0.28,7.0,-8.395,1,0.0332,0.672,0.000937,0.0905,0.0718,90.639,213180.0,4,6 -Elton John,Your Song - Live At Madison Square Garden,37.0,0.478,0.344,3.0,-11.238,1,0.0363,0.854,1.87e-05,0.818,0.27,128.286,4.161116667,4,9 -Headcharger,Death Sound,10.0,0.491,0.89,10.0,-7.115,0,0.0433,7.36e-06,0.104,0.25,0.555,137.989,243520.0,1,10 -Dire Straits,Romeo And Juliet,71.0,0.613,0.441,5.0,-11.999,1,0.0309,0.546,0.0132,0.0869,0.525,87.573,360667.0,4,10 -UNSECRET,Love It,34.0,0.847,0.654,3.0,-5.431,0,0.0378,0.0748,0.0656,0.128,0.875,119.955,138043.0,4,9 -The Black Keys,Howlin' for You,67.0,0.725,0.747,11.0,-5.545,1,0.0876,0.0272,0.0468,0.104,0.38,132.921,191956.0,4,6 -Childish Gambino,Redbone,83.0,0.743,0.347,1.0,-11.174,1,0.121,0.167,0.00951,0.103,0.572,160.143,326933.0,4,9 -Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,1 -Eden Hason,◊ê◊ô◊™◊ö,43.0,0.534,0.471,9.0,-8.485,0,0.128,0.315,,0.241,0.367,75.01,163159.0,4,9 -Kyuss,Space Cadet,52.0,0.461,0.168,11.0,-16.225,0,0.042,0.449,0.886,0.265,0.309,169.675,422464.0,4,8 -Satyr,Picayune,37.0,0.357,0.981,6.0,-3.452,0,0.231,0.000279,0.151,0.0986,0.202,112.493,231798.0,3,8 -Swastik The Band,Jogi,37.0,0.55,0.648,2.0,-6.5,0,0.0557,0.276,9.72e-05,0.069,0.352,80.03,6.280916667,4,0 -Bright Eyes,Flirted With You All My Life,49.0,0.408,0.532,5.0,-7.933,1,0.0325,0.134,0.0654,0.0966,0.241,99.672,247545.0,4,6 -The Isley Brothers,For the Love of You - Live,20.0,0.577,0.464,11.0,-10.061,0,0.0585,0.558,5.25e-05,0.259,0.548,110.959,299067.0,4,10 -Nature TV,Solid Door,30.0,0.472,0.653,9.0,-7.267,0,0.0522,0.733,9.84e-05,0.206,0.624,168.922,231926.0,4,6 -Celeste,Tonight Tonight,61.0,0.611,0.834,11.0,-4.528,0,0.0299,0.0544,1.57e-05,0.232,0.643,109.997,219440.0,4,6 -Morray,Can‚Äôt Use Me,62.0,0.777,0.482,7.0,-8.411,1,0.109,0.00734,,0.237,0.532,76.487,170107.0,4,5 -"Kanchan, Manhar, Anand",Hum Tumhen Chahte Hain - From Qurbani,38.0,0.473,0.437,5.0,-10.944,1,0.0353,0.654,7.12e-05,0.0684,0.587,95.523,7.267116667,4,3 -Chad Kroeger,Hero (feat. Josey Scott),63.0,0.427,0.843,4.0,-4.54,1,0.0364,0.00216,,0.179,0.304,147.387,200480.0,3,10 -P√°rpados,Me Acoplo,35.0,0.44,0.345,,-9.796,1,0.0272,0.614,0.756,0.0992,0.126,80.865,240500.0,4,6 -National Nightmare,Witch,32.0,0.493,0.937,9.0,-3.555,0,0.0884,0.0198,0.000216,0.103,0.435,155.179,290417.0,4,10 -Kitten,American Football,36.0,0.531,0.826,9.0,-5.13,1,0.0391,0.00386,2.1e-05,0.48,0.455,90.035,201847.0,4,6 -Billy F Gibbons,Desert High,40.0,0.484,0.475,2.0,-9.647,0,0.0287,0.00632,0.00124,0.14,0.33,100.042,207853.0,4,2 -Keane,Nothing In My Way,61.0,0.399,0.854,10.0,-4.97,0,0.0294,0.00107,3.96e-06,0.0893,0.872,172.478,240387.0,4,10 -Kroi,shift command,32.0,0.669,0.8,5.0,-4.857,0,0.0456,0.0221,5.12e-05,0.26,0.425,113.027,248513.0,4,9 -Foals,Mountain at My Gates,66.0,0.495,0.931,2.0,-5.336,0,0.0469,0.0025,0.0819,0.246,0.617,104.05,244293.0,4,1 -TOOL,Right In Two,59.0,0.44,0.568,7.0,-8.54,1,0.0293,0.00442,0.84,0.119,0.248,118.389,535800.0,3,8 -The Anix,My Eyes,47.0,0.4,0.906,,-4.761,1,0.058,5.12e-05,0.657,0.278,0.227,100.052,315150.0,4,10 -Imagine Dragons,Thunder,83.0,0.605,0.822,,-4.833,1,0.0438,0.00671,0.134,0.147,0.288,167.997,187147.0,4,9 -Ronan Keating,Life Is A Rollercoaster - Live,25.0,0.481,0.895,,-3.073,1,0.0703,0.0707,,0.953,0.43,119.932,7.226883333,4,9 -"Lata Mangeshkar, Udit Narayan",Ho Gaya Hai Tujhko To Pyar Sajna,49.0,0.404,0.662,7.0,-8.606,0,0.059,0.547,2.99e-05,0.346,0.507,100.195,5.794666667,4,3 -"Royal Liverpool Philharmonic Orchestra, James Morgan",Candle In The Wind,28.0,0.187,0.163,11.0,-17.649,0,0.042,0.715,0.902,0.107,0.0347,54.114,4.267333333,4,7 -Nap Eyes,Snake Oil,11.0,0.34,0.708,7.0,-4.494,1,0.0426,0.0058,7.42e-05,0.0778,0.475,117.092,192582.0,4,1 -Bones Owens,When I Think About Love,38.0,0.662,0.73,7.0,-5.385,1,0.0259,0.0131,0.000553,0.0328,0.843,98.975,172590.0,4,10 -High Wire,Some Kind of Miracle,13.0,0.315,0.973,,-3.882,1,0.257,0.000742,,0.482,0.448,184.993,216267.0,4,10 -The Suitcase Junket,Black Holes and Overdoses,25.0,0.567,0.793,5.0,-7.004,1,0.0368,0.324,5.27e-06,0.0742,0.441,114.972,193008.0,4,2 -ShrekDiMC,◊¢◊ù ◊î◊ê◊ó◊ô◊ù,29.0,0.663,0.767,1.0,-4.149,1,0.215,0.133,,0.0777,0.619,137.569,253913.0,4,5 -The Meters,Cissy Strut,64.0,0.507,0.763,,-12.732,1,0.0945,0.172,0.886,0.324,0.708,176.193,186853.0,4,10 -Mastodon,Asleep in the Deep - Instrumental,34.0,0.314,0.863,9.0,-7.2,1,0.0477,1.27e-06,0.685,0.0886,0.256,134.815,372640.0,4,8 -Wand,Scarecrow,37.0,0.631,0.883,9.0,-6.683,1,0.0567,0.242,0.454,0.11,0.38,108.005,317507.0,4,6 -Amaranthe,Strong,55.0,0.436,0.95,,-7.182,1,0.0589,0.000521,2.94e-05,0.1,0.561,180.087,186987.0,4,8 -New Portals,Change of Mind - Acoustic,48.0,0.59,0.214,11.0,-12.023,0,0.0412,0.895,0.00986,0.105,0.167,134.804,3.05348333,4,0 -chloe moriondo,I Eat Boys,61.0,0.523,0.537,2.0,-4.958,1,0.0274,0.0499,,0.222,0.167,91.728,162867.0,4,6 -The Kills,Future Starts Slow,55.0,0.677,0.743,6.0,-5.876,1,0.0611,0.0135,0.00222,0.0581,0.469,127.971,248200.0,4,6 -Kacey Musgraves,Follow Your Arrow,65.0,0.448,0.649,5.0,-5.925,1,0.0434,0.418,,0.0976,0.575,195.925,3.327333333,4,4 -Albert Collins,Black Cat Bone,29.0,0.586,0.816,,-8.036,1,0.0886,0.293,0.000811,0.0726,0.701,97.538,298933.0,4,2 -Tim Hardin,How Can We Hang On to a Dream - Live at Woodstock - 8/15/69,26.0,0.449,0.246,7.0,-14.743,0,0.0392,0.944,0.00024,0.417,0.226,110.614,269000.0,3,10 -HONNE,no song without you,,0.788,0.473,,-12.744,1,0.0328,0.489,0.254,0.109,0.81,105.429,160347.0,4,6 -God Is An Astronaut,Burial,40.0,0.391,0.684,2.0,-11.35,1,0.0302,0.000724,0.806,0.0913,0.283,107.074,364048.0,4,8 -Siouxsie and the Banshees,The Passenger,60.0,0.457,0.93,2.0,-4.544,0,0.0673,0.0309,6.27e-05,0.135,0.294,139.819,309307.0,4,1 -Ice Prince,KOLO (feat. Oxlade),59.0,0.629,0.741,11.0,-1.521,0,0.146,0.532,,0.119,0.816,103.715,168013.0,4,9 -Backstreet Boys,The Perfect Fan,43.0,0.422,0.396,9.0,-9.048,1,0.0306,0.579,,0.12,0.319,141.098,4.22445,4,9 -Primal Scream,Gentle Tuesday,31.0,0.426,0.92,6.0,-5.503,1,0.0447,0.000114,0.00412,0.335,0.688,127.532,227120.0,4,6 -Eric Clapton,Let It Grow,48.0,0.42,0.398,4.0,-13.626,1,0.025,0.219,0.36,0.258,0.267,77.689,298280.0,4,10 -Faraquet,Sea Song,25.0,0.338,0.723,9.0,-5.889,1,0.0439,0.29,0.0832,0.169,0.163,107.225,250680.0,4,10 -Red Sun Rising,The Otherside,42.0,0.526,0.761,11.0,-6.151,1,0.0258,7.54e-05,0.907,0.109,0.282,100.057,216107.0,4,10 -Saint Agnes,Welcome to Silvertown,41.0,0.438,0.778,1.0,-7.452,1,0.0683,0.00269,0.779,0.0893,0.457,95.775,195987.0,4,10 -U2,I Still Haven't Found What I'm Looking For - Remastered 2007,59.0,0.565,0.764,1.0,-9.43,1,0.0351,0.0139,0.00488,0.079,0.686,100.891,277480.0,4,10 -Stereophonics,Have A Nice Day,65.0,0.508,0.826,1.0,-4.088,0,0.0405,0.018,,0.28,0.404,120.854,205067.0,4,10 -Govinda,Calm,48.0,0.527,0.523,3.0,-11.451,0,0.0871,0.11,0.597,0.162,0.456,159.878,5.206666667,4,0 -Within The Ruins,Devil In Me,45.0,0.441,0.994,7.0,-2.934,1,0.239,7.25e-05,0.000147,0.382,0.0478,139.931,213125.0,4,8 -Superflat,Overcome,37.0,0.665,0.861,7.0,-6.808,1,0.209,0.00392,0.69,0.117,0.698,123.058,160976.0,4,6 -Bebe Rexha,Sabotage,58.0,0.562,0.565,8.0,-5.111,1,0.044,0.438,,0.138,0.208,89.862,176566.0,4,9 -Ravid Plotnik,◊õ◊ú ◊î◊ñ◊û◊ü ◊î◊ñ◊î,48.0,0.582,0.465,1.0,-11.032,0,0.0555,0.0591,,0.267,0.33,147.959,298213.0,4,5 -Will Smith,Miami,71.0,0.877,0.534,1.0,-6.178,1,0.15,0.0339,1.67e-05,0.0441,0.89,108.17,197560.0,4,5 -Backstreet Boys,Safest Place to Hide,36.0,0.417,0.538,4.0,-6.085,1,0.0285,0.358,,0.107,0.338,137.443,4.658,4,9 -Erdling,Blizzard,40.0,0.514,0.926,1.0,-6.579,0,0.0349,2.3e-06,0.857,0.126,0.173,129.027,194453.0,4,8 -Civil Twilight,Come As You Are,40.0,0.39,0.215,6.0,-11.473,0,0.0328,0.0849,0.316,0.0958,0.119,117.513,258707.0,4,10 -Amy Winehouse,Back To Black,74.0,0.403,0.422,7.0,-13.964,0,0.0373,0.134,2.05e-05,0.0861,0.378,122.728,241293.0,4,10 -JD Cliffe,Cashew,25.0,0.696,0.451,11.0,-9.591,1,0.435,0.33,,0.0955,0.539,74.518,161091.0,4,5 -Jacky Terrasson,The Call,44.0,0.525,0.335,11.0,-15.751,0,0.0335,0.566,0.837,0.0931,0.285,106.444,4.052133333,4,7 -Conway Twitty,Hello Darlin',50.0,0.354,0.276,,-14.999,1,0.0295,0.745,1.35e-06,0.11,0.427,82.787,2.431116667,3,4 -The Creation,Making Time,38.0,0.356,0.899,3.0,-6.211,1,0.243,0.00755,,0.28,0.456,140.82,177547.0,4,1 -Old Dominion,Hotel Key,66.0,0.758,0.867,11.0,-5.087,1,0.0475,0.152,,0.308,0.964,102.018,2.776216667,4,4 -Plague Vendor,Night Sweats - Edit,32.0,0.498,0.685,11.0,-5.732,0,0.0949,0.0113,0.000688,0.0875,0.628,163.171,166995.0,4,1 -Cihangir Aslan,Night Owl,45.0,0.542,0.521,4.0,-12.566,0,0.104,0.884,0.914,0.124,0.176,194.049,376082.0,4,6 -The Nice,Diary Of An Empty Day,20.0,0.4,0.52,2.0,-12.225,1,0.0323,0.0646,0.405,0.223,0.51,103.225,238200.0,3,10 -Phoebe Bridgers,Funeral,64.0,0.215,0.263,11.0,-14.416,1,0.0378,0.947,0.00028,0.0919,0.307,172.332,232373.0,4,6 -Riley Green,If It Wasn’t For Trucks,71.0,0.435,0.811,2.0,-5.594,1,0.0357,0.00047,,0.163,0.174,152.041,3.288883333,4,4 -Gucci Mane,Stunting Ain't Nuthin (feat. Slim Jxmmi & Young Dolph),52.0,0.86,0.71,7.0,-5.705,1,0.285,0.177,,0.0865,0.764,122.993,316053.0,4,5 -Ray Price,For the Good Times,47.0,0.352,0.204,3.0,-15.414,1,0.0311,0.76,0.000426,0.327,0.524,83.342,3.79645,4,4 -bad tuner,Back To Me,34.0,0.689,0.72,9.0,-6.85,1,0.0365,0.00244,0.00272,0.111,0.399,120.0,185492.0,4,6 -Ricky Nelson,Hello Mary Lou (Goodbye Heart),57.0,0.602,0.633,9.0,-9.756,1,0.0314,0.502,,0.0614,0.931,98.995,138547.0,4,10 -Wooden Shjips,Eclipse,41.0,0.383,0.475,11.0,-11.842,0,0.0278,0.00706,0.759,0.108,0.339,141.423,383101.0,4,6 -Karl Denson,Seven Nation Army,15.0,0.593,0.849,4.0,-5.265,0,0.0392,0.0369,0.862,0.104,0.636,121.797,402800.0,4,10 -Grimes,Violence,62.0,0.533,0.9,5.0,-4.973,0,0.0495,0.00143,0.101,0.129,0.0795,99.983,220617.0,4,6 -Joan As Police Woman,Holy City,40.0,0.679,0.769,8.0,-7.289,1,0.0415,0.158,0.198,0.07,0.83,134.933,284936.0,4,1 -Primal Scream,Gentle Tuesday,31.0,0.426,0.92,6.0,-5.503,1,0.0447,0.000114,0.00412,0.335,0.688,127.532,227120.0,4,1 -Chastity Belt,The Process,34.0,0.601,0.657,2.0,-8.673,0,0.0274,0.362,0.532,0.156,0.288,125.0,293026.0,4,6 -Foo Fighters,Congregation,53.0,0.405,0.91,2.0,-5.441,1,0.0428,5.61e-05,2.63e-05,0.0652,0.575,151.915,311907.0,4,10 -Lainey Wilson,Things A Man Oughta Know,73.0,0.659,0.683,3.0,-5.623,1,0.0312,0.513,4.93e-06,0.133,0.397,139.931,203373.0,4,1 -Filter,Take a Picture,63.0,0.541,0.775,2.0,-8.041,1,0.0297,0.00151,0.000222,0.178,0.271,98.992,363800.0,4,10 -Asha Bhosle,Sakhiya Aaj Mujhe Neend Nahin,9.0,0.366,0.84,11.0,-4.319,1,0.217,0.891,0.00497,0.088,0.853,99.542,5.76955,4,3 -Chelsea Jade,Laugh It Off,39.0,0.763,0.524,,-7.725,1,0.0759,0.0249,0.000137,0.117,0.411,93.998,253330.0,4,6 -Biffy Clyro,Questions and Answers,36.0,0.485,0.9,2.0,-4.89,1,0.0361,0.000691,0.107,0.112,0.351,131.36,242693.0,4,10 -The Hives,Main Offender,50.0,0.43,0.954,,-4.541,1,0.105,0.261,0.00262,0.155,0.79,135.96,153160.0,4,10 -Crisix,This Is Resurrection Fest,22.0,0.607,0.878,2.0,-10.327,1,0.0973,0.000264,0.736,0.365,0.225,105.025,167293.0,4,8 -Santa Cruz,Crossfire,40.0,0.405,0.963,6.0,-2.115,0,0.133,0.000911,0.00476,0.188,0.403,175.068,243000.0,4,10 -"Marcel Tournier, Magdalena Hoffmann","Images, Suite No. 4, Op. 39: XII. La danse du Moujik",33.0,0.325,0.137,4.0,-22.227,0,0.0376,0.99,0.931,0.105,0.0549,125.973,4.884716667,4,7 -The Dandy Warhols,Bohemian Like You,68.0,0.584,0.931,9.0,-6.158,1,0.0344,0.00315,0.772,0.133,0.694,131.275,211707.0,4,6 -Jacques Burtin,Le Chemin Clair,24.0,0.57,0.0742,2.0,-22.896,0,0.0634,0.939,0.907,0.332,0.117,129.869,5.44155,3,7 -Jillian Jacqueline,Reasons - Acoustic,,0.446,0.388,4.0,-6.201,1,0.0405,0.814,,0.119,0.581,175.154,3.08066667,4,0 -Carl Bagge Trio,Con Alma,43.0,0.527,0.303,6.0,-18.496,1,0.0365,0.763,0.883,0.0609,0.582,96.469,5.5,4,7 -Skeleton Lipstick,Real Time Lover,22.0,0.608,0.738,9.0,-2.923,1,0.0332,0.361,0.00775,0.7,0.657,90.971,218901.0,4,6 -Taj Mahal,Catfish Blues,19.0,0.577,0.482,7.0,-11.352,1,0.0352,0.833,0.0999,0.0944,0.813,104.237,329867.0,4,2 -Rhythm Shaw,All I Was Thinking Of,14.0,0.328,0.0699,2.0,-19.37,1,0.0425,0.908,0.843,0.0897,0.106,91.372,238627.0,4,6 -Aests,DUCK GROOVE,42.0,0.914,0.752,3.0,-8.085,0,0.0866,0.000507,0.606,0.3,0.614,135.053,142498.0,4,6 -Black Orchid Empire,Winter Keeps Us Warm,30.0,0.498,0.496,2.0,-7.494,1,0.0291,0.00676,0.00149,0.623,0.153,140.019,241302.0,3,10 -The Beatles,You've Got To Hide Your Love Away - Remastered,,0.398,0.392,7.0,-9.05,1,0.0282,0.207,,0.102,0.378,184.267,2.152,3,0 -OneRepublic,Mercy,38.0,0.471,0.849,11.0,-5.563,1,0.0713,0.015,,0.109,0.196,116.404,240573.0,4,10 -MEDUZA,Lose Control,83.0,0.598,0.526,10.0,-8.659,0,0.0415,0.129,,0.14,0.529,123.935,168387.0,4,9 -Fu Manchu,Intelligent Worship,37.0,0.381,0.897,2.0,-5.784,1,0.0924,0.000328,0.288,0.0592,0.554,146.056,187053.0,3,8 -"Kumar Sanu, Alka Yagnik",Mera Dil Bhi Kitna Pagal Hai,50.0,0.474,0.498,8.0,-10.146,1,0.0302,0.725,,0.0852,0.759,100.93,5.414883333,4,3 -Silvera,Promise,32.0,0.443,0.959,11.0,-7.182,0,0.0586,5.08e-06,0.000452,0.105,0.514,100.017,238200.0,4,8 -"Georges Bizet, Seiji Ozawa, Orchestre National De France","Bizet: Petite suite from ""Jeux d'enfants"", Op. 22, WD 39: IV. Duo ""Petit mari, petite femme""",20.0,0.183,0.0288,10.0,-30.479,1,0.0452,0.945,0.896,0.0863,0.0386,117.017,3.45,4,7 -John Petrucci,Terminal Velocity,43.0,0.47,0.974,4.0,-6.334,1,0.0617,0.00029,0.814,0.106,0.431,95.014,367707.0,4,8 -Fear Culture,Fake It,29.0,0.524,0.955,7.0,-6.309,1,0.0986,1.9e-05,0.242,0.109,0.334,117.997,197288.0,4,8 -Bryce Vine,La La Land - Acoustic,61.0,0.734,0.415,1.0,-8.593,0,0.0305,0.559,,0.0918,0.364,97.954,137195.0,4,9 -lavender,home:so long,51.0,0.514,0.664,8.0,-7.482,1,0.12,0.811,0.09,0.348,0.511,86.096,85957.0,4,6 -Skip James,Cypress Grove Blues,26.0,0.599,0.121,7.0,-18.501,1,0.0583,0.992,0.0419,0.0933,0.568,102.598,189187.0,4,2 -Daft Punk,Technologic,58.0,0.812,0.516,9.0,-6.963,1,0.224,0.000369,1.09e-05,0.0991,0.633,127.498,284280.0,4,6 -Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,6 -Smerz,Remember,43.0,0.866,0.48,5.0,-11.812,0,0.155,0.206,0.000163,0.0993,0.566,144.905,236280.0,4,1 -Ty Segall,Hit It and Quit It,36.0,0.2,0.86,9.0,-6.103,0,0.043,1.16e-05,0.0499,0.0794,0.524,89.774,240320.0,4,10 -Rocky Trail,Kings of Convenience,59.0,0.549,0.418,6.0,-13.172,1,0.0423,0.788,0.123,0.112,0.692,171.98,3.506283333,4,0 -Phoebe Green,IDK,52.0,0.636,0.774,7.0,-5.219,1,0.0449,0.00335,0.000344,0.076,0.906,109.999,206662.0,4,9 -Karma To Burn,Fifty Seven,42.0,0.282,0.963,11.0,-5.558,1,0.0584,0.000651,0.566,0.338,0.643,96.155,266124.0,4,8 -JAY-Z,Big Pimpin',68.0,0.88,0.814,11.0,-6.307,0,0.14,0.168,0.00672,0.0584,0.942,138.083,283067.0,4,5 -Stetsasonic,Talkin' All That Jazz,44.0,0.83,0.817,4.0,-6.539,0,0.077,0.00096,0.000677,0.112,0.622,107.908,288053.0,4,5 -Bernard Allison,Groove With Me,5.0,0.677,0.72,5.0,-10.376,1,0.0957,0.224,0.00978,0.961,0.85,95.808,303933.0,4,10 -Giggs,Talkin The Hardest,53.0,0.482,0.834,9.0,-4.262,1,0.256,0.0888,,0.167,0.454,117.334,160627.0,5,5 -Jeff Buckley,Hallelujah,72.0,0.324,0.136,,-10.33,1,0.0318,0.931,0.00117,0.176,0.0831,97.256,413827.0,3,10 -Robert Plant,Nothing Takes the Place of You,37.0,0.269,0.289,7.0,-15.028,1,0.0335,0.264,0.108,0.117,0.104,96.774,361453.0,4,10 -Klone,Yonder,42.0,0.566,0.577,4.0,-5.868,0,0.0292,0.00449,6.32e-05,0.386,0.217,109.938,452080.0,4,8 -Stabbing Westward,Save Yourself,52.0,0.572,0.859,1.0,-6.785,1,0.0352,2.94e-05,0.253,0.201,0.106,110.034,253293.0,4,8 -Burna Boy,Kilometre,68.0,0.724,0.806,9.0,-3.993,1,0.175,0.054,,0.053,0.449,102.924,152824.0,4,9 -"Christone ""Kingfish"" Ingram",Rock & Roll,51.0,0.532,0.473,2.0,-7.179,1,0.0295,0.647,8.03e-06,0.0753,0.345,145.072,290483.0,3,2 -Drive Like Jehu,Golden Brown,30.0,0.335,0.996,11.0,-6.017,0,0.0808,1.98e-05,0.771,0.384,0.167,100.718,194533.0,4,10 -Deep Purple,When A Blind Man Cries - Non Album B-Side;2012 - Remaster,57.0,0.52,0.274,11.0,-10.661,0,0.0363,0.843,0.0165,0.0724,0.222,64.21,209246.0,4,8 -Sigrid,Sucker Punch,53.0,0.638,0.642,7.0,-4.422,1,0.0639,0.00153,4.07e-06,0.0826,0.676,165.984,194323.0,4,9 -Twelve,Talk (feat. Askar and the Ghosts),58.0,0.753,0.715,10.0,-7.437,1,0.0494,0.00839,0.0325,0.105,0.315,123.979,177842.0,4,9 -Snooky Pryor,Work With Me Annie,34.0,0.66,0.696,9.0,-7.096,1,0.0367,0.448,0.00194,0.0621,0.598,110.016,258400.0,4,2 -Emmylou Harris,Red Dirt Girl,51.0,0.338,0.447,7.0,-11.091,1,0.0411,0.408,,0.402,0.326,79.005,4.08671667,4,0 -Eric Clapton,Motherless Children,41.0,0.552,0.827,2.0,-11.81,1,0.0363,0.0212,0.6,0.353,0.764,127.848,291040.0,4,10 -Thrice,Burn the Fleet,27.0,0.394,0.846,11.0,-6.006,1,0.0409,0.000156,0.00236,0.145,0.347,144.094,226613.0,4,10 -Lake Street Dive,Hypotheticals - Edit,53.0,0.703,0.691,1.0,-6.121,1,0.0417,0.00544,0.0914,0.23,0.715,164.101,190648.0,4,1 -HYYTS,Blue & White,39.0,0.591,0.941,8.0,-3.519,1,0.136,0.0407,1.19e-05,0.113,0.421,107.923,222277.0,4,9 -Fortisakharof,◊†◊ô◊¶◊ï◊¶◊ï◊™,42.0,0.336,0.416,7.0,-12.956,1,0.0252,0.0443,0.022,0.163,0.166,99.716,434000.0,4,10 -Kishore Kumar,Muqaddar Ka Sikandar,23.0,0.471,0.649,,-9.742,0,0.0436,0.636,2.64e-06,0.333,0.707,111.535,5.368666667,4,3 -Kali Uchis,"After The Storm (feat. Tyler, The Creator & Bootsy Collins) - Pete Rock Remix",55.0,0.695,0.687,9.0,-9.075,1,0.0728,0.0024,0.0181,0.174,0.786,159.03,225027.0,4,5 -MC5,Kick Out The Jams (Original Uncensored Version),45.0,0.345,0.811,1.0,-11.948,0,0.0654,0.0606,0.0466,0.357,0.625,142.834,183824.0,4,1 -Bantam Lyons,Branque,14.0,0.393,0.777,7.0,-6.206,1,0.0395,0.000969,0.85,0.0823,0.291,154.008,281733.0,4,10 -Riki Gal,◊ô◊© ◊ú◊ô ◊ó◊ï◊ú◊©◊î ◊ú◊®◊ß◊ì◊†◊ô◊ù,28.0,0.709,0.797,,-10.454,1,0.0311,0.0034,4.56e-05,0.0828,0.802,126.011,239827.0,4,9 -In Tua Nua,Seven Into The Sea,6.0,0.477,0.615,11.0,-14.173,0,0.0549,0.00369,0.239,0.519,0.393,130.716,342573.0,4,1 -Lil Ed & The Blues Imperials,Giving Up On Your Love,31.0,0.627,0.719,,-3.201,0,0.0287,0.128,0.00662,0.109,0.628,113.146,219733.0,4,2 -Porridge Radio,Homecoming Song (NNAMD√è Remix),33.0,0.621,0.689,6.0,-6.473,1,0.0826,0.509,0.0103,0.165,0.3,79.128,145362.0,4,6 -Leon Bridges,River,74.0,0.635,0.184,8.0,-10.785,1,0.0456,0.665,,0.146,0.177,128.424,240200.0,4,9 -The Jesus and Mary Chain,April Skies,54.0,0.545,0.717,3.0,-6.869,1,0.036,0.00417,0.406,0.136,0.589,118.515,239621.0,4,6 -Itay Levi,Halo Mami,30.0,0.655,0.757,7.0,-2.979,0,0.113,0.264,,0.224,0.848,163.963,213659.0,4,9 -The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,1 -Super Besse,Holod,41.0,0.517,0.881,7.0,-6.079,1,0.0541,0.00709,0.72,0.118,0.832,166.985,292235.0,4,6 -Circa Waves,Battered & Bruised,47.0,0.793,0.838,,-5.699,0,0.0306,0.0383,0.0262,0.349,0.657,116.026,143744.0,4,6 -Go Ahead And Die,Toxic Freedom,36.0,0.261,0.922,9.0,-6.305,1,0.118,6.23e-05,0.0289,0.378,0.31,148.677,205507.0,4,8 -Griff,Black Hole - Acoustic Version,60.0,0.824,0.3,1.0,-6.678,0,0.0565,0.854,,0.174,0.227,112.867,175980.0,4,9 -Shiruetto,So Long,26.0,0.725,0.804,,-10.193,0,0.46,0.0796,,0.224,0.531,107.965,241111.0,4,6 -The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,1 -The Smashing Pumpkins,Cherub Rock - Remastered 2011,60.0,0.371,0.866,9.0,-7.426,1,0.039,5.91e-06,0.58,0.196,0.447,87.254,298253.0,4,10 -The Jon Spencer Blues Explosion,Bellbottoms,56.0,0.311,0.882,2.0,-3.26,1,0.215,0.00895,0.205,0.253,0.435,162.189,317987.0,4,2 -Jack Stauber,Buttercup,76.0,0.705,0.373,7.0,-9.066,1,0.0384,0.723,0.81,0.289,0.551,120.046,208026.0,4,9 -Netta,Toy,65.0,0.786,0.712,3.0,-5.349,0,0.0678,0.0706,,0.236,0.795,130.144,180231.0,4,9 -KillRadio,"Election Year, Pt. 1",22.0,0.691,0.748,4.0,-9.94,1,0.05,0.0791,1.34e-05,0.115,0.548,103.012,248932.0,4,10 -Black Sabbath,Neon Knights - 2009 Remaster,42.0,0.419,0.857,1.0,-11.931,1,0.0322,0.000508,0.0101,0.3,0.63,96.296,3.86155,4,10 -Slowdonia,Nueva Palmira,38.0,0.117,0.061,,-25.826,1,0.0344,0.839,0.958,0.0928,0.0384,71.661,1.473966667,4,7 -Showbiz & A.G.,You Know - Remix,41.0,0.735,0.853,4.0,-6.921,0,0.321,0.00515,,0.089,0.482,88.371,223960.0,4,5 -"sleep.ing, Faber Drive, Dave Faber",Afterglow,46.0,0.701,0.257,11.0,-10.407,1,0.0319,0.897,,0.0963,0.405,111.003,3.31531667,4,0 -John Brim,Ice Cream Man,31.0,0.699,0.532,9.0,-9.765,1,0.0361,0.844,0.000758,0.118,0.682,126.091,167173.0,4,2 -FEVER 333,WRONG GENERATION,44.0,0.633,0.885,11.0,-2.626,0,0.144,0.0294,,0.339,0.394,92.075,142640.0,4,10 -Pet Deaths,Wind Up Bird,34.0,0.409,0.51,,-10.333,0,0.0307,0.205,0.0918,0.0813,0.138,137.19,415746.0,4,6 -Metallica,The Unforgiven,73.0,0.54,0.584,7.0,-9.579,1,0.0254,0.0108,0.00296,0.253,0.244,139.261,386493.0,4,8 -Vibe Street,Send Me on My Way,53.0,0.813,0.706,,-9.482,1,0.0642,0.0696,0.227,0.117,0.557,115.001,4.31305,4,9 -As Everything Unfolds,Take Me There,41.0,0.466,0.938,1.0,-5.176,0,0.0703,0.0023,1.69e-06,0.232,0.287,85.539,221855.0,4,8 -Angelo King,Killem,35.0,0.751,0.88,5.0,-3.079,0,0.109,0.0599,,0.327,0.928,100.047,148013.0,4,9 -Cheap Trick,I Want You to Want Me,71.0,0.806,0.462,2.0,-12.778,1,0.0298,0.78,0.0134,0.15,0.736,92.726,191227.0,4,10 -StarBoi3,Dick (feat. Doja Cat),85.0,0.647,0.608,9.0,-6.831,1,0.42,0.13,,0.0584,0.474,125.994,175238.0,4,9 -The Kooks,Naive,74.0,0.391,0.808,8.0,-6.209,0,0.0892,0.0759,,0.149,0.737,100.304,203507.0,4,6 -Nelly Furtado,Promiscuous,82.0,0.808,0.97,10.0,-6.098,0,0.0506,0.0569,6.13e-05,0.154,0.868,114.328,242293.0,4,9 -You Me At Six,Our House (The Mess We Made),56.0,0.633,0.766,,-6.696,1,0.0445,0.00791,0.00292,0.253,0.394,133.017,220528.0,4,1 -George Harrison,All Things Must Pass - 2020 Mix,60.0,0.46,0.586,9.0,-6.32,1,0.0281,0.446,1.74e-05,0.0831,0.489,122.014,3.78266667,4,0 -Bottle It Up (feat. Greta Stanley),"Riley Pearce, Greta Stanley",37.0,0.827,0.519,4.0,-9.547,1,0.0337,0.768,0.00328,0.11,0.812,119.003,3.09395,4,0 -Berried Alive,Figsaw,37.0,0.279,0.969,1.0,-4.005,1,0.334,0.000418,0.659,0.389,0.34,159.794,172500.0,4,8 -Young M.A,Off the Yak,61.0,0.833,0.766,7.0,-4.309,1,0.406,0.0796,3.82e-06,0.158,0.63,144.916,211834.0,4,5 -Patrick Sweany,Them Shoes,53.0,0.403,0.394,,-8.368,1,0.0257,0.426,0.0133,0.135,0.471,81.675,348707.0,4,2 -◊û◊ô◊†◊ï◊° ◊ê◊§◊°,◊¢◊ì◊ô◊£ ◊ú◊ê ◊ú◊î◊ô◊§◊í◊©,19.0,0.47,0.654,,-5.282,1,0.0283,0.0172,0.388,0.198,0.33,87.997,143589.0,4,6 -"Frédéric Chopin, Julian Lloyd Webber, James Judd, Royal Philharmonic Orchestra","Nocturne No. 2 in E-Flat Major, Op. 9 No. 2",,0.153,0.0432,9.0,-26.292,1,0.0475,0.989,0.891,0.103,0.0544,88.852,4.55,4,7 -New Young Pony Club,Ice Cream,19.0,0.831,0.444,9.0,-5.787,0,0.0433,0.000351,0.000216,0.0724,0.924,121.994,192120.0,4,6 -Between Oceans,FADE,37.0,0.392,0.951,6.0,-5.992,1,0.116,6.47e-05,,0.247,0.438,160.005,201453.0,4,10 -"Justin Bieber, Daniel Caesar, Giveon",Peaches (feat. Daniel Caesar & Giveon),95.0,0.677,0.696,,-6.181,1,0.119,0.321,,0.42,0.464,90.03,3.301366667,4,9 -Swearin',Grow into a Ghost,25.0,0.326,0.897,1.0,-6.622,0,0.0793,0.0093,0.288,0.115,0.401,164.741,191493.0,4,1 -Ethan Tasch,Face Again,42.0,0.548,0.543,11.0,-7.309,1,0.0315,0.234,7.64e-06,0.107,0.584,80.979,134780.0,4,6 -Masters Of Reality,Rabbit One,46.0,0.606,0.457,11.0,-16.129,1,0.0358,0.0987,0.856,0.146,0.213,81.941,213333.0,4,10 -Bowling Green John Cephas,Guitar & Harmonica Rag,38.0,0.724,0.314,11.0,-10.887,0,0.0718,0.813,0.937,0.146,0.877,114.668,191667.0,4,2 -"A.R. Rahman, Shashaa Tirupati",Sunn Bhavara,31.0,0.545,0.356,4.0,-15.239,1,0.0937,0.829,0.00053,0.297,0.427,144.235,4.388883333,4,0 -Duran Duran,INVISIBLE,47.0,0.645,0.867,7.0,-2.326,1,0.182,0.119,1.98e-05,0.413,0.337,113.988,191459.0,4,9 -Foo Fighters,Walk,69.0,0.234,0.865,9.0,-5.131,1,0.0516,3.62e-05,0.000532,0.289,0.194,137.107,255960.0,4,10 -The Weeknd,Save Your Tears (with Ariana Grande) (Remix),94.0,0.65,0.825,,-4.645,1,0.0325,0.0215,2.44e-05,0.0936,0.593,118.091,191014.0,4,9 -Oceans,We Are N√∏t Okay,47.0,0.248,0.924,4.0,-5.561,0,0.192,2e-05,0.00993,0.0964,0.268,124.875,259003.0,4,8 -Killing Joke,Eighties,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,6 -Bleeding Through,Love Lost In a Hail of Gun Fire,34.0,0.261,0.916,11.0,-6.726,0,0.147,0.00063,0.000339,0.104,0.295,146.328,297173.0,4,8 -Juhn,Fragancia (with Jay Wheeler),68.0,0.83,0.77,5.0,-3.364,0,0.1,0.444,7.24e-05,0.23,0.739,82.001,237627.0,4,9 -C. Ramchandra,Qismat Ki Hawa Kabhi Naram,27.0,0.438,0.72,2.0,-8.68,1,0.0614,0.579,,0.301,0.94,102.259,3.87355,4,3 -Just Geo,Gorillas In The Bits,10.0,0.836,0.823,11.0,-3.513,0,0.0583,0.00343,0.472,0.0665,0.896,139.968,260650.0,4,5 -Georgia Drumbeat,Dom Flemons,,0.473,0.441,11.0,-12.933,0,0.18,0.429,0.899,0.102,0.204,155.739,2.840933333,4,0 -Robert Finley,Make Me Feel Alright,,0.53,0.751,11.0,-5.279,0,0.0291,0.144,0.0017,0.0874,0.905,124.204,223707.0,4,2 -"Mohammed Rafi, Asha Bhosle","Uden Jab Jab Zulfen Teri, Pt. 2",23.0,0.521,0.714,6.0,-7.658,1,0.103,0.479,0.000641,0.225,0.96,134.991,4.9321,4,3 -Ruben Haag,Bonez,36.0,0.512,0.151,8.0,-17.262,1,0.0437,0.808,0.0489,0.137,0.805,168.77,2.433333333,1,7 -Sunn 0))),Frost (C),31.0,0.0755,0.0167,5.0,-11.802,1,0.0477,0.162,0.671,0.118,0.0334,75.151,656934.0,3,8 -Wand,Scarecrow,37.0,0.631,0.883,9.0,-6.683,1,0.0567,0.242,0.454,0.11,0.38,108.005,317507.0,4,1 -"Peter, Paul and Mary","Don't Think Twice, It's All Right",56.0,0.437,0.104,3.0,-22.533,1,0.0307,0.893,0.00124,0.11,0.544,101.718,3.27445,4,0 -Arctic Monkeys,I Bet You Look Good On The Dancefloor,72.0,0.535,0.948,6.0,-4.19,0,0.0356,0.00225,,0.376,0.778,103.183,173680.0,4,1 -Lynyrd Skynyrd,Cry For The Bad Man,44.0,0.62,0.688,7.0,-9.09,1,0.0539,0.044,0.0097,0.112,0.832,122.986,289133.0,4,10 -Catsystem Corp.,VERNE ‚Üπ Flights Ãô,24.0,0.582,0.867,6.0,-10.729,0,0.0311,0.0584,0.779,0.209,0.873,157.953,103497.0,4,6 -Hadag Nahash,◊î◊û◊õ◊ï◊†◊î ◊©◊ú ◊î◊í◊®◊ï◊ë,22.0,0.829,0.693,5.0,-6.682,0,0.0768,0.0584,0.0211,0.0643,0.854,98.007,233227.0,4,5 -La Dispute,Andria,47.0,0.407,0.858,9.0,-3.973,0,0.11,0.0476,,0.206,0.293,141.882,260960.0,4,10 -Elephant Gym,Êò•Èõ®,41.0,0.406,0.811,2.0,-7.019,1,0.0877,0.00598,0.612,0.0603,0.497,162.749,266753.0,4,10 -newfamiliar,Here For You,36.0,0.724,0.447,6.0,-9.72,0,0.0508,0.697,1.43e-06,0.0971,0.417,123.01,219429.0,4,9 -Nathan Goshen,◊î◊õ◊ú ◊§◊î ◊ô◊í◊û◊®,43.0,0.634,0.665,5.0,-5.224,0,0.0862,0.442,,0.139,0.414,104.928,191286.0,4,9 -Bananagun,Do Yeah,25.0,0.491,0.817,,-9.656,1,0.0644,0.129,0.0479,0.275,0.895,156.248,177893.0,3,6 -Eyal Golan,◊ô◊ù ◊©◊ú ◊ì◊û◊¢◊ï◊™,35.0,0.298,0.546,4.0,-5.283,0,0.033,0.121,,0.122,0.235,183.307,293506.0,3,9 -Saweetie,Fast (Motion),72.0,0.882,0.839,4.0,-3.193,1,0.082,0.156,,0.132,0.71,117.032,170653.0,4,9 -Amir Dadon,◊ú◊ô◊ú◊ï◊™ ◊©◊ú ◊ô◊®◊ó ◊û◊ú◊ê,32.0,0.507,0.336,6.0,-9.976,0,0.0311,0.811,0.000116,0.0791,0.129,123.985,212000.0,4,9 -Spank Rock,Bump - Switch Remix,16.0,0.777,0.693,1.0,-10.473,1,0.439,0.246,0.0139,0.249,0.485,126.005,447000.0,4,1 -My Vitriol,Always: Your Way,35.0,0.278,0.975,4.0,-3.406,1,0.0745,1.04e-05,0.000181,0.0613,0.505,172.335,229120.0,4,10 -Tommy Castro,Soul Shake,25.0,0.536,0.954,,-2.616,1,0.0765,0.0302,0.000342,0.0764,0.808,155.837,239667.0,4,2 -Gang Of Four,At Home He's a Tourist,38.0,0.65,0.518,,-9.069,1,0.301,0.00721,0.13,0.0969,0.603,138.822,210867.0,4,1 -Nathaniel Rateliff & The Night Sweats,S.O.B.,66.0,0.699,0.579,1.0,-6.504,1,0.0416,0.267,0.00602,0.452,0.128,109.948,247613.0,4,6 -Talking Heads,Take Me to the River,3.0,0.66,0.485,2.0,-8.101,1,0.0258,0.244,0.0102,0.0585,0.828,99.828,302520.0,4,1 -"Kelsea Ballerini, LANY",I Quit Drinking,79.0,0.607,0.418,1.0,-6.997,1,0.0363,0.394,,0.182,0.386,95.002,2.85333333,4,9 -Sublime With Rome,Take It or Leave It,56.0,0.677,0.716,9.0,-6.312,1,0.272,0.0367,,0.148,0.828,164.022,232813.0,4,10 -beabadoobee,How Was Your Day?,49.0,0.353,0.392,2.0,-13.039,1,0.0339,0.931,0.0439,0.337,0.168,84.586,260025.0,4,6 -S1mba,Rover (feat. Piso 21),43.0,0.78,0.601,11.0,-7.858,0,0.119,0.478,,0.278,0.765,108.039,211250.0,4,9 -Big Head Todd and The Monsters,Long Coal Train,37.0,0.58,0.843,4.0,-5.575,0,0.094,0.00321,0.112,0.222,0.666,138.034,231761.0,4,2 -Willie Mabon,I Don't Know,33.0,0.727,0.0991,8.0,-22.487,1,0.252,0.895,5.81e-06,0.0989,0.663,109.727,190665.0,4,2 -"Clarence ""Gatemouth"" Brown",Long Way Home,44.0,0.728,0.054,11.0,-22.557,0,0.038,0.91,0.048,0.12,0.425,78.033,338333.0,4,2 -Mattiel,Those Words,19.0,0.398,0.862,10.0,-5.456,1,0.0468,0.0353,0.000192,0.333,0.845,172.555,223259.0,4,1 -KidEyes,Come Down,36.0,0.604,0.932,6.0,-3.955,0,0.058,0.0169,,0.154,0.307,90.017,188340.0,4,10 -Big Mama Thornton,Ball N' Chain,37.0,0.292,0.372,10.0,-13.595,1,0.0404,0.355,0.000448,0.286,0.384,75.98,271200.0,3,2 -Young Stoner Life,Solid (feat. Drake),86.0,0.887,0.485,11.0,-9.358,0,0.2,0.0392,,0.141,0.328,125.987,215693.0,4,9 -Carmen,Bulerias,23.0,0.468,0.86,8.0,-7.361,1,0.135,0.000706,0.00205,0.323,0.665,137.211,323493.0,4,10 -Better Oblivion Community Center,Dylan Thomas,58.0,0.592,0.805,2.0,-7.995,1,0.0371,0.000128,0.000211,0.0916,0.505,116.072,216787.0,4,1 -Greta Van Fleet,Edge Of Darkness,58.0,0.456,0.943,9.0,-3.819,1,0.0553,0.00753,0.143,0.078,0.666,148.017,268400.0,4,10 -FEVER 333,VANDALS,33.0,0.499,0.642,1.0,-5.425,1,0.0631,0.0164,0.925,0.254,0.107,161.945,177655.0,4,10 -Luca George,Lonely Tonight,39.0,0.882,0.553,,-5.319,1,0.075,0.149,,0.292,0.632,110.971,190558.0,4,9 -Brian Brohn,Costa Brava,46.0,0.377,0.133,,-15.975,0,0.0424,0.987,0.933,0.109,0.123,144.425,3.09265,4,7 -Creedence Clearwater Revival,Bad Moon Rising,,0.641,0.774,2.0,-5.916,1,0.0278,0.0543,1.05e-05,0.0473,0.942,89.787,2.36,4,10 -Pearl Jam,The End,52.0,0.587,0.252,6.0,-10.071,1,0.0358,0.842,,0.0946,0.332,117.296,177400.0,4,10 -Tai Verdes,Stuck in the Middle,69.0,0.872,0.501,9.0,-8.909,1,0.0468,0.371,,0.0939,0.848,119.964,196000.0,4,9 -HousePlants,What's With All The Pine?,30.0,0.73,0.585,1.0,-11.02,1,0.0418,0.187,0.0139,0.0962,0.783,110.031,233958.0,4,9 -Tracy Chapman,Crossroads,55.0,0.787,0.255,,-14.733,1,0.0399,0.777,0.00959,0.101,0.6,105.97,251493.0,4,2 -King Gizzard & The Lizard Wizard,O.N.E.,53.0,0.547,0.647,11.0,-8.53,0,0.0728,0.00431,0.66,0.1,0.404,166.214,220217.0,4,10 -Ofenbach,Wasted Love (feat. Lagique),87.0,0.734,0.855,6.0,-4.578,0,0.135,0.0821,4.73e-06,0.0901,0.54,121.955,139563.0,4,9 -New Moon Jelly Roll Freedom Rockers,Blues For Yesterday,32.0,0.502,0.472,2.0,-13.662,1,0.161,0.59,0.00267,0.087,0.754,104.404,272373.0,4,2 -Arik Einstein,◊°◊ï◊° ◊¢◊•,35.0,0.547,0.445,4.0,-11.068,0,0.0292,0.83,3.1e-06,0.546,0.351,74.215,263173.0,3,10 -Unified Highway,Headline,44.0,0.73,0.631,7.0,-6.808,0,0.107,0.00576,,0.259,0.652,94.976,203905.0,4,10 -P√ÜRISH,Journey of the Prairie King,50.0,0.325,0.865,8.0,-4.592,1,0.0507,0.000111,0.725,0.196,0.254,177.887,208974.0,4,1 -Les Big Byrd,Sn√∂-Golem,24.0,0.618,0.895,7.0,-6.222,1,0.0442,0.0107,0.882,0.0909,0.688,133.016,256000.0,4,10 -Olivia Rodrigo,deja vu,95.0,0.439,0.61,9.0,-7.236,1,0.116,0.593,1.07e-05,0.341,0.172,181.088,215508.0,4,9 -Eyd√≠s Evensen,Wandering II,49.0,0.0951,0.155,7.0,-20.447,0,0.0342,0.865,0.776,0.0922,0.138,163.072,159747.0,3,1 -Pist-on,Grey Flap,27.0,0.349,0.672,6.0,-8.193,0,0.0366,0.00184,3.71e-05,0.245,0.236,77.375,237893.0,4,10 -MOD SUN,Karma,60.0,0.461,0.825,8.0,-3.583,1,0.115,0.0246,,0.224,0.412,198.045,159394.0,4,9 -Hero The Band,Trouble In My Mind,37.0,0.514,0.948,,-3.888,1,0.0599,7.36e-05,1.24e-05,0.113,0.343,160.009,233827.0,4,10 -The Futureheads,Hounds of Love,56.0,0.36,0.895,9.0,-3.795,1,0.117,0.0329,1.18e-06,0.06,0.424,168.214,182680.0,4,10 -The Anix,My Eyes,47.0,0.4,0.906,,-4.761,1,0.058,5.12e-05,0.657,0.278,0.227,100.052,315150.0,4,1 -Daryl Hall & John Oates,You Make My Dreams (Come True),78.0,0.751,0.501,5.0,-12.151,1,0.0551,0.234,0.112,0.0467,0.902,167.057,190627.0,4,10 -The Specials,A Message to You Rudy - 2002 Remaster,64.0,0.906,0.45,,-8.003,1,0.0627,0.149,0.000232,0.168,0.969,103.476,172600.0,4,10 -Blindside,Silence,39.0,0.414,0.484,6.0,-13.059,1,0.0464,0.982,0.617,0.116,0.305,113.26,337067.0,1,10 -Noah Cunane,BOY WITH A BROKEN HEART,49.0,0.616,0.753,7.0,-5.912,1,0.0485,0.106,,0.267,0.553,85.002,178932.0,4,5 -Meena,Just As I Am,29.0,0.559,0.542,8.0,-6.523,1,0.0362,0.404,1.06e-05,0.208,0.359,129.241,383947.0,3,2 -EKKSTACY,Uncomparable,56.0,0.865,0.226,3.0,-14.259,0,0.0925,0.749,0.000917,0.0656,0.675,113.979,105487.0,4,5 -Dullah Beatz,Final Stage,12.0,0.655,0.723,7.0,-5.017,1,0.0457,5.77e-05,0.913,0.125,0.591,139.933,411895.0,4,5 -Bush,The Chemicals Between Us - Remastered,50.0,0.51,0.957,7.0,-3.968,1,0.149,0.00268,0.0697,0.267,0.389,97.642,217493.0,4,10 -Carakukly,◊§◊®◊§◊®◊ô◊ù,43.0,0.737,0.678,6.0,-6.309,1,0.0436,0.0774,0.000413,0.152,0.38,108.981,292294.0,4,9 -Rick Ross,B.M.F. (Blowin' Money Fast),,0.72,0.863,2.0,-4.226,1,0.0562,0.0174,,0.178,0.363,139.98,250307.0,4,5 -Smilez and Southstar,Tell Me,49.0,0.693,0.88,11.0,-3.228,0,0.0661,0.0901,,0.211,0.397,88.088,278800.0,4,5 -TOOL,Opiate,53.0,0.29,0.728,8.0,-9.929,1,0.115,0.000495,0.402,0.128,0.0487,162.744,510587.0,4,8 -Arlo Parks,Redondo Beach - Reprise by La Blogoth√®que,46.0,0.499,0.0705,,-15.036,1,0.0387,0.934,,0.0992,0.268,106.566,252040.0,4,6 -CABAL,Innocent Blood (feat. Jason Evans),34.0,0.547,0.955,,-6.288,1,0.122,7.57e-06,0.949,0.395,0.303,119.998,230625.0,4,8 -◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊°◊ù ◊î◊®◊ì◊û◊î,46.0,0.704,0.667,5.0,-5.299,1,0.19,0.262,8.42e-06,0.106,0.592,148.205,217708.0,4,9 -Hanan Ben Ari,◊ï◊ô◊ß◊ô◊§◊ì◊ô◊î,45.0,0.62,0.597,,-5.835,1,0.0402,0.372,,0.114,0.43,123.955,213307.0,4,9 -Alcest,Protection,45.0,0.156,0.901,6.0,-8.03,1,0.0562,1.99e-05,0.806,0.035,0.171,145.627,349969.0,3,8 -Skyzoo,Bed-Stuy is Burning,50.0,0.654,0.949,1.0,-3.489,1,0.326,0.423,3.23e-05,0.0947,0.649,92.878,307596.0,4,5 -Amber Mark,My People,38.0,0.69,0.47,1.0,-8.293,1,0.0392,0.662,0.000232,0.0905,0.628,147.942,231997.0,4,5 -Diskopunk,Fire,46.0,0.735,0.798,9.0,-3.829,0,0.0578,0.00697,0.00968,0.194,0.501,115.98,197750.0,4,10 -Alice Phoebe Lou,Lovesick,46.0,0.558,0.508,8.0,-8.398,1,0.0308,0.498,0.000467,0.154,0.512,155.782,253983.0,4,1 -Grand Magus,Brother of the Storm,38.0,0.448,0.78,5.0,-7.635,1,0.0606,0.000558,0.000724,0.152,0.611,136.732,195840.0,4,8 -St. Louis Jimmy Oden,Goin' Down Slow,33.0,0.679,0.228,10.0,-14.992,1,0.0421,0.993,0.0363,0.164,0.491,82.516,191582.0,4,2 -City Girls,Twerkulator,,0.895,0.469,1.0,-5.882,1,0.0661,0.0012,4.56e-05,0.192,0.076,126.917,138542.0,4,5 -Uzi Navon & Acquaintances,◊†◊°◊ô◊õ◊î,37.0,0.469,0.361,2.0,-7.381,1,0.0769,0.516,2.73e-06,0.128,0.384,174.742,221420.0,3,6 -–ò—é–ª—å—Å–∫–∏–µ –î–Ω–∏,–ù–µ –¥–ª—è –º–µ–Ω—è,42.0,0.406,0.833,4.0,-8.578,0,0.0513,0.00227,0.857,0.154,0.263,159.944,248392.0,4,6 -"Christone ""Kingfish"" Ingram",Before I'm Old,41.0,0.534,0.649,2.0,-5.526,1,0.041,0.0438,0.00474,0.0946,0.528,159.88,255118.0,4,2 -Aya Zahavi Feiglin,◊û◊í◊ô◊¢ ◊ú◊ô ◊ò◊ï◊ë,26.0,0.509,0.141,1.0,-10.331,0,0.0393,0.98,5.8e-05,0.0825,0.341,142.93,252200.0,4,9 -Big Head Todd and The Monsters,Long Coal Train,37.0,0.58,0.843,4.0,-5.575,0,0.094,0.00321,0.112,0.222,0.666,138.034,231761.0,4,10 -The Texas Gentlemen,Habbie Doobie,41.0,0.51,0.723,2.0,-6.72,1,0.0331,0.0367,7.88e-05,0.161,0.499,89.964,376619.0,4,2 -Of Mice & Men,The Calm,39.0,0.497,0.159,9.0,-18.554,0,0.0414,0.00204,0.871,0.113,0.036,110.079,110480.0,4,10 -Verzache,The Loser,73.0,0.748,0.297,1.0,-10.613,1,0.132,0.485,0.27,0.138,0.114,123.983,131587.0,4,9 -TOTO,99,53.0,0.482,0.471,10.0,-13.873,0,0.0334,0.181,0.00167,0.112,0.342,88.557,316053.0,4,10 -Shadow and Light,Pathjhad,,0.471,0.389,4.0,-10.263,0,0.028,0.772,0.151,0.0853,0.136,149.97,4.24,3,0 -INXS,Heaven Sent,39.0,0.346,0.911,7.0,-5.348,1,0.0432,4.09e-06,0.902,0.28,0.396,137.934,196253.0,4,10 -My Kid Brother,Good News,38.0,0.711,0.689,1.0,-2.919,0,0.0524,0.114,,0.0696,0.443,115.01,190320.0,4,10 -Peled,◊ß◊®◊ô◊ñ,23.0,0.734,0.729,1.0,-6.381,0,0.283,0.147,,0.0672,0.805,76.03,118439.0,4,5 -Korpiklaani,Lempo,50.0,0.385,0.927,9.0,-4.57,1,0.0535,1.67e-05,0.0004,0.377,0.487,180.08,335347.0,4,8 -Shai Tsabari,◊ì◊¢,32.0,0.436,0.304,5.0,-9.016,0,0.0318,0.364,6.8e-05,0.101,0.283,114.008,220400.0,4,9 -Weakened Friends,Peel,32.0,0.546,0.853,4.0,-5.361,0,0.064,0.000198,1.05e-05,0.069,0.771,128.056,147293.0,4,10 -I Will Be Your Shield,Billy Bragg,44.0,0.362,0.142,7.0,-14.888,1,0.0378,0.891,0.00021,0.0983,0.19,79.722,3.528216667,4,0 -Moskva-Kassiopeya,Decay,23.0,0.167,0.499,9.0,-8.553,0,0.0392,0.27,0.92,0.108,0.0394,111.945,428803.0,4,6 -Joanne Shaw Taylor,The Best Thing,41.0,0.374,0.849,5.0,-6.812,0,0.0437,0.0231,0.267,0.335,0.644,177.768,292354.0,4,2 -"Jordan Davis, Luke Bryan",Buy Dirt,75.0,0.586,0.559,4.0,-6.725,1,0.05,0.639,,0.0872,0.437,177.945,2.791333333,4,4 -Van Halen,Panama - 2015 Remaster,74.0,0.526,0.978,8.0,-5.436,1,0.108,0.00122,4.75e-05,0.0744,0.451,141.167,210227.0,4,10 -Jade Bird,Does Anybody Know,55.0,0.778,0.145,10.0,-11.95,0,0.0503,0.892,4.4e-06,0.126,0.24,109.071,207936.0,4,9 -Diamond Qing,Bluff,55.0,0.789,0.757,6.0,-7.714,0,0.442,0.445,,0.19,0.848,139.613,69857.0,4,5 -Buckcherry,Sorry,57.0,0.54,0.773,2.0,-3.627,1,0.0288,0.0315,,0.176,0.381,130.952,228387.0,4,10 -Aerosmith,Shut Up And Dance,41.0,0.5,0.981,7.0,-3.463,1,0.0808,0.000791,0.000105,0.468,0.501,129.904,295493.0,4,10 -Nathan James,Contain Myself,48.0,0.519,0.695,7.0,-7.582,1,0.14,0.00075,,0.0678,0.329,160.152,170501.0,4,10 -Britney Spears,Oops!...I Did It Again,78.0,0.751,0.834,1.0,-5.444,0,0.0437,0.3,1.77e-05,0.355,0.894,95.053,3.519333333,4,9 -Shamir,Ocean Eyes,37.0,0.346,0.594,7.0,-7.44,1,0.0662,0.228,0.00275,0.0964,0.362,176.051,203728.0,4,1 -Wildstreet,Set It Off,43.0,0.518,0.94,10.0,-3.199,0,0.0616,0.00881,,0.26,0.514,85.018,202640.0,4,8 -Backstreet Boys,Back to Your Heart,45.0,0.649,0.429,2.0,-7.43,1,0.0239,0.231,,0.164,0.243,92.011,4.358883333,4,9 -Ed Sheeran,Afterglow,85.0,0.641,0.324,11.0,-5.851,1,0.0299,0.698,,0.328,0.273,110.184,185487.0,4,9 -Sundara Karma,Indigo Puff,55.0,0.585,0.556,2.0,-5.075,1,0.0274,0.000686,0.000132,0.151,0.414,142.144,231722.0,4,10 -Static-X,Love Dump,46.0,0.575,0.942,,-7.493,0,0.0571,0.000231,0.672,0.0696,0.401,130.056,259800.0,4,8 -"Waylon Jennings, Willie Nelson",Good Hearted Woman,53.0,0.41,0.568,2.0,-11.673,1,0.0346,0.387,0.102,0.389,0.644,103.026,2.978883333,4,4 -Dudu Faruk,◊ì◊ï◊ì ◊î◊û◊ú◊ö (◊¢◊®◊ß ◊¢◊®◊ß ◊¢◊®◊ß),32.0,0.742,0.403,9.0,-12.167,1,0.257,0.0103,0.0108,0.136,0.485,177.072,187636.0,4,9 -Bernard Allison,Chills & Thrills,30.0,0.581,0.752,2.0,-9.183,1,0.065,0.081,0.304,0.93,0.627,111.91,410520.0,4,2 -Bharath Kashyap,A Mother's Lullaby - Live,18.0,0.529,0.0609,7.0,-23.48,1,0.156,0.937,0.629,0.102,0.13,99.469,300132.0,4,6 -"Ankit Tiwari, Leena Bose","Tum Se Hi (From ""Sadak 2"")",60.0,0.555,0.588,10.0,-8.555,0,0.0384,0.443,4.4e-06,0.129,0.41,91.972,4.716666667,4,3 -Hadag Nahash,◊ú◊ñ◊ï◊ñ,38.0,0.824,0.929,4.0,-2.343,0,0.0707,0.116,0.000375,0.404,0.854,104.048,244493.0,4,5 -Helmet,Just Another Victim,37.0,0.459,0.835,6.0,-7.653,0,0.149,0.000538,0.000709,0.0779,0.224,121.026,262160.0,4,10 -Oliver Malcolm,Runaway,18.0,0.691,0.753,11.0,-6.098,0,0.0634,0.000266,0.31,0.107,0.886,157.903,125689.0,4,9 -Dudu Aharon,◊õ◊û◊î ◊ê◊™ ◊ô◊§◊î,14.0,0.622,0.946,9.0,-2.989,0,0.0407,0.0511,2.78e-05,0.32,0.961,123.996,218320.0,4,9 -Kyuss,Demon Cleaner,47.0,0.516,0.824,10.0,-10.027,0,0.0363,0.0695,0.753,0.236,0.882,102.044,311519.0,4,8 -Kat Von D,Exorcism,42.0,0.464,0.943,4.0,-4.777,0,0.0338,0.00247,0.452,0.191,0.36,145.004,219056.0,4,1 -Greta Van Fleet,Talk On The Street,56.0,0.526,0.927,8.0,-3.616,1,0.0578,0.265,0.000394,0.095,0.559,133.997,248560.0,4,10 -Olivia Rodrigo,deja vu,78.0,0.439,0.61,9.0,-7.236,1,0.116,0.593,1.07e-05,0.341,0.172,181.088,3.5918,4,9 -Taking Back Sunday,Bullet With Butterfly Wings,43.0,0.32,0.869,1.0,-7.341,1,0.0665,0.000113,0.195,0.0961,0.457,121.949,272093.0,4,10 -Hand Habits,4th of july,32.0,0.598,0.295,10.0,-10.894,1,0.0251,0.448,9.67e-05,0.112,0.3,100.905,176268.0,4,6 -Johnny Cash,Guess Things Happen That Way,45.0,0.565,0.505,10.0,-8.708,1,0.0505,0.896,0.000871,0.206,0.878,148.943,110675.0,4,10 -Alfie Templeman,Things I Thought Were Mine,60.0,0.888,0.54,1.0,-6.071,0,0.134,0.348,0.309,0.0821,0.806,99.992,193165.0,4,9 -KALEO,No Good,65.0,0.378,0.925,9.0,-3.781,1,0.185,0.0234,0.00062,0.18,0.584,108.525,234240.0,4,10 -Holborns,Fridays,45.0,0.402,0.198,1.0,-15.9,1,0.036,0.916,0.767,0.101,0.144,134.079,3.0878,3,7 -XXXTENTACION,Jocelyn Flores,86.0,0.872,0.391,,-9.144,0,0.242,0.469,4.13e-06,0.297,0.437,134.021,119133.0,4,5 -X Ambassadors,Renegades,77.0,0.526,0.862,2.0,-6.003,1,0.0905,0.0144,0.0597,0.229,0.528,90.052,195200.0,4,10 -Julien Baker,Favor,50.0,0.487,0.582,5.0,-8.938,1,0.0268,0.715,0.301,0.0971,0.271,104.003,278213.0,4,1 -Donbor,Against the Law,42.0,0.641,0.679,8.0,-6.358,0,0.03,0.00152,0.00586,0.0775,0.232,110.015,296727.0,4,6 -Beck,Devils Haircut,51.0,0.686,0.729,7.0,-4.848,1,0.0298,0.175,0.000833,0.137,0.79,123.546,192933.0,4,6 -Caesars,Jerk It Out,64.0,0.58,0.981,8.0,-2.603,0,0.06,0.0171,1.07e-05,0.386,0.861,134.007,195667.0,4,10 -Mystikal,Bouncin' Back (Bumpin' Me Against the Wall) (feat. Pharrell Williams) - Extended Version,46.0,0.883,0.896,,-3.695,1,0.208,0.268,1.04e-06,0.0564,0.748,93.928,259547.0,4,5 -Sega Bodega,Make U Stay,50.0,0.702,0.722,4.0,-7.971,0,0.0417,0.0909,0.025,0.134,0.315,145.959,200500.0,4,6 -Carcass,Black Star,44.0,0.348,0.923,4.0,-3.543,1,0.0623,3.26e-05,0.0862,0.183,0.391,106.152,208600.0,4,8 -Arno Berg,früh am morgen,47.0,0.705,0.0613,9.0,-17.998,1,0.0728,0.994,0.802,0.0948,0.165,61.45,3.7336,4,7 -Bullet For My Valentine,Over It,57.0,0.374,0.971,11.0,-4.284,0,0.0697,7.69e-05,,0.322,0.701,97.625,227864.0,4,10 -Port Noir,Old Fashioned,34.0,0.47,0.907,9.0,-4.486,0,0.0484,0.000616,4.42e-05,0.0908,0.544,81.993,264493.0,4,10 -Eminem,My Name Is,73.0,0.869,0.68,1.0,-6.233,1,0.318,0.0416,1.12e-06,0.0914,0.815,85.519,268400.0,4,5 -Steve Winwood,Back In The High Life Again,61.0,0.603,0.503,2.0,-14.862,1,0.0379,0.29,0.00128,0.135,0.647,168.512,335840.0,4,10 -Too Slim and the Taildraggers,Platinum Junkie,26.0,0.684,0.801,8.0,-6.975,1,0.0428,0.642,,0.375,0.807,111.078,269669.0,4,2 -BOYFRN,Last Night,26.0,0.602,0.631,2.0,-7.236,1,0.0443,0.335,0.000408,0.369,0.0752,123.018,188781.0,4,1 -Grateful Dead,"Bertha (Live at the Capitol Theatre, Port Chester, NY 2/21/1971) - 2020 Remaster",25.0,0.593,0.723,7.0,-11.71,1,0.0302,0.0323,4.23e-05,0.141,0.879,91.596,371944.0,4,10 -U2,Love Is Bigger Than Anything In Its Way,51.0,0.366,0.617,4.0,-9.011,1,0.0317,0.055,0.000226,0.0759,0.127,177.908,240600.0,4,10 -Cortes,Loose Ends,40.0,0.653,0.576,,-6.825,1,0.0281,0.000384,0.572,0.0894,0.646,100.002,160551.0,4,10 -Ocean Colour Scene,The Day We Caught The Train,58.0,0.516,0.651,2.0,-7.76,1,0.0386,0.0537,,0.256,0.483,88.628,186067.0,4,6 -Death From Above 1979,Modern Guy,51.0,0.425,0.951,10.0,-7.324,0,0.088,2.44e-05,0.00526,0.413,0.394,105.106,209902.0,3,10 -California Wives,Blood Red Youth,43.0,0.519,0.771,7.0,-4.874,1,0.0344,0.00048,0.359,0.079,0.597,150.938,258120.0,4,10 -Bahari,Wild Ones,42.0,0.686,0.286,11.0,-10.216,0,0.0261,0.791,1.18e-05,0.104,0.229,96.994,184253.0,4,9 -Rezz,Sacrificial (feat. PVRIS),66.0,0.552,0.564,7.0,-5.941,1,0.0415,0.0686,0.0131,0.34,0.321,164.952,182000.0,4,10 -Indian Summer,Woolworm,35.0,0.286,0.245,7.0,-11.113,1,0.0311,0.0932,0.688,0.166,0.223,83.81,445293.0,4,10 -chemical club,double down,31.0,0.7,0.542,9.0,-4.986,1,0.0294,0.0283,0.0977,0.246,0.945,93.981,129139.0,4,9 -Kadialy Kouyate,Mansaya,29.0,0.601,0.305,5.0,-11.208,1,0.0486,0.922,0.874,0.0899,0.443,120.021,4.1157,4,7 -Forbidden,Step by Step,27.0,0.278,0.993,11.0,-4.054,0,0.289,0.000878,0.000308,0.172,0.116,95.655,292200.0,4,8 -Flotsam & Jetsam,No Place for Disgrace,37.0,0.204,0.912,11.0,-11.849,0,0.0588,1.31e-05,0.117,0.293,0.198,89.338,373013.0,4,8 -Balto,Lost on the Young,34.0,0.267,0.738,9.0,-5.541,1,0.0464,0.0419,1.35e-06,0.0812,0.488,161.09,193067.0,4,2 -Tom Speight,Dakota,48.0,0.621,0.296,3.0,-9.801,1,0.0291,0.805,6.75e-05,0.103,0.257,121.918,4.90831667,4,0 -Electra,Radio On,5.0,0.215,0.932,,-5.555,0,0.107,0.000112,0.278,0.0893,0.449,182.337,203720.0,4,6 -OneRepublic,Wherever I Go,62.0,0.552,0.689,10.0,-6.444,0,0.0425,0.0915,,0.27,0.349,99.961,169773.0,4,10 -NEEDTOBREATHE,Into The Mystery,,0.405,0.633,5.0,-7.646,1,0.0285,0.00188,0.00864,0.236,0.273,169.989,234678.0,4,1 -Maharajan,„Ǫ„ɺ„É©‚ò܄Ɇ„É≥§™ÈÉé,37.0,0.724,0.892,7.0,-3.785,1,0.0476,0.00624,6.42e-05,0.0706,0.964,128.076,243623.0,4,9 -Bob Marley & The Wailers,Redemption Song,71.0,0.671,0.256,7.0,-10.743,1,0.0387,0.608,,0.0737,0.694,115.871,233560.0,4,5 -Kill the Kong,CTRL,,0.474,0.984,6.0,-3.169,1,0.113,0.000301,,0.106,0.372,95.025,211579.0,4,8 -Forgetting The Memories,The Solstice Rebirth,37.0,0.49,0.977,9.0,-4.501,0,0.167,6.38e-06,0.417,0.174,0.203,110.027,228981.0,4,8 -Pulp,Babies,60.0,0.302,0.854,2.0,-6.619,1,0.0757,0.102,1.45e-06,0.0835,0.589,156.278,244827.0,4,6 -Naushad,A Happy Conclusion - Instrumental,2.0,0.403,0.395,2.0,-13.661,1,0.049,0.616,0.796,0.513,0.637,139.247,1.741116667,4,3 -Sempra,B Mine?,19.0,0.754,0.92,3.0,-4.484,0,0.05,0.183,0.689,0.187,0.966,147.998,266133.0,4,6 -P√©pe,Bridging Mechanics,39.0,0.469,0.669,2.0,-9.473,1,0.0494,0.0385,0.529,0.0981,0.245,132.005,358282.0,4,1 -Maroon 5,She Will Be Loved - Radio Mix,,0.699,0.71,,-5.525,0,0.0295,0.0588,,0.134,0.557,102.06,257827.0,4,9 -Dinosaur Jr.,Just Like Heaven,51.0,0.227,0.962,7.0,-4.963,1,0.0991,0.103,0.0289,0.24,0.518,161.112,173560.0,4,10 -Guerilla Poubelle,La chute,17.0,0.635,0.567,11.0,-6.131,1,0.0353,0.00814,,0.081,0.865,165.184,167017.0,4,10 -"Massimo Faraò, Carmelo Leotta, Bobo Facchinetti",Just Friends,36.0,0.606,0.259,1.0,-15.484,1,0.0591,0.832,0.857,0.124,0.457,116.28,5.336216667,4,7 -Bella Poarch,Build a Bitch,90.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,2.04621667,4,9 -Westside Gunn,TV Boy,51.0,0.598,0.791,4.0,-8.524,0,0.315,0.867,,0.127,0.508,78.666,146752.0,4,5 -Sir Simon,A Little Less Bored,38.0,0.614,0.806,5.0,-9.142,1,0.0679,0.267,0.0796,0.109,0.746,164.074,193000.0,4,6 -Eleine,Ava of Death,34.0,0.586,0.917,11.0,-6.264,1,0.0649,9.01e-05,0.00474,0.18,0.51,121.079,246880.0,4,8 -Grant Green,Blues For Willarene,30.0,0.631,0.48,5.0,-12.429,0,0.037,0.873,0.459,0.122,0.868,96.439,427000.0,4,2 -HVDES,Fallout,42.0,0.525,0.801,2.0,-5.294,0,0.0516,0.0155,0.0645,0.132,0.111,183.961,292174.0,4,10 -Caleborate,Contact,55.0,0.771,0.459,11.0,-13.681,1,0.234,0.396,,0.105,0.621,90.068,269419.0,4,5 -CJ Fly,Medicine,36.0,0.833,0.651,9.0,-4.399,1,0.12,0.379,0.000646,0.112,0.352,136.984,145467.0,4,5 -Alok,Love Again (feat. Alida),79.0,0.636,0.822,,-4.321,0,0.0507,0.0534,1.99e-05,0.121,0.338,127.225,147402.0,4,9 -Arcade Fire,Everything Now,64.0,0.548,0.865,,-5.325,1,0.0302,0.00171,0.000449,0.457,0.61,116.046,303013.0,4,1 -"Jatin-Lalit, Remo Fernandes, Jaspinder Narula",Pyaar To Hona Hi Tha,36.0,0.608,0.749,9.0,-5.763,1,0.0548,0.425,2.65e-05,0.0969,0.537,117.081,3.125333333,4,3 -Griff,Love Is A Compass - Disney supporting Make-A-Wish,61.0,0.603,0.439,9.0,-6.408,1,0.0322,0.644,,0.0912,0.415,113.765,181469.0,4,9 -S. D. Burman,Allah Megh De Paani De Re,23.0,0.5,0.322,6.0,-11.539,0,0.0309,0.979,0.0785,0.11,0.535,93.446,1.02955,4,3 -Fantastic Negrito,The Duffler - Acoustic,22.0,0.559,0.46,7.0,-9.585,0,0.048,0.856,0.0214,0.119,0.435,127.489,216252.0,3,1 -Vibe Street,Send Me on My Way,57.0,0.813,0.706,,-9.482,1,0.0642,0.0696,0.227,0.117,0.557,115.001,258783.0,4,9 -Thirty Seconds To Mars,A Modern Myth,39.0,0.539,0.332,10.0,-8.049,0,0.0284,0.342,0.00223,0.177,0.0342,119.866,178972.0,4,10 -Biffy Clyro,Wolves of Winter,49.0,0.546,0.857,5.0,-4.748,1,0.0445,0.00031,0.00111,0.384,0.373,110.293,248517.0,3,10 -Slowdive,Star Roving,52.0,0.326,0.932,9.0,-4.909,1,0.0506,0.0733,0.725,0.293,0.397,143.927,338869.0,4,6 -Amaranthe,Drop Dead Cynical,63.0,0.286,0.914,7.0,-3.929,1,0.0905,4.94e-05,0.000255,0.0838,0.485,140.042,197853.0,4,8 -Foster The People,Lamb's Wool (with Poolside),57.0,0.603,0.686,11.0,-6.754,1,0.0267,0.17,0.00299,0.17,0.9,89.34,294200.0,4,6 -Candle,Buck Meek,42.0,0.645,0.355,4.0,-8.699,1,0.0287,0.665,0.0241,0.088,0.383,80.407,3.728566667,4,0 -Duran Duran,(Reach Up For The) Sunrise,41.0,0.62,0.826,7.0,-3.985,0,0.0381,6.78e-05,0.00755,0.114,0.535,126.996,205467.0,4,10 -Ehud Banai,◊ê◊ë◊ü ◊°◊§◊ô◊®,29.0,0.601,0.576,2.0,-6.389,1,0.0273,0.635,0.00123,0.0903,0.562,94.025,282920.0,4,10 -"jetsonmade, Jack Harlow",I WANNA SEE SOME ASS (feat. jetsonmade),75.0,0.899,0.691,,-7.554,1,0.0497,0.18,0.000451,0.135,0.865,107.951,2.088366667,4,9 -EKKSTACY,i want to be by your side (feat. herhexx),54.0,0.75,0.593,9.0,-12.074,1,0.0331,0.0792,0.785,0.283,0.846,119.985,157523.0,4,1 -ZZ Top,Gimme All Your Lovin',70.0,0.63,0.788,5.0,-6.7,1,0.0298,0.00322,0.0237,0.0883,0.63,120.059,241080.0,4,10 -Suicide,Ghost Rider - 1998 Remastered Version,3.0,0.273,0.485,1.0,-12.133,1,0.0755,0.0803,0.707,0.29,0.44,191.577,150880.0,4,10 -Thirty Seconds To Mars,The Story,44.0,0.358,0.671,1.0,-7.294,1,0.0331,0.178,0.0122,0.368,0.409,176.726,235000.0,4,10 -Hadag Nahash,◊ï◊ï◊ú◊ß◊ê◊ù ◊ò◊ï ◊ê◊ô◊ñ◊®◊ê◊ú,24.0,0.826,0.833,,-5.334,1,0.044,0.0268,1.99e-06,0.119,0.618,128.008,148081.0,4,5 -Idan Raichel,◊ú◊û◊î ◊ñ◊î ◊û◊í◊ô◊¢ ◊ú◊†◊ï,37.0,0.552,0.816,1.0,-5.968,0,0.0254,0.129,,0.056,0.677,85.976,206413.0,4,10 -Rainbow,I Surrender,58.0,0.49,0.86,7.0,-5.284,0,0.0573,0.132,,0.215,0.795,132.673,241893.0,4,8 -Manic Street Preachers,Motorcycle Emptiness,60.0,0.522,0.801,4.0,-3.641,1,0.0301,8.2e-06,0.0685,0.174,0.197,112.445,305707.0,4,1 -Moshe Peretz,◊ê◊ú◊ô◊ô◊ö,26.0,0.541,0.944,5.0,-3.578,0,0.0436,0.184,,0.0759,0.829,165.015,229147.0,4,9 -Conspirators,The Base Level,23.0,0.541,0.668,11.0,-8.449,0,0.0434,3.57e-05,,0.485,0.679,130.952,161750.0,4,10 -"Kumar Sanu, Anu Malik",Ye Kaali Kaali Aankhen,47.0,0.836,0.701,,-10.905,1,0.082,0.109,2.69e-05,0.103,0.821,121.836,7.804883333,4,3 -The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,1 -Powerwolf,Kiss of the Cobra King (New Version 2019),43.0,0.289,0.922,1.0,-4.919,0,0.0619,0.000488,2.76e-06,0.105,0.232,75.02,229170.0,4,8 -Crooked Teeth,Light Me Up,37.0,0.539,0.915,,-3.484,1,0.262,0.102,2.68e-05,0.0993,0.689,142.04,180254.0,4,10 -Faith Hill,This Kiss,64.0,0.398,0.804,11.0,-5.559,1,0.0451,0.175,,0.181,0.709,186.752,3.23845,4,4 -The Detroit Cobras,Cha-Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,2 -Small Brown Bike,See You In Hell,15.0,0.374,0.963,7.0,-4.991,0,0.0637,1.44e-05,0.675,0.357,0.382,84.458,195947.0,4,10 -Broken Bells,Holding on for Life,55.0,0.342,0.587,11.0,-7.273,0,0.0537,0.00648,0.0995,0.207,0.484,168.847,236867.0,4,6 -Oscar Peterson Trio,C Jam Blues,50.0,0.47,0.308,5.0,-18.663,1,0.0369,0.82,0.039,0.115,0.857,115.459,203467.0,4,2 -Deaf Havana,Trigger,42.0,0.487,0.885,11.0,-3.989,0,0.0563,0.00487,,0.166,0.454,143.093,180111.0,4,10 -Kodak Black,Z Look Jamaican,67.0,0.953,0.466,1.0,-6.297,1,0.0572,0.0381,,0.0916,0.584,123.044,156113.0,4,5 -Eliad,◊ê◊ó◊®◊ï◊ü ◊î◊ô◊û◊ô◊ù,28.0,0.65,0.612,5.0,-9.145,0,0.104,0.026,,0.176,0.657,170.003,185647.0,4,9 -easy life,skeletons,58.0,0.779,0.733,9.0,-8.137,0,0.0734,0.0177,0.0011,0.591,0.515,115.009,178714.0,4,6 -Status Quo,Whatever You Want,65.0,0.56,0.705,2.0,-6.761,1,0.0498,0.772,0.00259,0.264,0.501,122.456,243547.0,4,2 -Them Crooked Vultures,No One Loves Me & Neither Do I,54.0,0.231,0.904,2.0,-5.506,1,0.0895,0.0304,2.74e-06,0.15,0.598,176.073,310377.0,4,10 -DTSQ,Air My Skin,26.0,0.277,0.762,9.0,-5.959,1,0.0407,0.233,0.754,0.376,0.559,89.845,319431.0,4,10 -anees,slip,55.0,0.728,0.362,11.0,-9.055,1,0.409,0.329,,0.174,0.702,84.599,183125.0,4,9 -Sarah Hennies,Growing Block,6.0,0.31,0.23,7.0,-28.322,0,0.203,0.799,0.109,0.349,0.115,77.047,430577.0,5,6 -The Vaughan Brothers,Good Texan,40.0,0.789,0.526,9.0,-12.742,1,0.052,0.0551,0.00286,0.283,0.764,142.727,261920.0,4,2 -Berry Sakharof,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),44.0,0.474,0.885,2.0,-7.999,1,0.0769,0.0174,0.00178,0.128,0.438,160.06,253840.0,4,10 -David Holmes,Elsewhere Anchises,35.0,0.252,0.184,,-19.926,1,0.0342,0.716,0.48,0.0822,0.104,74.526,290769.0,3,1 -Pearl Jam,Sirens,63.0,0.523,0.847,3.0,-5.888,1,0.028,0.00309,1.21e-05,0.146,0.475,155.032,340320.0,4,10 -Oxymorrons,Justice,40.0,0.406,0.961,2.0,-3.382,0,0.157,0.000177,0.00183,0.325,0.508,186.025,181935.0,4,10 -Britney Spears,If I'm Dancing,38.0,0.807,0.859,8.0,-5.526,1,0.0633,0.0593,0.00127,0.0277,0.707,124.011,3.407333333,4,9 -Adeline,9,40.0,0.592,0.583,,-7.397,1,0.111,0.189,0.00103,0.132,0.475,148.401,271054.0,4,1 -Greta Van Fleet,Black Smoke Rising,66.0,0.558,0.902,7.0,-4.018,1,0.0464,0.197,0.000148,0.0852,0.572,100.027,259893.0,4,10 -HYUKOH,Help (Sunset Rollercoaster Remake),42.0,0.802,0.865,6.0,-7.231,0,0.0342,0.275,0.604,0.123,0.942,131.99,252281.0,4,10 -Kataklysm,Underneath the Scars,46.0,0.446,0.972,7.0,-5.689,1,0.1,1.26e-06,0.368,0.356,0.199,108.027,226840.0,4,8 -Juice WRLD,Life's A Mess II (with Clever & Post Malone),76.0,0.53,0.37,6.0,-9.989,1,0.0279,0.806,,0.112,0.701,140.061,206734.0,4,5 -Rhys,Over You,50.0,0.752,0.602,2.0,-6.98,1,0.0371,0.349,1.3e-06,0.0792,0.743,100.016,167213.0,4,10 -Flyying Colours,Long Holiday,20.0,0.469,0.867,7.0,-5.311,1,0.0322,2.49e-06,0.919,0.451,0.211,125.436,186253.0,4,10 -Simon & Garfunkel,Scarborough Fair / Canticle,,0.336,0.248,2.0,-15.626,1,0.0324,0.648,,0.113,0.297,128.548,3.17245,3,0 -Yuval Dayan,◊ì◊û◊¢◊ï◊™ ◊©◊ß◊ï◊§◊ï◊™,31.0,0.513,0.775,9.0,-7.744,0,0.189,0.38,0.000441,0.0901,0.496,85.057,212847.0,1,9 -Cult Of Luna,What I Leave Behind,38.0,0.404,0.961,6.0,-6.939,1,0.0601,6.75e-06,0.814,0.358,0.119,113.035,357547.0,4,8 -Josh Gray,Imagine,46.0,0.639,0.245,6.0,-9.8,0,0.0377,0.873,1.68e-05,0.107,0.164,80.118,193562.0,3,9 -Rev. Gary Davis,Samson And Delilah,38.0,0.712,0.237,7.0,-13.898,1,0.0567,0.878,0.000601,0.101,0.751,114.302,243600.0,4,2 -2WEI,Boom Boom,59.0,0.485,0.737,2.0,-7.572,1,0.0943,0.00731,0.00313,0.0757,0.143,155.718,172987.0,4,2 -Stitched Up Heart,My Demon,45.0,0.473,0.927,6.0,-2.348,0,0.187,0.00415,9.82e-06,0.384,0.352,156.936,189773.0,4,8 -Norman Greenbaum,Spirit In The Sky,75.0,0.609,0.617,9.0,-7.091,1,0.0307,0.0994,0.00404,0.118,0.543,128.903,242893.0,4,2 -THE NUGGETS,KACHIKOMI,16.0,0.409,0.831,5.0,-4.626,1,0.1,1.02e-05,0.766,0.0692,0.271,113.083,123745.0,4,10 -Liam Gallagher,"Wonderwall - Live from Spotify Sessions, Metropolis Studios, London",56.0,0.499,0.548,2.0,-6.858,1,0.0296,0.118,,0.125,0.281,87.854,198293.0,4,10 -King Gizzard & The Lizard Wizard,Sense,46.0,0.535,0.605,5.0,-9.144,0,0.287,0.51,0.286,0.188,0.662,202.06,210653.0,4,6 -Jade Bird,Open up the Heavens,52.0,0.603,0.797,,-4.914,1,0.029,0.0333,2.05e-05,0.129,0.801,132.104,161120.0,4,1 -Champion Jack Dupree,Evil Woman,36.0,0.544,0.271,,-17.69,1,0.0672,0.767,6.1e-06,0.0728,0.68,113.784,261093.0,4,2 -Counting Crows,Bobby and the Rat-Kings,,0.47,0.881,5.0,-4.529,1,0.133,0.319,,0.0856,0.422,141.837,324867.0,4,10 -Soen,Martyrs,48.0,0.585,0.871,9.0,-7.041,0,0.0529,0.00231,0.019,0.0291,0.235,110.023,368188.0,4,8 -Volbeat,Sad Man's Tongue,56.0,0.427,0.959,7.0,-4.375,1,0.0435,3.56e-05,0.000951,0.171,0.564,109.95,185827.0,4,8 -Opeth,Burden,49.0,0.313,0.631,2.0,-7.734,0,0.0395,0.0525,0.0833,0.184,0.184,119.972,461053.0,4,8 -Omer Adam,◊¢◊ú ◊û◊î ◊ë◊†◊ï◊™ ◊ó◊ï◊©◊ë◊ï◊™ ◊ë◊ú◊ô◊ú◊î,56.0,0.668,0.478,2.0,-9.753,1,0.0682,0.6,,0.0723,0.475,79.971,194000.0,4,9 -BIA,WHOLE LOTTA MONEY,79.0,0.897,0.371,1.0,-5.019,1,0.368,0.0904,,0.325,0.441,81.008,156005.0,4,5 -Versiple,Creulty,26.0,0.448,0.81,6.0,-5.689,0,0.245,0.000245,0.892,0.781,0.748,110.595,229302.0,4,6 -The Groans,Colors,24.0,0.529,0.835,4.0,-6.128,1,0.0358,0.00225,0.00545,0.151,0.694,134.791,249339.0,4,10 -Backstreet Boys,Everyone,43.0,0.685,0.963,10.0,-2.675,1,0.0336,0.0254,6.65e-06,0.33,0.916,110.025,3.492883333,4,9 -scott is okay,Patience,35.0,0.877,0.486,7.0,-7.901,1,0.102,0.713,,0.113,0.545,130.073,140801.0,4,6 -John Anderson,Swingin',45.0,0.666,0.64,4.0,-13.945,1,0.0387,0.548,,0.177,0.954,107.751,3.058883333,4,4 -Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,6 -Jacques Burtin,Le Visage,23.0,0.441,0.0341,9.0,-26.466,0,0.0625,0.929,0.899,0.1,0.0666,97.45,2.843333333,3,7 -Big Daddy Kane,Raw (Edit) - 45 Version,35.0,0.947,0.672,4.0,-13.819,0,0.349,0.0662,,0.0547,0.741,109.55,248267.0,4,5 -Slaves,Cheer Up London,56.0,0.627,0.861,1.0,-1.856,1,0.0509,0.000564,,0.0312,0.623,122.133,153267.0,4,10 -◊®◊ï◊¢◊ô ◊ì◊ï◊®◊ï◊ü,◊ê◊ù ◊ú◊ê ◊ê◊†◊ô ◊ú◊ô ◊ê◊™,16.0,0.586,0.554,9.0,-7.706,1,0.0432,0.141,,0.344,0.425,136.09,185750.0,4,6 -Elvin T,Get Close - Edit,,0.705,0.862,,-5.962,0,0.0921,0.0884,0.918,0.26,0.424,125.303,237342.0,4,6 -Run‚ÄìD.M.C.,It's Like That,63.0,0.852,0.874,7.0,-11.208,1,0.0427,0.0168,0.45,0.133,0.666,129.029,250627.0,4,5 -Led Zeppelin,Heartbreaker - 1990 Remaster,64.0,0.403,0.709,9.0,-9.366,1,0.0885,0.0746,0.494,0.132,0.654,97.161,254133.0,4,10 -FLO,D's,66.0,0.266,0.294,7.0,-11.938,0,0.0291,0.771,0.697,0.107,0.0397,137.941,811077.0,3,5 -Metallica,Hardwired,62.0,0.128,0.991,11.0,-3.289,1,0.0582,1.11e-05,0.00362,0.219,0.53,186.124,189347.0,4,8 -MC Lyte,Ruffneck,46.0,0.709,0.902,1.0,-3.392,0,0.188,0.0364,,0.0219,0.878,204.317,237267.0,4,5 -Trey Anastasio,Sand - Live,26.0,0.508,0.862,7.0,-7.315,1,0.0949,0.0118,0.309,0.741,0.519,106.632,617858.0,4,10 -Strange Bones,England Screams,43.0,0.461,0.872,,-5.858,1,0.0567,0.000315,0.00267,0.136,0.493,111.088,189480.0,3,10 -"Midival Punditz, Papon",Purvayi (feat Papon),37.0,0.384,0.696,5.0,-6.768,1,0.0335,0.00385,0.0156,0.163,0.0779,172.059,5.169116667,4,0 -George Strait,"Love Without End, Amen",58.0,0.645,0.442,9.0,-12.997,1,0.0256,0.397,,0.121,0.554,88.491,3.116666667,4,4 -Simple Creatures,Strange Love,54.0,0.59,0.6,6.0,-7.251,1,0.0307,0.00943,,0.123,0.389,91.964,151632.0,4,10 -Social State,Aerial,30.0,0.59,0.853,8.0,-7.546,0,0.044,0.0581,0.803,0.334,0.188,160.003,254453.0,4,1 -Bass Drum of Death,Just Business,37.0,0.531,0.976,7.0,-7.339,1,0.0448,0.000175,7.39e-05,0.392,0.527,115.029,244800.0,4,10 -Stealers Wheel,Stuck In The Middle With You,69.0,0.795,0.564,7.0,-10.482,1,0.0392,0.0934,0.000531,0.0631,0.961,124.166,3.39821667,4,0 -Merle Haggard,My Favorite Memory,49.0,0.452,0.158,2.0,-14.317,1,0.0358,0.874,0.000527,0.0846,0.134,129.822,3.092883333,3,4 -The Yawpers,Forgiveness Through Pain,36.0,0.374,0.951,10.0,-4.4,0,0.113,0.0189,0.0112,0.0933,0.48,132.835,180587.0,4,2 -Rory Gallagher,Hell Cat,29.0,0.372,0.968,2.0,-8.058,1,0.0966,0.0176,0.0407,0.841,0.521,130.934,290671.0,4,2 -Goodbye June,Darlin',54.0,0.245,0.323,3.0,-9.289,1,0.0302,0.178,0.000206,0.115,0.0388,80.12,300030.0,4,10 -Dierks Bentley,What Was I Thinkin',68.0,0.551,0.825,5.0,-6.24,0,0.044,0.152,6.2e-06,0.0999,0.933,164.857,4.347116667,4,4 -Black Joe Lewis & The Honeybears,Five Dollars,45.0,0.511,0.868,7.0,-5.749,1,0.0362,0.288,0.000172,0.344,0.868,106.841,188000.0,4,10 -VANITASÂëΩÊ≠ª,You are godlike,30.0,0.662,0.792,8.0,-7.664,1,0.0805,0.249,0.741,0.149,0.398,130.049,267692.0,4,6 -Treasure Fingers,Cross The Dancefloor,24.0,0.811,0.662,6.0,-7.197,0,0.143,0.0695,,0.235,0.97,125.002,293631.0,4,6 -Mubarak Begum,Ham Haal-E-Dil Sunaenge,5.0,0.368,0.471,2.0,-10.843,1,0.059,0.992,0.831,0.133,0.579,66.252,3.431616667,4,3 -Temple Of The Dog,Say Hello 2 Heaven - 25th Anniversary Mix,50.0,0.304,0.769,,-6.672,1,0.0334,0.0576,9.14e-06,0.373,0.285,148.736,384467.0,3,10 -Bag Raiders,Shooting Stars,70.0,0.636,0.72,11.0,-6.195,1,0.0432,0.0893,0.0178,0.0868,0.425,124.944,235813.0,4,1 -Twenty One Pilots,Level of Concern,75.0,0.754,0.583,4.0,-7.34,0,0.0432,0.32,0.00015,0.144,0.77,122.012,220051.0,4,9 -Berry Sakharof,◊ê◊™ ◊ó◊ô◊®◊ï◊™◊ô,28.0,0.64,0.637,6.0,-8.546,0,0.0449,0.106,4.27e-06,0.16,0.428,125.029,209700.0,4,10 -Anders Mogensen,Sideways,42.0,0.405,0.128,,-13.329,0,0.0344,0.837,0.656,0.233,0.0951,80.291,4.858333333,3,7 -Sonny Boy Williamson II,Help Me,55.0,0.745,0.436,5.0,-9.617,0,0.043,0.597,0.0213,0.61,0.771,114.216,188200.0,4,2 -Preston Shannon,The Streets Will Love You To Death,9.0,0.72,0.48,7.0,-13.25,0,0.0298,0.151,2.37e-06,0.0391,0.963,92.018,235000.0,4,2 -The Steel Woods,All of These Years,50.0,0.556,0.649,9.0,-5.314,0,0.0286,0.00766,0.0071,0.0989,0.512,92.062,251498.0,4,10 -Telepathy,The Void in Aimless Flight,25.0,0.145,0.65,2.0,-7.853,1,0.0373,1.55e-05,0.484,0.0739,0.174,91.648,404987.0,4,8 -Just Geo,Winner Stays On.,9.0,0.861,0.551,1.0,-7.78,1,0.11,0.000442,0.833,0.0816,0.921,139.963,288862.0,4,5 -Bon Jovi,Lay Your Hands On Me,51.0,0.332,0.967,2.0,-3.859,1,0.0679,0.177,,0.308,0.389,100.497,229293.0,4,10 -WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,1 -Silverchair,Cemetery - Acoustic,28.0,0.462,0.408,4.0,-9.036,0,0.0337,0.105,1.79e-05,0.106,0.112,108.745,246893.0,4,10 -Pop Smoke,Shake The Room (feat. Quavo),72.0,0.733,0.684,2.0,-4.748,1,0.177,0.142,,0.179,0.437,142.04,165640.0,4,5 -Lunaire,Close - Cello Version,40.0,0.246,0.0924,,-21.197,1,0.0325,0.944,0.915,0.0555,0.0384,75.372,3.489833333,1,7 -Saint Jude,Soul On Fire,36.0,0.46,0.858,5.0,-4.495,1,0.0392,0.000233,6.72e-05,0.0741,0.502,131.54,224773.0,4,2 -Miss May I,Forgive And Forget,50.0,0.51,0.987,1.0,-2.375,0,0.139,0.000172,,0.27,0.147,114.999,212693.0,4,8 -Backstreet Boys,Shape of My Heart,71.0,0.575,0.786,9.0,-4.353,1,0.0296,0.252,,0.159,0.518,96.102,3.834883333,4,9 -Susan Shelby,Go Back To Sleep,37.0,0.278,0.0659,,-20.254,1,0.038,0.93,0.964,0.108,0.26,47.387,1.901766667,4,7 -TITUS BANK,I Do Yeah,28.0,0.739,0.384,,-8.704,1,0.0377,0.233,0.000118,0.159,0.711,74.997,186287.0,3,9 -Whitehorse,My Babe,40.0,0.621,0.79,4.0,-4.464,1,0.0884,0.115,1.32e-05,0.321,0.947,172.102,138312.0,4,10 -Royal Blood,Where Are You Now?,49.0,0.474,0.794,11.0,-6.352,0,0.0546,5.32e-05,0.00072,0.559,0.338,140.086,166800.0,4,10 -Video Age,Aerostar,41.0,0.813,0.649,10.0,-7.615,1,0.0818,0.108,0.0767,0.357,0.972,142.738,260070.0,4,6 -Yossi Babliki,◊ô◊© ◊ú◊ö ◊û◊ß◊ï◊ù,8.0,0.636,0.254,1.0,-13.669,0,0.0311,0.635,0.00365,0.129,0.392,80.487,260800.0,3,6 -Phani Narayana,Kondalalo Nelakonna,15.0,0.669,0.31,5.0,-11.795,0,0.0339,0.918,0.827,0.122,0.279,143.904,442854.0,4,6 -Moshe Peretz,◊î◊õ◊ú ◊ò◊ï◊ë,45.0,0.711,0.434,5.0,-8.146,0,0.0304,0.251,,0.24,0.515,119.881,241500.0,4,9 -Depeche Mode,Personal Jesus - Single Version,69.0,0.673,0.899,11.0,-3.528,1,0.0434,0.0911,0.0172,0.0481,0.793,129.885,224933.0,4,10 -Jasiah,In N Out (feat. TheHxliday & Rico Nasty),55.0,0.779,0.56,11.0,-8.245,1,0.1,0.0526,,0.428,0.554,101.465,131084.0,4,5 -Erkin Koray,Z√ºleyha,24.0,0.585,0.903,,-6.311,1,0.0445,0.094,0.0116,0.366,0.431,95.003,314583.0,4,10 -USS (Ubiquitous Synergy Seeker),Feel Alive,42.0,0.558,0.658,11.0,-7.661,1,0.0535,0.0298,,0.135,0.519,122.031,226669.0,4,10 -X,Los Angeles,48.0,0.614,0.755,2.0,-5.829,1,0.0276,0.0162,1.9e-06,0.0831,0.645,92.622,144787.0,4,10 -Campfire,Kevin Morby,43.0,0.493,0.338,9.0,-10.068,1,0.18,0.425,0.000275,0.0823,0.332,72.619,5.31755,4,0 -Body Count,Body Count,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,8 -Wanda Jackson,Honey Bop,28.0,0.628,0.786,,-6.965,1,0.0442,0.58,0.000958,0.289,0.924,82.056,135360.0,4,10 -Lucy Dacus,Thumbs,52.0,0.474,0.0964,7.0,-15.87,0,0.0406,0.961,,0.134,0.272,97.595,265440.0,4,1 -Sixx:A.M.,Prayers For The Damned,48.0,0.395,0.98,11.0,-3.573,0,0.117,0.000349,0.00361,0.151,0.255,159.974,279227.0,4,10 -Blindside,Pitiful,50.0,0.54,0.959,8.0,-3.775,1,0.0452,0.000817,,0.376,0.499,131.83,192213.0,4,8 -Blackstreet,No Diggity,76.0,0.867,0.646,1.0,-4.674,0,0.288,0.303,,0.279,0.67,88.634,304600.0,4,5 -Hyro The Hero,Legendary (feat. Brandon Saller of Atreyu),47.0,0.458,0.937,,-6.622,1,0.272,0.00111,,0.394,0.366,160.231,238800.0,4,10 -Rush,The Spirit Of Radio,65.0,0.365,0.924,4.0,-7.066,1,0.0488,0.0144,0.000254,0.423,0.632,135.811,296467.0,4,10 -Kendrick Lamar,DNA.,78.0,0.638,0.523,1.0,-6.664,1,0.357,0.00454,,0.0842,0.422,139.913,185947.0,4,5 -HAIM,Gasoline,62.0,0.658,0.717,1.0,-4.257,0,0.0633,0.0846,0.0022,0.12,0.595,133.074,193373.0,4,6 -NiNE8,FVR105 - p-rallel Remix,44.0,0.82,0.62,5.0,-9.755,0,0.364,0.0384,1.31e-05,0.114,0.898,120.009,193000.0,4,1 -Dudu Aharon,◊ó◊ï◊©◊ë ◊¢◊ú◊ô◊î,19.0,0.754,0.555,1.0,-6.185,0,0.0426,0.388,,0.0747,0.66,89.983,195361.0,4,9 -A Winged Victory for the Sullen,So That The City Can Begin To Exist,40.0,0.152,0.0625,5.0,-23.396,1,0.0358,0.619,0.904,0.0802,0.0355,85.971,286962.0,3,6 -Roxy Music,Virginia Plain,52.0,0.588,0.708,6.0,-7.823,1,0.0351,0.445,3.94e-05,0.293,0.579,131.197,178376.0,4,1 -Irish Women In Harmony,Dreams,48.0,0.558,0.475,4.0,-8.623,1,0.0282,0.516,5.69e-06,0.107,0.344,116.924,4.15016667,4,0 -Mz Boom Bap,The Lineage,36.0,0.839,0.749,11.0,-10.259,0,0.17,0.522,0.00166,0.502,0.475,90.05,157373.0,4,5 -Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,10 -Wildways,Event Horizon (–ë–ª–∏–∂–µ –∫ —Ç–µ–±–µ),43.0,0.466,0.983,3.0,-4.572,0,0.124,0.000907,,0.127,0.252,101.544,231724.0,4,8 -Feuerschwanz,I See Fire,42.0,0.424,0.892,6.0,-5.65,0,0.0546,0.00895,,0.344,0.444,75.996,295406.0,4,8 -miida and The Department,Magic hour,38.0,0.73,0.803,10.0,-7.56,1,0.0416,0.0059,0.000276,0.131,0.773,111.954,237321.0,4,9 -Netta,Ricki Lake,37.0,0.821,0.857,2.0,-3.501,1,0.124,0.0799,0.322,0.168,0.335,100.015,130229.0,4,9 -Cherym,Kisses On My Cards,25.0,0.459,0.953,4.0,-5.578,1,0.0724,0.000121,0.0933,0.135,0.512,142.003,189248.0,4,1 -Tom Morello,Marching on Ferguson,22.0,0.529,0.905,8.0,-4.432,0,0.0457,0.00398,0.000414,0.322,0.321,76.058,175306.0,4,10 -Bruce Brubaker,Opening - Laurel Halo Version,33.0,0.0731,0.251,,-16.576,0,0.0372,0.906,0.844,0.123,0.0366,79.841,354227.0,4,1 -Christine Ott,Time to Die,26.0,0.178,0.352,10.0,-15.445,0,0.0399,0.824,0.93,0.107,0.0446,126.397,501941.0,4,6 -Cruachan,The Hawthorn,40.0,0.253,0.847,2.0,-5.84,0,0.0439,0.00195,0.144,0.442,0.423,121.341,299553.0,4,8 -LARRY PINK THE HUMAN,WASTED DAYS (INBETWEENS),36.0,0.613,0.654,7.0,-7.683,1,0.032,0.00732,0.0576,0.0679,0.313,112.985,300483.0,4,6 -Manal,Avellaneda Blues,30.0,0.559,0.598,2.0,-6.826,0,0.028,0.355,7.73e-05,0.109,0.228,101.482,333680.0,3,2 -The Cadillac Three,Labels,47.0,0.588,0.775,,-5.664,1,0.0585,0.0747,0.000227,0.36,0.797,173.968,184619.0,4,10 -Gucci Mane,Back On,54.0,0.833,0.673,1.0,-6.981,0,0.315,0.329,,0.136,0.753,148.019,149080.0,4,5 -Elles Bailey,What's the Matter with You,40.0,0.44,0.466,11.0,-8.741,0,0.0379,0.553,0.000441,0.158,0.332,169.769,232724.0,3,2 -Teddy Wilson,Fools Rush In,48.0,0.633,0.12,5.0,-20.066,0,0.0428,0.971,0.871,0.121,0.456,115.51,2.484533333,3,7 -Richard Hell,Blank Generation,51.0,0.44,0.904,11.0,-4.409,0,0.177,0.275,7.45e-06,0.106,0.546,138.104,167840.0,4,1 -"Lata Mangeshkar, Manna Dey",Aaja Sanam Madhur Chandni Men,33.0,0.451,0.441,3.0,-11.323,0,0.0373,0.95,0.043,0.104,0.811,80.229,4.429066667,4,3 -Ty,Ha Ha,62.0,0.946,0.723,9.0,-3.692,1,0.114,0.0778,,0.0608,0.349,102.956,160877.0,4,5 -Lil Durk,Finesse Out The Gang Way (feat. Lil Baby),74.0,0.738,0.885,1.0,-4.159,0,0.126,0.213,,0.098,0.49,100.508,186283.0,3,5 -AJR,Bang!,65.0,0.74,0.517,1.0,-6.233,0,0.0506,0.0183,,0.0558,0.698,139.917,170858.0,4,10 -Lamb of God,Hyperthermic / Accelerate,48.0,0.267,0.996,2.0,-3.385,1,0.0819,1.24e-05,0.386,0.0503,0.0648,104.916,244965.0,3,8 -Mama Od√©,Wadada Lasts,31.0,0.695,0.62,4.0,-11.45,0,0.343,0.55,0.00179,0.498,0.826,90.441,210757.0,4,1 -Covet,shibuya (feat. San Holo),49.0,0.445,0.765,4.0,-4.186,1,0.0317,0.454,0.184,0.186,0.332,126.018,345520.0,3,10 -La Femme,Cool Colorado,54.0,0.505,0.762,9.0,-7.15,1,0.0454,0.0415,6.12e-05,0.117,0.477,81.454,232480.0,4,1 -Jimmy Eat World,Your House,44.0,0.547,0.769,2.0,-7.953,1,0.0297,0.014,6.3e-06,0.123,0.407,93.154,286147.0,4,10 -ERRA,Shadow Autonomous,52.0,0.42,0.967,1.0,-3.963,0,0.101,1.68e-05,0.000809,0.2,0.452,149.973,317309.0,3,8 -Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,10 -Duran Duran,INVISIBLE,43.0,0.645,0.867,7.0,-2.326,1,0.182,0.119,1.98e-05,0.413,0.337,113.988,191459.0,4,10 -Jamey Johnson,High Cost Of Living,62.0,0.628,0.601,,-7.036,1,0.0368,0.0114,2.63e-05,0.32,0.396,86.006,345120.0,4,10 -Warfect,Left to Rot,17.0,0.445,0.859,2.0,-11.34,1,0.0481,0.00111,0.135,0.182,0.617,168.044,367957.0,4,8 -S. D. Burman,Saphal Hogi Teri Aradhana,18.0,0.466,0.155,5.0,-17.188,1,0.0601,0.991,0.932,0.0921,0.47,110.762,5.754,4,3 -Us in Motion,Death Poems,35.0,0.419,0.819,4.0,-6.62,0,0.0819,0.000639,0.000769,0.158,0.186,135.115,237782.0,4,8 -U2,I Will Follow,58.0,0.36,0.909,8.0,-6.827,1,0.0663,0.000347,3.28e-05,0.282,0.647,155.293,217387.0,4,1 -The Desperate Kingdom of Love,"Max Jury, Fenne Lily",36.0,0.375,0.407,,-9.446,1,0.0299,0.0377,0.16,0.111,0.124,151.213,2.87615,3,0 -Marilyn Manson,Sweet Dreams (Are Made Of This),68.0,0.392,0.642,8.0,-5.267,1,0.0326,0.0048,0.486,0.296,0.129,92.698,293293.0,4,10 -The Beatles,A Hard Day's Night - Remastered,,0.59,0.805,,-6.481,1,0.0371,0.137,,0.0996,0.797,138.514,2.57,4,10 -Lenny Kravitz,Ride - Edit,49.0,0.513,0.807,1.0,-5.498,1,0.0308,0.0549,2.27e-05,0.0948,0.765,173.367,220311.0,4,10 -LUWTEN,Control,38.0,0.689,0.393,1.0,-12.088,1,0.0453,0.828,0.186,0.167,0.523,91.017,230987.0,4,6 -Weezer,The End of the Game,57.0,0.576,0.864,8.0,-4.028,1,0.0411,0.00121,2.92e-06,0.108,0.669,119.068,181707.0,4,10 -Ride,Drive Blind - 2001 Remaster,22.0,0.289,0.932,9.0,-4.792,1,0.0574,2.31e-05,0.584,0.088,0.512,101.731,285773.0,4,10 -Soledad Brothers,Shakey Puddin',20.0,0.299,0.936,2.0,-5.416,1,0.246,0.21,0.634,0.251,0.384,199.101,205267.0,4,2 -Bad/Love,Follow the Leader,40.0,0.452,0.862,10.0,-4.293,0,0.0616,0.000153,,0.178,0.164,83.093,211696.0,4,8 -Underoath,On My Teeth,48.0,0.414,0.944,1.0,-4.215,1,0.0739,4.61e-05,0.000498,0.201,0.131,165.047,190840.0,4,8 -Morgan Wallen,Chasin' You,76.0,0.631,0.591,7.0,-5.785,1,0.0277,0.657,,0.11,0.489,97.074,3.424216667,4,4 -Mukesh,Koi Jab Tumhara Hriday Tod De,23.0,0.586,0.103,5.0,-18.551,1,0.042,0.994,0.000302,0.16,0.302,114.512,3.55,3,3 -Led Zeppelin,Kashmir - 1990 Remaster,70.0,0.48,0.536,2.0,-11.166,1,0.0427,0.488,4.22e-05,0.155,0.581,80.617,508200.0,3,10 -Motorama,Corona,38.0,0.34,0.81,,-6.379,1,0.0358,0.00293,0.833,0.165,0.651,191.835,205009.0,4,6 -Sonny Terry,Sonny's Whoopin' The Doop,15.0,0.636,0.701,11.0,-12.801,0,0.0577,0.0274,0.46,0.299,0.859,96.449,286693.0,4,2 -The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,4.92333333,4,10 -Eminem,'Till I Collapse,84.0,0.548,0.847,1.0,-3.237,1,0.186,0.0622,,0.0816,0.1,171.447,297787.0,4,5 -"bbno$, Rich Brian",edamame (feat. Rich Brian),74.0,0.815,0.848,4.0,-4.704,0,0.115,0.023,0.000162,0.0265,0.684,106.032,2.22845,4,9 -◊†◊ê◊ì◊î,◊ó◊ï◊®◊£,14.0,0.626,0.562,7.0,-10.812,0,0.333,0.614,2.96e-06,0.316,0.618,78.21,239392.0,4,6 -Josh Teskey,Thinking 'Bout Myself,51.0,0.644,0.53,4.0,-8.296,0,0.0884,0.787,0.0303,0.259,0.678,99.733,221214.0,4,10 -New Madrid,Are You the Wind,27.0,0.374,0.701,,-6.683,1,0.0657,0.0261,0.000426,0.139,0.253,157.528,351093.0,4,10 -Young Stoner Life,Real (feat. Unfoonk),68.0,0.613,0.64,10.0,-7.346,1,0.177,0.00906,,0.11,0.496,160.105,193360.0,4,5 -Roy Buchanan,John's Blues,31.0,0.576,0.327,7.0,-15.424,1,0.0461,0.255,0.77,0.409,0.543,83.367,306000.0,3,2 -Monophonics,Suffocating,40.0,0.545,0.783,6.0,-6.265,0,0.0567,0.0261,2.46e-05,0.143,0.402,82.437,254053.0,4,9 -The 69 Eyes,Lost Boys,51.0,0.504,0.878,9.0,-5.558,1,0.0373,0.00373,0.34,0.0991,0.512,156.083,203187.0,4,8 -Super Besse,Zabiraiu,28.0,0.58,0.877,4.0,-7.782,0,0.0519,0.00165,0.773,0.111,0.902,140.003,261707.0,4,6 -Marina Maximilian,I Trust This Man,29.0,0.5,0.499,7.0,-8.069,0,0.0485,0.285,,0.105,0.292,126.059,239830.0,3,9 -Adir Getz,◊©◊ï◊ë ◊ó◊ï◊ñ◊®◊™,43.0,0.573,0.463,10.0,-7.025,0,0.0657,0.56,,0.0979,0.469,139.882,218786.0,4,9 -Rob Zombie,Crow Killer Blues,58.0,0.2,0.869,9.0,-7.049,0,0.0886,0.00322,0.174,0.134,0.179,86.479,300013.0,4,8 -Bobby Sessions,All We Got,42.0,0.739,0.668,7.0,-7.253,1,0.318,0.0539,,0.0981,0.56,80.025,228505.0,4,5 -Clara Cava,Precipicio,48.0,0.652,0.652,6.0,-9.351,1,0.0531,0.124,,0.0882,0.632,130.045,299192.0,4,6 -Parkway Drive,Sleepwalker,50.0,0.314,0.962,10.0,-4.81,0,0.191,0.000174,4.68e-05,0.093,0.298,144.125,241033.0,4,8 -Jason Aldean,Burnin' It Down,64.0,0.681,0.795,6.0,-6.652,1,0.049,0.305,9.41e-06,0.109,0.64,135.939,3.652666667,4,4 -Avi Biter,◊†◊©◊®◊§◊™◊ô,16.0,0.657,0.677,9.0,-12.043,1,0.0382,0.131,0.000298,0.127,0.735,105.143,241200.0,4,9 -Shazuno,Conexiones Worldwide,32.0,0.543,0.458,1.0,-9.312,1,0.182,0.798,1.06e-06,0.114,0.264,81.511,169756.0,1,5 -Tesla,Love Song,53.0,0.355,0.379,7.0,-8.172,1,0.0361,0.396,0.0393,0.15,0.329,164.989,321267.0,4,10 -Stealth,Howlin',33.0,0.467,0.648,,-5.393,1,0.0336,0.519,,0.186,0.503,79.779,176026.0,4,2 -Mississippi Big Beat,Hurricane,12.0,0.676,0.662,7.0,-4.061,1,0.0324,0.0148,0.00682,0.104,0.154,104.001,255840.0,4,2 -BUT Î≤ó,The Piper,7.0,0.343,0.862,8.0,-5.083,1,0.0572,0.00307,0.000305,0.109,0.189,125.069,282998.0,4,10 -Beatrich,Same Song,40.0,0.63,0.678,11.0,-6.412,1,0.0526,0.052,0.00015,0.265,0.533,109.966,159412.0,4,9 -Omri,come around,46.0,0.687,0.541,9.0,-4.18,0,0.236,0.091,,0.313,0.376,130.181,219789.0,4,10 -Dudu Aharon,◊ë◊ï◊ê◊ô ◊î◊ú◊ô◊ú◊î,19.0,0.641,0.862,5.0,-4.653,0,0.0429,0.0228,,0.11,0.38,132.023,238360.0,4,9 -Tinsley Ellis,Kiss Of Death,45.0,0.725,0.315,4.0,-8.48,0,0.0369,0.72,0.00259,0.0869,0.298,126.39,425787.0,3,2 -Shubh Saran,Haze,31.0,0.407,0.311,9.0,-14.493,1,0.0347,0.277,0.577,0.335,0.312,172.017,364115.0,4,6 -Bon Iver,Holocene,69.0,0.374,0.304,1.0,-14.52,1,0.0302,0.943,0.298,0.126,0.147,147.969,336613.0,4,6 -Shinedown,Asking for It,60.0,0.449,0.971,10.0,-3.66,1,0.0476,0.00273,,0.141,0.414,144.031,210707.0,4,10 -Spoonie Gee,Love Rap,29.0,0.838,0.893,1.0,-10.005,1,0.123,0.0496,,0.105,0.962,106.843,342093.0,4,5 -Daichi Yamamoto,maybe,36.0,0.611,0.638,,-6.669,0,0.18,0.434,,0.129,0.617,83.4,194643.0,4,9 -Cameo,Word Up,65.0,0.878,0.84,6.0,-13.105,0,0.064,0.0421,0.0035,0.053,0.882,116.222,260000.0,4,9 -Countee Cullen,Heritage,5.0,0.565,0.248,10.0,-17.369,0,0.862,0.977,0.584,0.306,0.61,80.755,222760.0,4,5 -Ludacris,Saturday (Oooh! Ooooh!),49.0,0.588,0.809,11.0,-6.327,0,0.412,0.0235,,0.324,0.696,103.0,230533.0,4,5 -DEVO,Uncontrollable Urge,55.0,0.571,0.858,2.0,-7.066,1,0.0326,0.0551,0.665,0.0943,0.716,92.523,191267.0,3,10 -Bewitcher,Mystifier (White Night City),29.0,0.205,0.979,,-5.119,1,0.155,0.000137,0.000206,0.363,0.414,86.507,253853.0,4,8 -morgxn,LOSING MYSELF,46.0,0.696,0.79,8.0,-4.633,0,0.0438,0.00279,6.18e-05,0.172,0.555,115.015,176413.0,4,10 -Linsey Alexander,Call My Wife,33.0,0.667,0.757,5.0,-5.88,1,0.0465,0.174,0.0393,0.0831,0.528,114.78,287640.0,4,2 -Rockwell,Somebody's Watching Me - Single Version,67.0,0.773,0.505,1.0,-10.357,0,0.0329,0.103,0.000138,0.0729,0.891,124.131,238773.0,4,10 -Deftones,Ohms,57.0,0.112,0.978,4.0,-2.64,1,0.117,0.000108,0.0241,0.117,0.371,173.097,250222.0,3,6 -Bella Poarch,Build a Bitch,84.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,122773.0,4,9 -Keith Urban,Somebody Like You,66.0,0.624,0.84,4.0,-5.768,1,0.0337,0.108,0.000546,0.144,0.656,111.02,5.384,4,4 -Def Leppard,Love Bites - Remastered 2017,,0.591,0.738,,-6.99,0,0.033,0.0687,0.00142,0.0831,0.42,129.793,5.78266667,4,10 -Michael Burks,Empty Promises,47.0,0.371,0.601,2.0,-3.113,0,0.0337,0.277,0.0178,0.0893,0.402,137.643,375560.0,4,2 -SKYND,Tyler Hadley,50.0,0.653,0.819,6.0,-5.726,1,0.0408,0.00076,0.00164,0.111,0.409,119.962,291503.0,4,8 -The Black Crowes,Good Friday,36.0,0.37,0.403,7.0,-14.227,1,0.0302,0.111,0.00539,0.0727,0.2,112.795,342787.0,4,10 -Small Faces,Itchycoo Park,55.0,0.613,0.555,9.0,-9.801,1,0.072,0.58,1.64e-06,0.119,0.556,127.267,166680.0,4,6 -L.A.X,Sempe,64.0,0.699,0.703,9.0,-7.651,0,0.273,0.517,0.0216,0.112,0.478,195.864,171429.0,4,9 -Witchcraft,An Alternative to Freedom,44.0,0.328,0.738,11.0,-6.356,1,0.0343,9.02e-05,0.0193,0.283,0.264,132.121,317600.0,4,10 -Ralph Heidel,Haut,34.0,0.653,0.504,11.0,-12.924,1,0.0348,0.608,0.895,0.074,0.402,115.007,252733.0,4,6 -Puddle Of Mudd,Control - Acoustic Version,51.0,0.514,0.784,6.0,-6.217,1,0.0413,0.413,,0.164,0.567,150.326,247920.0,4,10 -Maren Morris,I Could Use a Love Song,67.0,0.638,0.634,6.0,-6.474,1,0.0468,0.214,,0.0866,0.473,92.097,3.2737,4,4 -Asha Bhosle,Jawani Janeman,28.0,0.752,0.472,7.0,-7.757,1,0.0945,0.624,1.27e-05,0.349,0.557,130.983,5.599316667,4,3 -Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,6 -Bullet For My Valentine,Radioactive,60.0,0.527,0.695,9.0,-4.99,1,0.0346,0.0331,3.78e-05,0.31,0.271,142.922,193080.0,4,10 -"Kenny Chesney, Uncle Kracker",When the Sun Goes Down,67.0,0.798,0.741,9.0,-6.802,1,0.0284,0.0432,3e-06,0.252,0.708,104.945,4.842666667,4,4 -Prestige,You Weep,30.0,0.476,0.971,11.0,-6.648,0,0.177,0.0001,4.91e-06,0.622,0.217,92.431,233908.0,4,8 -VEXED,Fake,9.0,0.413,0.994,5.0,-3.621,1,0.171,0.00116,3.36e-06,0.286,0.0424,124.993,215253.0,4,8 -The Doors,"Hello, I Love You",62.0,0.597,0.554,11.0,-14.144,0,0.0425,0.029,,0.0766,0.963,117.835,133200.0,4,10 -N.W.A.,Express Yourself - Remix,59.0,0.852,0.803,6.0,-6.929,0,0.264,0.00204,,0.121,0.752,96.2,261400.0,4,5 -Jon Bon Jovi,Blood Money,45.0,0.562,0.235,8.0,-13.89,1,0.0265,0.568,,0.085,0.398,76.991,154933.0,4,10 -"Pritam, Arijit Singh",Channa Mereya,64.0,0.476,0.788,9.0,-4.821,0,0.0446,0.237,2.49e-05,0.106,0.746,90.066,4.822216667,4,3 -Max Ellion,Sleeping In Seattle,44.0,0.0828,0.0598,9.0,-20.795,1,0.041,0.982,0.774,0.0973,0.038,65.84,2.921,3,7 -Thunder,Love Walked In,49.0,0.443,0.841,2.0,-9.72,0,0.0433,0.212,5.61e-06,0.134,0.281,155.827,385400.0,4,10 -The Felice Brothers,Plunder,36.0,0.383,0.828,,-6.322,1,0.0359,0.033,3.05e-05,0.35,0.845,135.067,221907.0,4,2 -Mot√∂rhead,Ace of Spades,74.0,0.329,0.974,3.0,-8.77,0,0.135,0.000852,0.000118,0.0904,0.234,140.862,166920.0,4,8 -The Lazy Eyes,Where's My Brain??? - Edit,33.0,0.551,0.831,9.0,-5.922,1,0.141,0.064,0.0798,0.323,0.619,176.091,184428.0,4,1 -L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,10 -"Apoorva Krishna, Varijashree Venugopal",Merging Parallels,16.0,0.507,0.609,4.0,-7.99,0,0.124,0.698,1.43e-05,0.107,0.497,78.857,3.2,5,0 -Alberta Adams,Messin' Around With The Blues,11.0,0.581,0.354,5.0,-8.996,0,0.0505,0.738,0.0109,0.136,0.167,82.861,387867.0,3,2 -Erroll Garner,Lovely to Look At - Remastered 2020,,0.488,0.43,5.0,-11.371,0,0.0352,0.822,0.836,0.184,0.587,106.711,2.612233333,4,7 -ev.exi,You Can't Run,34.0,0.788,0.487,4.0,-8.637,0,0.177,0.0259,0.00062,0.0568,0.602,104.939,201143.0,4,6 -Ryan Kinder,Keep Up,51.0,0.294,0.695,1.0,-5.876,1,0.0543,0.0028,6.46e-06,0.26,0.363,83.37,212972.0,4,10 -Last Train,Golden Songs,46.0,0.621,0.359,7.0,-9.991,1,0.0253,0.0921,0.717,0.113,0.228,100.002,218000.0,4,10 -Sarcastic Sounds,change ur mind,45.0,0.627,0.575,4.0,-7.38,1,0.232,0.78,,0.336,0.494,78.546,183451.0,4,9 -"Christone ""Kingfish"" Ingram",Love Ain't My Favorite Word,35.0,0.352,0.534,1.0,-5.904,1,0.0365,0.221,0.0447,0.116,0.379,82.371,325638.0,3,2 -Steven Wilson,Pariah,49.0,0.497,0.213,6.0,-13.199,0,0.0317,0.102,0.112,0.21,0.0412,135.03,286225.0,4,10 -Tim Atlas,Wallflower,49.0,0.837,0.661,2.0,-7.052,1,0.0402,0.446,0.014,0.227,0.891,105.002,177498.0,4,6 -Primal Scream,Rocks,60.0,0.619,0.855,7.0,-4.164,1,0.0376,0.000247,0.00292,0.0318,0.935,127.671,216160.0,4,6 -girlfriends,Eyes Wide Shut,49.0,0.492,0.75,8.0,-5.014,1,0.0526,0.000307,3.42e-05,0.0996,0.25,172.116,181241.0,4,10 -Oleander,Fight,41.0,0.46,0.978,1.0,-5.25,0,0.0982,0.000289,6.62e-06,0.329,0.302,92.51,212950.0,4,10 -The Smiths,How Soon Is Now? - 2008 Remaster,53.0,0.55,0.941,1.0,-5.721,0,0.0413,0.000872,0.0854,0.101,0.746,95.409,406987.0,4,1 -Grandaddy,A.M. 180,51.0,0.296,0.432,5.0,-8.677,1,0.0316,0.00059,0.899,0.237,0.216,88.13,200667.0,4,1 -Hanan Ben Ari,◊ê◊ú◊ï◊£ ◊î◊¢◊ï◊ú◊ù,54.0,0.583,0.433,10.0,-8.309,0,0.0501,0.746,,0.133,0.22,127.513,215625.0,4,9 -"Kumar Sanu, Alka Yagnik",Chura Ke Dil Mera,50.0,0.613,0.696,8.0,-9.486,0,0.0504,0.136,0.00222,0.053,0.874,122.056,7.910883333,4,3 -Fabian Brinkmann,Am Rheinufer,43.0,0.62,0.0931,4.0,-17.075,1,0.146,0.994,0.921,0.111,0.293,73.495,2.547033333,4,7 -Busty and the Bass,Go So Far,38.0,0.699,0.566,1.0,-6.347,1,0.205,0.258,3.56e-06,0.222,0.557,84.989,242748.0,4,5 -Daklon,◊°◊ï◊ì ◊î◊û◊ñ◊ú◊ï◊™,26.0,0.5,0.802,,-10.233,1,0.0351,0.407,9.79e-05,0.165,0.744,97.752,301373.0,4,9 -Led Zeppelin,Travelling Riverside Blues (BBC Session) - Remastered,49.0,0.467,0.835,7.0,-7.084,1,0.0642,0.0745,0.000184,0.26,0.639,91.603,311640.0,4,10 -Skee-Lo,I Wish,63.0,0.715,0.738,7.0,-10.139,1,0.157,0.00826,,0.26,0.573,97.877,252307.0,4,5 -Cohen@Mushon,◊û◊ô ◊©◊¶◊ï◊¢◊ß,15.0,0.758,0.715,7.0,-4.682,0,0.0864,0.074,,0.144,0.599,104.95,183719.0,4,5 -Free,I'm A Mover,,0.631,0.773,,-9.543,1,0.128,0.364,0.0696,0.152,0.877,134.438,219667.0,4,2 -Digital Underground,The Humpty Dance,65.0,0.813,0.693,10.0,-8.0,0,0.266,0.0341,,0.121,0.618,103.508,391693.0,4,5 -Twista,Hope,42.0,0.876,0.679,8.0,-6.455,0,0.115,0.175,,0.116,0.116,106.97,273053.0,4,9 -PVRIS,Use Me (feat. 070 Shake),56.0,0.315,0.618,10.0,-6.71,0,0.053,0.0353,0.0118,0.113,0.226,79.175,203027.0,4,1 -Kasabian,Club Foot,54.0,0.18,0.915,,-6.855,1,0.0946,0.0224,1.43e-05,0.0929,0.101,94.578,215360.0,1,10 -Jimmy Rogers,Walking By Myself,47.0,0.621,0.519,11.0,-13.328,0,0.102,0.837,0.00246,0.162,0.775,117.005,167267.0,4,2 -Samantha Fish,Bulletproof - Tangle Eye Mix,41.0,0.67,0.554,7.0,-9.047,1,0.0344,0.0156,0.557,0.208,0.482,110.025,319253.0,4,2 -RVNT,Hollow,32.0,0.432,0.989,10.0,-3.356,0,0.173,0.000168,0.0359,0.319,0.104,120.015,228000.0,4,8 -Mohammed Aziz,Aaj Kal Yaad Kuch Aur Rehta Nahin,36.0,0.486,0.582,2.0,-9.304,1,0.0453,0.913,0.000149,0.0711,0.664,123.222,6.471333333,1,3 -As I Lay Dying,The Sound Of Truth,56.0,0.368,0.981,2.0,-4.084,0,0.12,2.02e-05,0.00549,0.129,0.277,165.018,260787.0,4,8 -The Cure,10:15 Saturday Night,49.0,0.651,0.409,9.0,-10.864,0,0.0879,0.00428,0.0277,0.176,0.363,173.76,222093.0,4,6 -Wake Up Hate,The Panic,45.0,0.431,0.969,11.0,-4.193,0,0.0728,0.000182,0.00751,0.21,0.526,175.043,234358.0,4,8 -Field Notes on an Endless Day,Graeme James,30.0,0.566,0.245,3.0,-14.907,1,0.0407,0.911,3.47e-05,0.107,0.492,75.062,3.633283333,4,0 -Ray LaMontagne,Such A Simple Thing,67.0,0.522,0.256,10.0,-11.216,1,0.0258,0.86,0.000806,0.142,0.13,76.349,296387.0,4,9 -MEDUZA,Paradise - Guitar Acoustic,56.0,0.644,0.514,9.0,-5.08,0,0.0315,0.343,2.56e-06,0.144,0.589,123.709,185019.0,4,9 -The Silhouettes Project,What U Need,37.0,0.596,0.487,6.0,-13.433,1,0.0765,0.376,0.00928,0.0931,0.125,108.925,216867.0,4,5 -Dudu Tassa,◊ê◊ô◊ñ◊î ◊ô◊ï◊ù,40.0,0.631,0.525,10.0,-4.999,1,0.0281,0.477,,0.101,0.157,113.314,196667.0,4,10 -God Street Wine,Nightingale,5.0,0.732,0.71,10.0,-10.429,1,0.0473,0.121,0.00572,0.457,0.825,123.098,352839.0,4,10 -Leikeli47,Tic Boom,39.0,0.419,0.761,8.0,-4.284,0,0.314,0.0125,1.19e-05,0.109,0.942,203.558,174360.0,3,5 -Glass Animals,Life Itself,65.0,0.699,0.67,1.0,-6.219,1,0.0347,0.0147,0.22,0.356,0.556,111.988,281407.0,4,1 -Working Man,Maya De Vitry,37.0,0.641,0.18,2.0,-14.498,1,0.0446,0.923,0.000466,0.0739,0.764,93.232,3.375116667,4,0 -Waterparks,Violet!,41.0,0.613,0.809,4.0,-4.972,1,0.0616,0.0109,,0.103,0.671,119.062,167274.0,4,10 -The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,1 -Chris Stapleton,Starting Over,73.0,0.638,0.538,10.0,-8.445,1,0.0315,0.452,0.000415,0.0695,0.318,89.124,240413.0,4,10 -The Soft Moon,Wasting,46.0,0.43,0.892,,-5.706,1,0.037,0.00374,0.183,0.601,0.288,94.994,350169.0,4,6 -Young Guns,Bulletproof,44.0,0.478,0.915,5.0,-4.176,0,0.103,2.77e-05,0.000299,0.0882,0.817,166.05,184813.0,4,10 -T. Rex,20th Century Boy - 2012 Remaster,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,1 -Alambre Gonzalez,Martes 13,14.0,0.619,0.624,9.0,-7.887,1,0.028,0.0113,0.0228,0.098,0.891,95.853,193080.0,4,2 -Aretha Franklin,Respect,73.0,0.805,0.558,,-5.226,1,0.041,0.164,2.2e-05,0.0546,0.965,114.95,147600.0,4,5 -MEDUZA,Piece Of Your Heart,81.0,0.677,0.744,10.0,-6.806,0,0.0295,0.0404,0.00016,0.074,0.631,124.08,152913.0,4,9 -Hermano,The Bottle,42.0,0.381,0.539,7.0,-6.761,1,0.0375,2.5e-05,0.723,0.125,0.499,127.424,282160.0,4,10 -Stevie Nicks,Edge of Seventeen - 2016 Remaster,62.0,0.591,0.804,,-7.299,1,0.0454,0.327,5.98e-06,0.0818,0.658,111.457,5.49021667,4,10 -Mac Miller,The Spins,80.0,0.794,0.766,9.0,-3.894,0,0.0377,0.0135,,0.0785,0.55,127.007,195873.0,4,9 -Dead Nature,Hurricane,46.0,0.435,0.788,7.0,-9.185,1,0.0384,6.05e-05,0.00611,0.19,0.736,165.047,193566.0,4,6 -Mars Red Sky,Strong Reflection,49.0,0.416,0.466,9.0,-8.718,1,0.0363,0.00406,0.0511,0.12,0.357,119.085,329627.0,4,10 -Adekunle Gold,It Is What It Is,58.0,0.767,0.706,4.0,-7.437,0,0.262,0.193,6.9e-05,0.0956,0.529,97.205,174588.0,4,9 -Die Krupps,Vision 2020 Vision,33.0,0.584,0.913,1.0,-3.83,1,0.041,0.0663,0.0918,0.144,0.613,100.019,263889.0,4,8 -Sarit Avitan,◊û◊ô◊©◊î◊ô ◊ê◊ó◊®◊™,35.0,0.761,0.546,9.0,-6.571,0,0.143,0.368,,0.0731,0.625,132.324,180315.0,4,9 -Bo Diddley,Bo Diddley,54.0,0.809,0.701,,-12.484,1,0.0574,0.176,,0.184,0.563,105.696,149013.0,4,2 -Greeley Estates,Let The Evil Go East,41.0,0.364,0.964,,-3.151,0,0.0595,0.000363,0.298,0.183,0.0585,97.46,200680.0,4,10 -Folk9,Circles,29.0,0.686,0.598,3.0,-10.062,0,0.0266,0.118,0.129,0.0705,0.869,110.961,222703.0,4,6 -Circe,Going Down,30.0,0.561,0.604,,-6.821,1,0.0598,0.441,1.55e-05,0.177,0.769,174.074,151978.0,4,10 -Devine Defilement,Crucificial Lobotomy,16.0,0.382,0.881,11.0,-13.122,0,0.081,1.28e-05,0.0123,0.827,0.0864,134.946,266000.0,4,8 -Franz Ferdinand,The Dark Of The Matin√©e,59.0,0.452,0.805,6.0,-4.368,0,0.0299,0.00551,3.18e-06,0.221,0.708,114.431,246120.0,4,10 -Lil Peep,driveway,64.0,0.392,0.499,11.0,-6.997,1,0.0425,0.0166,,0.234,0.232,135.551,159080.0,4,5 -Warish,Woven,35.0,0.346,0.948,2.0,-6.858,1,0.0687,0.00172,0.85,0.0675,0.282,96.15,204438.0,4,10 -Collective Soul,Shine,69.0,0.54,0.423,6.0,-8.799,1,0.0283,0.294,0.0884,0.152,0.353,150.135,306040.0,4,10 -Samiam,Factory,23.0,0.391,0.902,9.0,-5.361,1,0.0569,4.99e-05,0.000378,0.0884,0.611,174.967,210667.0,4,10 -LCD Soundsystem,Drunk Girls - Holy Ghost! Remix,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,1 -Ghost Funk Orchestra,Seven Eight,36.0,0.31,0.79,5.0,-7.745,1,0.0391,0.583,0.505,0.0833,0.889,198.698,192520.0,1,10 -LL Cool J,I Can't Live Without My Radio,42.0,0.764,0.508,10.0,-13.165,0,0.515,0.000347,0.00996,0.0917,0.862,179.257,327400.0,4,5 -Theraphosa,The Morning Star,16.0,0.548,0.83,6.0,-5.424,1,0.0292,0.011,0.000105,0.575,0.276,99.996,231467.0,4,8 -Old Man's Child,Seeds Of The Ancient Gods,26.0,0.117,0.976,9.0,-6.008,1,0.124,7.76e-06,0.787,0.0839,0.118,80.044,397707.0,1,8 -As I Lay Dying,My Own Grave,62.0,0.477,0.994,5.0,-4.953,0,0.241,0.000115,0.0129,0.0534,0.0397,125.058,253318.0,4,8 -Nils Frahm,No Step on Wing,50.0,0.181,0.161,11.0,-27.538,1,0.0348,0.931,0.947,0.134,0.24,93.444,286986.0,4,1 -Ocean Colour Scene,The Riverboat Song,55.0,0.484,0.862,11.0,-6.39,0,0.0278,0.0061,2.74e-05,0.547,0.565,106.922,294800.0,3,1 -Moshe Peretz,◊†◊©◊ë◊¢ ◊ú◊ö,24.0,0.473,0.856,,-4.349,0,0.0321,0.124,,0.121,0.567,160.004,212147.0,4,9 -Gracia Montes,Maruja Lim√≥n,26.0,0.618,0.475,2.0,-11.244,1,0.105,0.881,0.00172,0.481,0.918,94.485,152346.0,4,9 -White Reaper,Might Be Right,53.0,0.595,0.861,1.0,-3.907,0,0.0327,0.00222,0.18,0.227,0.892,131.995,237013.0,4,10 -Passenger,Hell Or High Water,42.0,0.338,0.721,4.0,-5.735,0,0.0587,0.00182,2.03e-05,0.349,0.381,80.774,220468.0,4,9 -Arcade Fire,Everything Now,64.0,0.548,0.865,,-5.325,1,0.0302,0.00171,0.000449,0.457,0.61,116.046,303013.0,4,6 -Esprit D'Air,Leviathan,40.0,0.386,0.94,1.0,-1.971,0,0.041,6.31e-05,0.0267,0.197,0.204,174.032,256552.0,4,8 -"Gerald Finzi, Academy of St. Martin in the Fields, Sir Neville Marriner","Romance for String Orchestra, Op.11",19.0,0.0892,0.0759,8.0,-22.61,1,0.0416,0.95,0.847,0.0994,0.0718,80.12,7.357333333,4,7 -"Amitabh Bachchan, Mukesh",Main Pal Do Pal Ka Shair Hoon (with Dialogues),19.0,0.563,0.383,5.0,-8.81,1,0.0652,0.845,,0.44,0.456,128.617,4.118666667,4,3 -Roni Dot,Modern Love,2.0,0.338,0.197,5.0,-16.06,1,0.0355,0.664,0.000308,0.133,0.21,135.799,195000.0,1,9 -Miri Mesika,◊ò◊ô◊§◊î ◊ò◊ô◊§◊î,23.0,0.593,0.357,7.0,-7.701,1,0.0271,0.624,,0.117,0.262,131.884,235947.0,4,9 -Leslie West,Dreams of Milk & Honey,23.0,0.512,0.687,9.0,-11.717,1,0.0409,0.0431,0.0107,0.12,0.681,101.352,213733.0,4,10 -Zao,"Lies Of Serpents, A River Of Tears",39.0,0.309,0.758,,-7.7,1,0.0655,6.25e-05,0.579,0.173,0.152,145.439,159360.0,4,8 -Back On Earth,Save Me,8.0,0.402,0.956,1.0,-3.795,0,0.0487,4.11e-05,6.54e-06,0.13,0.231,135.021,206667.0,4,10 -Iration,Right Here Right Now (feat. Eric Rachmany and Stick Figure),40.0,0.643,0.664,5.0,-6.177,0,0.0519,0.158,0.00267,0.219,0.705,141.898,318338.0,4,10 -Bishop Briggs,River,75.0,0.733,0.477,2.0,-6.737,0,0.0687,0.302,2.97e-06,0.0579,0.545,62.507,216133.0,4,10 -I,Warriors,71.0,0.365,0.851,4.0,-6.238,0,0.0645,0.0964,0.003,0.237,0.309,78.086,171040.0,4,8 -Seratones,Over You,37.0,0.73,0.679,7.0,-3.994,1,0.0273,0.00209,0.000256,0.114,0.796,111.959,161676.0,4,2 -Los Espiritus,Todo Bien,41.0,0.578,0.799,,-10.465,1,0.0268,0.108,0.0844,0.33,0.669,95.503,272781.0,4,10 -The Doors,People Are Strange,70.0,0.699,0.467,4.0,-8.578,0,0.0375,0.685,,0.315,0.764,119.287,130173.0,4,10 -No Sinner,Leadfoot,35.0,0.345,0.852,11.0,-4.245,1,0.0499,0.00016,0.0165,0.157,0.396,137.089,245213.0,4,10 -The Rolling Stones,Brown Sugar - 2005 Digital Remaster,47.0,0.654,0.873,,-6.01,1,0.0329,0.219,2.85e-05,0.0838,0.967,128.899,229627.0,4,10 -Free Party,Middle School,47.0,0.82,0.432,1.0,-10.289,1,0.311,0.352,8.06e-06,0.104,0.59,71.853,148499.0,4,5 -Baby Queen,Want Me,49.0,0.568,0.904,6.0,-4.772,0,0.226,0.00167,2.55e-06,0.11,0.487,169.935,258320.0,4,6 -Adekunle Gold,Pretty Girl,54.0,0.8,0.751,10.0,-3.604,0,0.0781,0.00969,0.000782,0.0381,0.646,93.999,186783.0,4,9 -Machine Head,Is There Anybody out There?,63.0,0.408,0.953,7.0,-3.883,1,0.226,0.00532,,0.338,0.291,177.94,272666.0,4,10 -N.E.R.D,Rockstar,48.0,0.662,0.934,4.0,-4.545,0,0.141,0.0767,,0.332,0.61,92.08,259493.0,4,10 -Billy Idol,White Wedding,70.0,0.673,0.814,9.0,-5.411,1,0.0367,0.0133,0.00293,0.343,0.728,147.193,252200.0,4,10 -Love and Chains,"Vivian Leva, Riley Calcagno",46.0,0.55,0.239,3.0,-14.178,1,0.0355,0.948,0.0201,0.113,0.184,75.086,3.629116667,4,0 -The Human League,Don't You Want Me,24.0,0.665,0.636,9.0,-8.319,0,0.0371,0.0901,,0.675,0.338,117.91,3.98445,4,9 -REO Speedwagon,Keep on Loving You,72.0,0.306,0.722,,-5.963,1,0.034,0.0519,,0.117,0.41,174.732,200293.0,4,10 -"Seamus Blake, Chris Cheek",Count Your Blessings,41.0,0.446,0.242,8.0,-14.152,1,0.0368,0.87,0.497,0.105,0.171,126.681,8.201333333,4,7 -Bloc Party,Helicopter,59.0,0.47,0.954,11.0,-3.631,0,0.134,0.000159,0.0043,0.405,0.412,170.1,220173.0,4,1 -Juice WRLD,Wishing Well,85.0,0.65,0.613,9.0,-6.13,0,0.128,0.00336,,0.267,0.0804,149.972,194621.0,4,9 -Jimmy Eat World,Get Right,43.0,0.453,0.892,2.0,-5.033,0,0.0381,5.61e-06,0.00132,0.35,0.586,86.01,169573.0,4,10 -Albert Hammond Jr,Set to Attack,55.0,0.765,0.806,,-4.464,0,0.0276,0.0453,0.0129,0.0914,0.964,116.017,208213.0,4,6 -Flipp Dinero,The Get Back,57.0,0.968,0.518,10.0,-6.674,0,0.424,0.000927,,0.0653,0.397,119.948,187148.0,4,5 -Ravid Plotnik,◊ê◊û◊ï◊†◊î ◊¢◊ô◊ï◊ï◊®◊™,37.0,0.789,0.719,8.0,-9.045,0,0.154,0.273,0.000528,0.732,0.173,102.96,285413.0,4,5 -Siouxsie and the Banshees,Spellbound,58.0,0.415,0.853,7.0,-11.098,1,0.038,0.0107,0.000499,0.536,0.302,148.494,197013.0,4,1 -Man Parrish,Hip Hop Be Bop (Original Version),36.0,0.822,0.702,1.0,-13.507,1,0.0898,0.015,0.555,0.115,0.792,115.777,336173.0,4,5 -Jessie Ware,Please - Single Edit,63.0,0.665,0.69,7.0,-7.275,1,0.0369,0.0325,0.0147,0.116,0.454,120.032,219933.0,4,9 -Mitski,Nobody,80.0,0.398,0.716,,-5.254,1,0.0392,0.0764,,0.0848,0.494,117.295,3.223816667,4,9 -Pinkish Black,Concept Unification,30.0,0.101,0.328,2.0,-8.677,1,0.0362,0.0909,0.835,0.0706,0.0345,79.452,313987.0,3,8 -Nirvana,School,59.0,0.21,0.943,4.0,-7.656,1,0.0785,1.15e-05,0.493,0.0739,0.13,164.844,162116.0,4,10 -George Jones,Her Name Is...,43.0,0.565,0.336,7.0,-16.387,1,0.0319,0.307,,0.0949,0.796,82.294,2.313333333,4,4 -Nick Cave & The Bad Seeds,Deanna,41.0,0.415,0.94,,-4.874,1,0.0889,0.0049,,0.144,0.439,134.392,225627.0,4,6 -Bonfire,American Nights - Almost Unplugged,30.0,0.643,0.81,8.0,-4.786,1,0.0246,0.000626,0.000464,0.0621,0.541,103.988,231360.0,4,8 -Children Of Bodom,Are You Dead Yet,60.0,0.461,0.961,8.0,-3.011,1,0.0479,6.39e-06,0.14,0.308,0.416,96.009,234880.0,4,8 -Merle Haggard,The Fightin' Side Of Me,45.0,0.754,0.497,4.0,-11.14,1,0.039,0.368,,0.193,0.789,95.502,2.82245,4,4 -Bon Jovi,You Give Love A Bad Name,80.0,0.541,0.96,,-2.947,0,0.0505,0.0663,2.25e-06,0.344,0.812,122.803,222707.0,4,10 -Mac Leaphart,That Train,34.0,0.472,0.965,7.0,-5.358,1,0.0409,0.044,3.02e-05,0.476,0.793,162.027,342606.0,4,1 -Laura Marling,Soothing,44.0,0.677,0.298,2.0,-11.676,0,0.0501,0.419,0.0802,0.108,0.552,143.219,256907.0,4,6 -Nathaniel Rateliff & The Night Sweats,You Worry Me,64.0,0.666,0.646,2.0,-7.722,1,0.0268,0.124,0.286,0.095,0.664,100.05,214160.0,4,10 -In This Moment,The In-Between,60.0,0.469,0.951,10.0,-4.222,1,0.111,0.0119,,0.0976,0.283,149.976,254811.0,4,10 -The Strokes,The Adults Are Talking,80.0,0.593,0.749,5.0,-5.67,1,0.0475,0.0113,0.106,0.314,0.649,164.959,309053.0,4,6 -Asha Bhosle,Kisi Ka Dil Lena Ho,,0.678,0.256,10.0,-16.793,0,0.14,0.989,0.872,0.237,0.881,127.556,3.468883333,4,3 -DMVU,Rhinestones,22.0,0.654,0.648,6.0,-8.086,0,0.405,0.105,,0.162,0.459,80.013,246062.0,4,6 -Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,6 -Lil Eazzyy,MVP,54.0,0.81,0.794,5.0,-5.061,1,0.3,0.572,,0.126,0.829,141.008,190402.0,4,5 -Lake Street Dive,You Go Down Smooth,57.0,0.314,0.787,4.0,-4.838,1,0.0771,0.0712,2.25e-05,0.16,0.294,189.901,209400.0,4,9 -WILLOW,t r a n s p a r e n t s o u l feat. Travis Barker,76.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,168030.0,4,1 -Charly Black,Diggy Dee - Remix,43.0,0.762,0.945,11.0,-0.965,1,0.0904,0.0503,,0.232,0.77,104.929,196973.0,4,9 -Shinedown,How Did You Love - Acoustic,53.0,0.52,0.457,2.0,-7.877,0,0.0364,0.137,,0.102,0.61,185.945,185955.0,4,10 -Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,9 -Phil Collins,In the Air Tonight - Live from the Serious Tour 1990; 2019 Remaster,44.0,0.523,0.716,,-7.113,1,0.0431,0.134,0.000243,0.988,0.222,98.619,6.55245,4,9 -Jimi Hendrix,Hey Joe,70.0,0.346,0.768,9.0,-5.695,1,0.0377,0.00603,0.38,0.0244,0.532,169.492,3.50266667,4,10 -Hozier,Say My Name - Recorded at Spotify Studios NYC,55.0,0.607,0.462,,-8.383,1,0.0551,0.52,1.83e-05,0.229,0.376,117.41,4.45688333,4,0 -Odetta,God's Gonna Cut You Down,28.0,0.717,0.143,1.0,-11.386,1,0.315,0.941,1.24e-05,0.0929,0.487,110.86,111493.0,5,2 -Thunder,Last One Out Turn Off the Lights,37.0,0.338,0.932,,-4.408,1,0.0548,1.44e-05,0.0229,0.274,0.729,180.115,254909.0,4,8 -Skinny Atlas,you never meant it,46.0,0.792,0.551,7.0,-5.769,1,0.037,0.307,,0.101,0.45,103.967,117692.0,4,5 -Attendant,Seen The Light,33.0,0.47,0.954,11.0,-4.856,1,0.0638,6.85e-06,6.36e-05,0.232,0.349,130.012,222160.0,4,10 -Deceptic,Dissonance,29.0,0.534,0.976,4.0,-6.742,1,0.156,0.000582,5.29e-06,0.0615,0.131,120.008,222989.0,4,8 -The Everly Brothers,Bye Bye Love,60.0,0.547,0.523,9.0,-9.176,1,0.0572,0.724,,0.103,0.89,169.598,2.38178333,4,10 -Des Rocs,Let Me Live / Let Me Die,64.0,0.51,0.759,9.0,-4.854,1,0.101,0.034,,0.077,0.237,91.123,207142.0,4,10 -The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,295400.0,4,10 -Pet Shop Boys,West End Girls - 2001 Remaster,70.0,0.651,0.949,4.0,-6.566,0,0.0403,0.00737,0.125,0.286,0.61,113.257,285733.0,4,10 -Duke Ellington,Take The Coltrane,46.0,0.433,0.631,5.0,-9.381,1,0.0458,0.199,,0.271,0.654,129.493,282600.0,4,2 -Clawfinger,The Truth,34.0,0.668,0.976,2.0,-2.713,1,0.0883,0.0535,0.147,0.0782,0.765,95.886,252667.0,4,8 -Itay Levi,◊ó◊û◊© ◊û◊ô◊ú◊ô◊ù,24.0,0.645,0.754,2.0,-3.706,0,0.146,0.294,,0.698,0.823,180.057,203008.0,4,9 -Da Brat,Da B Side (feat. The Notorious B.I.G.),56.0,0.849,0.61,8.0,-10.822,1,0.154,0.0204,4.76e-06,0.0454,0.566,99.01,223693.0,4,5 -L7,Pretend We're Dead,60.0,0.569,0.789,4.0,-8.559,1,0.0309,5.62e-06,0.642,0.0811,0.911,115.152,235093.0,4,1 -DOPE LEMON,Marinade,66.0,0.677,0.74,2.0,-6.528,1,0.0243,0.242,0.0146,0.105,0.679,110.193,237961.0,4,10 -The Body,A Lament,32.0,0.231,0.289,,-11.092,1,0.0424,0.0418,0.787,0.254,0.105,77.59,354040.0,4,8 -Four Year Strong,Go Down in History,48.0,0.505,0.985,5.0,-4.401,1,0.119,6.04e-05,1.02e-05,0.351,0.243,119.993,219763.0,4,10 -Aerosmith,Crazy,74.0,0.37,0.866,6.0,-3.879,0,0.0384,0.0868,,0.137,0.427,162.086,316693.0,3,10 -Yehudit Ravitz,◊õ◊û◊ï ◊ê◊ú ◊û◊ô◊ù,19.0,0.41,0.212,2.0,-16.436,1,0.0328,0.708,2.06e-05,0.0837,0.279,130.936,281080.0,4,10 -Big Brutus,Louise,44.0,0.467,0.324,1.0,-11.487,1,0.0309,0.761,5.73e-06,0.122,0.445,100.89,4.08111667,4,0 -Mohammed Rafi,Taiyabali Pyar Ka Dushman - Amar Akbar Anthony / Soundtrack Version,22.0,0.412,0.883,9.0,-7.931,1,0.213,0.677,,0.859,0.572,105.83,4.683116667,4,3 -Kaiser Chiefs,Never Miss A Beat,48.0,0.506,0.907,,-4.011,1,0.0391,1.93e-05,0.336,0.573,0.547,156.05,188853.0,4,10 -Drugstore,El President,41.0,0.391,0.63,8.0,-5.685,1,0.0308,0.00326,1.59e-05,0.0991,0.242,147.587,171400.0,4,6 -Compulsive Gamblers,Rock & Roll Nurse,18.0,0.443,0.868,6.0,-6.741,0,0.0453,0.135,0.612,0.111,0.544,106.113,250147.0,4,2 -Shalom Hanoch,◊ñ◊î ◊®◊ß ◊í◊¢◊í◊ï◊¢,18.0,0.521,0.209,,-10.921,0,0.0417,0.882,0.0011,0.7,0.154,119.674,256267.0,4,10 -Deftones,Be Quiet and Drive (Far Away),65.0,0.206,0.965,1.0,-5.116,1,0.079,9.91e-06,0.827,0.367,0.168,92.615,299867.0,4,6 -Scarecrow Blues Hip Hop,Left Behind,36.0,0.798,0.693,11.0,-7.454,0,0.289,0.565,2.33e-05,0.104,0.771,100.99,216333.0,4,2 -Ozzy Osbourne,Shot in the Dark,62.0,0.581,0.791,6.0,-7.262,1,0.0324,0.00835,6.02e-05,0.142,0.619,123.887,256293.0,3,10 -Tony Spinner,Freedom,27.0,0.373,0.8,11.0,-6.892,1,0.0698,0.00162,0.00659,0.353,0.89,106.205,230307.0,4,2 -Billie Joe Armstrong,I Think We're Alone Now,52.0,0.594,0.636,9.0,-6.306,1,0.0323,0.0363,,0.0908,0.676,131.982,134672.0,4,10 -Sonavision Deluxe,Mage,36.0,0.394,0.659,3.0,-10.734,0,0.0456,0.572,0.863,0.124,0.292,82.953,185060.0,4,6 -Death Valley Girls,Street Justice,25.0,0.324,0.948,9.0,-4.609,1,0.0522,8.85e-06,0.561,0.165,0.342,90.542,160587.0,4,6 -SE SO NEON,The Wave ÌååÎèÑ,44.0,0.519,0.839,9.0,-2.531,0,0.184,0.0177,0.315,0.0718,0.543,89.825,282454.0,4,10 -Electroforez,–ö–æ–º–µ–Ω–¥–∞–Ω—Ç—Å–∫–∏–π —á–∞—Å,32.0,0.545,0.795,11.0,-7.746,0,0.0312,0.0107,0.023,0.222,0.233,91.039,152369.0,4,6 -Sam Hunt,Breaking Up Was Easy In The 90's,74.0,0.562,0.649,9.0,-5.4,1,0.0494,0.231,,0.341,0.376,145.913,3.598883333,4,4 -Attack Attack!,Brachyura Bombshell,56.0,0.478,0.971,1.0,-4.845,1,0.0853,0.000987,0.0192,0.0809,0.38,122.397,224104.0,4,10 -Opeth,Windowpane,56.0,0.328,0.553,6.0,-6.252,1,0.0267,0.156,0.412,0.0985,0.322,159.959,464280.0,4,8 -Florida Georgia Line,Meant To Be - Acoustic,46.0,0.683,0.457,10.0,-6.243,1,0.0385,0.83,,0.133,0.643,154.12,164467.0,4,9 -Marduk,Panzer Division Marduk,33.0,0.192,0.978,3.0,-6.359,1,0.095,6.03e-06,0.692,0.367,0.0388,94.885,159533.0,4,8 -Ron Gallo,YOU ARE ENOUGH - Caroline Rose Remix,37.0,0.63,0.842,,-5.379,1,0.0317,0.0327,0.649,0.152,0.115,100.014,223150.0,4,1 -Electric Zoo,My Love,15.0,0.54,0.806,,-5.9,0,0.0482,0.348,0.025,0.0879,0.927,148.731,245513.0,4,6 -The Walkie Talkies,Plastic Peacock,2.0,0.469,0.898,1.0,-7.88,1,0.0303,0.179,0.144,0.116,0.934,157.947,213307.0,4,6 -Volbeat,Still Counting,71.0,0.309,0.919,2.0,-3.131,1,0.0609,0.00039,0.000225,0.423,0.322,103.891,261813.0,4,8 -Zach Hood,13 Missed Calls,61.0,0.639,0.724,7.0,-6.346,1,0.0664,0.452,,0.159,0.522,129.712,209538.0,3,9 -Fana Hues,Icarus,49.0,0.553,0.653,5.0,-4.668,1,0.0392,0.296,0.007,0.0596,0.538,166.355,150183.0,3,6 -Francine,Goodbye Forever,47.0,0.439,0.972,9.0,-4.622,0,0.104,0.00015,0.00581,0.139,0.696,176.098,234293.0,4,10 -$uicideboy$,"...And To Those I Love, Thanks For Sticking Around",79.0,0.792,0.511,2.0,-6.876,1,0.0409,0.124,9.04e-05,0.14,0.111,113.983,168490.0,4,5 -Shift K3Y,Love Line (with Tinashe),66.0,0.726,0.897,,-3.534,1,0.0353,0.0257,0.0187,0.126,0.715,120.494,165095.0,4,9 -Bright Eyes,Persona Non Grata,49.0,0.489,0.597,2.0,-7.296,1,0.0386,0.0553,0.00133,0.112,0.438,140.764,212413.0,3,6 -Municipal Waste,The Art of Partying,45.0,0.326,0.998,,-3.095,1,0.0993,0.00205,5.14e-05,0.364,0.471,101.862,123987.0,3,8 -Bryan Adams,Hearts On Fire,30.0,0.563,0.743,11.0,-12.166,1,0.0408,0.0321,,0.148,0.741,115.422,3.50933333,4,10 -Babygirl,Million Dollar Bed,47.0,0.478,0.534,9.0,-8.478,1,0.0387,0.795,0.0179,0.109,0.552,100.027,203907.0,4,6 -Soundgarden,Black Hole Sun,76.0,0.35,0.828,6.0,-5.373,1,0.041,0.000217,0.000161,0.0774,0.147,105.435,318587.0,4,1 -JayWood,What You Do To Me,35.0,0.495,0.868,7.0,-5.122,1,0.0621,0.124,0.815,0.0916,0.668,81.024,254024.0,4,1 -Shovels & Rope,In My Room,45.0,0.484,0.832,11.0,-7.348,0,0.0414,0.14,1.1e-06,0.166,0.34,130.038,165213.0,4,6 -Oliver Tree,Let Me Down (feat. blink-182),58.0,0.519,0.862,7.0,-2.609,1,0.0424,0.0156,2.37e-06,0.164,0.396,159.938,159329.0,4,10 -Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,10 -The Birthday Party,Mr Clarinet,34.0,0.472,0.647,5.0,-12.903,1,0.035,0.0104,3e-06,0.47,0.84,151.569,223973.0,4,10 -OK Go,Here It Goes Again,66.0,0.537,0.882,,-2.306,1,0.0403,0.000342,9.06e-05,0.12,0.81,145.729,179813.0,4,10 -Prince,Purple Rain,75.0,0.367,0.452,10.0,-10.422,1,0.0307,0.0353,0.00228,0.689,0.189,113.066,520787.0,4,10 -Crowder,Run Devil Run,46.0,0.429,0.953,2.0,-3.26,1,0.179,0.0361,,0.56,0.766,174.646,206387.0,4,10 -44phantom,freak,4.0,0.638,0.622,10.0,-5.927,1,0.0389,0.00993,,0.147,0.753,80.016,145627.0,4,5 -Kat Cunning,King of Shadow,51.0,0.591,0.547,2.0,-8.596,0,0.0284,0.126,,0.174,0.253,116.017,196008.0,4,10 -The Bride & The Bachelor,Magnolian,42.0,0.471,0.365,,-11.809,1,0.0311,0.778,0.294,0.108,0.103,88.011,4.173333333,4,0 -We Are PIGS,The Red,42.0,0.435,0.77,8.0,-6.126,0,0.0561,0.00459,0.0479,0.519,0.372,144.323,230499.0,4,10 -TENDOUJI,CRAZY (feat. ROY),41.0,0.542,0.82,3.0,-5.452,1,0.0659,0.000288,0.00157,0.453,0.789,153.09,157326.0,4,10 -Diamond Head,It's Electric,41.0,0.335,0.953,5.0,-3.997,0,0.166,0.000184,0.0345,0.347,0.584,171.106,198480.0,4,8 -Linkin Park,One Step Closer,76.0,0.492,0.969,9.0,-4.419,1,0.0491,0.0014,1.32e-06,0.0787,0.538,95.136,157333.0,4,8 -Yuval Banay,◊ê◊†◊ô ◊û◊§◊ó◊ì,9.0,0.67,0.817,2.0,-6.545,1,0.0751,0.0296,0.0453,0.172,0.378,97.997,277092.0,4,6 -Kilo Kish,NICE OUT,56.0,0.684,0.914,11.0,-3.596,0,0.0333,0.00229,0.288,0.299,0.181,108.984,246733.0,4,6 -Bob Dylan,Like a Rolling Stone,74.0,0.482,0.721,,-6.839,1,0.0321,0.731,,0.189,0.557,95.263,369600.0,4,10 -Blood Cultures,Glass,34.0,0.483,0.619,2.0,-7.571,1,0.031,0.0946,0.892,0.0878,0.0682,102.962,175066.0,4,6 -Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,10 -Ava Max,Kings & Queens,84.0,0.637,0.69,1.0,-4.057,0,0.0405,0.00786,,0.124,0.457,129.857,162399.0,4,9 -My Favourite Nemesis,Decadence,,0.541,0.958,4.0,-4.669,0,0.148,0.000545,6.75e-05,0.246,0.249,95.015,239766.0,4,10 -Majestic,Rasputin,88.0,0.758,0.913,6.0,-2.926,0,0.113,0.00364,6.92e-05,0.193,0.658,128.04,186210.0,4,9 -Thelonious Monk,Blue Monk,46.0,0.444,0.339,3.0,-16.936,1,0.0418,0.66,0.103,0.163,0.656,142.112,456360.0,4,2 -Def Leppard,Hysteria - Remastered 2017,57.0,0.659,0.846,7.0,-5.508,1,0.0274,0.0318,0.0144,0.203,0.659,107.01,354636.0,4,10 -TOOL,√Ünema,62.0,0.335,0.849,,-6.927,1,0.321,0.00193,0.254,0.0928,0.256,181.716,399267.0,3,8 -Young Rising Sons,Skeletons,32.0,0.591,0.758,8.0,-2.522,1,0.0317,0.0254,0.0494,0.371,0.543,97.03,197938.0,4,6 -"Manas Jha, Yamini Santhanam, Mithun Radhakrishna",Zindagi,7.0,0.675,0.598,5.0,-9.007,0,0.0298,0.501,0.0261,0.0984,0.28,119.996,3.333333333,3,0 -The Rolling Stones,Ventilator Blues,44.0,0.618,0.678,,-5.199,1,0.0316,0.6,0.723,0.501,0.79,133.453,204573.0,4,10 -Miri Mesika,◊ó◊ô◊ô◊ê◊™◊ô,21.0,0.565,0.632,6.0,-5.208,0,0.0473,0.703,1.26e-05,0.125,0.484,149.953,196620.0,4,9 -HERD,Loser,9.0,0.615,0.449,7.0,-5.151,1,0.0282,0.131,,0.0859,0.493,82.548,251533.0,4,10 -PJ Harvey,Down By The Water,58.0,0.623,0.622,2.0,-12.255,1,0.0412,0.00168,0.181,0.343,0.319,125.166,194507.0,4,10 -Noah Cyrus,re: Stacks - Spotify Singles,59.0,0.561,0.299,9.0,-11.392,1,0.0315,0.837,0.000143,0.357,0.107,123.92,5.156,4,0 -Hey! Douglas,Lokomotif,32.0,0.603,0.541,2.0,-10.853,0,0.067,0.124,0.926,0.0709,0.384,179.963,346750.0,4,10 -Robert Randolph & The Family Band,Find a Way,38.0,0.442,0.78,5.0,-5.576,1,0.0479,0.007,,0.167,0.666,154.001,236787.0,4,10 -Julia Michaels,Issues,72.0,0.67,0.415,8.0,-6.855,1,0.0786,0.39,,0.0617,0.445,114.212,176320.0,4,9 -Fall Out Boy,The Last Of The Real Ones,61.0,0.579,0.872,8.0,-5.294,1,0.0443,0.00594,,0.192,0.557,115.043,230400.0,4,10 -24-7 Spyz,Got It Goin' On,32.0,0.577,0.914,5.0,-8.905,1,0.0649,0.0323,,0.104,0.654,96.339,297467.0,4,10 -R. D. Burman,"Mehbooba Mehbooba - From “Sholay Songs And Dialogues, Vol. 2” Soundtrack",36.0,0.528,0.477,3.0,-10.454,1,0.0358,0.978,0.557,0.112,0.422,111.511,3.904,4,3 -Abimaro,Folding,52.0,0.462,0.203,10.0,-16.313,1,0.0355,0.975,0.113,0.102,0.437,153.716,227651.0,4,9 -Mere Notilde,Sweet Baby!,36.0,0.736,0.736,5.0,-9.041,0,0.15,0.000124,0.305,0.557,0.76,115.996,153074.0,4,6 -Janiva Magness,Mountain,29.0,0.596,0.366,10.0,-8.57,1,0.0324,0.776,9.01e-05,0.106,0.264,116.028,240613.0,3,2 -John Lennon,Jealous Guy - Remastered 2010,66.0,0.489,0.389,4.0,-11.653,0,0.0284,0.877,0.32,0.105,0.254,131.366,257787.0,4,10 -Michael Schenker Group,Drilled to Kill,39.0,0.522,0.967,2.0,-5.218,1,0.142,0.000313,0.00438,0.0633,0.284,130.019,271800.0,4,8 -KTZ Players,Stillness,54.0,0.533,0.0492,9.0,-19.517,1,0.0319,0.912,0.862,0.119,0.166,96.842,2.78785,4,7 -Marvin Gaye,Inner City Blues (Make Me Wanna Holler),62.0,0.63,0.455,1.0,-13.667,1,0.0322,0.792,0.132,0.133,0.645,94.08,327707.0,4,5 -George Michael,Faith - Remastered,74.0,0.887,0.48,11.0,-11.994,1,0.117,0.0094,3.58e-05,0.0662,0.607,95.846,193200.0,4,10 -Belle Mt.,Famous Son,36.0,0.72,0.742,,-5.889,1,0.0559,0.0324,,0.306,0.718,118.063,180561.0,4,1 -Shirokishi,See You Again,19.0,0.767,0.667,9.0,-12.455,0,0.195,0.00647,0.907,0.622,0.872,134.913,200897.0,4,6 -Jessy Martens and Band,Tricky Thing,35.0,0.645,0.455,1.0,-8.484,0,0.0322,0.49,7.54e-06,0.165,0.339,149.971,271733.0,5,2 -Bring Me The Horizon,Obey (with YUNGBLUD),65.0,0.462,0.99,1.0,-3.175,0,0.211,0.000103,,0.374,0.204,137.061,220539.0,4,10 -Paul McCartney,The Kiss Of Venus (Dominic Fike),67.0,0.715,0.374,8.0,-6.665,1,0.0399,0.627,,0.11,0.633,89.982,143531.0,4,6 -Reines Girls,◊î◊ô◊ú◊ï◊ö ◊ê◊ô◊ò◊ô,18.0,0.485,0.884,4.0,-3.412,1,0.038,0.0664,0.000515,0.215,0.446,138.096,256120.0,4,6 -Nova Twins,Undertaker - FEVER 333 Remix,47.0,0.602,0.891,10.0,-3.722,0,0.102,0.00802,0.000103,0.64,0.688,137.15,135160.0,4,10 -Arik Einstein,◊õ◊û◊î ◊ò◊ï◊ë ◊©◊ë◊ê◊™ ◊î◊ë◊ô◊™◊î - ◊ô◊°◊û◊ô◊ü - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,38.0,0.514,0.421,6.0,-11.206,0,0.0268,0.803,,0.154,0.63,76.996,263211.0,4,10 -SOJA,So Much Trouble In The World,41.0,0.86,0.277,5.0,-10.328,0,0.0377,0.636,,0.18,0.768,118.918,214792.0,4,10 -Lester Davenport,Slow Down Baby,30.0,0.45,0.347,,-16.269,1,0.0349,0.177,0.0551,0.102,0.394,157.47,358200.0,3,2 -The Struts,Could Have Been Me,67.0,0.541,0.907,4.0,-4.512,1,0.0642,0.0158,0.000185,0.34,0.434,80.029,187653.0,4,10 -Men Without Hats,The Safety Dance,62.0,0.525,0.882,5.0,-4.479,1,0.0467,0.0252,,0.101,0.623,101.674,164867.0,4,10 -Disturbed,Hold on to Memories,54.0,0.547,0.637,10.0,-5.433,1,0.025,0.00828,,0.0702,0.469,149.979,303613.0,3,10 -Vanbur,In Cold Light,50.0,0.18,0.244,6.0,-17.797,0,0.0371,0.88,0.918,0.0978,0.0586,73.16,232040.0,5,1 -Wither,Feel Your Weight,21.0,0.287,0.95,11.0,-5.716,1,0.148,2.65e-05,0.000278,0.0372,0.208,110.977,138840.0,4,8 -Boston,Peace of Mind,69.0,0.421,0.677,4.0,-6.183,1,0.0343,0.000989,9.65e-05,0.211,0.683,127.67,303587.0,4,10 -Rejjie Snow,Mirrors,49.0,0.755,0.722,1.0,-6.231,0,0.23,0.339,2.53e-05,0.148,0.537,87.275,222787.0,4,5 -Moneybagg Yo,Certified Neptunes (with Pharrell),63.0,0.842,0.59,4.0,-5.196,0,0.347,0.0677,,0.0591,0.667,156.005,154259.0,4,5 -Smith & Myers,BAD AT LOVE,49.0,0.843,0.223,,-8.869,0,0.0466,0.563,,0.084,0.446,89.069,207036.0,4,10 -Briston Maroney,The Garden,43.0,0.572,0.626,9.0,-9.453,1,0.0558,0.00481,0.000469,0.113,0.17,97.026,190253.0,4,10 -Change Comes Slow,Humming House,34.0,0.325,0.297,8.0,-7.669,1,0.0329,0.897,0.000224,0.109,0.193,178.944,3.316433333,3,0 -Rona Kenan,4AM,24.0,0.631,0.589,7.0,-9.099,1,0.0334,0.0414,0.000285,0.107,0.77,98.061,190264.0,4,6 -Ida Maria,Dirty Money,38.0,0.554,0.92,11.0,-4.599,1,0.0448,0.00152,1.08e-05,0.474,0.697,98.033,177285.0,4,10 -SHIGOLA,◊ê◊ï◊®◊í◊†◊ï,27.0,0.608,0.354,2.0,-13.115,1,0.33,0.338,,0.351,0.22,94.9,135248.0,4,5 -The Black Keys,Crawling Kingsnake - Edit,56.0,0.395,0.824,5.0,-5.659,0,0.0317,0.0516,0.395,0.206,0.514,83.422,232049.0,4,2 -Still Woozy,Rocky,69.0,0.734,0.518,11.0,-9.514,0,0.0813,0.556,0.00282,0.111,0.555,101.083,166000.0,4,6 -While She Sleeps,SYSTEMATIC,61.0,0.528,0.961,10.0,-4.621,0,0.107,0.000149,0.000146,0.102,0.441,130.038,176695.0,4,10 -Thirty Seconds To Mars,Attack,59.0,0.333,0.877,5.0,-1.894,0,0.0603,0.00332,0.00101,0.769,0.285,175.095,188187.0,4,10 -Mission Of Burma,That's When I Reach For My Revolver,50.0,0.3,0.915,4.0,-5.691,1,0.049,0.00194,0.000332,0.147,0.51,147.116,233573.0,4,6 -AC/DC,Back In Black,84.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,255493.0,4,8 -Louis Armstrong,Yellow Dog Blues,23.0,0.564,0.192,8.0,-12.945,1,0.0486,0.874,0.000451,0.311,0.539,87.399,255933.0,4,2 -Give a Little Love (feat. Sufjan Stevens),"Mina Tindle, Sufjan Stevens",36.0,0.563,0.265,3.0,-10.563,1,0.0321,0.972,0.0164,0.12,0.26,132.207,3.630283333,4,0 -MC5,Kick out the Jams,39.0,0.329,0.806,1.0,-11.925,1,0.0596,0.0565,0.21,0.355,0.619,142.625,181760.0,4,1 -Melanie,Birthday Of The Sun - Live at Woodstock,22.0,0.549,0.133,9.0,-16.793,1,0.0785,0.814,1.62e-05,0.694,0.198,76.632,222107.0,4,10 -Westlife,Total Eclipse of the Heart,3.0,0.449,0.686,5.0,-4.939,1,0.0313,0.511,,0.131,0.365,131.192,4.660666667,4,9 -Manna Dey,Ae Mere Zohra Jabeen,29.0,0.441,0.463,6.0,-11.476,0,0.074,0.984,0.14,0.0993,0.515,79.579,3.922216667,3,3 -Bruce Springsteen,Human Touch,60.0,0.651,0.516,,-13.628,1,0.0277,0.00244,5.93e-05,0.0973,0.453,115.154,6.48,4,0 -Westlife,Imaginary Diva,,0.748,0.595,1.0,-6.187,1,0.058,0.00305,1.23e-05,0.0336,0.63,99.944,3.61955,4,9 -Mel McDaniel,Baby's Got Her Blue Jeans On,59.0,0.871,0.714,10.0,-6.413,1,0.0307,0.237,1.94e-06,0.072,0.962,106.797,2.994216667,4,4 -Rising Insane,Meant to Live,41.0,0.453,0.978,4.0,-5.468,0,0.0752,2.69e-05,0.000109,0.0698,0.308,141.979,233239.0,4,8 -Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,10 -Oshik Levi,◊ô◊ï◊†◊™◊ü ◊°◊¢ ◊î◊ë◊ô◊™◊î,33.0,0.342,0.755,7.0,-6.104,0,0.0839,0.604,,0.474,0.358,186.964,215720.0,4,10 -Every Time I Die,The New Black,48.0,0.312,0.994,4.0,-4.38,0,0.0932,0.00966,,0.126,0.409,150.387,172653.0,4,8 -Maher Cissoko,Suutoo Yé Diyaa,32.0,0.454,0.142,6.0,-24.853,0,0.0576,0.967,0.902,0.0881,0.749,156.214,3.85045,3,7 -The Avalanches,Frontier Psychiatrist,36.0,0.712,0.908,6.0,-7.414,1,0.221,0.128,0.000167,0.383,0.408,98.946,288027.0,4,1 -Scarface,Smile,63.0,0.7,0.402,5.0,-9.93,0,0.278,0.0498,1.04e-06,0.16,0.499,77.871,300600.0,4,5 -Planet of Zeus,Leftovers,38.0,0.452,0.915,11.0,-3.836,1,0.0355,9.51e-06,0.000188,0.0709,0.522,104.995,230653.0,3,8 -Pop Evil,Waking Lions,61.0,0.507,0.973,6.0,-2.905,1,0.176,2.1e-05,0.0329,0.346,0.706,143.075,231963.0,4,10 -JP Saxe,"Hey Stupid, I Love You - Spanglish Version",43.0,0.819,0.566,10.0,-6.598,0,0.304,0.0611,,0.107,0.82,91.986,190400.0,4,9 -The Flaming Lips,The Yeah Yeah Yeah Song,39.0,0.636,0.887,4.0,-4.354,1,0.0475,0.00257,5.18e-05,0.293,0.35,107.984,232520.0,4,1 -Eyes Set To Kill,Find Our Way,45.0,0.578,0.826,5.0,-7.537,1,0.0405,2.16e-05,0.676,0.188,0.376,110.049,209498.0,4,10 -Madi Diaz,"New Person, Old Place",51.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,246227.0,4,6 -Sex Pistols,Anarchy in the U.K.,61.0,0.359,0.949,,-7.649,1,0.101,0.0556,0.000396,0.236,0.212,134.118,212480.0,4,10 -Neon95,Rainbow Badge,35.0,0.481,0.97,,-6.463,1,0.304,0.00822,0.932,0.716,0.648,148.059,208840.0,4,6 -J-Hoon,Reality (feat. YEHAIYAHAN),35.0,0.593,0.873,2.0,-7.459,1,0.127,0.0693,,0.0954,0.719,94.853,146443.0,4,5 -Yes,Then - 2013 Remaster,42.0,0.37,0.476,3.0,-12.73,0,0.0535,0.101,0.00252,0.0779,0.294,119.337,344400.0,5,10 -Electric Six,Gay Bar,55.0,0.399,0.975,7.0,-5.237,1,0.0991,0.000114,0.000624,0.152,0.319,171.971,140907.0,4,1 -Beastie Boys,"Hold It Now, Hit It",48.0,0.791,0.738,6.0,-8.768,0,0.355,0.0123,,0.351,0.891,95.3,206213.0,4,5 -T. Rex,Solid Gold Easy Action,35.0,0.449,0.749,9.0,-8.585,0,0.0775,0.01,,0.391,0.448,106.861,140067.0,4,10 -The Replacements,I Will Dare,47.0,0.456,0.857,7.0,-5.854,1,0.0833,0.00157,0.0344,0.333,0.559,167.709,197427.0,4,1 -Sia,Elastic Heart,71.0,0.421,0.791,9.0,-4.998,1,0.0496,0.0117,1.48e-05,0.146,0.499,130.075,257200.0,4,9 -Anthrax,Got The Time,58.0,0.371,0.973,10.0,-5.303,0,0.135,0.000641,0.00163,0.0423,0.444,127.721,164333.0,4,8 -Yehudit Ravitz,◊í◊¢◊í◊ï◊¢,23.0,0.502,0.959,6.0,-4.549,0,0.0843,0.0445,0.631,0.344,0.67,112.463,281240.0,4,10 -In Flames,Through Oblivion,41.0,0.52,0.653,1.0,-5.77,1,0.0623,0.00742,0.00415,0.162,0.601,169.948,217267.0,4,8 -Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,10 -IDLES,Great,40.0,0.4,0.986,1.0,-3.248,1,0.145,6.17e-05,1.5e-06,0.105,0.238,108.352,164133.0,4,10 -AC/DC,Live Wire,56.0,0.586,0.84,7.0,-5.341,1,0.0487,0.0122,0.0116,0.0842,0.0784,132.36,348600.0,4,10 -Attawalpa,Done Hanging On - Joel Wolf Alice Remix,25.0,0.529,0.726,5.0,-4.603,1,0.0908,0.0426,0.886,0.0649,0.36,130.034,285074.0,4,6 -Royal Blood,Little Monster,60.0,0.454,0.882,5.0,-4.251,1,0.06,0.00122,0.00156,0.138,0.497,95.999,212310.0,4,10 -Merle Haggard,Fightin Side Of Me,53.0,0.75,0.451,4.0,-13.355,1,0.048,0.512,,0.272,0.743,95.483,2.911116667,4,4 -The Automatic,Monster,26.0,0.602,0.846,4.0,-7.781,0,0.0401,0.0103,,0.252,0.644,141.393,222548.0,4,9 -The Silhouettes Project,Free Your Mind,43.0,0.7,0.449,11.0,-8.428,1,0.0922,0.761,5.79e-05,0.111,0.556,88.737,249373.0,4,5 -Eagles,Heartache Tonight - 2013 Remaster,61.0,0.81,0.511,,-6.454,1,0.0409,0.0778,0.000226,0.0714,0.858,113.153,265678.0,4,2 -Eliad,◊©◊û◊ô◊ô◊ù,38.0,0.746,0.634,7.0,-6.617,0,0.0363,0.0851,2.49e-05,0.12,0.757,92.008,207578.0,4,9 -Jools,How Can Some Experience What Pride Is Without Liberation for All?,40.0,0.477,0.941,8.0,-4.152,1,0.0623,0.00287,0.00108,0.123,0.466,74.959,212743.0,4,6 -Kavinsky,Nightcall,59.0,0.509,0.856,9.0,-5.091,0,0.0553,0.00895,0.0108,0.424,0.427,91.02,257320.0,4,6 -Isabel Pantoja,Capote de Grana y Oro,27.0,0.359,0.643,3.0,-4.59,0,0.0517,0.831,,0.222,0.485,98.497,262720.0,4,9 -Miri Mesika,◊û◊§◊ó◊ì ◊¢◊ú◊ô◊ô◊ö,39.0,0.75,0.775,5.0,-4.267,0,0.0582,0.0993,,0.568,0.526,112.961,204920.0,4,9 -Adia Victoria,Dope Queen Blues,33.0,0.572,0.704,8.0,-7.891,1,0.0979,0.601,0.565,0.0891,0.604,80.482,186067.0,4,1 -T-Pain,Up Down (Do This All Day) (feat. B.o.B),73.0,0.777,0.497,5.0,-6.846,0,0.056,0.256,,0.295,0.465,96.994,231093.0,4,9 -Eliad,◊û◊ß◊ï◊ù ◊ê◊ó◊®,27.0,0.733,0.726,,-6.207,1,0.039,0.0862,,0.149,0.793,145.984,233836.0,4,9 -AnTgry,DAILY ILLEGAL ANIME CONSUMPTION PT.1,39.0,0.814,0.575,5.0,-7.234,1,0.268,0.173,0.53,0.105,0.778,118.041,142373.0,4,6 -All About Eve,Flowers In Our Hair,32.0,0.491,0.797,6.0,-10.239,0,0.0383,0.0125,2.49e-05,0.111,0.61,152.268,265573.0,4,10 -Billy Lee Riley,Red Hot,34.0,0.39,0.939,,-2.278,1,0.121,0.677,,0.0767,0.766,174.914,152712.0,4,10 -"Anhad + Tanner, Isheeta Chakrvarty",Naina (feat. Isheeta Chakrvarty),21.0,0.566,0.48,2.0,-12.349,0,0.0331,0.554,0.687,0.0729,0.0736,140.009,5.516916667,4,0 -Muse,Hysteria,70.0,0.412,0.92,9.0,-4.852,0,0.0575,0.000456,0.0026,0.11,0.455,93.162,227440.0,4,10 -Electric Six,Gay Bar,55.0,0.399,0.975,7.0,-5.237,1,0.0991,0.000114,0.000624,0.152,0.319,171.971,140907.0,4,6 -The HU,Sad But True,56.0,0.39,0.893,1.0,-5.153,1,0.0862,0.0028,0.0256,0.191,0.219,178.08,332852.0,4,8 -WSTR,Crisis,44.0,0.48,0.93,9.0,-4.501,1,0.112,0.0011,0.000502,0.239,0.543,143.011,196960.0,4,10 -Casey Veggies,Paper Cuts (feat. Wiz Khalifa),50.0,0.88,0.448,9.0,-9.483,0,0.37,0.0711,,0.096,0.667,150.03,183200.0,4,5 -Pretty Lights,Hot Like Sauce,49.0,0.707,0.615,2.0,-5.75,1,0.0324,0.00134,0.0406,0.561,0.113,89.994,421332.0,4,10 -kryptogram,Olvidar,42.0,0.793,0.789,6.0,-6.695,0,0.103,0.00969,0.211,0.141,0.807,129.979,348000.0,4,6 -Loop,Vapour (Remastered),4.0,0.201,0.989,2.0,-5.715,1,0.132,4.91e-06,0.846,0.0697,0.382,128.774,368373.0,4,10 -Iamdoechii,Yucky Blucky Fruitcake,77.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,275520.0,4,5 -ORI,Doomed,28.0,0.327,0.214,10.0,-13.048,0,0.0786,0.913,0.00198,0.067,0.27,171.683,156735.0,4,6 -Cape Coral,Better Ways,32.0,0.615,0.812,6.0,-8.568,0,0.225,0.0137,0.019,0.105,0.767,59.516,230165.0,4,6 -Pretty Maids,Sickening,34.0,0.441,0.936,4.0,-6.823,1,0.0839,8.98e-06,0.00486,0.0791,0.4,75.988,225987.0,4,8 -Eddie Boyd,Empty Arms,29.0,0.705,0.447,7.0,-11.327,1,0.0501,0.934,0.172,0.102,0.547,140.446,170107.0,4,2 -Kossisko,World of Trouble,45.0,0.87,0.731,1.0,-3.28,1,0.213,0.211,0.000176,0.11,0.566,99.987,184003.0,4,5 -Yngwie Malmsteen,Wolves At The Door,50.0,0.455,0.912,1.0,-9.305,1,0.12,0.0257,0.605,0.43,0.241,139.937,354653.0,4,8 -Har Mar Superstar,"Lady, You Shot Me",42.0,0.397,0.81,4.0,-5.495,1,0.0433,0.0147,0.025,0.168,0.459,110.876,181029.0,4,9 -The Naked And Famous,Blinding Lights,51.0,0.48,0.706,,-5.967,1,0.0637,0.0292,0.000113,0.179,0.276,174.808,187333.0,4,6 -Rod Wave,Tombstone,75.0,0.55,0.637,8.0,-5.212,1,0.163,0.597,,0.129,0.535,84.448,160078.0,4,5 -Vivian Leva,Will You,32.0,0.419,0.41,1.0,-8.898,1,0.0334,0.873,0.029,0.136,0.205,79.291,198027.0,4,1 -Sturgill Simpson,Brace for Impact (Live a Little),52.0,0.616,0.706,,-6.846,1,0.0233,0.00969,0.313,0.111,0.655,89.998,349267.0,4,2 -Arik Einstein,◊ê◊ì◊ï◊ü ◊©◊ï◊ß◊ï,42.0,0.765,0.533,2.0,-13.167,1,0.029,0.496,6.67e-05,0.114,0.756,104.873,211000.0,4,10 -Westy,Only the Rated,21.0,0.841,0.31,,-10.792,1,0.0655,0.00423,0.256,0.0858,0.203,140.009,166766.0,4,5 -The Fray,Over My Head (Cable Car),70.0,0.592,0.729,8.0,-4.156,1,0.0448,0.022,,0.0653,0.709,116.03,236267.0,4,10 -Nick Mulvey,Fever To The Form,65.0,0.358,0.546,,-8.927,0,0.0296,0.795,0.0586,0.111,0.264,106.489,252960.0,3,9 -Tame Impala,Is It True,71.0,0.731,0.664,,-5.474,1,0.0302,0.00307,0.35,0.133,0.661,118.018,239267.0,4,6 -Stereophonics,Dakota,69.0,0.506,0.93,4.0,-3.499,1,0.0675,0.129,0.00682,0.0931,0.305,146.994,297427.0,4,10 -Motionless In White,Brand New Numb,63.0,0.566,0.886,,-3.63,1,0.0902,0.000348,,0.494,0.619,130.066,222461.0,4,8 -Reece Young,All In My Head,37.0,0.578,0.794,9.0,-7.881,1,0.0288,0.128,0.000257,0.34,0.351,143.996,205000.0,4,10 -The Preatures,Is This How You Feel?,47.0,0.548,0.784,9.0,-6.969,1,0.106,0.000245,0.0983,0.0576,0.578,184.914,215187.0,4,6 -Testament,Night of the Witch,49.0,0.437,0.995,11.0,-4.997,1,0.142,7.83e-06,0.165,0.316,0.038,118.049,392067.0,4,8 -The Vaccines,Your Love Is My Favourite Band - Acoustic Version,37.0,0.693,0.38,,-8.496,1,0.0337,0.706,,0.0777,0.377,127.545,188653.0,4,10 -Jeremy Zucker,this is how you fall in love,,0.441,0.202,7.0,-12.499,1,0.0381,0.732,2.6e-05,0.126,0.269,77.971,174587.0,4,9 -The Black Keys,Lo/Hi,66.0,0.606,0.679,2.0,-7.445,1,0.0321,0.0151,0.000433,0.0962,0.707,122.016,177768.0,4,2 -Tunng,Scared to Death,17.0,0.617,0.383,7.0,-10.679,1,0.0417,0.521,0.000443,0.0708,0.174,130.013,293553.0,4,6 -Geeta Dutt,Ek Do Teen Char Aur Panch,2.0,0.671,0.454,9.0,-6.306,1,0.257,0.916,0.0331,0.167,0.817,173.672,3.402883333,4,3 -Mansij,Sonder,16.0,0.346,0.241,6.0,-15.556,0,0.0304,0.264,0.837,0.0814,0.0391,99.949,196800.0,4,6 -Stereo Honey,What Makes a Man,42.0,0.489,0.757,8.0,-6.781,0,0.0341,0.188,0.129,0.19,0.123,132.002,213606.0,4,6 -Whethan,All In My Head (feat. grandson),49.0,0.747,0.932,9.0,-4.671,0,0.157,0.0225,0.0122,0.176,0.937,147.04,148112.0,4,10 -alt-J,Tessellate,58.0,0.68,0.611,2.0,-6.47,1,0.0439,0.374,0.0436,0.119,0.423,116.952,182667.0,4,6 -Slayer,Bitter Peace,45.0,0.243,0.981,6.0,-4.092,0,0.114,3.42e-05,0.0186,0.146,0.272,100.189,271933.0,4,8 -Andi,Life's Not Like The Movies,59.0,0.697,0.494,7.0,-5.206,1,0.0317,0.274,5.14e-06,0.0936,0.357,90.842,161071.0,4,9 -Touch√© Amor√©,Reminders,40.0,0.352,0.927,8.0,-8.144,1,0.11,6.9e-05,4.48e-05,0.0409,0.355,98.336,183338.0,4,6 -Lynyrd Skynyrd,Free Bird,13.0,0.279,0.852,7.0,-7.838,1,0.0511,0.0119,0.076,0.0624,0.438,117.418,9.31555,4,10 -Make Them Suffer,Uncharted,42.0,0.493,0.907,,-4.058,1,0.0716,0.000133,0.00438,0.131,0.258,120.047,292501.0,4,8 -Black Eyed Peas,Joints & Jam,43.0,0.942,0.737,10.0,-7.21,0,0.0971,0.0166,1.43e-05,0.0443,0.689,106.923,215467.0,4,5 -DJ Khaled,"BODY IN MOTION (feat. Bryson Tiller, Lil Baby & Roddy Ricch)",76.0,0.669,0.687,6.0,-5.782,0,0.12,0.009,,0.508,0.335,91.969,306194.0,4,5 -London Grammar,Californian Soil,58.0,0.572,0.583,2.0,-7.407,1,0.0412,0.153,0.000109,0.0977,0.181,84.017,221388.0,4,9 -Hadag Nahash,◊û◊¶◊ë◊ô◊¢◊ô◊ù ◊ë◊®◊í◊ú◊ô◊ô◊ù,23.0,0.783,0.828,7.0,-5.369,1,0.0703,0.047,,0.0317,0.802,112.075,156982.0,4,5 -"Alan Jackson, Jimmy Buffett",It's Five O'Clock Somewhere,67.0,0.713,0.772,2.0,-6.69,1,0.0372,0.208,,0.211,0.88,125.202,3.83555,4,4 -Gaspard Aug√©,Force majeure,58.0,0.578,0.696,1.0,-6.866,1,0.0307,4.85e-05,0.874,0.142,0.219,119.999,206118.0,4,6 -Toumani Diabaté,Elyne Road,36.0,0.532,0.145,4.0,-18.508,1,0.0357,0.875,0.838,0.225,0.383,128.316,8.787116667,3,7 -Koko Taylor,I'm A Woman,1.0,0.517,0.381,7.0,-13.961,1,0.0671,0.717,0.00316,0.161,0.558,178.044,405987.0,3,2 -Drake,Lemon Pepper Freestyle (feat. Rick Ross),81.0,0.77,0.637,1.0,-5.53,1,0.345,0.103,,0.171,0.431,94.966,383037.0,4,5 -Alice Cooper,No More Mr. Nice Guy,61.0,0.498,0.515,11.0,-11.985,0,0.0395,0.0936,,0.1,0.616,127.761,187893.0,4,10 -Lewis Del Mar,Stealing (Nightly),42.0,0.707,0.897,5.0,-6.16,1,0.0574,0.107,0.000965,0.215,0.507,122.999,229280.0,4,6 -Rise Against,"Broken Dreams, Inc.",56.0,0.324,0.976,1.0,-5.231,1,0.12,0.000113,,0.293,0.463,166.939,231938.0,4,6 -Yellow Days,The Curse (feat. Mac Demarco),53.0,0.605,0.49,,-7.148,1,0.0465,0.128,0.000119,0.38,0.355,140.172,305512.0,4,6 -Steve Howell,Kansas City Blues,42.0,0.584,0.276,11.0,-12.256,0,0.0481,0.913,0.000562,0.113,0.398,79.576,187544.0,4,2 -The Heavy Eyes,God Damn Wolf Man,38.0,0.383,0.892,9.0,-5.613,0,0.0758,0.000643,0.767,0.409,0.75,82.979,169781.0,4,2 -Chris Isaak,Wicked Game,66.0,0.661,0.3,9.0,-18.055,1,0.0294,0.688,0.0118,0.0839,0.359,112.327,289067.0,4,10 -Joey Alexander,Draw Me Nearer,41.0,0.698,0.214,7.0,-15.785,1,0.0378,0.803,0.893,0.112,0.172,121.769,4.70645,4,7 -Sum 41,Underclass Hero,57.0,0.347,0.988,9.0,-2.979,1,0.127,0.000708,,0.101,0.765,191.933,194133.0,4,10 -Fresh,My Redemption Arc,21.0,0.564,0.722,5.0,-5.92,1,0.0291,0.153,6.46e-05,0.108,0.379,135.034,174040.0,4,10 -grandson,In Over My Head,60.0,0.582,0.817,,-6.475,1,0.0399,0.0017,0.0158,0.575,0.622,155.124,198366.0,4,10 -Richie Kotzen,Go Faster,38.0,0.504,0.939,,-1.786,0,0.0554,0.133,0.00758,0.626,0.741,118.09,175773.0,4,10 -Cheap Trick,Light Up The Fire,37.0,0.541,0.976,9.0,-2.85,1,0.0401,0.00188,0.00119,0.134,0.503,123.983,173708.0,4,10 -Juls,Soweto Blues,57.0,0.863,0.449,11.0,-12.521,0,0.0622,0.00167,0.0235,0.0585,0.399,112.043,298998.0,4,9 -Angel Snow,Something‚Äôs Got a Hold on Me,34.0,0.74,0.333,4.0,-11.64,0,0.0274,0.00253,0.0507,0.282,0.266,110.046,188157.0,4,10 -Machine Head,Message in a Bottle,50.0,0.324,0.683,1.0,-9.914,0,0.0724,0.0174,0.00727,0.206,0.497,132.284,211973.0,4,8 -Press Club,Late Teens,27.0,0.428,0.938,4.0,-5.434,0,0.148,0.0144,,0.372,0.18,105.691,205266.0,4,10 -The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,1 -In This Moment,The Fighter,51.0,0.435,0.743,9.0,-5.804,0,0.0792,0.107,5.76e-06,0.115,0.28,141.877,292507.0,4,10 -Johnny Goth,These Days R Mine,50.0,0.591,0.59,2.0,-8.274,1,0.0328,0.0152,0.609,0.282,0.129,114.994,208696.0,4,10 -Magnolia Blues Rock,T√©mpano de hielo,13.0,0.728,0.652,9.0,-5.158,0,0.0264,0.518,,0.0699,0.627,96.518,193507.0,4,2 -"Gabriel Fauré, Christian-Pierre La Marca, Alexis Kossenko, Les Ambassadeurs, Elizabeth Geiger","Requiem en ré mineur, Op. 48: ""Pie Jesu""",31.0,0.243,0.149,10.0,-17.712,1,0.0408,0.983,0.938,0.109,0.0338,91.044,3.656883333,4,7 -Godsmack,1000hp,52.0,0.52,0.948,6.0,-3.951,0,0.0515,4.36e-05,1.41e-05,0.0525,0.471,92.091,226540.0,4,10 -Mohammed Rafi,O Meri Mehbooba Mehbooba Mehbooba,42.0,0.533,0.671,2.0,-9.165,1,0.0481,0.709,,0.15,0.714,98.368,6.451116667,4,3 -Pi Ja Ma,Bisou,38.0,0.854,0.688,2.0,-7.354,1,0.0404,0.0182,0.578,0.104,0.729,122.987,229693.0,4,6 -Filter,Where Do We Go From Here,45.0,0.501,0.785,7.0,-6.205,1,0.0329,0.000273,0.0128,0.36,0.21,94.109,334933.0,4,8 -From Sorrow To Serenity,Tell All,36.0,0.311,0.879,,-5.078,1,0.0697,2.26e-05,0.0765,0.392,0.354,179.049,197680.0,4,8 -Flownn,Heartbreak Summer,30.0,0.779,0.435,1.0,-7.473,1,0.0449,0.813,7.53e-06,0.0787,0.588,91.002,152693.0,4,9 -Kalan.FrFr,No Love ft. Mozzy & Cypress Moreno,45.0,0.659,0.639,6.0,-8.138,1,0.388,0.416,,0.116,0.688,99.517,206602.0,4,5 -Tsjuder,Kill for Satan,33.0,0.175,0.979,2.0,-5.339,1,0.0985,1.8e-05,0.873,0.324,0.076,101.456,294893.0,3,8 -Westlife,Amazing,,0.617,0.705,9.0,-4.407,1,0.0272,0.109,,0.24,0.669,97.023,2.813333333,4,9 -Softspoken,Sleight of Hand,36.0,0.51,0.939,1.0,-4.534,0,0.0515,0.00306,,0.457,0.355,106.988,226500.0,4,8 -"Scott Hamilton, Dena DeRose, Ignasi González, Jo Krause",The Shadow of Your Smile,51.0,0.487,0.135,2.0,-11.211,0,0.0434,0.915,0.00353,0.686,0.24,105.854,6.47245,5,7 -Erol Alkan,Automatic - Palms Trax Remix,36.0,0.744,0.872,10.0,-6.994,0,0.0416,0.00279,0.589,0.0623,0.601,129.996,334020.0,4,6 -Emily Nenni,Long Game,39.0,0.618,0.502,4.0,-10.131,1,0.0282,0.202,0.0027,0.0858,0.695,146.22,180017.0,4,1 -Doli & Penn,◊ê◊™ ◊ô◊ï◊ì◊¢◊™ ◊ê◊û◊ê,28.0,0.575,0.507,4.0,-8.391,0,0.0406,0.273,,0.119,0.271,128.079,213750.0,4,9 -Isabella Celander,Use Somebody - Acoustic Version,60.0,0.57,0.271,,-11.334,1,0.0304,0.82,3.27e-06,0.108,0.273,125.862,186661.0,4,9 -–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–†–µ–∫–∞,30.0,0.46,0.852,4.0,-5.11,1,0.0846,0.206,0.0692,0.485,0.642,150.116,132957.0,4,6 -Arion,I Love to Be Your Enemy,44.0,0.415,0.969,1.0,-4.916,1,0.149,0.000117,4.69e-05,0.156,0.0955,169.961,282013.0,4,8 -Jake Owen,Made For You,73.0,0.581,0.441,1.0,-6.829,1,0.0268,0.77,2.75e-05,0.111,0.337,82.125,3.973333333,4,4 -Crossfaith,FREEDOM,39.0,0.473,0.953,7.0,-4.549,1,0.107,3.97e-05,0.00227,0.0465,0.322,138.022,201160.0,4,8 -Years & Years,Starstruck - Vegyn Remix,59.0,0.664,0.503,11.0,-7.85,0,0.159,0.377,,0.387,0.404,113.97,228773.0,4,6 -Robin McAuley,Wanna Take a Ride,30.0,0.599,0.675,7.0,-6.649,1,0.0313,0.013,0.000118,0.098,0.366,119.966,228859.0,4,10 -Jub√´l,Dumb,60.0,0.728,0.636,5.0,-5.824,1,0.0366,0.194,2.57e-05,0.515,0.433,124.023,192848.0,4,9 -Nyck Caution,Product Of My Environment (feat. Kota the Friend & Erick the Architect),57.0,0.76,0.796,11.0,-4.036,0,0.327,0.384,,0.0789,0.891,95.166,187267.0,4,5 -Guns N' Roses,Patience,66.0,0.457,0.266,6.0,-14.465,1,0.0313,0.711,0.000261,0.124,0.372,120.459,5.90666667,4,10 -SPORTSGIRL,Tennis,27.0,0.415,0.766,1.0,-9.739,1,0.142,7.62e-05,0.872,0.376,0.271,159.923,306000.0,4,6 -The Amazons,Mother,44.0,0.429,0.873,5.0,-6.121,1,0.0539,0.00362,0.299,0.111,0.439,79.529,305345.0,4,10 -T.I.,Let's Get Away,45.0,0.567,0.826,10.0,-4.678,0,0.443,0.342,,0.135,0.726,84.814,278720.0,4,5 -Jenny Hval,Lions (feat. Vivian Wang),39.0,0.657,0.971,1.0,-9.54,1,0.0863,0.364,0.391,0.544,0.422,98.983,237993.0,4,6 -Alcest,La nuit marche avec moi,34.0,0.467,0.814,8.0,-4.917,0,0.0338,0.0362,0.17,0.147,0.321,126.014,298080.0,4,10 -Fredo,Ready (feat. Summer Walker),67.0,0.721,0.675,,-5.438,0,0.207,0.131,,0.134,0.383,96.822,262093.0,4,5 -Karolina,Lion,19.0,0.71,0.583,9.0,-7.309,1,0.321,0.154,5.02e-05,0.723,0.476,79.938,256707.0,4,5 -Gifted Gambler,How About You,29.0,0.475,0.728,1.0,-10.709,1,0.054,0.00144,0.272,0.117,0.709,160.014,237617.0,4,10 -INXS,Elegantly Wasted,46.0,0.736,0.778,5.0,-3.98,1,0.044,0.00125,0.0143,0.0796,0.787,110.014,272507.0,4,10 -"The Weeknd, Ariana Grande",Save Your Tears (with Ariana Grande) (Remix),94.0,0.65,0.825,,-4.645,1,0.0325,0.0215,2.44e-05,0.0936,0.593,118.091,3.18356667,4,9 -Nine Inch Nails,Only,47.0,0.7,0.807,9.0,-5.711,0,0.029,0.000576,0.00488,0.0996,0.963,112.15,263093.0,4,10 -DJ Tunez,Cool Me Down (feat. Wizkid),57.0,0.783,0.809,5.0,-5.689,0,0.0668,0.0813,0.00358,0.109,0.904,101.043,208758.0,4,9 -Kungs,Never Going Home,20.0,0.836,0.846,,-4.673,1,0.0392,0.0907,0.047,0.057,0.942,122.042,169945.0,4,9 -Levels,Chauvinist,35.0,0.458,0.951,7.0,-3.873,1,0.0677,0.000105,2.89e-05,0.0477,0.282,140.028,193557.0,4,8 -The Receiving End Of Sirens,Planning a Prison Break,41.0,0.493,0.914,8.0,-5.894,1,0.0557,0.000136,1.05e-06,0.964,0.74,91.045,318120.0,4,10 -"Asha Bhosle, Mubarak Begum",Jab Ishq Kahin Ho Jata Hai,2.0,0.332,0.653,1.0,-9.367,0,0.0788,0.843,0.00413,0.573,0.549,97.079,8.555333333,4,3 -Pooh Shiesty,"Switch it Up (feat. G Herbo, No More Heroes)",,0.443,0.731,,-4.997,1,0.255,0.289,,0.207,0.956,147.818,168649.0,4,5 -"Kavita Krishnamurthy, Mohammad Salamat, Dominique",Hum Dil De Chuke Sanam,43.0,0.625,0.459,8.0,-10.762,1,0.028,0.241,0.000657,0.134,0.424,111.079,6.77355,4,3 -Kianja,Place for Me,39.0,0.719,0.292,8.0,-8.47,0,0.0364,0.774,,0.327,0.452,85.986,208736.0,4,9 -Young Boiz,◊ô◊ê◊†◊í ◊ë◊ï◊ô◊ñ 3,29.0,0.742,0.536,11.0,-6.961,0,0.316,0.257,1.13e-05,0.098,0.705,154.889,123625.0,4,5 -Johnny Laws,Driving Wheel,30.0,0.423,0.328,5.0,-10.182,1,0.0362,0.734,0.0016,0.158,0.469,73.603,233333.0,4,2 -Mumford & Sons,Hot Gates,43.0,0.49,0.392,,-11.264,1,0.0324,0.328,0.27,0.0773,0.0501,135.773,289547.0,4,10 -"Wolfgang Amadeus Mozart, Isabelle Faust, Giovanni Antonini, Il Giardino Armonico","Concerto for Violin and Orchestra No. 4, in D Major, K. 218: II. Andante cantabile",22.0,0.208,0.0302,9.0,-26.742,1,0.0407,0.983,0.253,0.117,0.063,105.975,6.46045,4,7 -Sonia Leigh,Jack Is Back,33.0,0.677,0.766,10.0,-7.98,0,0.0419,0.00625,0.000123,0.141,0.589,131.999,161869.0,4,10 -Friendly Fires,Paris (Aeroplane Remix),52.0,0.705,0.718,1.0,-6.625,0,0.0463,0.0094,0.0757,0.0695,0.454,112.001,465333.0,4,6 -Southern Avenue,She Gets Me High,31.0,0.524,0.752,2.0,-2.879,1,0.0401,0.1,8.39e-06,0.103,0.448,77.002,238799.0,4,2 -BLOXX,Off My Mind,35.0,0.568,0.741,2.0,-5.64,1,0.0395,0.0122,,0.371,0.771,104.056,189466.0,4,1 -Jimmy Harvey,Boy in My Mind,27.0,0.677,0.582,2.0,-8.943,1,0.0269,0.155,0.0489,0.157,0.169,107.001,192900.0,4,9 -Future Islands,Seasons (Waiting On You),65.0,0.498,0.721,10.0,-5.232,1,0.0282,0.136,0.699,0.0933,0.589,140.022,226440.0,4,1 -"Lata Mangeshkar, S. D. Burman",Aaj Phir Jeene Ki Tamanna Hai,39.0,0.432,0.497,9.0,-10.732,0,0.0345,0.983,0.907,0.101,0.783,97.491,3.971116667,4,3 -Berry Sakharof,◊®◊ï◊ó ◊ó◊ì◊©◊î,18.0,0.626,0.821,,-5.281,0,0.0418,0.0026,0.0426,0.121,0.25,104.004,297040.0,4,10 -Atar Mayner,◊ú◊™◊™ ◊ú◊ö,33.0,0.587,0.624,6.0,-5.6,1,0.0344,0.197,4.23e-06,0.266,0.175,99.964,236627.0,4,9 -Matoma,Keep It Simple (feat. Wilder Woods) - Acoustic,48.0,0.751,0.22,9.0,-10.926,1,0.0395,0.736,,0.0965,0.325,113.92,156316.0,4,9 -Seether,Fake It,75.0,0.611,0.95,8.0,-3.509,1,0.0518,0.00141,1.59e-06,0.0543,0.607,132.078,193893.0,4,10 -Placebo,Nancy Boy,53.0,0.391,0.958,10.0,-5.494,1,0.0832,0.000181,0.000899,0.122,0.326,89.88,210933.0,4,1 -Jamie McDell,God is a Woman (615 Sessions),44.0,0.5,0.199,8.0,-10.65,1,0.034,0.855,,0.113,0.419,143.432,3.12548333,4,0 -Highly Suspect,Canals,55.0,0.37,0.924,7.0,-2.283,1,0.0846,0.0077,,0.183,0.282,159.723,273899.0,4,10 -The Backyardigans,Castaways,73.0,0.756,0.211,5.0,-17.646,1,0.409,0.784,8.65e-06,0.11,0.307,81.253,87707.0,4,9 -Zella Day,Crazy Train,41.0,0.743,0.58,9.0,-8.787,1,0.0367,0.024,0.00377,0.0911,0.774,129.984,252347.0,4,6 -Joy Again,Looking Out for You,80.0,0.682,0.9,9.0,-5.028,1,0.0873,0.0891,0.063,0.0685,0.937,100.721,179499.0,4,9 -Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,10 -Kayzo,Wait,34.0,0.508,0.929,8.0,-3.018,1,0.142,0.00099,0.313,0.0876,0.227,149.844,251200.0,4,10 -Huron John,Garbage,38.0,0.795,0.644,11.0,-7.521,0,0.0319,0.28,0.735,0.201,0.804,119.01,197145.0,4,6 -The Jam,The Eton Rifles - Single Edit,37.0,0.424,0.873,9.0,-6.13,0,0.0434,0.00451,0.0202,0.109,0.82,157.403,208041.0,4,6 -N√ºrnberg,Zorki,34.0,0.497,0.879,10.0,-3.676,0,0.0453,8.92e-05,0.76,0.124,0.827,79.996,195106.0,4,6 -Keith Whitley,Don't Close Your Eyes,53.0,0.618,0.271,7.0,-13.695,1,0.026,0.723,0.000558,0.129,0.264,78.334,4.192666667,4,4 -Aguaturbia,Crimson & Clover,34.0,0.272,0.832,,-6.896,0,0.0632,0.0026,0.147,0.0547,0.625,85.399,635272.0,4,2 -Deaf Rat,Within the Dead Souls,28.0,0.527,0.971,5.0,-4.153,0,0.0486,2.74e-05,3.66e-05,0.0866,0.325,123.993,246587.0,4,10 -Nervosa,Perpetual Chaos,30.0,0.494,0.878,7.0,-8.676,1,0.0429,8.76e-06,0.00914,0.112,0.256,119.995,219243.0,4,8 -Zen Guerrilla,Moonage Daydream,34.0,0.159,0.978,1.0,-3.937,1,0.09,0.00267,0.527,0.118,0.294,158.146,301973.0,4,10 -In Flames,Metaphor,46.0,0.441,0.831,5.0,-7.611,0,0.0288,0.000928,0.0582,0.123,0.585,179.994,219400.0,4,8 -Chuck Berry,No Particular Place To Go,62.0,0.596,0.791,7.0,-8.88,1,0.0446,0.425,0.000295,0.0886,0.98,129.237,2.71666667,4,10 -Allen/Olzon,Never Die,35.0,0.45,0.941,7.0,-5.657,0,0.062,0.000458,0.000111,0.0679,0.154,90.03,347347.0,4,8 -Migos,Straightenin,79.0,0.847,0.629,9.0,-5.81,1,0.102,0.0318,,0.152,0.109,135.976,255532.0,4,5 -Kacey Musgraves,Butterflies,68.0,0.689,0.614,4.0,-6.137,0,0.0306,0.252,1.95e-05,0.178,0.411,141.97,3.650883333,4,4 -The Fabulous Thunderbirds,Scratch My Back,53.0,0.775,0.499,4.0,-7.181,1,0.0415,0.496,0.0219,0.114,0.862,121.056,232707.0,4,2 -The National,Bloodbuzz Ohio,56.0,0.402,0.835,9.0,-6.367,1,0.043,0.0558,0.18,0.103,0.69,157.066,275933.0,4,1 -Sebastian Plano,Soul I (Avow),47.0,0.351,0.129,8.0,-18.496,0,0.0318,0.819,0.904,0.115,0.0379,107.649,191222.0,4,1 -Can I Believe You,Fleet Foxes,63.0,0.514,0.755,11.0,-8.455,1,0.03,0.354,0.0664,0.144,0.599,77.415,4.069783333,4,0 -◊©◊ù ◊ò◊ï◊ë ◊î◊ê◊ë◊ô,◊°◊ù ◊î◊®◊ì◊û◊î,46.0,0.704,0.667,5.0,-5.299,1,0.19,0.262,8.42e-06,0.106,0.592,148.205,217708.0,4,5 -Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,6 -Frank Stokes,Downtown Blues,33.0,0.539,0.264,11.0,-14.354,1,0.0383,0.969,0.000681,0.361,0.677,162.935,197427.0,4,2 -almost monday,broken people,58.0,0.758,0.723,9.0,-3.618,0,0.0764,0.0723,0.000656,0.0747,0.589,116.016,202662.0,4,10 -Quinn Sullivan,How Many Tears,34.0,0.657,0.679,7.0,-6.862,1,0.0311,0.0409,,0.237,0.468,126.95,212010.0,4,2 -The Exorcist GBG,Venus,37.0,0.297,0.585,4.0,-10.446,1,0.0432,0.0113,0.927,0.11,0.102,105.415,174804.0,4,10 -Veruca Salt,Volcano Girls,56.0,0.543,0.961,4.0,-2.749,1,0.0373,0.000789,1.29e-06,0.431,0.567,131.463,198933.0,4,10 -TOBi,Made Me Everything Pt. 2 (feat. Maxo Kream),49.0,0.703,0.695,5.0,-6.59,0,0.279,0.0509,,0.0786,0.716,74.88,208552.0,4,5 -Blackberry Smoke,Flesh and Bone,18.0,0.419,0.812,5.0,-7.759,1,0.0411,0.000996,0.641,0.972,0.557,110.481,377487.0,4,10 -Butcher Babies,Yorktown,48.0,0.579,0.89,11.0,-5.993,1,0.0572,7.17e-05,0.267,0.144,0.469,128.017,246450.0,4,10 -"Sukhwinder Singh, Alka Yagnik",Ramta Jogi,53.0,0.798,0.636,6.0,-10.52,1,0.0431,0.327,,0.128,0.799,139.98,6.283333333,4,3 -Riton,Friday (feat. Mufasa & Hypeman) - Dopamine Re-Edit,94.0,0.824,0.862,2.0,-3.424,1,0.126,0.0076,0.000132,0.303,0.801,122.98,169153.0,4,9 -Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,10 -The Kooks,Killing Me,34.0,0.477,0.699,1.0,-7.038,1,0.0431,0.182,,0.0905,0.629,163.233,205027.0,4,10 -Katie Buchanan,"All of It, Again",27.0,0.548,0.716,1.0,-5.86,1,0.0445,0.471,2.39e-06,0.264,0.559,119.997,243649.0,3,2 -ALLBLACK,10 Toes,64.0,0.825,0.512,9.0,-7.679,1,0.139,0.0204,,0.312,0.537,101.986,228000.0,4,5 -AZ,How Ya Livin' featuring Nas,51.0,0.831,0.508,9.0,-7.511,0,0.309,0.0634,,0.0731,0.728,87.054,270733.0,4,5 -Atar Mayner,◊ú◊™◊™ ◊ú◊ö,33.0,0.587,0.624,6.0,-5.6,1,0.0344,0.197,4.23e-06,0.266,0.175,99.964,236627.0,4,5 -L a z u l i _ y e l l o w,A Soaring Bird (Title Screen),35.0,0.225,0.447,2.0,-17.151,1,0.0622,0.661,0.868,0.369,0.346,73.628,153867.0,4,6 -Walter Trout,All Out Of Tears,31.0,0.263,0.534,5.0,-6.338,0,0.0345,0.174,0.0929,0.15,0.52,178.576,391307.0,3,2 -Dudu Tassa,◊ô◊© ◊ë◊ô◊†◊ô◊†◊ï ◊ë◊ô◊™,32.0,0.39,0.803,9.0,-5.86,0,0.053,0.237,,0.254,0.392,172.132,211920.0,4,10 -Curtis Salgado,Always Say I Love You (At The End Of Your Goodbyes),31.0,0.633,0.505,7.0,-6.748,1,0.0801,0.745,0.00514,0.108,0.275,132.133,243025.0,4,2 -Mel√©,Groove La Afrika,40.0,0.873,0.886,7.0,-4.53,1,0.357,0.0241,0.864,0.0347,0.274,127.061,169134.0,4,1 -Tamuz,◊õ◊õ◊î ◊ê◊™ ◊®◊¶◊ô◊™ ◊ê◊ï◊™◊ô,32.0,0.528,0.598,5.0,-9.096,1,0.0464,0.000911,0.0625,0.542,0.676,159.361,328800.0,4,10 -Wizardthrone,Forbidden Equations Deep Within the Epimethean Wasteland,21.0,0.213,0.979,,-6.501,1,0.156,2.55e-06,0.548,0.338,0.145,94.963,297453.0,4,8 -Bombay Bandook,Azad,31.0,0.495,0.542,4.0,-9.693,0,0.038,0.761,0.012,0.0872,0.362,140.858,4.680833333,3,0 -Kanye West,Stronger,81.0,0.617,0.717,10.0,-7.858,0,0.153,0.00564,,0.408,0.49,103.992,311867.0,4,5 -Guitar Slim,The Things That I Used To Do,45.0,0.48,0.303,5.0,-13.675,1,0.0384,0.812,,0.0889,0.643,98.282,180453.0,3,2 -Johnny Adams,Walking On A Tightrope,20.0,0.621,0.274,7.0,-15.154,1,0.0631,0.695,0.000627,0.0972,0.495,139.807,346600.0,4,2 -Ivy Sole,KISMET,42.0,0.651,0.536,2.0,-9.922,1,0.331,0.245,1.12e-05,0.0939,0.589,79.982,216595.0,4,5 -Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,10 -Justin Bieber,Intentions,13.0,0.813,0.554,9.0,-6.631,1,0.0544,0.315,,0.105,0.86,148.011,212869.0,4,9 -Awon,Everybody's Somebody,38.0,0.428,0.839,11.0,-11.159,1,0.442,0.74,,0.131,0.636,86.609,174731.0,4,5 -Cryptodira,Dante's Inspiration,26.0,0.47,0.966,6.0,-5.666,0,0.0948,6.44e-05,0.0264,0.0793,0.372,165.075,213689.0,3,8 -Voivod,Astronomy Domine,35.0,0.342,0.888,2.0,-11.883,1,0.0463,0.000175,0.46,0.139,0.195,126.69,330400.0,4,8 -Baby Queen,These Drugs,42.0,0.555,0.606,11.0,-5.806,1,0.0294,0.00882,5.59e-06,0.118,0.147,93.016,242045.0,4,9 -Tupperwave,Midnight Lovers,19.0,0.856,0.721,1.0,-9.686,1,0.0495,0.0845,0.378,0.3,0.943,100.036,172904.0,4,6 -Embrace,All You Good Good People,48.0,0.232,0.719,11.0,-6.255,1,0.0428,0.000118,0.000226,0.119,0.323,165.906,366267.0,4,6 -Taj Mahal,Queen Bee,52.0,0.635,0.454,,-9.457,0,0.0393,0.417,4.02e-05,0.0816,0.531,79.097,280080.0,4,2 -Whyel,Bricks To The Butterfly,39.0,0.359,0.782,5.0,-3.218,1,0.0382,0.00283,0.0533,0.103,0.174,164.97,262909.0,4,10 -Silverchair,Tomorrow,64.0,0.292,0.714,2.0,-4.919,1,0.0316,0.000658,0.000109,0.102,0.462,151.412,266280.0,3,10 -The Groundhogs,Garden - 2003 Remastered Version,34.0,0.417,0.556,7.0,-11.311,1,0.0312,0.0504,0.0175,0.197,0.481,110.622,324493.0,4,10 -"Svante Söderqvist, Adam Forkelid, Calle Rasmusson",I Loves You Porgy,51.0,0.401,0.187,5.0,-16.796,1,0.0351,0.945,0.94,0.311,0.156,112.55,5.119116667,4,7 -Aron Burton,Little Red Rooster,32.0,0.395,0.458,,-12.527,1,0.0462,0.419,0.000132,0.594,0.474,168.933,378493.0,3,2 -Sam Hunt,Take Your Time,67.0,0.558,0.719,11.0,-5.603,1,0.0419,0.101,,0.212,0.483,158.031,4.061783333,4,4 -August Burns Red,Internal Cannon,,0.291,0.987,2.0,-3.601,1,0.17,4.72e-05,0.0254,0.372,0.215,113.56,227923.0,4,8 -Guns N' Roses,Welcome To The Jungle,,0.456,0.978,10.0,-4.869,0,0.112,0.0301,0.499,0.313,0.327,123.411,4.53111667,4,10 -FEVER 333,Trigger,35.0,0.63,0.986,1.0,-4.125,1,0.434,0.00708,1.72e-05,0.887,0.376,112.066,164751.0,4,10 -American Authors,Go Big Or Go Home,60.0,0.665,0.875,1.0,-4.272,1,0.0426,0.00939,,0.0897,0.66,122.008,169027.0,4,10 -Shalom Hanoch,◊™◊û◊ô◊ì ◊ñ◊î ◊¢◊õ◊©◊ô◊ï,18.0,0.58,0.556,9.0,-7.231,0,0.025,0.441,0.013,0.164,0.227,91.998,241810.0,4,10 -Pimm's Trio,Blue Jeans,49.0,0.415,0.0648,10.0,-21.435,0,0.0339,0.98,0.931,0.121,0.0761,100.738,2.845716667,4,7 -Jared James Nichols,Keep Your Light on Mama,23.0,0.422,0.918,2.0,-4.122,1,0.0518,0.00109,0.00156,0.293,0.232,74.91,174892.0,4,2 -Hiss Golden Messenger,I‚Äôm a Raven (Shake Children),28.0,0.502,0.504,1.0,-7.497,1,0.0275,0.102,,0.282,0.866,170.438,170773.0,4,2 -Tesher,Jalebi Baby,78.0,0.68,0.895,2.0,-7.144,1,0.0378,0.0156,0.000374,0.145,0.824,93.037,3.15625,4,9 -Santana,Smooth (feat. Rob Thomas),69.0,0.609,0.923,9.0,-3.908,1,0.0338,0.16,4.73e-06,0.295,0.961,115.996,294987.0,4,9 -Woman (feat. Lady Lamb),"The Ballroom Thieves, Lady Lamb",44.0,0.402,0.443,9.0,-7.389,1,0.0269,0.409,0.051,0.116,0.163,82.944,3.76515,3,0 -Tom Petty and the Heartbreakers,Mary Jane's Last Dance,73.0,0.464,0.655,7.0,-9.058,0,0.0608,0.0272,1.34e-06,0.328,0.531,169.515,273600.0,4,10 -Ishay Levi,◊ú◊ô◊°◊î ◊ú◊ô◊°◊î,26.0,0.678,0.573,,-9.115,0,0.0288,0.348,,0.111,0.757,100.497,242800.0,4,9 -Harmonize,Jeshi,37.0,0.777,0.793,7.0,-6.183,0,0.148,0.539,7.57e-06,0.172,0.899,96.92,197938.0,4,9 -Krosis,Duplicity,36.0,0.553,0.924,11.0,-6.142,0,0.0649,0.000501,0.85,0.177,0.119,105.061,310857.0,4,8 -Raagleela,Jaanu Na,12.0,0.344,0.861,11.0,-6.586,0,0.0874,0.246,0.000209,0.0917,0.0559,150.026,4.61315,4,0 -Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,10 -NOVACUB,Change Your Mind,37.0,0.372,0.94,4.0,-3.586,0,0.14,0.00178,9.87e-05,0.154,0.49,163.099,201543.0,4,10 -Sanjeev T,Electric Pranaam,17.0,0.472,0.445,2.0,-8.208,1,0.039,0.929,0.893,0.093,0.0822,130.45,316006.0,4,6 -Yuval Dayan,◊ú◊ô◊ë◊ô ◊¢◊®,37.0,0.594,0.817,11.0,-5.202,0,0.0543,0.056,,0.158,0.461,112.068,215933.0,4,9 -Emmet Cohen,Dardanella,2.0,0.405,0.354,7.0,-14.391,1,0.0354,0.828,0.816,0.104,0.256,142.061,5.4116,4,7 -Sipper,Cure,22.0,0.615,0.527,3.0,-8.182,1,0.0308,0.16,0.921,0.142,0.503,144.937,159125.0,4,6 -Bob Luman,Lonely Women Make Good Lovers,41.0,0.652,0.484,8.0,-10.389,1,0.0309,0.712,0.124,0.272,0.636,121.604,3.232666667,4,4 -Tobe Nwigwe,FYE FYE,51.0,0.81,0.75,7.0,-8.225,1,0.363,0.0298,,0.103,0.348,130.096,232615.0,4,5 -F√∂llakzoid,Rivers,33.0,0.531,0.656,9.0,-10.551,0,0.0317,0.718,0.47,0.0814,0.613,112.962,451326.0,4,10 -◊ê◊ï◊©◊® ◊ë◊ô◊ò◊ï◊ü,◊©◊ú◊ï◊ù ◊ê◊ï ◊û◊ú◊ó◊û◊î,41.0,0.66,0.429,4.0,-8.237,0,0.046,0.496,,0.0622,0.354,130.155,190154.0,4,9 -Dennis Lloyd,Nevermind,40.0,0.601,0.69,5.0,-8.339,0,0.201,0.162,1.29e-05,0.409,0.0795,99.984,156600.0,4,9 -L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,10 -The Steel Woods,Out of the Blue,37.0,0.559,0.486,7.0,-5.866,1,0.0367,0.0258,8.76e-05,0.261,0.367,137.928,264566.0,3,10 -The Kills,I Put A Spell On You - Remastered 2020,33.0,0.729,0.617,3.0,-9.044,0,0.0483,0.125,0.00138,0.115,0.693,108.387,136760.0,1,10 -Sixx:A.M.,Life Is Beautiful 2017,49.0,0.377,0.45,5.0,-10.028,1,0.0446,0.00839,0.000221,0.0905,0.107,157.719,270002.0,4,10 -Amon Amarth,Aerials,48.0,0.48,0.929,,-5.594,1,0.0561,0.000673,0.000412,0.0715,0.351,163.01,219853.0,4,8 -DYSTINCT,Habiba (feat. Tawsen),61.0,0.76,0.534,4.0,-5.032,0,0.0539,0.459,,0.524,0.544,100.021,194400.0,4,9 -Bruce Springsteen,Glory Days,70.0,0.574,0.96,9.0,-4.906,1,0.032,0.0457,,0.121,0.978,117.486,4.24555,4,10 -Zehava Ben,◊ô◊ú◊ì ◊©◊ú◊ô,41.0,0.582,0.365,2.0,-8.033,0,0.0417,0.639,,0.103,0.304,143.472,192000.0,4,9 -Death Angel,A Room With A View,38.0,0.309,0.499,7.0,-10.478,1,0.0303,0.0603,0.00699,0.148,0.212,168.926,281573.0,4,8 -Toots & The Maytals,Pressure Drop,49.0,0.653,0.459,8.0,-12.18,1,0.0369,0.603,,0.0536,0.986,146.296,176693.0,4,10 -Dylan Cartlidge,Anything Could Happen,51.0,0.682,0.655,11.0,-5.074,1,0.0539,0.0126,,0.0514,0.45,107.064,175038.0,4,9 -Julia Stone,Fire In Me,46.0,0.622,0.516,9.0,-6.904,0,0.0317,0.017,0.0266,0.175,0.443,114.06,154665.0,4,6 -Sam Sparro,Black & Gold,56.0,0.383,0.703,4.0,-5.65,0,0.0763,0.00116,2.39e-05,0.112,0.42,135.968,212360.0,1,1 -Syd,Missing Out,54.0,0.705,0.528,11.0,-5.582,1,0.0416,0.00761,0.00412,0.129,0.272,119.816,239744.0,4,9 -Nick Leng,Lonely Shade of Blue,51.0,0.672,0.129,4.0,-12.984,1,0.0336,0.888,6.03e-05,0.0891,0.17,114.935,262600.0,4,6 -Kim Lenz & Her Jaguars,Devil On My Shoulder,29.0,0.612,0.913,11.0,-4.636,0,0.0723,0.327,,0.187,0.856,93.929,157427.0,4,10 -Thieves Like Us,Drugs in My Body - Designer Drugs Remix,19.0,0.751,0.624,7.0,-3.366,1,0.0519,0.000117,0.0566,0.305,0.71,125.854,279360.0,4,6 -Primus,Jerry Was A Race Car Driver,63.0,0.508,0.887,1.0,-12.377,0,0.0661,0.0099,0.392,0.345,0.724,122.655,190840.0,4,10 -Carly Pearce,Next Girl,72.0,0.583,0.867,11.0,-4.17,1,0.0637,0.143,,0.0863,0.962,160.096,2.744633333,4,4 -Theory of a Deadman,Hallelujah,60.0,0.285,0.297,9.0,-9.259,0,0.0339,0.743,,0.138,0.156,103.653,283529.0,3,10 -FM Skyline,mirror gallery (Windows 96 Remix),38.0,0.564,0.708,10.0,-10.496,1,0.059,0.0486,0.895,0.367,0.398,80.04,163019.0,4,6 -Townes Van Zandt,Waitin' Around To Die,52.0,0.551,0.233,6.0,-18.251,0,0.0312,0.71,0.000949,0.11,0.659,89.574,165187.0,4,1 -Danheim,Ymir,52.0,0.506,0.251,10.0,-20.968,0,0.0429,0.706,0.272,0.166,0.0752,109.967,257580.0,4,8 -Lovehatehero,Goodbye My Love,44.0,0.451,0.99,2.0,-3.059,0,0.0874,1.36e-05,0.432,0.546,0.191,110.067,213413.0,4,10 -Dylan Cartlidge,Anything Could Happen,51.0,0.682,0.655,11.0,-5.074,1,0.0539,0.0126,,0.0514,0.45,107.064,175038.0,4,6 -Artillery,In Thrash We Trust,33.0,0.505,0.971,2.0,-5.516,1,0.0636,1.23e-06,0.539,0.0636,0.209,102.015,249347.0,4,8 -The Rolling Stones,Wild Horses,71.0,0.432,0.389,7.0,-6.517,1,0.0255,0.687,0.0107,0.0788,0.158,139.506,341773.0,4,10 -sendflowrs,stormcloak,24.0,0.725,0.576,2.0,-2.236,1,0.0431,0.638,,0.39,0.419,130.072,134797.0,4,10 -The Cult,Sun King,43.0,0.479,0.888,7.0,-9.278,1,0.0621,0.00181,0.00431,0.14,0.303,129.091,369200.0,4,10 -Arik Einstein,◊¢◊ô◊™◊ï◊†◊ê◊ô ◊ß◊ò◊ü,22.0,0.601,0.475,7.0,-16.199,1,0.0409,0.49,7.39e-05,0.0918,0.383,148.965,294133.0,4,10 -The Trashmen,Surfin' Bird,52.0,0.587,0.968,11.0,-9.393,1,0.0527,0.000869,0.000606,0.329,0.845,99.231,143293.0,4,6 -Supertramp,Breakfast In America - Remastered,71.0,0.532,0.663,,-5.886,0,0.0292,0.425,1.07e-06,0.0734,0.756,75.14,159347.0,4,10 -Airways,Reckless Tongue,52.0,0.532,0.892,11.0,-4.698,0,0.0711,0.00261,0.000564,0.228,0.808,85.99,178795.0,4,10 -ShaqIsDope,Cali Love,46.0,0.807,0.719,1.0,-6.84,1,0.099,0.576,1.06e-06,0.118,0.665,109.99,192000.0,4,5 -One Morning Left,Downfall,,0.402,0.927,3.0,-5.416,0,0.0936,6.37e-05,0.000219,0.107,0.375,200.042,219895.0,4,10 -BarbWalters,Oh!,10.0,0.755,0.945,6.0,-4.422,1,0.181,0.000179,0.942,0.26,0.78,125.018,207360.0,4,6 -Shalom Hanoch,◊û◊ó◊õ◊ô◊ù ◊ú◊û◊©◊ô◊ó,38.0,0.596,0.873,7.0,-7.263,1,0.157,0.0656,3.73e-05,0.0892,0.801,95.32,343920.0,4,10 -Babyshambles,Killamangiro,42.0,0.21,0.898,7.0,-4.238,1,0.109,0.0354,0.00224,0.222,0.421,217.416,193027.0,4,1 -Kahlil Blu,"FREESMOKE, Pt. 2",26.0,0.815,0.705,5.0,-7.913,0,0.289,0.569,,0.347,0.964,144.064,136787.0,4,5 -BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,1 -Jagwar Twin,Down to You,48.0,0.755,0.699,11.0,-5.929,1,0.065,0.00864,0.000139,0.0803,0.611,99.937,232074.0,4,1 -Noa Kirel,◊ê◊ù ◊ê◊™◊î ◊í◊ë◊®,48.0,0.767,0.71,8.0,-5.154,0,0.0694,0.218,9.54e-05,0.193,0.691,140.066,195429.0,4,9 -The Smashing Pumpkins,Rocket - Remastered,44.0,0.202,0.665,,-9.097,1,0.0342,2.8e-06,0.928,0.0723,0.36,88.925,246413.0,4,6 -Robben Ford & The Blue Line,Chevrolet,25.0,0.491,0.891,,-7.509,1,0.0409,0.00656,0.15,0.0324,0.744,91.774,257960.0,4,2 -Audioslave,Show Me How to Live,71.0,0.433,0.854,9.0,-3.868,1,0.0483,0.000336,0.000177,0.162,0.368,89.4,277840.0,4,10 -St. Paul & The Broken Bones,All I Ever Wonder,45.0,0.563,0.603,7.0,-8.06,0,0.0299,0.0208,4.38e-05,0.169,0.365,94.582,209440.0,4,9 -Sofia Kourtesis,By Your Side,58.0,0.887,0.823,5.0,-7.57,0,0.0462,0.0237,0.731,0.593,0.641,121.993,367363.0,4,1 -The Lachy Doley Group,Get It While You Can (feat. Zkye Blue),28.0,0.502,0.383,,-7.441,1,0.0334,0.573,4.95e-05,0.472,0.254,104.78,269050.0,3,2 -Lyres,Trying Just to Please You,1.0,0.543,0.938,9.0,-5.821,1,0.0842,0.00103,2.7e-06,0.0903,0.703,110.079,275960.0,4,2 -neko,Wish,54.0,0.271,0.31,,-7.967,1,0.0309,0.725,1.99e-06,0.119,0.16,169.614,214733.0,3,9 -Country Westerns,Undeletable,24.0,0.621,0.557,5.0,-11.106,1,0.0379,0.105,9.93e-06,0.274,0.959,139.963,219587.0,4,10 -Mc Zaac,Desce Pro Play (PA PA PA),71.0,0.935,0.71,11.0,-5.085,0,0.158,0.0769,1.92e-06,0.173,0.635,100.009,168507.0,4,9 -Jesse Redwing,Rubberband,28.0,0.619,0.847,11.0,-7.957,0,0.0776,0.00137,0.00464,0.234,0.638,124.965,218017.0,4,2 -Ginger Root,Two Step,29.0,0.625,0.838,7.0,-5.827,0,0.0335,0.624,0.278,0.117,0.263,115.952,174875.0,4,6 -Courtney Pine,How Many More,42.0,0.403,0.307,5.0,-13.426,1,0.0357,0.799,0.124,0.143,0.371,119.845,6.4575,4,7 -DJ Khaled,THANKFUL (feat. Lil Wayne & Jeremih),70.0,0.352,0.758,9.0,-2.491,0,0.0434,0.536,,0.161,0.653,84.281,338637.0,4,5 -Red Hot Chili Peppers,Look Around,59.0,0.56,0.953,7.0,-2.372,0,0.0851,0.005,1.6e-05,0.226,0.519,111.911,208000.0,4,10 -Manna Dey,Kya Hawa Chali Baba Ritu Badli,1.0,0.558,0.447,8.0,-14.651,0,0.496,0.982,0.302,0.214,0.897,87.093,3.424,3,3 -Kodak Black,Rip Stick (feat. Pooh Shiesty & Sykobob),66.0,0.834,0.759,8.0,-6.191,1,0.157,0.178,,0.0971,0.559,112.025,197143.0,4,5 -Jet,Cold Hard Bitch,62.0,0.458,0.895,2.0,-3.972,1,0.0681,0.000219,0.000394,0.106,0.357,130.327,243200.0,4,10 -"Elton John, Kiki Dee","Don't Go Breaking My Heart - Live at Live Aid, Wembley Stadium, 13th July 1985",29.0,0.483,0.995,5.0,-5.176,1,0.0426,0.0235,0.000175,0.954,0.446,139.123,4.186083333,4,9 -Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,10 -Budman.,Starbucks,38.0,0.533,0.653,4.0,-7.558,0,0.162,0.0463,9.32e-05,0.327,0.39,65.872,245447.0,4,9 -TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,10 -Jeff Beck,Freeway Jam,41.0,0.409,0.849,7.0,-7.711,1,0.0531,0.102,0.889,0.141,0.904,137.018,298667.0,4,2 -Kaiser Chiefs,Ruby,62.0,0.443,0.934,5.0,-3.398,0,0.0501,0.00604,6.66e-06,0.0779,0.401,93.43,202800.0,4,1 -Hadag Nahash,◊®◊¶◊ô◊™◊ô ◊©◊™◊ì◊¢,22.0,0.515,0.827,8.0,-3.878,1,0.0888,0.0315,0.000252,0.0936,0.44,92.336,346920.0,4,5 -Oasis,Morning Glory,52.0,0.327,0.982,,-3.038,1,0.0937,0.0665,4.79e-05,0.491,0.1,136.96,303320.0,4,10 -Little Richard,"Good Golly, Miss Molly",48.0,0.57,0.863,7.0,-10.82,1,0.0526,0.581,0.00412,0.313,0.909,163.837,2.144,4,10 -Billie Eilish,Your Power,93.0,0.634,0.285,9.0,-14.007,0,0.0807,0.937,0.000359,0.232,0.203,129.65,245897.0,4,9 -Shawn Mullins,Lullaby,52.0,0.626,0.731,7.0,-8.0,1,0.0455,0.0211,0.00231,0.249,0.545,79.971,329867.0,4,10 -The Yardbirds,Shapes Of Things,44.0,0.432,0.823,,-9.216,1,0.116,0.249,0.00572,0.0953,0.381,132.21,145960.0,4,10 -Psychedelic Porn Crumpets,Hymn for a Droid,49.0,0.396,0.905,5.0,-4.612,0,0.0604,2.92e-05,0.365,0.318,0.254,140.052,207453.0,4,6 -j ember,Sleep Well,37.0,0.586,0.718,7.0,-7.834,1,0.0281,0.128,0.0273,0.197,0.763,90.972,248675.0,4,6 -Coldplay,The Scientist,83.0,0.557,0.442,5.0,-7.224,1,0.0243,0.731,1.46e-05,0.11,0.213,146.277,309600.0,4,10 -"Mindy Smith, Matthew Perryman Jones",Who Saved Who,36.0,0.628,0.432,,-10.047,1,0.0303,0.126,8.47e-06,0.0592,0.171,119.953,4.09735,4,0 -Kenny Loggins,This Is It,60.0,0.641,0.497,7.0,-12.228,0,0.029,0.254,2.15e-06,0.158,0.743,102.274,236733.0,4,10 -Mdou Moctar,Afrique Victime - Edit,36.0,0.288,0.887,5.0,-6.447,1,0.0985,0.0299,0.0656,0.873,0.688,108.083,246632.0,4,10 -Incubus,Anna Molly,59.0,0.451,0.973,8.0,-2.611,1,0.0514,0.00428,7.36e-06,0.0924,0.628,151.885,225880.0,4,10 -Slipknot,Wait and Bleed,70.0,0.382,0.996,7.0,-4.119,1,0.104,0.00208,,0.417,0.327,93.345,147840.0,4,8 -Doc Watson,Deep River Blues,52.0,0.516,0.157,5.0,-19.213,1,0.0354,0.876,1.42e-05,0.142,0.783,93.719,192000.0,4,2 -Smackbound,Drive It Like You Stole It,41.0,0.564,0.949,2.0,-5.184,1,0.0506,0.000543,0.000174,0.17,0.258,105.017,216213.0,4,8 -"Asha Bhosle, Shailendra Singh","Jaane Do Naa - From ""Saagar""",39.0,0.566,0.447,3.0,-11.403,1,0.0349,0.769,6.19e-05,0.208,0.553,108.268,5.055783333,4,3 -Sarah Johnsone,Tonight,26.0,0.555,0.185,,-10.879,1,0.0333,0.932,0.000554,0.106,0.19,116.347,209000.0,4,6 -"merci, mercy",Fucked Myself Up,48.0,0.754,0.732,6.0,-5.42,1,0.0392,0.00475,6.42e-05,0.102,0.866,147.969,211893.0,4,6 -–£–≤—É–ª–∞,–ü—É–ª—å—Å,42.0,0.314,0.724,9.0,-3.169,0,0.0334,0.0225,0.87,0.108,0.449,149.681,171038.0,4,6 -King Gizzard & The Lizard Wizard,Honey,52.0,0.575,0.558,11.0,-10.254,1,0.0321,0.0518,0.276,0.118,0.826,155.894,273854.0,1,1 -Tomer Yeshayahu,◊§◊ó◊ï◊™ ◊¢◊¶◊ï◊ë ◊ë◊©◊û◊©,31.0,0.216,0.385,10.0,-10.383,0,0.0316,0.214,,0.164,0.562,186.91,269625.0,3,9 -No Love For The Middle Child,February,46.0,0.559,0.848,5.0,-4.957,0,0.0388,0.0174,3.86e-06,0.399,0.349,97.948,159167.0,4,10 -Crook Brown,Inspired By True Events,39.0,0.435,0.783,10.0,-5.517,0,0.301,0.00951,6.33e-05,0.0999,0.316,166.054,163077.0,4,5 -Hank Mobley,Dig Dis - Remastered 1999/Rudy Van Gelder Edition,49.0,0.599,0.444,5.0,-8.648,0,0.044,0.82,0.000474,0.122,0.508,142.81,369387.0,4,2 -The Bravery,An Honest Mistake,57.0,0.46,0.889,2.0,-4.281,0,0.0294,3.21e-06,0.645,0.121,0.639,140.038,219707.0,4,10 -VOLA,Head Mounted Sideways,47.0,0.49,0.872,7.0,-7.247,1,0.0424,0.000247,0.0859,0.0622,0.173,126.725,334400.0,4,8 -EL VY,"Return to the Moon (Political Song for Didi Bloome to Sing, with Crescendo)",45.0,0.698,0.901,2.0,-6.664,1,0.0392,0.00954,0.415,0.11,0.834,124.973,253053.0,4,6 -Erica Banks,Toot That (feat. Beatking),61.0,0.95,0.592,6.0,-4.758,0,0.231,0.00266,,0.116,0.858,142.005,157397.0,4,5 -Estelle,American Boy,79.0,0.727,0.729,,-2.99,1,0.326,0.171,,0.07,0.512,117.932,284733.0,4,5 -Mohammed Rafi,"Main Bambai Ka Babu, Pt. 1",3.0,0.488,0.813,1.0,-5.946,1,0.0809,0.446,9.2e-05,0.289,0.903,104.087,4.238216667,4,3 -"Muhafiz, Sarthak Kalyani, Siddharth Chopra",Jaana Kaha Hai,26.0,0.454,0.381,,-13.133,0,0.0499,0.302,7.96e-05,0.289,0.315,75.058,4.533333333,4,0 -Matty,Mickeymouse,31.0,0.433,0.343,6.0,-10.915,1,0.0261,0.643,0.609,0.11,0.106,74.474,272025.0,4,6 -Paradise Lost,Say Just Words,45.0,0.508,0.924,8.0,-5.016,1,0.0427,0.00165,0.0153,0.264,0.18,135.129,242733.0,4,8 -Bruce Springsteen,Dancing In the Dark,77.0,0.527,0.942,1.0,-5.64,0,0.0366,0.0115,,0.188,0.495,148.723,4.02178333,4,10 -The Tammys,Egyptian Shumba,34.0,0.338,0.794,,-7.015,0,0.0432,0.0181,0.482,0.192,0.879,168.48,137145.0,4,6 -Holy Wars,TV DINNER,35.0,0.452,0.885,4.0,-3.409,1,0.0653,0.00301,2.97e-05,0.42,0.464,80.036,155360.0,4,10 -Nicholas,Day One,50.0,0.762,0.748,2.0,-4.95,0,0.0507,0.323,1.88e-06,0.294,0.275,90.024,160000.0,4,5 -A Perfect Circle,3 Libras,63.0,0.518,0.744,9.0,-8.248,1,0.0374,0.00383,0.007,0.078,0.211,144.019,219640.0,3,10 -Desaster,Endless Awakening,23.0,0.258,0.892,7.0,-7.835,1,0.244,5.62e-05,0.753,0.117,0.0711,108.028,426500.0,4,8 -Kendrick Lamar,Money Trees,71.0,0.716,0.531,7.0,-7.355,1,0.122,0.0703,,0.224,0.344,71.994,386907.0,4,9 -The Hives,Hate To Say I Told You So,68.0,0.459,0.931,5.0,-5.024,1,0.0612,0.00126,0.00881,0.412,0.419,135.826,200693.0,4,6 -Casper The Ghost,Know You Too Well,,0.644,0.652,4.0,-8.265,1,0.0355,0.0945,,0.603,0.64,135.037,210160.0,4,10 -Eddy Raven,I Got Mexico,44.0,0.82,0.529,6.0,-10.08,0,0.0385,0.366,,0.09,0.853,112.114,2.441116667,4,4 -Red Fang,Arrows,46.0,0.187,0.913,7.0,-8.185,1,0.0558,0.224,0.843,0.102,0.344,156.715,232980.0,4,8 -Tim McGraw,Live Like You Were Dying,67.0,0.416,0.546,7.0,-7.728,1,0.0297,0.492,,0.0845,0.418,159.929,5.00555,4,4 -Hadag Nahash,◊û◊î ◊†◊¢◊©◊î?,31.0,0.493,0.527,8.0,-10.798,1,0.153,0.258,7.01e-05,0.577,0.188,80.024,665080.0,4,5 -Idan Amedi,◊û◊§◊î ◊ú◊©◊ù,39.0,0.501,0.82,4.0,-4.545,0,0.0764,0.078,,0.25,0.703,92.089,241472.0,4,9 -Keith Whitley,I'm No Stranger to the Rain,46.0,0.671,0.44,4.0,-11.15,1,0.0235,0.401,0.131,0.111,0.489,88.115,3.601116667,4,4 -Hanan Ben Ari,◊û◊û◊ö ◊¢◊ì ◊ê◊ú◊ô◊ô,42.0,0.691,0.381,,-7.103,0,0.0341,0.573,,0.21,0.479,78.02,186500.0,4,9 -Ed Sheeran,Hearts Don't Break Around Here,67.0,0.604,0.366,7.0,-7.881,1,0.0267,0.719,,0.162,0.181,105.177,4.14021667,3,0 -chloe moriondo,Dreams,57.0,0.812,0.472,,-9.649,1,0.0388,0.468,3.75e-05,0.103,0.603,119.97,215844.0,4,6 -Lauran Hibberd,Sweat Patch,32.0,0.745,0.471,4.0,-6.455,1,0.0399,0.0848,0.000158,0.153,0.846,85.507,195864.0,4,1 -The Doors,Riders on the Storm,73.0,0.55,0.722,11.0,-11.729,0,0.0283,0.25,0.0129,0.11,0.716,103.886,7.24533333,4,10 -Adelitas Way,Notorious,60.0,0.53,0.967,,-2.108,1,0.0657,0.000507,0.205,0.0786,0.642,99.962,170177.0,4,10 -Cast,Alright,48.0,0.398,0.866,1.0,-7.862,1,0.0438,0.0171,4.33e-06,0.0517,0.715,140.086,217293.0,4,6 -Jillian Rossi,Fever Dream,65.0,0.561,0.519,2.0,-8.467,1,0.0395,0.223,,0.156,0.2,119.882,171000.0,4,9 -Sacred Reich,The American Way,42.0,0.53,0.99,,-4.676,1,0.084,0.000968,0.0259,0.0626,0.582,148.524,221640.0,4,8 -Testament,Return to Serenity,53.0,0.294,0.613,1.0,-10.527,1,0.0384,0.235,0.000494,0.139,0.228,112.385,390800.0,3,8 -The M√∂nic,Just Mad,29.0,0.324,0.798,2.0,-8.417,1,0.031,0.0518,5.82e-06,0.256,0.534,168.132,172217.0,4,1 -The Amboy Dukes,Baby Please Don't Go,35.0,0.404,0.612,,-11.239,1,0.0449,0.00733,0.19,0.641,0.663,93.851,338720.0,4,2 -Marika Hackman,Realiti,32.0,0.401,0.295,5.0,-10.624,0,0.0305,0.873,0.00096,0.0978,0.166,99.622,186827.0,4,1 -Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,250000.0,4,10 -Brandon Jack & The Artifacts,four days,29.0,0.516,0.948,2.0,-3.994,1,0.0644,0.0279,0.0564,0.15,0.957,170.087,130329.0,4,10 -Eyal Golan,◊ò◊ô◊®◊ï◊£ ◊û◊™◊ï◊ß,33.0,0.758,0.636,2.0,-7.044,0,0.0839,0.576,,0.096,0.631,91.942,226957.0,4,9 -Horace Silver,Doodlin',37.0,0.662,0.491,6.0,-7.505,1,0.0637,0.759,0.091,0.101,0.627,122.324,405653.0,4,2 -Metal Church,Dead on the Vine,37.0,0.515,0.984,9.0,-3.175,0,0.161,1.84e-06,0.0118,0.103,0.246,133.625,237838.0,4,8 -Conway Twitty,I Can't Believe She Gives It All To Me - Single Version,37.0,0.471,0.195,2.0,-16.353,1,0.0277,0.56,0.000106,0.102,0.47,91.817,2.38955,4,4 -Concrete Castles,Half Awake,43.0,0.553,0.707,1.0,-6.087,0,0.0374,0.0242,,0.0735,0.325,140.098,222969.0,4,10 -Santana,Blues Magic,9.0,0.395,0.607,9.0,-9.105,0,0.0412,0.591,0.00351,0.222,0.331,83.6,265560.0,4,2 -NA CHUI,TILL THE END,42.0,0.622,0.768,5.0,-8.479,0,0.0439,0.000287,0.287,0.164,0.039,120.007,314000.0,4,8 -Freddie Gibbs,Gang Signs (feat. ScHoolboy Q),70.0,0.626,0.615,1.0,-6.142,1,0.346,0.265,,0.0812,0.611,52.145,166841.0,3,5 -Wild Wax Combo,Lip Lickin' Lou,33.0,0.501,0.926,4.0,-2.276,1,0.0696,0.605,0.000107,0.226,0.909,186.18,125840.0,4,10 -Sam Fischer,What Other People Say - Stripped Version,53.0,0.692,0.335,7.0,-8.179,1,0.0356,0.304,,0.342,0.25,126.912,208674.0,4,9 -Sarah Proctor,Lost,28.0,0.543,0.458,6.0,-6.641,0,0.0306,0.306,,0.105,0.241,126.804,214942.0,4,9 -ED.,Saude,16.0,0.745,0.851,6.0,-7.578,0,0.108,0.0267,1.98e-05,0.0866,0.463,118.986,217600.0,4,6 -Death From Above 1979,Romantic Rights,40.0,0.513,0.956,5.0,-5.407,0,0.159,0.00381,,0.391,0.458,150.181,195147.0,4,10 -Wanda Jackson,Let's Have A Party,52.0,0.522,0.901,4.0,-8.559,1,0.0479,0.535,9.3e-06,0.176,0.916,166.885,131200.0,4,10 -THE SCOTTS,THE SCOTTS,82.0,0.716,0.537,,-7.648,0,0.0514,0.233,,0.157,0.28,129.979,165978.0,4,5 -Cold Years,Night Like This,34.0,0.523,0.931,2.0,-3.855,1,0.0389,0.000681,,0.121,0.722,150.103,200002.0,4,10 -Pip Millett,Running (feat. Ghetts),54.0,0.718,0.67,1.0,-8.721,1,0.0494,0.535,0.264,0.675,0.509,139.938,242973.0,4,1 -The Bronx,Superbloom,44.0,0.468,0.971,4.0,-5.928,0,0.0762,5.71e-06,0.353,0.303,0.415,108.102,174428.0,4,6 -At the Purchaser's Option,Rhiannon Giddens,,0.886,0.26,1.0,-11.676,1,0.0574,0.793,0.000429,0.0901,0.516,138.052,4.276,4,0 -Three Days Grace,Animal I Have Become,66.0,0.553,0.853,8.0,-3.668,1,0.0339,0.000684,,0.126,0.506,122.023,231400.0,4,8 -serpentwithfeet,Heart Storm (with NAO),43.0,0.394,0.348,6.0,-11.233,1,0.0291,0.591,7.45e-05,0.16,0.15,81.008,193533.0,4,1 -gnash,forgive,47.0,0.663,0.387,2.0,-10.385,1,0.0629,0.482,1.7e-06,0.137,0.286,78.033,162747.0,4,9 -The Kid LAROI,WITHOUT YOU (with Miley Cyrus),86.0,0.655,0.469,,-6.257,1,0.0292,0.173,,0.0956,0.467,92.56,161385.0,4,5 -Noel Gallagher's High Flying Birds,It‚Äôs A Beautiful World - Radio Edit,20.0,0.493,0.948,5.0,-3.904,1,0.0518,0.123,0.646,0.261,0.545,133.047,226551.0,4,10 -Smith/Kotzen,Solar Fire,40.0,0.469,0.917,11.0,-4.5,1,0.1,0.000291,0.00416,0.153,0.539,123.97,269327.0,4,2 -DIIV,Taker,38.0,0.378,0.611,9.0,-6.396,1,0.0335,0.000928,0.863,0.11,0.159,139.9,268800.0,4,6 -Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,10 -The Five Hundred,The Rising Tide,29.0,0.467,0.993,4.0,-1.876,0,0.128,2.34e-06,0.000177,0.289,0.179,120.002,240250.0,4,8 -"Avanti Patel, Anshuman Sharma",Saiyaan Bina (feat. Anshuman Sharma),26.0,0.423,0.556,1.0,-8.29,0,0.0356,0.858,0.0451,0.105,0.201,143.977,4.472216667,4,0 -Eyal Golan,◊ô◊û◊ô◊ù ◊ô◊í◊ô◊ì◊ï,38.0,0.67,0.49,5.0,-4.718,0,0.0279,0.21,,0.347,0.248,120.079,236200.0,4,9 -The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,1 -PHOEBE ‚àÜX‚àÜ,Young Blood,33.0,0.736,0.442,5.0,-10.69,0,0.0353,0.444,0.146,0.146,0.321,114.022,230133.0,4,9 -Alanis Morissette,You Oughta Know - 2015 Remaster,68.0,0.665,0.834,4.0,-7.737,1,0.0576,0.21,,0.452,0.411,105.292,249493.0,4,10 -M√∂tley Cr√ºe,Home Sweet Home,69.0,0.403,0.777,5.0,-6.416,1,0.0354,0.0999,3.28e-06,0.124,0.149,76.329,240933.0,4,8 -That's Matt,This is Future Funk,30.0,0.71,0.68,1.0,-6.702,1,0.477,0.058,0.000706,0.282,0.64,114.968,213424.0,4,6 -Earth Caller,I Will Return,25.0,0.339,0.971,10.0,-8.067,0,0.123,0.000395,0.739,0.205,0.108,194.764,170769.0,4,8 -Between The Buried And Me,Mordecai,39.0,0.199,0.913,4.0,-5.772,1,0.0915,0.00023,0.153,0.232,0.266,148.641,347760.0,3,8 -"Lata Mangeshkar, Pankaj Udhas",Maahiya Teri Kasam,17.0,0.31,0.609,2.0,-9.241,1,0.0396,0.777,0.0221,0.459,0.495,78.874,8.238883333,4,3 -Art Pepper,Four Brothers,,0.503,0.521,8.0,-12.477,1,0.206,0.676,2.82e-06,0.186,0.811,79.046,3.016933333,3,7 -Brad Paisley,Then,63.0,0.493,0.643,,-5.19,1,0.0299,0.512,2.43e-05,0.209,0.3,144.704,5.360666667,4,4 -Cheap Trick,Surrender,70.0,0.524,0.955,,-7.081,1,0.0411,0.00717,8.77e-06,0.659,0.869,133.849,253733.0,4,10 -The Post War,Bend,36.0,0.384,0.907,8.0,-4.132,1,0.0845,0.00212,2.76e-05,0.103,0.318,111.31,282873.0,4,10 -Eyal Golan,◊õ◊©◊î◊ú◊ë ◊ë◊ï◊õ◊î,40.0,0.422,0.553,11.0,-6.724,0,0.0302,0.587,1.28e-05,0.896,0.248,134.022,385307.0,4,9 -my bloody valentine,in another way,45.0,0.416,0.821,1.0,-14.309,1,0.101,0.00395,0.947,0.455,0.168,118.303,330907.0,4,10 -Parquet Courts,Master Of My Craft,29.0,0.166,0.861,2.0,-6.761,1,0.0651,0.0267,0.842,0.605,0.523,187.544,190347.0,4,6 -All Them Witches,Elk.Blood.Heart,45.0,0.425,0.437,2.0,-8.133,0,0.0354,0.0732,0.00242,0.32,0.137,131.795,352074.0,3,8 -Gaye Adegbalola,She Just Wants To Dance,38.0,0.68,0.604,4.0,-9.241,1,0.115,0.386,,0.43,0.79,125.529,292000.0,4,2 -Willie Kent,Blue Guitar,30.0,0.425,0.203,9.0,-15.87,1,0.0407,0.673,0.849,0.317,0.457,179.267,330533.0,3,2 -Hundredth,Youth,43.0,0.442,0.978,8.0,-4.568,0,0.0846,2.93e-05,0.465,0.0763,0.356,89.986,210480.0,4,10 -Fragile Animals,Landing,26.0,0.522,0.874,4.0,-6.037,0,0.0312,0.000638,0.583,0.327,0.361,119.997,232333.0,4,10 -Thrice,Black Honey,60.0,0.442,0.892,9.0,-6.431,0,0.086,0.00267,7.92e-06,0.0758,0.237,151.914,239451.0,4,10 -Tokky Horror,Simulate Me,16.0,0.361,0.578,10.0,-17.363,0,0.0449,0.00175,0.854,0.115,0.668,180.028,209831.0,4,10 -"Richard Strauss, Artemis Quartet",String Sextet from Capriccio,26.0,0.0998,0.0534,5.0,-26.14,1,0.0468,0.954,0.853,0.247,0.039,82.047,9.619333333,3,7 -Ishmon Bracey,Brown Mama Blues,24.0,0.561,0.241,9.0,-15.723,1,0.0417,0.894,7.25e-05,0.104,0.674,113.32,187627.0,4,2 -Corrosion Of Conformity,Vote with a Bullet,49.0,0.493,0.938,11.0,-6.526,1,0.105,4.7e-05,0.0339,0.0851,0.567,136.521,205507.0,4,8 -PONY,Cry,21.0,0.724,0.728,4.0,-7.369,1,0.0295,0.0474,0.00687,0.0888,0.961,113.022,195138.0,4,10 -Mason Hill,Find My Way,32.0,0.419,0.775,1.0,-5.834,0,0.0399,4.74e-05,0.0268,0.168,0.503,176.005,244493.0,4,10 -Scotty McCreery,You Time,62.0,0.55,0.767,9.0,-6.281,1,0.0248,0.00141,3.07e-06,0.143,0.601,104.016,3.20045,3,4 -Cohen,Parash Boded,28.0,0.517,0.556,,-9.833,0,0.0709,0.454,,0.207,0.466,78.89,186901.0,4,5 -W.E.T.,Big Boys Don't Cry,38.0,0.568,0.928,5.0,-8.907,0,0.0705,0.00135,0.000801,0.387,0.499,115.032,184554.0,4,10 -Tom Walker,Just You and I,68.0,0.567,0.696,9.0,-5.416,1,0.301,0.456,,0.113,0.544,92.061,174983.0,4,9 -Britney Spears,My Baby,37.0,0.601,0.154,2.0,-15.975,1,0.0299,0.84,0.00102,0.101,0.159,99.973,3.312216667,4,9 -No Love For The Middle Child,Wake Up,33.0,0.651,0.684,9.0,-7.434,1,0.0509,0.0336,,0.169,0.493,119.99,160000.0,4,9 -Eyal Golan,◊î◊§◊ï◊ö ◊û◊î◊ô◊ß◊ï◊ù,34.0,0.754,0.723,1.0,-6.47,0,0.037,0.264,,0.22,0.695,102.99,211456.0,4,9 -Recoil,The Killing Ground,10.0,0.504,0.5,2.0,-11.329,1,0.0377,0.117,0.548,0.137,0.0753,92.042,595680.0,4,2 -Robert Finley,Sharecropper‚Äôs Son,43.0,0.535,0.665,9.0,-6.716,1,0.0424,0.343,0.00426,0.171,0.645,126.624,186960.0,4,2 -Creedence Clearwater Revival,Bad Moon Rising - Live At The Woodstock Music & Art Fair / 1969,39.0,0.318,0.866,2.0,-6.787,1,0.0441,0.0124,0.000852,0.686,0.916,192.538,133253.0,4,10 -Imagine Dragons,I Bet My Life,3.0,0.576,0.506,1.0,-9.114,1,0.28,0.0898,0.000222,0.155,0.576,116.951,190280.0,4,10 -Mystery Jets,Bubblegum,51.0,0.258,0.723,3.0,-6.049,1,0.058,0.0232,0.0453,0.485,0.344,81.132,264947.0,4,6 -Volbeat,Guitar Gangsters & Cadillac Blood,56.0,0.302,0.974,,-2.834,0,0.147,0.000275,0.000511,0.0838,0.332,76.867,188853.0,4,8 -Airbourne,Runnin' Wild,65.0,0.503,0.96,10.0,-2.672,1,0.0626,9.25e-05,0.578,0.274,0.489,162.022,218040.0,4,10 -Siriusmo,Nights Off,41.0,0.695,0.928,5.0,-5.33,0,0.0288,0.0591,0.732,0.115,0.639,120.998,247827.0,4,6 -Rainbow,Can't Happen Here,38.0,0.483,0.89,,-6.736,1,0.048,0.0517,0.000421,0.658,0.666,155.663,4.95445,4,10 -Yellow Ostrich,Julia,34.0,0.634,0.614,11.0,-11.002,0,0.0381,0.404,0.00864,0.12,0.421,146.108,208707.0,4,1 -Avalanche Effect,The Veil,38.0,0.426,0.932,1.0,-9.138,1,0.0591,0.000138,0.00331,0.059,0.602,170.048,267000.0,4,10 -salem ilese,(L)only Child,60.0,0.645,0.611,8.0,-5.925,0,0.137,0.29,2.05e-05,0.237,0.645,157.475,144468.0,3,9 -OCTAVIO the Dweeb,Someday I'll Be Happy,57.0,0.586,0.873,2.0,-2.442,1,0.119,0.0652,,0.143,0.458,145.992,165680.0,4,9 -Sarit Hadad,◊©◊™◊ô ◊ì◊ß◊ï◊™,25.0,0.5,0.58,5.0,-6.583,0,0.0342,0.553,,0.325,0.533,77.146,241558.0,4,9 -Positively 13 O'Clock,Psychotic Reaction,27.0,0.234,0.832,10.0,-6.622,1,0.0476,0.00275,0.166,0.321,0.831,159.043,121720.0,4,6 -Blaze Bayley,War Within Me,32.0,0.473,0.957,4.0,-4.336,0,0.0567,0.000526,0.0163,0.153,0.41,99.991,251576.0,4,8 -Rob Zombie,Dragula,74.0,0.591,0.963,,-6.489,0,0.0531,8.74e-05,0.000107,0.0781,0.609,125.03,222827.0,4,8 -Dead Pony,Sharp Tongues,37.0,0.508,0.89,1.0,-6.592,1,0.0687,3.43e-05,0.00133,0.319,0.661,160.084,163875.0,4,10 -Bombay Acoustic People,Black Hole Sun,13.0,0.585,0.183,5.0,-14.122,1,0.112,0.814,0.9,0.0935,0.213,167.168,275551.0,5,6 -Jack Harlow,Luv Is Dro (feat. Static Major & Bryson Tiller),62.0,0.727,0.513,6.0,-8.823,0,0.0524,0.0335,,0.302,0.568,76.211,177190.0,4,5 -Yehudit Ravitz,◊ë◊ê◊î ◊û◊ê◊î◊ë◊î,28.0,0.544,0.848,,-7.3,1,0.0682,0.0277,0.0028,0.113,0.562,136.182,271000.0,4,10 -Jack White,Love Interruption,52.0,0.582,0.365,9.0,-11.04,1,0.0388,0.648,1.03e-06,0.147,0.312,93.856,157973.0,4,10 -The Rolling Stones,I Got The Blues - 2009 Mix,47.0,0.442,0.382,7.0,-5.295,1,0.0317,0.467,0.0216,0.121,0.199,119.947,233693.0,3,10 -Device Operator,Balance,28.0,0.419,0.931,10.0,-6.326,0,0.123,0.077,0.235,0.304,0.198,100.016,185400.0,4,6 -Ratatat,Wildcat,55.0,0.703,0.718,1.0,-7.522,1,0.0671,0.0479,0.426,0.0415,0.785,115.993,260173.0,4,6 -Michael Kiwanuka,Cold Little Heart - Radio Edit,71.0,0.629,0.58,7.0,-6.208,0,0.0278,0.357,0.000353,0.436,0.655,110.264,210300.0,4,9 -Ozzy Osbourne,Dreamer,65.0,0.493,0.636,1.0,-7.408,1,0.0256,0.0629,2.49e-06,0.0921,0.279,79.419,284907.0,4,10 -Rival Sons,Shooting Stars,49.0,0.634,0.491,9.0,-3.967,1,0.0252,0.659,,0.369,0.245,91.932,263089.0,4,10 -Celtic Frost,Into the Crypts of Rays,40.0,0.146,0.962,11.0,-7.394,0,0.0763,1.84e-06,0.876,0.59,0.26,169.561,219173.0,4,8 -Foo Fighters,Saint Cecilia,57.0,0.235,0.869,4.0,-4.284,1,0.0609,0.000457,0.000987,0.459,0.513,146.654,221667.0,4,10 -The Rolling Stones,Casino Boogie,42.0,0.53,0.691,2.0,-5.409,1,0.0307,0.374,0.111,0.29,0.581,117.046,214467.0,4,2 -Waynewood,Picasso On The Concrete,33.0,0.492,0.729,4.0,-10.208,0,0.119,0.0693,0.000249,0.709,0.353,125.371,190080.0,4,8 -Akolo,Come on Jump Right In,25.0,0.636,0.941,,-6.399,1,0.0556,0.272,0.296,0.295,0.613,129.934,210462.0,4,2 -Willie Nelson,Bloody Mary Morning,44.0,0.601,0.766,7.0,-13.262,1,0.0466,0.586,0.000903,0.347,0.856,130.14,2.81555,4,4 -Everlast,The Culling,38.0,0.681,0.849,1.0,-5.952,1,0.382,0.0305,,0.301,0.541,79.004,194160.0,4,10 -Omer Moskovich,◊¢◊¶◊ï◊™,27.0,0.733,0.498,6.0,-9.266,0,0.0567,0.0368,0.0286,0.499,0.332,113.92,336614.0,4,10 -"Internet Money, Gunna, Don Toliver, Lil Uzi Vert","His & Hers (feat. Don Toliver, Lil Uzi Vert & Gunna)",84.0,0.792,0.707,7.0,-5.218,0,0.0623,0.116,,0.12,0.408,134.997,3.734033333,4,9 -The Killers,All These Things That I've Done,,0.546,0.754,6.0,-5.04,1,0.0415,0.00154,1.57e-05,0.136,0.187,118.266,303213.0,4,6 -Will Mays,"Yours, Truly",42.0,0.314,0.186,3.0,-16.676,1,0.0358,0.982,0.987,0.208,0.167,110.765,4.7658,4,7 -Dudu Aharon,◊ú◊¢◊ï◊£ ◊ê◊ô◊™◊ö,20.0,0.65,0.775,1.0,-4.295,1,0.0244,0.0958,,0.118,0.695,95.021,209107.0,4,9 -Bachelor,Sick of Spiraling,36.0,0.655,0.649,7.0,-7.805,1,0.0285,0.34,0.0721,0.143,0.718,137.937,267922.0,4,1 -Morbid Angel,Summoning Redemption,42.0,0.442,0.949,4.0,-8.588,0,0.0673,6.89e-05,0.103,0.862,0.0485,90.109,436693.0,4,8 -Second Coming,Vintage Eyes,33.0,0.593,0.747,11.0,-5.81,0,0.0275,0.011,,0.108,0.555,112.29,254627.0,4,10 -Pale Waves,She's My Religion,52.0,0.522,0.726,4.0,-4.115,1,0.0383,0.348,5.47e-06,0.148,0.331,161.867,189587.0,4,9 -Eddie Rabbitt,I Love a Rainy Night,62.0,0.685,0.718,,-7.724,1,0.0521,0.122,,0.0556,0.958,131.463,3.18445,4,4 -YONAKA,Seize the Power,63.0,0.633,0.788,5.0,-4.075,0,0.127,0.0111,1.6e-06,0.0582,0.412,134.13,161617.0,4,10 -JEONG SEWOON,In the Dark,42.0,0.789,0.611,1.0,-5.638,0,0.0396,0.106,,0.128,0.787,108.024,209867.0,4,10 -Lunatic Soul,The Passage,33.0,0.586,0.726,9.0,-11.142,1,0.0423,0.354,0.662,0.134,0.598,147.979,537777.0,3,8 -"Wolfgang Amadeus Mozart, Petersen Quartet","String Quartet No. 14 in G Major, K. 387 ""Spring"": IV. Molto allegro",21.0,0.41,0.0964,7.0,-20.089,1,0.0405,0.923,0.0887,0.33,0.371,149.492,4.286666667,4,7 -Siena Root,Final Stand,27.0,0.442,0.748,2.0,-10.139,1,0.0626,0.0429,0.00468,0.0967,0.229,135.422,369221.0,4,8 -Danzig,Mother,70.0,0.365,0.763,11.0,-9.45,0,0.0591,0.00726,0.000457,0.0865,0.342,148.366,204867.0,4,8 -U2,Where The Streets Have No Name - Remastered,67.0,0.49,0.724,2.0,-9.581,1,0.0366,0.00976,0.0046,0.159,0.292,125.812,337506.0,4,10 -Michl,Deserve You,47.0,0.582,0.415,1.0,-9.094,1,0.0325,0.636,4.75e-05,0.131,0.331,86.835,151724.0,4,6 -Midnight Train,David Rawlings,31.0,0.564,0.359,9.0,-11.059,1,0.0274,0.76,0.00274,0.0821,0.28,131.037,3.307333333,4,0 -Grandaddy,A.M. 180,51.0,0.296,0.432,5.0,-8.677,1,0.0316,0.00059,0.899,0.237,0.216,88.13,200667.0,4,6 -Ayreon,Comatose,42.0,0.326,0.442,9.0,-14.63,1,0.0815,0.245,0.539,0.111,0.209,98.975,266653.0,5,8 -Gleemer,Gauze,48.0,0.567,0.539,10.0,-8.745,1,0.0333,0.00458,0.406,0.109,0.372,81.989,297501.0,4,6 -Brainstorm,Escape the Silence,42.0,0.466,0.991,9.0,-2.0,1,0.0566,4.61e-06,0.00221,0.0755,0.421,156.024,263462.0,4,8 -LEX,Loyalty,39.0,0.713,0.683,5.0,-6.565,0,0.431,0.0188,,0.105,0.665,144.074,141560.0,4,9 -Jade Bird,Different Kinds of Light,27.0,0.378,0.317,,-12.699,1,0.0311,0.621,0.0024,0.386,0.154,113.105,185533.0,4,9 -ELIO,When U Saw Love (ft. Babygirl),43.0,0.617,0.71,,-10.114,1,0.0326,0.185,0.378,0.117,0.692,97.019,206857.0,4,1 -CABAL,Bitter Friend (feat. Matt Heafy),34.0,0.391,0.984,2.0,-5.468,1,0.116,0.000151,,0.123,0.384,159.954,171427.0,4,8 -Rebelution,Satisfied,61.0,0.758,0.697,1.0,-6.839,1,0.0664,0.0184,1.57e-06,0.068,0.776,146.91,196550.0,4,10 -WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,10 -Piers Faccini,Hope Dreams,35.0,0.322,0.21,7.0,-14.092,0,0.0299,0.803,0.0909,0.148,0.1,126.611,282533.0,4,1 -The National,Never Tear Us Apart,51.0,0.676,0.631,,-6.675,1,0.0332,0.0244,0.00201,0.0785,0.798,98.011,198653.0,3,6 -James Kokomo Arnold,Back Door Blues,32.0,0.797,0.208,1.0,-11.383,1,0.0672,0.985,0.232,0.0434,0.596,86.605,204320.0,4,2 -The Presolar Sands,Voodoo Ritual,24.0,0.144,0.772,9.0,-4.893,1,0.0421,3.53e-06,0.374,0.553,0.527,139.952,356493.0,4,10 -Saindhavi,Narayana Ninna Namada,15.0,0.49,0.63,6.0,-9.583,1,0.0404,0.755,0.00103,0.109,0.386,160.025,6.865116667,5,0 -LAP√™CHE,Finally Trying,35.0,0.4,0.984,2.0,-4.771,1,0.0973,8.8e-06,0.897,0.118,0.455,148.96,183042.0,4,10 -spookyghostboy,flashlight,42.0,0.56,0.493,5.0,-9.111,1,0.0297,0.674,0.306,0.19,0.423,158.056,185560.0,4,6 -Fleetwood Mac,Big Love,52.0,0.639,0.757,10.0,-12.351,0,0.0496,0.00559,0.0509,0.134,0.643,125.209,3.64733333,4,10 -Wire,Outdoor Miner - 2006 Remastered Version,46.0,0.568,0.636,4.0,-8.862,1,0.0297,0.431,3.02e-06,0.492,0.71,124.37,104507.0,4,1 -Digitalism,Idealistic,40.0,0.604,0.808,,-6.135,0,0.0438,0.0126,0.0813,0.484,0.369,128.958,250693.0,4,6 -Static-X,Bring You Down (Project Regeneration),49.0,0.64,0.947,10.0,-7.267,0,0.0951,0.000699,0.327,0.375,0.204,126.989,215280.0,4,8 -Sylvester Weaver,Guitar Rag,36.0,0.467,0.122,2.0,-22.241,1,0.0366,0.954,0.902,0.132,0.411,111.256,178333.0,4,2 -Sarit Hadad,◊ñ◊î ◊©◊©◊ï◊û◊® ◊¢◊ú◊ô◊ô,20.0,0.348,0.625,1.0,-6.068,1,0.0317,0.471,,0.138,0.186,171.758,218093.0,4,9 -The White Stripes,Blue Orchid,65.0,0.481,0.645,10.0,-8.535,0,0.318,0.0863,6.2e-06,0.332,0.612,151.307,157560.0,4,10 -MO3,Mob (feat. Foogiano),42.0,0.893,0.606,11.0,-4.797,0,0.379,0.0374,,0.0886,0.56,145.142,145657.0,4,5 -Jackson Dean,Don‚Äôt Come Lookin‚Äô,,0.529,0.858,9.0,-6.015,1,0.0536,0.0115,2.91e-05,0.345,0.676,156.129,187957.0,4,10 -Cisco Adler,Sunday Vibe,58.0,0.747,0.662,7.0,-7.008,1,0.198,0.583,,0.136,0.532,155.78,186760.0,4,10 -Barns Courtney,"""99"" - Acoustic",39.0,0.457,0.528,2.0,-6.944,1,0.0315,0.624,,0.273,0.223,90.079,208697.0,4,10 -Live,Lakini's Juice,52.0,0.375,0.68,1.0,-7.015,1,0.0441,4.07e-05,0.0908,0.0851,0.367,91.424,299267.0,4,10 -Nathan Goshen,◊©◊†◊ô ◊ô◊ú◊ì◊ô◊ù ◊ë◊¢◊ï◊ú◊ù,53.0,0.406,0.354,2.0,-9.343,0,0.0355,0.52,1.25e-05,0.116,0.479,119.706,186264.0,4,9 -Duffy Power,I Don't Care,28.0,0.576,0.57,7.0,-7.994,1,0.0671,0.665,0.000663,0.095,0.92,117.843,162360.0,3,2 -Tom Odell,money,59.0,0.807,0.788,9.0,-6.043,0,0.109,0.273,0.00104,0.225,0.602,83.016,176250.0,4,6 -Dudu Aharon,◊î◊©◊ô◊® ◊©◊ú◊ö,18.0,0.559,0.529,11.0,-5.665,0,0.0356,0.455,,0.14,0.231,96.522,243947.0,4,9 -alt-J,Every Other Freckle,55.0,0.527,0.704,9.0,-7.632,1,0.0821,0.626,0.0402,0.117,0.516,143.884,216004.0,4,1 -Warpaint,Lilys - HBO ‚ÄòMade For Love‚Äô Cut,54.0,0.52,0.77,1.0,-8.29,0,0.0305,0.012,0.704,0.102,0.459,88.501,219937.0,4,6 -Exhorder,Hallowed Sound,28.0,0.492,0.985,7.0,-4.858,1,0.0859,1.6e-05,0.00174,0.249,0.342,97.012,307653.0,4,8 -FishXGrits,The Sequel,26.0,0.77,0.506,10.0,-8.854,0,0.12,0.3,4.78e-06,0.125,0.507,124.042,124011.0,4,5 -Country Joe & The Fish,Flying High,36.0,0.591,0.416,7.0,-15.476,1,0.0459,0.43,,0.648,0.803,126.881,161000.0,4,2 -Denny Freeman,Gotta Serve Somebody,33.0,0.714,0.662,4.0,-7.976,0,0.0254,0.0682,0.929,0.331,0.769,103.133,288613.0,4,2 -Sam Cooke,Bring It On Home to Me,68.0,0.523,0.402,,-8.233,1,0.0305,0.778,,0.432,0.675,70.863,162533.0,4,10 -Doja Cat,Freak,75.0,0.688,0.716,7.0,-5.702,1,0.0385,0.0969,,0.0989,0.373,116.912,4.741333333,3,9 -Lamb of God,Laid to Rest,65.0,0.366,0.956,10.0,-3.725,0,0.108,0.000293,0.00447,0.449,0.159,104.016,230127.0,3,10 -John Ozbay,A Paragon,42.0,0.284,0.0791,8.0,-23.738,1,0.0315,0.967,0.904,0.143,0.036,79.932,371625.0,4,1 -Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,10 -Bones Owens,Keep It Close,49.0,0.451,0.817,11.0,-5.124,1,0.038,0.0144,3.49e-06,0.103,0.459,79.974,220791.0,4,10 -David Bowie,Cat People (Putting Out Fire) - 2018 Remaster,50.0,0.502,0.867,10.0,-5.631,1,0.0501,0.063,0.000395,0.0918,0.752,128.295,309960.0,4,10 -P.O.D.,Southtown,,0.197,0.875,5.0,-6.129,1,0.095,0.00267,0.456,0.2,0.258,158.705,248693.0,4,8 -Twenty One Pilots,Choker,79.0,0.7,0.664,7.0,-8.211,1,0.0394,0.306,1.89e-05,0.249,0.585,142.009,223066.0,4,10 -Sigur R√≥s,Flugufrelsarinn,40.0,0.187,0.6,11.0,-7.013,0,0.0348,0.0291,0.512,0.195,0.0792,124.77,467933.0,4,10 -Captain Beefheart & His Magic Band,Zig Zag Wanderer,46.0,0.428,0.843,9.0,-7.655,1,0.0747,0.058,0.0334,0.115,0.885,143.758,158800.0,4,1 -"Ali Farka Touré, Toumani Diabaté",Warbé,38.0,0.594,0.221,4.0,-19.161,1,0.0478,0.937,0.914,0.353,0.372,148.34,4.854883333,4,7 -Eric Clapton,"Layla - Acoustic; Live at MTV Unplugged, Bray Film Studios, Windsor, England, UK, 1/16/1992; 1999 Remaster",57.0,0.51,0.389,2.0,-14.317,0,0.0384,0.286,0.000398,0.644,0.621,94.04,260440.0,4,10 -Yung Heazy,Someday,26.0,0.518,0.568,9.0,-10.301,1,0.0575,0.00405,,0.212,0.405,159.832,230665.0,4,6 -James Bay,Stealing Cars,40.0,0.457,0.236,3.0,-10.948,0,0.0294,0.844,3.05e-06,0.0962,0.357,87.623,223320.0,4,9 -If Ever (with Jack Johnson & Ben Harper),"Paula Fuga, Jack Johnson, Ben Harper",46.0,0.8,0.484,1.0,-7.583,1,0.036,0.679,2.49e-05,0.115,0.619,104.978,3.584883333,4,0 -Every Time I Die,Map Change,50.0,0.232,0.966,9.0,-4.045,0,0.119,3.54e-05,0.0267,0.504,0.234,102.448,296934.0,4,8 -Welles,Lovesong - Recorded at Spotify Studios NYC,33.0,0.373,0.812,9.0,-5.719,0,0.0469,0.000286,2.96e-05,0.249,0.399,146.302,251804.0,4,10 -Sway,Little Derek,28.0,0.515,0.729,1.0,-5.44,0,0.313,0.332,,0.0822,0.675,89.949,316310.0,4,5 -Catching Flies,GLY,51.0,0.669,0.563,5.0,-10.437,0,0.0357,0.25,0.917,0.142,0.394,119.974,220623.0,4,1 -Von Pariahs,I Want Her,11.0,0.383,0.875,9.0,-4.421,1,0.0638,0.0025,2.14e-06,0.0995,0.615,178.037,227693.0,4,10 -Eels,Novocaine For The Soul,56.0,0.409,0.717,6.0,-7.75,1,0.0395,0.000578,0.0632,0.0827,0.311,169.212,188693.0,4,1 -Janiva Magness,Whoop And Holler,12.0,0.636,0.918,9.0,-6.294,1,0.0559,0.531,9.85e-06,0.328,0.46,96.991,156773.0,4,2 -Whitney,Strange Overtones,52.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,206995.0,4,1 -Waxahatchee,Fruits of My Labor,54.0,0.465,0.427,,-9.882,1,0.0276,0.793,0.00144,0.0909,0.214,146.09,305041.0,3,1 -Coi Leray,No More Parties,75.0,0.827,0.394,11.0,-10.073,1,0.559,0.253,,0.12,0.715,157.0,192880.0,4,5 -All Time Low,Once In A Lifetime,68.0,0.492,0.911,1.0,-3.891,0,0.113,0.015,,0.345,0.429,168.024,189543.0,4,10 -Accept,Koolaid,53.0,0.548,0.904,11.0,-5.197,1,0.03,0.000429,0.0842,0.37,0.342,129.016,299720.0,4,8 -Fruition,Fire,43.0,0.472,0.813,9.0,-5.919,0,0.0399,0.12,0.000109,0.382,0.684,134.922,216085.0,4,2 -Hatena,INTEREST,33.0,0.65,0.628,11.0,-7.749,1,0.347,0.00242,0.112,0.102,0.767,122.39,154715.0,4,6 -Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,1 -Foals,Exits,57.0,0.483,0.858,9.0,-2.94,0,0.0346,0.0559,0.00107,0.514,0.712,188.055,357419.0,4,6 -Steely Dan,Any Major Dude Will Tell You,57.0,0.684,0.416,2.0,-15.367,1,0.0447,0.647,,0.0822,0.549,80.204,187267.0,4,10 -Call Me Karizma,Float,56.0,0.822,0.522,4.0,-8.744,0,0.0965,0.491,,0.101,0.0672,111.098,169093.0,4,1 -Lifehouse,Broken,59.0,0.534,0.708,11.0,-5.732,1,0.0402,0.089,,0.192,0.488,130.639,286480.0,4,10 -Bette Smith,Dance Monkey,37.0,0.635,0.615,6.0,-5.826,0,0.0332,0.576,0.00167,0.224,0.429,97.978,213980.0,4,2 -INXS,Never Tear Us Apart,68.0,0.664,0.613,,-7.56,1,0.0273,0.00309,0.000128,0.175,0.193,96.6,184587.0,3,10 -Charlie Hunter,Two For Bleu,36.0,0.603,0.57,2.0,-12.545,1,0.0512,0.265,0.827,0.0813,0.483,116.322,339333.0,4,10 -Savages,Husbands,34.0,0.294,0.86,6.0,-4.657,0,0.0392,3.22e-05,0.00252,0.06,0.146,176.858,170133.0,4,6 -Derya Yƒ±ldƒ±rƒ±m & Grup ≈ûim≈üek,Dom Dom Kur≈üunu,28.0,0.552,0.8,2.0,-4.941,0,0.0309,0.35,,0.361,0.93,190.096,293347.0,4,10 -Little Boots,Meddle,26.0,0.641,0.88,2.0,-3.094,1,0.156,0.0219,3.97e-05,0.0802,0.636,168.99,195947.0,4,1 -The Raconteurs,Blank Generation - Studio Version - Recorded at Electric Lady Studios,50.0,0.391,0.791,11.0,-5.964,0,0.0552,0.0232,0.295,0.124,0.582,131.09,233597.0,4,10 -Sebastian Bach,By Your Side,42.0,0.477,0.605,1.0,-7.417,0,0.0319,0.0512,,0.0563,0.0779,143.099,327533.0,4,10 -Shadows Fall,Thoughts Without Words,38.0,0.42,0.959,1.0,-4.058,1,0.155,0.00209,0.000686,0.203,0.322,89.583,271547.0,4,8 -Maybird,Gonna Lose Your Mind,30.0,0.58,0.709,9.0,-6.312,1,0.0302,1.82e-05,0.78,0.178,0.728,120.002,216392.0,4,6 -Daughter,Youth,69.0,0.396,0.535,,-11.09,1,0.0411,0.889,0.00678,0.116,0.435,146.416,253013.0,4,6 -Testament,Electric Crown,50.0,0.357,0.905,1.0,-7.787,1,0.0523,0.00395,0.000417,0.375,0.546,81.294,330227.0,4,8 -Latter Days (feat. Anaïs Mitchell),"Big Red Machine, Anaïs Mitchell",54.0,0.706,0.329,,-10.07,1,0.0286,0.734,0.0115,0.102,0.232,130.03,3.64045,4,0 -Todd La Torre,Vanguards of the Dawn Wall,26.0,0.416,0.968,1.0,-6.483,1,0.118,2.68e-05,0.0118,0.402,0.434,180.084,219200.0,4,8 -morgxn,PUMP THE BREAK,50.0,0.797,0.542,1.0,-5.131,1,0.0345,0.039,,0.314,0.394,102.045,192773.0,4,10 -Paris Youth Foundation,The Back Seat,37.0,0.489,0.919,6.0,-4.934,0,0.0543,0.000372,5.15e-06,0.0653,0.415,176.942,252035.0,3,6 -JayWood,What You Do To Me,35.0,0.495,0.868,7.0,-5.122,1,0.0621,0.124,0.815,0.0916,0.668,81.024,254024.0,4,9 -The Disaster Area,Bruised & Broken,43.0,0.418,0.939,7.0,-7.128,1,0.0966,0.000129,1.2e-06,0.143,0.306,160.141,196597.0,4,8 -Patrick Belaga,The Tunnel Is A Tower,21.0,0.338,0.199,3.0,-22.094,0,0.037,0.714,0.903,0.1,0.0863,83.871,208386.0,3,6 -Mail the Horse,Magnolia,36.0,0.647,0.507,,-9.186,1,0.0292,0.112,0.0117,0.103,0.711,94.633,280917.0,4,2 -Steve Hill,Slowly Slipping Away,35.0,0.384,0.444,7.0,-9.02,1,0.0345,0.311,0.000449,0.127,0.663,177.42,206493.0,4,2 -Wind Rose,Drunken Dwarves,44.0,0.444,0.958,,-4.65,1,0.0509,1.68e-05,0.271,0.358,0.677,160.017,272767.0,4,8 -Knesiyat Hasechel,Hainu Ossim Ahava (We Would Do Love),33.0,0.407,0.63,,-5.678,1,0.0302,0.00198,,0.294,0.37,90.613,191360.0,4,10 -C. James,Streetlights,40.0,0.611,0.265,11.0,-10.801,1,0.0349,0.733,0.0207,0.107,0.447,137.996,168719.0,4,9 -Soulive,"Born Under A Bad Sign ft Warren Haynes, Nigel Hall & DJ Logic",15.0,0.298,0.736,6.0,-7.76,0,0.0485,0.0213,2.14e-05,0.971,0.622,114.193,420000.0,4,10 -Aviv Geffen,◊¢◊ï◊†◊ï◊™,41.0,0.318,0.848,10.0,-8.355,1,0.0325,0.00162,1.39e-06,0.124,0.888,193.39,235000.0,4,10 -Daniella Tourgeman,◊©◊ï◊ù ◊ì◊ë◊® ◊ú◊ê ◊¢◊ï◊ñ◊®,12.0,0.387,0.417,,-8.408,1,0.0286,0.571,0.000781,0.0771,0.316,140.636,202977.0,3,10 -Pearl Jam,Even Flow,75.0,0.394,0.944,10.0,-6.506,0,0.0761,0.00178,4.54e-06,0.298,0.265,105.338,292581.0,4,10 -Dominik Buchheim,Morgensonne,46.0,0.56,0.0792,2.0,-18.169,1,0.0609,0.992,0.924,0.141,0.272,125.561,3.05295,4,7 -Tim Garland,The Autumn Gate,45.0,0.261,0.185,9.0,-13.766,1,0.0353,0.867,0.725,0.0984,0.141,116.632,4.351116667,3,7 -The Beach Boys,Surfin' U.S.A. - Remastered 2001,73.0,0.55,0.854,3.0,-5.968,1,0.036,0.661,,0.112,0.965,159.231,2.48955,4,10 -Lielle,◊™◊®◊©◊ï◊ù,24.0,0.768,0.598,6.0,-9.952,1,0.185,0.326,2.9e-05,0.161,0.761,122.019,190940.0,4,5 -If I Told,Courtney Marie Andrews,50.0,0.283,0.221,10.0,-15.344,1,0.0423,0.841,0.000595,0.0975,0.299,80.413,4.966883333,4,0 -MAN WITH A MISSION,Perfect Clarity,49.0,0.448,0.695,,-7.263,1,0.0388,0.00747,,0.121,0.449,136.744,271167.0,4,10 -Arthur Moon,Status Monster,27.0,0.485,0.428,7.0,-9.483,1,0.055,0.214,0.0013,0.294,0.256,161.903,180396.0,3,10 -Coldplay,Princess of China,67.0,0.42,0.69,9.0,-6.221,0,0.0347,0.00385,0.015,0.287,0.237,85.014,239216.0,4,10 -Help Me Down,Wilderado,45.0,0.633,0.304,,-11.947,1,0.031,0.846,0.00403,0.112,0.355,119.837,3.673433333,4,0 -Volumes,Left For Dead,33.0,0.35,0.907,1.0,-4.882,1,0.105,3.08e-05,6.56e-05,0.0999,0.143,193.754,136907.0,4,8 -Dirty Honey,The Wire,46.0,0.389,0.894,8.0,-4.237,1,0.0873,0.000621,0.000223,0.429,0.691,184.101,185120.0,4,10 -Squid,The Cleaner,44.0,0.49,0.778,8.0,-6.575,1,0.083,0.0149,0.00265,0.104,0.552,136.549,453212.0,4,6 -Barnaby Keen,Trust Me,14.0,0.651,0.434,7.0,-9.028,1,0.0249,0.622,0.00203,0.101,0.628,85.972,221515.0,4,10 -Luna Li,Cherry Pit,46.0,0.71,0.649,9.0,-7.058,1,0.0367,0.218,0.000109,0.105,0.772,120.798,253067.0,4,6 -QUE.,OG Bobby Johnson,41.0,0.974,0.972,1.0,-3.879,1,0.212,0.0155,,0.371,0.513,110.97,196757.0,4,5 -Asha Bhosle,Ab Ke Baras Bhejo Bhaiya,4.0,0.349,0.298,1.0,-11.061,1,0.0409,0.974,6.78e-05,0.11,0.547,87.627,3.585783333,3,3 -Parkway Drive,Prey,63.0,0.27,0.964,6.0,-4.545,1,0.0866,3.28e-05,0.0247,0.525,0.325,99.731,255231.0,3,8 -J.D. Short,By The Spoonful,24.0,0.655,0.291,7.0,-10.863,1,0.0777,0.409,5.23e-06,0.103,0.674,114.993,229093.0,4,2 -Late Bloomer,Heaven,24.0,0.178,0.684,,-6.301,1,0.0415,5.82e-05,0.00151,0.172,0.283,201.324,201333.0,4,1 -Caamp,Officer of Love,65.0,0.662,0.574,4.0,-8.696,1,0.0261,0.298,0.00902,0.115,0.948,109.085,239805.0,4,1 -Itay Levi,◊õ◊ú ◊î◊¢◊ô◊® ◊ô◊ï◊ì◊¢◊™,33.0,0.503,0.576,2.0,-5.389,0,0.0359,0.581,,0.0731,0.36,156.204,212814.0,4,9 -Balto,Lost on the Young,34.0,0.267,0.738,9.0,-5.541,1,0.0464,0.0419,1.35e-06,0.0812,0.488,161.09,193067.0,4,10 -No Sinner,Leadfoot,35.0,0.345,0.852,11.0,-4.245,1,0.0499,0.00016,0.0165,0.157,0.396,137.089,245213.0,4,2 -Rival Sons,Do Your Worst,59.0,0.392,0.791,2.0,-2.785,1,0.0509,0.0113,1.43e-06,0.326,0.413,83.868,210493.0,4,10 -Dudu Aharon,◊®◊ß ◊ê◊î◊ë◊î ◊û◊ì◊ë◊®◊™,20.0,0.842,0.529,4.0,-7.275,0,0.0597,0.288,,0.106,0.645,126.034,209521.0,4,9 -The Cult,Sweet Soul Sister,47.0,0.442,0.866,5.0,-9.245,1,0.0614,0.124,0.0103,0.159,0.151,93.012,308267.0,4,10 -Absofacto,Dissolve,72.0,0.688,0.582,6.0,-10.668,0,0.0542,0.23,0.000157,0.0663,0.872,85.486,224661.0,4,10 -Handsome Ghost,Weeds,46.0,0.579,0.325,,-9.835,1,0.0284,0.721,2.24e-06,0.403,0.428,79.985,4.22783333,4,0 -Lowell Fulson,Reconsider Baby,46.0,0.636,0.668,,-6.857,1,0.0568,0.749,0.00121,0.0555,0.666,94.668,189133.0,4,2 -Kenny Wayne Shepherd,I Want You,34.0,0.43,0.814,3.0,-5.079,1,0.0511,0.00956,0.151,0.0962,0.711,130.973,387707.0,4,2 -Michael Bublé,Lost - Live from Madison Square Garden,35.0,0.442,0.342,11.0,-8.65,1,0.0356,0.672,,0.809,0.268,131.289,3.936666667,4,9 -Robert Gordon,Rock Billy Boogie,42.0,0.549,0.832,11.0,-10.938,0,0.0497,0.668,0.335,0.0708,0.792,193.911,153333.0,4,10 -Salt-N-Pepa,Shoop,68.0,0.939,0.675,,-7.232,1,0.211,0.0915,,0.0565,0.795,96.918,248573.0,4,5 -RARIA,Tried To Love You,35.0,0.71,0.483,5.0,-9.783,0,0.127,0.538,,0.0832,0.705,97.065,148074.0,4,9 -Carlos Cipa,"Fantasia on Bach (on Steinway Grand, 1975)",45.0,0.18,0.00554,9.0,-25.285,1,0.0458,0.892,0.82,0.123,0.0323,82.371,175507.0,5,6 -Jack Rabbit Slim,Rock-a-Cha,35.0,0.571,0.858,11.0,-6.882,0,0.0399,0.00541,3.71e-05,0.308,0.566,95.248,121253.0,4,10 -SAINt JHN,Pray 4 Me (feat. Kanye West),43.0,0.543,0.481,1.0,-7.127,0,0.276,0.608,,0.104,0.124,83.03,173453.0,4,5 -Ayron Jones,Supercharged,,0.566,0.963,1.0,-3.835,0,0.05,0.000618,6.77e-05,0.361,0.861,130.059,182065.0,4,8 -Overcoats,New Shoes,48.0,0.577,0.222,7.0,-10.568,1,0.0291,0.962,3.1e-05,0.359,0.166,136.048,198373.0,3,6 -Mercyful Fate,Curse of the Pharaohs,46.0,0.297,0.798,4.0,-9.999,1,0.0782,0.000113,0.0772,0.132,0.544,137.397,237107.0,4,8 -A Tribe Called Quest,Find a Way,63.0,0.773,0.581,8.0,-8.466,1,0.432,0.0352,,0.485,0.711,94.093,203067.0,4,5 -St. Vincent,Los Ageless,58.0,0.527,0.716,5.0,-6.029,0,0.0616,0.0698,8.71e-05,0.0737,0.331,99.426,281347.0,4,6 -Tyler Childers,House Fire (feat. The Travelin' McCourys),51.0,0.451,0.495,5.0,-9.996,1,0.0318,0.472,0.0247,0.255,0.741,121.624,214656.0,4,1 -The Struts,In Love With A Camera,49.0,0.557,0.886,,-3.092,1,0.0378,0.000125,0.000199,0.355,0.638,127.982,202401.0,4,10 -Tal Bachman,She's so High,72.0,0.537,0.84,9.0,-4.626,1,0.0363,0.2,2.15e-06,0.0998,0.211,124.269,224693.0,4,10 -Exanimate,Grey State,19.0,0.474,0.892,7.0,-6.242,1,0.0979,0.000143,1.25e-06,0.167,0.145,119.877,240500.0,4,8 -Metallica,Whiplash - Remastered,56.0,0.384,0.916,4.0,-6.468,0,0.0983,0.000611,0.422,0.14,0.192,158.042,248547.0,4,8 -Rod Stewart,It's All Over Now,27.0,0.345,0.861,7.0,-8.823,1,0.0471,0.425,0.00174,0.133,0.848,176.942,386227.0,4,2 -Victor Solf,Call Your Grandma,42.0,0.872,0.438,1.0,-10.59,1,0.0356,0.515,0.521,0.0722,0.961,116.985,161267.0,4,6 -Taylor Swift,You Need To Calm Down,80.0,0.771,0.671,2.0,-5.617,1,0.0553,0.00929,,0.0637,0.714,85.026,171360.0,4,9 -Rexxie,KPK (Ko Por Ke),57.0,0.818,0.836,8.0,-6.113,0,0.0391,0.0934,0.422,0.088,0.305,123.02,191723.0,4,9 -Noy Fadlon,◊°◊ï◊ï◊ì◊®,35.0,0.6,0.438,7.0,-7.162,1,0.0457,0.746,,0.147,0.22,127.788,199253.0,4,9 -Albert King,Born Under A Bad Sign - Mono Mix,59.0,0.711,0.483,11.0,-11.211,1,0.0298,0.434,0.012,0.0284,0.884,91.652,169998.0,4,2 -Editors,Ocean of Night,54.0,0.567,0.666,,-9.647,1,0.0298,0.0244,0.251,0.107,0.251,106.001,305489.0,4,1 -Snoop Dogg,Gin N Juice (feat. Dat Nigga Daz),74.0,0.549,0.853,7.0,-4.293,1,0.188,0.0285,0.000296,0.618,0.346,94.695,211493.0,4,5 -David Guetta,Pa' La Cultura,63.0,0.755,0.854,9.0,-4.288,0,0.0517,0.0249,1.58e-05,0.389,0.588,105.038,235603.0,4,9 -Foghat,Gotta Get to Know You,30.0,0.419,0.595,7.0,-14.512,1,0.0607,0.373,0.157,0.058,0.366,89.901,463973.0,4,2 -Latto,Step It Up,59.0,0.961,0.617,11.0,-5.76,1,0.344,0.26,,0.149,0.734,125.009,161280.0,4,5 -MOSES,You Need L,23.0,0.462,0.865,2.0,-3.71,1,0.0351,0.00239,0.000769,0.0951,0.283,99.984,210563.0,4,10 -Editors,Munich,62.0,0.173,0.872,7.0,-4.39,0,0.0533,0.00052,0.0353,0.324,0.39,149.361,226427.0,4,1 -Lush,Nothing Natural,40.0,0.447,0.796,11.0,-12.171,0,0.0333,0.00689,0.807,0.0626,0.913,105.984,354640.0,4,10 -Queen,It's A Hard Life - Remastered 2011,58.0,0.42,0.599,3.0,-6.188,1,0.0291,0.422,,0.159,0.299,82.336,4.11621667,4,10 -Earth Eater,Longclaw,28.0,0.466,0.965,1.0,-3.29,1,0.211,0.00112,0.0565,0.247,0.0591,99.971,320400.0,4,8 -Plustwo,Melody (1983 Club Vinyl Mix),60.0,0.91,0.736,5.0,-3.517,1,0.0495,0.266,0.0811,0.0759,0.938,121.985,236588.0,4,6 -Eden Alene,Feker Libi,46.0,0.737,0.907,8.0,-2.982,1,0.131,0.238,2.64e-05,0.0962,0.563,119.915,183747.0,4,9 -Zohar Argov,◊û◊î ◊ú◊ö ◊ô◊ú◊ì◊î,26.0,0.415,0.749,9.0,-7.589,0,0.0348,0.0196,0.078,0.0931,0.37,98.244,311440.0,3,9 -Megadeth,Dread and the Fugitive Mind,45.0,0.51,0.83,4.0,-4.586,0,0.0863,4.34e-05,0.21,0.0806,0.483,164.175,265133.0,4,8 -Artur Menezes,Fading Away,40.0,0.643,0.913,8.0,-4.538,1,0.0351,0.00651,0.0017,0.0427,0.449,112.988,224427.0,4,10 -Torchia,Sky,28.0,0.468,0.977,9.0,-4.839,0,0.109,2.6e-05,0.824,0.158,0.0898,124.917,287933.0,4,8 -Cee Cee James,So Grateful,35.0,0.434,0.109,1.0,-15.279,1,0.0355,0.983,0.000376,0.114,0.25,93.659,347533.0,4,2 -HAVAMAL,Hel,29.0,0.29,0.955,4.0,-5.943,0,0.322,0.000665,0.00104,0.131,0.112,170.149,351623.0,4,8 -Lamb of God,Ghost Walking,47.0,0.511,0.993,1.0,-3.341,1,0.131,0.000326,8.32e-06,0.288,0.322,129.986,270693.0,5,8 -Biosphere,Angel's Flight,45.0,0.548,0.282,1.0,-16.643,1,0.0362,0.946,0.946,0.112,0.311,141.959,352357.0,1,6 -Vague d' Azur,Farinole,33.0,0.726,0.548,9.0,-10.048,0,0.0366,0.159,0.126,0.612,0.579,113.986,197895.0,4,6 -Asquith,NFT - Bass Mix,19.0,0.45,0.992,10.0,-6.055,0,0.116,0.000253,0.916,0.475,0.848,147.941,294163.0,4,6 -Mor,◊ñ◊ô◊õ◊®◊ï◊ü ◊ô◊©◊ü,37.0,0.585,0.457,7.0,-7.809,0,0.0516,0.345,,0.321,0.132,143.793,232000.0,4,9 -T. Rex,Bang a Gong (Get It On) - 2003 Remaster,63.0,0.729,0.818,2.0,-9.992,1,0.0732,0.157,0.284,0.195,0.906,125.814,4.45,4,10 -Megan Thee Stallion,Thot Shit,88.0,0.95,0.693,9.0,-3.424,1,0.0898,0.0133,,0.173,0.891,130.02,3.07725,4,9 -Dudu Tassa,◊ú◊ï◊ú◊î,42.0,0.503,0.601,11.0,-5.991,0,0.0319,0.53,,0.133,0.302,151.852,198667.0,4,10 -Storm Orchestra,The Shining of My Soul,15.0,0.444,0.741,2.0,-5.391,0,0.0379,0.000883,1.54e-06,0.0895,0.257,95.089,210316.0,4,10 -Sillaba,Na,12.0,0.376,0.0843,1.0,-14.414,1,0.0467,0.989,0.949,0.191,0.172,94.195,3.32035,4,7 -"Claude Debussy, Daniel Hope, Zürcher Kammerorchester","Rêverie, L. 68 (Arr. Badzura)",32.0,0.162,0.0669,5.0,-21.458,1,0.0448,0.943,0.607,0.131,0.04,81.937,6.1469,4,7 -strawbey,how do you feel,36.0,0.282,0.473,6.0,-9.029,0,0.0318,0.284,0.749,0.107,0.046,105.179,297613.0,4,6 -The Raincoats,Lola,50.0,0.523,0.854,9.0,-8.27,1,0.0954,0.478,0.000939,0.271,0.83,146.688,243507.0,4,6 -Pepe Mogt,Endless Staircase,32.0,0.811,0.157,11.0,-16.566,1,0.0428,0.972,0.95,0.108,0.559,116.014,331035.0,4,6 -Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,1 -Eviatar Banai,◊ê◊ï◊™◊ô◊ï◊™ ◊§◊ï◊®◊ó◊ï◊™ ◊ë◊ê◊ï◊ô◊®,34.0,0.537,0.847,11.0,-4.261,0,0.0278,0.488,0.000131,0.12,0.557,90.01,211893.0,4,10 -Adam Douglas,Change My Mind,35.0,0.341,0.473,9.0,-7.097,1,0.0339,0.389,3.83e-05,0.273,0.2,132.764,301304.0,4,2 -Masked Wolf,Astronaut In The Ocean,97.0,0.778,0.695,4.0,-6.865,0,0.0913,0.175,,0.15,0.472,149.996,132780.0,4,9 -Stone Sour,Bother,66.0,0.272,0.281,1.0,-7.634,1,0.0287,0.388,2.29e-05,0.158,0.141,89.914,240400.0,4,8 -Fink,Boneyard - Edit,41.0,0.386,0.475,,-8.254,0,0.0265,0.843,0.000106,0.355,0.391,106.538,200000.0,3,2 -grandson,Oh No!!!,58.0,0.609,0.659,2.0,-7.218,1,0.0442,0.00592,0.000292,0.161,0.522,80.996,215035.0,4,10 -Jason Isbell and the 400 Unit,Dreamsicle,56.0,0.53,0.55,2.0,-6.907,1,0.0249,0.163,2.21e-06,0.252,0.492,97.334,224034.0,4,1 -Sons Of Apollo,Desolate July,26.0,0.472,0.848,6.0,-5.975,0,0.0498,0.000396,0.216,0.146,0.234,134.999,358893.0,4,8 -Silent Theory,The Price,39.0,0.64,0.874,7.0,-4.966,1,0.0367,0.000756,,0.0811,0.426,114.992,216576.0,4,8 -Ava Max,EveryTime I Cry,79.0,0.727,0.832,9.0,-4.327,0,0.0366,0.181,,0.0615,0.213,127.035,2.96426667,4,9 -System Of A Down,Chop Suey!,80.0,0.417,0.934,7.0,-3.908,0,0.119,0.000278,0.0015,0.132,0.287,127.066,210240.0,4,8 -Taleban Dooda,Chopstix,46.0,0.787,0.674,5.0,-5.971,0,0.283,0.0474,,0.0697,0.765,130.099,114462.0,4,5 -Rick Springfield,Jessie's Girl,65.0,0.717,0.588,2.0,-13.953,1,0.0535,0.331,,0.102,0.852,131.537,3.23778333,4,10 -Bright Eyes,Lua,49.0,0.618,0.155,2.0,-17.031,1,0.0799,0.811,3.3e-05,0.077,0.305,105.325,271600.0,3,6 -Zero 9:36,In My Hands,49.0,0.411,0.889,,-4.224,0,0.155,0.000664,,0.139,0.589,196.163,164191.0,4,10 -The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,6 -Molly Payton,How to Have Fun,38.0,0.64,0.818,11.0,-5.76,0,0.0312,0.00612,0.751,0.0989,0.644,115.996,211360.0,4,6 -Smallpools,the answer,53.0,0.659,0.931,2.0,-4.957,0,0.0326,0.0182,3.63e-05,0.347,0.861,115.965,170667.0,4,10 -Sarit Hadad,◊ë◊ú◊ô ◊©◊ë◊ô◊ß◊©◊™◊ô,26.0,0.701,0.644,9.0,-5.54,0,0.0288,0.606,,0.0864,0.627,107.966,226018.0,4,9 -The Beatles,With A Little Help From My Friends - Remastered 2009,65.0,0.705,0.515,4.0,-9.343,1,0.0337,0.365,,0.389,0.803,112.035,164107.0,4,10 -Van Der Graaf Generator,Cat's Eye/Yellow Fever (Running),32.0,0.312,0.411,2.0,-16.816,0,0.0568,0.281,0.0111,0.066,0.287,93.57,320227.0,4,10 -Sodom,Sodom & Gomorrah,34.0,0.26,0.997,7.0,-5.629,1,0.108,0.000104,0.33,0.338,0.0352,174.952,246227.0,4,8 -Coldplay,Sparks,75.0,0.371,0.268,1.0,-10.506,1,0.0281,0.748,0.0517,0.104,0.165,102.617,227093.0,3,10 -Numl6ck,stuck,51.0,0.681,0.765,5.0,-4.574,1,0.0352,0.06,,0.367,0.185,92.534,126504.0,4,5 -Altin G√ºn,Y√ºce Dag Basinda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,6 -Bush,Swallowed - Remastered,52.0,0.253,0.565,1.0,-6.116,1,0.0368,0.0014,0.000225,0.272,0.127,179.492,291053.0,4,10 -Missy Elliott,Get Ur Freak On,70.0,0.797,0.75,,-9.369,1,0.247,0.533,0.108,0.095,0.74,177.87,211120.0,4,5 -King Quartz,Vcrheadaches - Negative 32 Memphis,21.0,0.482,0.513,5.0,-8.54,0,0.0315,0.00307,0.928,0.106,0.16,146.218,148870.0,4,6 -Pool Toys,Slow Down,10.0,0.332,0.67,6.0,-8.706,0,0.0633,0.244,0.000675,0.393,0.461,89.487,250191.0,4,9 -Tears For Fears,Mad World,65.0,0.647,0.896,4.0,-5.949,1,0.0509,0.0709,0.0505,0.0614,0.953,118.729,215400.0,4,6 -Rodney Atkins,Watching You,68.0,0.625,0.848,2.0,-4.008,1,0.0314,0.105,,0.23,0.716,137.993,3.923783333,4,4 -Mel McDaniel,Louisiana Saturday Night,66.0,0.686,0.622,2.0,-7.31,1,0.0857,0.532,,0.0511,0.982,163.245,2.403116667,4,4 -Jack Harlow,Baxter Avenue,55.0,0.7,0.676,8.0,-8.74,1,0.372,0.15,,0.106,0.684,92.597,207797.0,4,5 -Tim McGraw,Just To See You Smile,66.0,0.492,0.823,6.0,-8.526,1,0.0297,0.127,,0.0523,0.702,94.342,3.586216667,4,4 -Bobby Rush,Chicken Heads,37.0,0.848,0.651,9.0,-8.465,1,0.0657,0.0849,0.00139,0.138,0.844,88.818,154009.0,4,2 -Cap Kendricks,DOOM,48.0,0.725,0.493,9.0,-8.844,0,0.238,0.0591,0.0193,0.152,0.639,84.019,136786.0,4,5 -Daichi Yamamoto,maybe,32.0,0.611,0.638,,-6.669,0,0.18,0.434,,0.129,0.617,83.4,194643.0,4,6 -Bebe Rexha,Break My Heart Myself (feat. Travis Barker),72.0,0.751,0.857,1.0,-4.385,0,0.0752,0.31,,0.0801,0.501,104.984,151999.0,4,9 -Arik Einstein,◊ß◊ó ◊ú◊ö ◊ê◊ô◊©◊î - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,31.0,0.512,0.68,11.0,-11.246,0,0.0519,0.00335,,0.062,0.315,137.099,237653.0,4,10 -Fleetwood Mac,Songbird - 2004 Remaster,61.0,0.58,0.0842,5.0,-15.52,1,0.0302,0.982,0.00126,0.11,0.388,92.123,200813.0,4,10 -Little Simz,Introvert,63.0,0.313,0.87,1.0,-6.613,0,0.114,0.432,0.0191,0.116,0.117,92.685,362653.0,4,9 -Traceless,Ghost,33.0,0.469,0.85,6.0,-3.865,0,0.124,0.0133,5.47e-05,0.148,0.435,146.97,180677.0,4,8 -Hiss Golden Messenger,I Need a Teacher,48.0,0.5,0.764,9.0,-7.569,1,0.0407,0.369,0.00193,0.319,0.683,85.981,197597.0,4,1 -The Blasters,American Music,35.0,0.455,0.918,4.0,-8.666,1,0.0527,0.00706,0.0399,0.278,0.97,192.586,127627.0,4,10 -Superheaven,Next To Nothing,34.0,0.437,0.8,8.0,-5.296,1,0.0327,0.000222,0.0582,0.0814,0.292,164.073,244359.0,4,10 -Mandevilla,A Time For Love,55.0,0.413,0.216,7.0,-18.276,0,0.0323,0.972,0.933,0.366,0.12,121.925,5.13645,4,7 -Michael Burks,What Are You Doin' to Me,23.0,0.513,0.689,,-6.497,1,0.0338,0.0261,0.0205,0.404,0.794,98.4,238013.0,4,2 -KUƒåKA,No Good For Me,38.0,0.779,0.546,6.0,-9.41,0,0.0508,0.00342,0.757,0.0824,0.744,125.016,215117.0,4,1 -James TW,When You Love Someone - Acoustic,63.0,0.712,0.298,7.0,-8.363,1,0.0407,0.779,,0.115,0.568,125.019,3.50178333,4,0 -George Thorogood & The Destroyers,"Ride On Josephine - Live In Boston, Massachusetts / 1982",25.0,0.467,0.965,7.0,-7.451,1,0.105,0.0189,0.198,0.979,0.441,106.17,501010.0,4,2 -Moneybagg Yo,Wockesha,75.0,0.582,0.537,,-9.229,1,0.619,0.129,,0.0749,0.771,82.103,180930.0,4,5 -Jeff Beck,Isolation,49.0,0.326,0.813,2.0,-5.938,1,0.1,0.00923,0.000151,0.127,0.202,136.78,314522.0,4,10 -Slowdive,When The Sun Hits,63.0,0.33,0.532,2.0,-11.764,1,0.0263,0.00101,0.709,0.101,0.218,93.512,285907.0,4,10 -Obituary,Slowly We Rot,44.0,0.275,0.947,,-6.696,1,0.0835,1.08e-05,0.00968,0.124,0.0835,107.1,218427.0,3,8 -Fat Joe,Sunshine (The Light),74.0,0.8,0.832,,-5.497,1,0.266,0.087,,0.322,0.736,106.983,149725.0,4,5 -13th Floor Elevators,Slip Inside This House - Stereo LP Version,43.0,0.555,0.694,9.0,-8.453,0,0.0426,0.101,,0.123,0.602,127.423,482278.0,4,10 -Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,6 -Mukesh,Maine Tere Liye,30.0,0.596,0.66,3.0,-6.083,1,0.0309,0.85,0.000392,0.371,0.894,126.195,3.108216667,4,3 -Lenny Kravitz,Fields Of Joy,45.0,0.534,0.577,11.0,-10.774,0,0.0387,0.0352,0.0103,0.0981,0.218,83.973,237467.0,4,10 -Architects,Broken Cross,48.0,0.434,0.956,8.0,-4.888,1,0.141,3.02e-05,0.000252,0.119,0.174,159.977,232939.0,4,8 -St. Paul & The Broken Bones,Call Me,61.0,0.573,0.786,7.0,-4.354,1,0.0352,0.0634,0.212,0.117,0.612,110.289,171267.0,4,9 -Combichrist,Understand,34.0,0.506,0.88,4.0,-6.156,0,0.0374,2.54e-05,0.00127,0.09,0.034,130.029,334921.0,4,8 -Eryn Martin,Ball - Remix,45.0,0.604,0.481,8.0,-11.443,1,0.051,0.0221,0.00147,0.122,0.158,82.481,220347.0,4,1 -Daklon,◊ê◊ô◊ô◊ú◊™ ◊ó◊ü,30.0,0.476,0.729,7.0,-7.457,0,0.0492,0.431,,0.0775,0.967,165.378,291520.0,4,9 -Chelsea Collins,Hotel Bed (feat. Swae Lee),59.0,0.631,0.742,7.0,-4.784,1,0.0949,0.294,,0.148,0.474,149.909,202114.0,4,9 -Artur Menezes,Fading Away,40.0,0.643,0.913,8.0,-4.538,1,0.0351,0.00651,0.0017,0.0427,0.449,112.988,224427.0,4,2 -The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,6 -Lera Lynn,Shape Shifter,34.0,0.805,0.684,11.0,-8.304,0,0.0295,0.00601,0.0781,0.12,0.962,130.042,231227.0,4,2 -Icon For Hire,Brittle,53.0,0.623,0.881,11.0,-4.633,0,0.0511,0.00247,,0.132,0.238,145.975,208500.0,4,10 -Junior Mesa,All Or Nothin,45.0,0.606,0.63,5.0,-7.867,0,0.0603,0.237,,0.149,0.707,74.982,148083.0,4,9 -Oliver Malcolm,Runaway,,0.691,0.753,11.0,-6.098,0,0.0634,0.000266,0.31,0.107,0.886,157.903,125689.0,4,10 -Dro Kenji,Kill Cupid,62.0,0.77,0.58,4.0,-6.371,1,0.0461,0.0136,,0.111,0.202,115.98,249475.0,4,5 -Carlos Cipa,Surges (variation),47.0,0.41,0.0123,,-29.161,0,0.0419,0.993,0.9,0.0871,0.0355,119.505,320000.0,4,1 -Ulver,Ulvsblakk,36.0,0.589,0.358,9.0,-9.943,0,0.0348,0.752,0.749,0.107,0.1,117.011,416157.0,4,8 -Wind on Tin,Jess Williamson,33.0,0.576,0.451,9.0,-9.024,0,0.0275,0.415,0.139,0.128,0.302,109.98,3.108483333,4,0 -Maximillian,Love Like This,60.0,0.696,0.488,3.0,-8.398,1,0.0489,0.273,,0.594,0.425,140.181,167289.0,4,9 -Black Stone Cherry,Me and Mary Jane,49.0,0.458,0.931,6.0,-3.806,0,0.111,0.0014,0.000105,0.135,0.695,84.954,248147.0,4,10 -lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,6 -The Fall of Troy,Mouths Like Sidewinder Misssles,46.0,0.383,0.883,,-4.854,1,0.0978,0.0057,0.0216,0.21,0.392,123.9,224347.0,4,10 -Caspr,Coke Nose,3.0,0.668,0.645,1.0,-5.986,0,0.0483,0.0131,1.65e-05,0.138,0.424,155.013,164118.0,4,5 -The Sweetgreens,Moon River,59.0,0.601,0.0371,2.0,-25.963,0,0.0399,0.885,0.578,0.0991,0.121,112.603,3.225216667,4,7 -Noa Faran,The Rumour,12.0,0.854,0.628,11.0,-6.359,0,0.13,0.427,,0.15,0.619,99.972,162147.0,4,5 -Jade Like The Stone,Fire In The Blood - Live Masterlink Session,16.0,0.604,0.462,7.0,-9.875,0,0.0394,0.455,0.00109,0.0801,0.565,86.025,257430.0,4,10 -Catatonia,Mulder and Scully,49.0,0.512,0.813,6.0,-5.294,0,0.0428,0.0299,,0.0765,0.597,108.798,251266.0,4,6 -Dashboard Confessional,Vindicated,54.0,0.513,0.811,3.0,-3.391,1,0.0348,0.0272,,0.0855,0.323,86.012,201347.0,4,10 -Fifty Foot Hose,If Not This Time,25.0,0.297,0.617,2.0,-9.132,1,0.0338,0.268,0.00861,0.112,0.345,171.977,218667.0,4,2 -Tai Verdes,DRUGS,67.0,0.868,0.449,8.0,-7.713,1,0.0694,0.107,,0.631,0.746,106.852,159547.0,4,9 -Larry Tee,Licky (Work It Out) - Herv√© Goes Low Remix,18.0,0.943,0.891,7.0,-3.567,1,0.366,0.0477,0.000181,0.0704,0.679,125.959,359987.0,4,1 -The Bright Light Social Hour,Sun King,40.0,0.556,0.683,1.0,-9.149,0,0.0374,0.101,0.0577,0.229,0.694,101.006,190135.0,4,6 -The Sleepy Jackson,Good Dancers,44.0,0.529,0.841,11.0,-4.724,0,0.0301,0.0426,0.0136,0.144,0.725,111.997,252133.0,4,1 -King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,6 -Edwin McCain,T.C.B. or T.Y.A.,34.0,0.74,0.958,10.0,-2.236,1,0.154,0.251,5.84e-06,0.213,0.83,104.069,218507.0,4,10 -BTS,Dynamite,89.0,0.746,0.765,6.0,-4.41,0,0.0993,0.0112,,0.0936,0.737,114.044,199054.0,4,9 -Ustad Raees Khan,Hans Dhuni,25.0,0.508,0.65,9.0,-9.123,1,0.0286,0.404,0.349,0.0664,0.173,99.925,3.987,4,0 -The Used,Cathedral Bell,38.0,0.424,0.57,4.0,-7.031,0,0.159,0.00278,0.709,0.311,0.495,180.043,184707.0,1,10 -Steven Wilson,PERSONAL SHOPPER,46.0,0.594,0.639,7.0,-12.519,1,0.0346,0.0546,0.111,0.112,0.218,124.997,589307.0,4,10 -Hadag Nahash,◊©◊û◊©,43.0,0.551,0.68,11.0,-6.866,0,0.0383,0.441,0.000109,0.409,0.387,79.979,214756.0,4,5 -Brant Bjork,Chocolatize,34.0,0.364,0.911,10.0,-7.905,0,0.0419,0.0385,0.000277,0.204,0.68,102.666,154976.0,4,10 -Bone Crusher,Never Scared (feat. Killer Mike & T.I.) - Club Mix,57.0,0.586,0.927,11.0,-4.077,0,0.194,0.00924,1.85e-06,0.344,0.528,73.023,316133.0,4,5 -Pearl Jam,Amongst The Waves,50.0,0.558,0.747,9.0,-6.07,1,0.0319,0.00371,,0.142,0.558,127.102,238880.0,4,10 -Geva Alon,Hungry,16.0,0.56,0.307,1.0,-10.425,0,0.0322,0.8,3.05e-05,0.128,0.226,125.07,196200.0,4,6 -Greta Van Fleet,Age Of Man,56.0,0.46,0.601,6.0,-5.486,0,0.0304,0.0377,0.715,0.0954,0.247,136.912,366187.0,4,10 -AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,1 -Reminisce,Ogaranya,46.0,0.794,0.742,5.0,-6.497,0,0.103,0.0352,0.00768,0.124,0.657,100.002,192888.0,4,9 -Def Leppard,High 'N' Dry (Saturday Night),45.0,0.525,0.897,2.0,-7.373,1,0.0389,0.0251,0.765,0.131,0.88,121.427,206550.0,4,10 -Lucy Dacus,Forever Half Mast,38.0,0.616,0.461,9.0,-10.313,1,0.0263,0.135,0.00312,0.124,0.333,109.985,242488.0,4,1 -Naia Izumi,Soft Spoken,36.0,0.365,0.309,9.0,-12.458,0,0.0888,0.156,1.87e-06,0.0642,0.531,176.19,264000.0,3,1 -Rami Fortis,◊ê◊™ ◊ú◊ê,19.0,0.569,0.753,7.0,-6.946,1,0.0376,0.00189,,0.619,0.376,94.289,206267.0,4,10 -Nill,Control,47.0,0.561,0.777,11.0,-6.81,0,0.374,0.01,,0.752,0.489,119.952,208109.0,4,1 -Liran Danino,◊¶◊û◊ê◊î ◊ú◊ê◊î◊ë◊î,48.0,0.645,0.494,1.0,-7.887,1,0.0357,0.525,,0.188,0.516,124.98,207536.0,4,9 -Tupperwave,Happy,32.0,0.652,0.651,11.0,-7.578,1,0.0801,0.0593,0.203,0.108,0.416,94.982,176849.0,4,6 -Sodhivine,Sitar Flex,12.0,0.699,0.662,8.0,-6.464,1,0.0364,0.00954,0.814,0.107,0.224,101.997,2.2353,4,0 -Shlomo Artzi,◊¢◊ú◊ê◊©,34.0,0.53,0.45,4.0,-8.875,0,0.0376,0.75,,0.189,0.35,166.493,198133.0,3,10 -tiLLie,loud mouth,38.0,0.585,0.891,9.0,-4.431,1,0.176,0.036,,0.0671,0.727,162.096,206216.0,4,10 -Drenge,We Can Do What We Want,33.0,0.442,0.957,7.0,-5.12,1,0.0584,8.66e-05,0.734,0.108,0.374,95.006,176547.0,4,10 -311,Good Feeling,55.0,0.687,0.898,4.0,-3.926,0,0.0464,0.00127,0.000444,0.0743,0.436,100.014,203913.0,4,10 -Advaita,Spinning,20.0,0.543,0.442,8.0,-12.003,1,0.0259,0.839,0.39,0.148,0.388,110.036,6.656,4,0 -Tame Impala,Breathe Deeper,68.0,0.664,0.848,11.0,-4.51,0,0.0322,0.0245,0.000127,0.172,0.502,104.998,372867.0,4,6 -Dodgy,Staying Out For The Summer,26.0,0.36,0.852,7.0,-7.294,1,0.0576,0.0121,,0.246,0.698,143.689,185267.0,4,6 -Tombs,The Hunger,19.0,0.577,0.919,,-7.437,1,0.0428,0.000162,0.0543,0.161,0.432,125.062,269867.0,4,8 -The Lightning Seeds,Lucky You,50.0,0.572,0.857,4.0,-9.845,0,0.037,0.00341,0.0146,0.155,0.671,133.893,259667.0,4,6 -Carol,Comfort Me,24.0,0.462,0.248,5.0,-13.261,0,0.0306,0.842,2.29e-05,0.0723,0.116,106.439,267065.0,3,6 -"Bickram Ghosh, Kala Ramnath, Barry Phillips",Yatra,21.0,0.613,0.487,2.0,-10.833,1,0.0473,0.788,0.337,0.104,0.477,90.029,6.377783333,4,0 -Omer Adam,◊ë◊°◊ï◊£ ◊î◊õ◊ú ◊ó◊ï◊ú◊£,38.0,0.432,0.347,4.0,-9.219,1,0.0299,0.802,,0.0751,0.463,96.005,211693.0,4,9 -Eden Ben Zaken,Se√±orita,36.0,0.662,0.505,11.0,-10.236,1,0.0547,0.175,,0.0474,0.337,113.011,212711.0,4,9 -System Of A Down,Sugar,70.0,0.451,0.889,1.0,-2.693,1,0.261,0.00167,0.00215,0.258,0.586,131.073,153800.0,4,10 -Nicki Minaj,Seeing Green (with Drake & Lil Wayne),80.0,0.573,0.867,5.0,-2.876,0,0.168,0.0853,,0.38,0.231,74.861,339506.0,4,5 -Atrey,"Dark Prince, Pt. 3",46.0,0.694,0.831,1.0,-7.963,1,0.0448,0.000868,0.395,0.653,0.101,101.989,228028.0,4,6 -Samantha Fish,Dirty,30.0,0.608,0.458,8.0,-9.11,1,0.0456,0.783,0.0485,0.125,0.3,156.088,207307.0,4,2 -Sparrow & Bird,Litania,57.0,0.531,0.0282,8.0,-20.689,1,0.0337,0.596,0.314,0.114,0.157,94.739,3.919583333,4,7 -"Geeta Dutt, Kishore Kumar",De Bhi Chuke Hum Dil Nazrana,2.0,0.644,0.315,,-9.071,1,0.252,0.903,0.00135,0.107,0.917,129.623,3.316216667,4,3 -Jean Loup,Torino,22.0,0.556,0.753,4.0,-7.7,0,0.0464,0.000508,0.0244,0.0926,0.391,134.859,251373.0,4,10 -Beastie Boys,Sure Shot,57.0,0.692,0.799,1.0,-7.924,1,0.164,0.388,,0.301,0.549,97.978,199667.0,4,1 -Itay Levi,◊î◊ï◊ú◊õ◊™ ◊ô◊ó◊§◊î,41.0,0.712,0.537,1.0,-7.144,1,0.0562,0.429,,0.107,0.556,112.041,192313.0,4,9 -Eden Hason,◊©◊ï◊©◊†◊ô◊ù ◊¢◊¶◊ï◊ë◊ï◊™ (◊ô◊©◊®◊ê◊ú ◊ë◊ô◊ì◊ï◊®),56.0,0.571,0.442,8.0,-10.914,0,0.0429,0.746,,0.0997,0.308,140.027,209143.0,3,9 -The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,1 -Jay Prince,THE WORD,43.0,0.391,0.612,8.0,-8.569,0,0.134,0.579,1.86e-06,0.103,0.515,80.751,232476.0,4,5 -Coldplay,The Scientist,83.0,0.557,0.442,5.0,-7.224,1,0.0243,0.731,1.46e-05,0.11,0.213,146.277,309600.0,4,9 -Blanco White,We Know Who U R - Recorded at Spotify Studios NYC,,0.351,0.293,5.0,-11.491,0,0.029,0.688,0.0101,0.111,0.211,146.868,3.70471667,4,0 -Beartooth,Hated,62.0,0.458,0.99,8.0,-3.717,1,0.183,0.000285,0.000893,0.454,0.46,166.904,211430.0,4,8 -Widespread Panic,Climb to Safety,47.0,0.484,0.882,2.0,-4.456,1,0.0482,0.14,4.67e-06,0.124,0.777,105.063,281640.0,4,10 -The Paul Butterfield Blues Band,Everything's Gonna Be Alright,23.0,0.592,0.745,,-8.249,1,0.0719,0.662,0.00013,0.245,0.93,138.002,178760.0,4,10 -The Milkshakes,Ida Honey (Tell Me You'll Be Mine),12.0,0.474,0.683,2.0,-7.219,0,0.092,0.528,,0.197,0.834,118.71,135400.0,4,2 -Beck,Where It's At - Album Version W/ Intro,46.0,0.673,0.673,2.0,-7.407,1,0.0582,0.243,0.0191,0.089,0.544,96.959,329800.0,4,10 -Madonna,Like a Virgin - Live,39.0,0.599,0.911,6.0,-5.715,0,0.0367,0.00553,0.00439,0.561,0.382,121.911,4.216216667,4,9 -The Big Moon,Your Light,54.0,0.595,0.714,7.0,-8.9,1,0.0277,0.00378,0.405,0.242,0.399,128.011,307076.0,4,1 -COOL BOY,The Weekend,27.0,0.432,0.588,10.0,-11.736,1,0.0512,0.089,0.00794,0.19,0.378,171.909,199206.0,4,6 -Stealers Wheel,Stuck In The Middle With You,72.0,0.82,0.575,7.0,-9.144,1,0.0408,0.0936,0.000135,0.109,0.964,123.765,208947.0,4,10 -The Runaways,Cherry Bomb,68.0,0.501,0.813,11.0,-8.192,1,0.0639,0.0455,4.75e-05,0.131,0.495,136.59,138707.0,4,10 -Lady A,Do Yo Thang,12.0,0.853,0.721,8.0,-7.227,1,0.26,0.261,,0.0867,0.623,120.059,205600.0,4,2 -Vivi Vulture,Home Workout VHS,32.0,0.685,0.738,,-7.293,0,0.0425,0.0483,0.928,0.0714,0.663,112.481,164000.0,4,6 -"B Praak, Tanishk Bagchi","Baras Baras (From ""Durgamati - The Myth"")",54.0,0.493,0.402,2.0,-6.629,1,0.0309,0.619,,0.0629,0.431,155.57,3.335916667,4,3 -Corvus Corax,Hugin & Munin,42.0,0.43,0.757,2.0,-7.973,0,0.0514,0.303,0.732,0.158,0.288,132.019,311760.0,4,8 -Mason Murphy,Crossroads,18.0,0.698,0.774,7.0,-5.144,1,0.0654,0.0887,0.00297,0.117,0.531,90.033,141333.0,4,2 -Pras,Ghetto Supastar (That is What You Are) (feat. Ol' Dirty Bastard & M√Ωa),68.0,0.818,0.653,1.0,-8.396,1,0.204,0.0335,5.46e-06,0.22,0.533,99.931,261133.0,4,5 -Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,1 -Classic Jack,Tunnel Vision,43.0,0.352,0.936,7.0,-5.135,1,0.177,5.38e-05,0.000242,0.0851,0.473,199.988,169800.0,4,8 -Conor Oberst,Air Mattress,23.0,0.385,0.944,9.0,-3.819,1,0.0946,0.0148,3.75e-05,0.16,0.717,153.68,133947.0,4,10 -MWM,Time To Go,34.0,0.671,0.748,7.0,-9.591,0,0.059,0.00685,0.00367,0.104,0.0794,105.008,288000.0,4,6 -"Jill Andrews, Seth Avett",I'm so in Love with You (feat. Seth Avett),45.0,0.527,0.15,,-10.357,1,0.0302,0.876,,0.125,0.269,93.048,3.7828,4,0 -Uneven Structure,Hero,31.0,0.354,0.906,8.0,-7.683,1,0.0951,0.000358,5.83e-06,0.917,0.303,149.901,282493.0,1,8 -H.E.R.,I Can't Breathe,64.0,0.703,0.705,1.0,-6.676,0,0.34,0.135,1.97e-06,0.0611,0.601,138.227,287322.0,4,5 -Jordan Rakei,Wind Parade,54.0,0.653,0.573,5.0,-10.629,0,0.0352,0.344,0.297,0.0783,0.711,96.01,288640.0,4,1 -Crazy Lixx,Blame It On Love,39.0,0.444,0.981,,-2.277,0,0.0548,0.00143,0.000443,0.345,0.4,124.019,245573.0,4,10 -Coldplay,We Never Change,60.0,0.433,0.288,6.0,-10.801,0,0.0296,0.535,0.000169,0.105,0.131,136.939,249400.0,3,10 -Joy Oladokun,Bigger Man (with Maren Morris),63.0,0.449,0.313,2.0,-10.328,1,0.0272,0.658,,0.116,0.211,157.864,186987.0,3,9 -LaSalle Street Trio,When Sunny Gets Blue,51.0,0.585,0.131,5.0,-21.178,1,0.0341,0.964,0.923,0.113,0.285,76.121,5.294683333,4,7 -Loverground,Be Patient,52.0,0.688,0.462,,-13.723,1,0.032,0.224,0.217,0.0987,0.35,114.036,216794.0,4,6 -Phora,This Weekend (feat. Ty Dolla $ign),57.0,0.646,0.517,3.0,-8.991,1,0.341,0.388,,0.11,0.501,97.818,221575.0,4,5 -Haunted Shores,Harrison Fjord,34.0,0.44,0.984,5.0,-6.091,1,0.112,2.84e-06,0.93,0.156,0.0382,104.979,311986.0,4,8 -Reach NYC,Back From The Dead,40.0,0.544,0.991,8.0,-4.266,1,0.0682,0.000152,1.72e-05,0.182,0.322,97.781,223731.0,4,10 -Lola Scott,The Eviction Song,15.0,0.441,0.651,6.0,-6.938,1,0.0398,0.0845,,0.164,0.383,175.924,179792.0,4,9 -Kati Ran,Blodbylgje,42.0,0.112,0.404,7.0,-13.954,0,0.0414,0.871,0.138,0.345,0.066,74.13,922218.0,4,8 -The Score,Revolution,69.0,0.574,0.833,8.0,-6.239,0,0.0563,0.0611,,0.105,0.574,86.008,231987.0,4,10 -Arch Echo,To the Moon,37.0,0.479,0.979,2.0,-3.362,1,0.102,2.68e-05,0.426,0.318,0.495,108.376,252933.0,4,8 -VTSS,To Whom All Lovers,32.0,0.705,0.804,1.0,-10.024,1,0.0815,0.181,0.262,0.0951,0.319,115.008,378192.0,4,1 -The Last Dinosaur,Wholeness and the Implicate Order,28.0,0.208,0.564,8.0,-14.699,0,0.197,0.102,0.925,0.0871,0.299,96.774,346387.0,4,1 -My Chemical Romance,Welcome to the Black Parade,77.0,0.217,0.905,2.0,-4.103,1,0.0752,0.000289,0.00011,0.222,0.236,96.95,311107.0,4,10 -The Killers,Shot At The Night,64.0,0.51,0.802,5.0,-4.903,1,0.0561,0.0917,0.0136,0.109,0.24,185.927,242507.0,4,10 -Black Paisley,Save the Best,27.0,0.432,0.777,10.0,-6.229,0,0.0354,2.38e-05,,0.319,0.413,145.011,233468.0,4,10 -Xile,So Much for Love,28.0,0.304,0.968,,-1.509,1,0.17,0.000156,0.524,0.156,0.352,159.457,175413.0,4,8 -Hidden In Plain View,Bleed for You,44.0,0.384,0.874,5.0,-2.533,1,0.0378,0.000124,,0.245,0.267,95.055,230920.0,4,10 -Abiotic,Smoldered,20.0,0.261,0.935,1.0,-10.595,1,0.109,2.26e-05,7.11e-05,0.0743,0.221,143.92,312271.0,4,8 -Sanford Clark,The Fool,39.0,0.616,0.539,7.0,-9.339,1,0.0283,0.139,0.196,0.096,0.831,75.486,166000.0,4,10 -Frances Forever,Space Girl,3.0,0.67,0.398,9.0,-9.14,1,0.0306,0.319,0.000113,0.38,0.219,125.983,3.85715,4,9 -Julia Jacklin,"to Perth, before the border closes",52.0,0.589,0.274,2.0,-12.442,1,0.031,0.302,0.000829,0.107,0.23,95.666,176733.0,4,1 -Gaye Su Akyol,Meftunum Sana,42.0,0.463,0.638,7.0,-10.456,1,0.0359,0.114,0.306,0.289,0.144,102.063,256861.0,4,10 -Urban Dance Squad,Good Grief,38.0,0.449,0.936,2.0,-5.554,1,0.185,0.0438,5.11e-06,0.246,0.458,189.771,264307.0,4,10 -Adele,Rolling in the Deep,77.0,0.73,0.769,8.0,-5.114,1,0.0298,0.138,,0.0473,0.507,104.948,228093.0,4,9 -Stone Sour,Wicked Game - Acoustic; Live,67.0,0.561,0.337,8.0,-9.272,1,0.0284,0.644,8.79e-05,0.67,0.273,109.373,267253.0,4,10 -The Cribs,Never Thought I'd Feel Again,32.0,0.374,0.973,7.0,-2.406,1,0.0876,0.00495,0.000215,0.34,0.458,134.159,249392.0,4,6 -Ministry,Lay Lady Lay,45.0,0.409,0.788,7.0,-5.209,0,0.0316,3.21e-06,0.734,0.526,0.324,146.005,344600.0,4,8 -Stereophonics,All In One Night,54.0,0.569,0.668,9.0,-6.109,0,0.0266,0.134,0.00408,0.0855,0.714,83.015,317187.0,4,10 -The Charlie Daniels Band,The Devil Went Down to Georgia,60.0,0.517,0.535,,-12.027,1,0.0494,0.131,,0.085,0.933,135.087,3.58445,4,4 -Kayzo,Tormenta,43.0,0.336,0.947,5.0,-2.247,0,0.0669,0.000731,0.174,0.917,0.205,150.054,199513.0,4,10 -Godsmack,Awake,66.0,0.395,0.756,7.0,-4.12,1,0.0544,1.74e-05,0.00665,0.319,0.475,112.092,304373.0,4,10 -Jesse Cook,Azul,48.0,0.71,0.339,8.0,-15.283,0,0.0389,0.748,0.891,0.143,0.615,141.989,4.307783333,4,7 -Altin G√ºn,Leyla,43.0,0.462,0.753,1.0,-9.086,1,0.0343,0.0136,0.695,0.151,0.858,96.44,197754.0,4,6 -Ms. Lauryn Hill,Doo Wop (That Thing),74.0,0.535,0.505,2.0,-8.926,0,0.245,0.0393,,0.0923,0.495,99.935,320267.0,4,5 -Doyle Bramhall,Life by the Drop,41.0,0.511,0.686,1.0,-5.02,0,0.0278,0.017,0.00265,0.119,0.309,110.509,185693.0,4,2 -Ezhel,Sakatat,60.0,0.857,0.545,4.0,-7.3,0,0.472,0.487,0.0152,0.337,0.57,107.038,156149.0,4,9 -Parkway Drive,Vice Grip,59.0,0.48,0.988,11.0,-3.229,0,0.0838,3.17e-05,0.00432,0.389,0.252,124.041,263587.0,4,8 -JVC Force,Strong Island,34.0,0.766,0.902,6.0,-6.36,1,0.0973,0.754,1.94e-06,0.183,0.958,95.883,359693.0,4,5 -"Vijay Madhur, Sreevani Kakunje",Mohanakalyani Thillana Carnatic fusion,22.0,0.728,0.668,,-11.076,0,0.0491,0.312,,0.0802,0.409,125.005,3.424,4,0 -Shiruetto,Rock Out,27.0,0.542,0.763,1.0,-5.613,1,0.0915,0.0422,0.000754,0.662,0.377,114.902,159651.0,4,6 -The Cardigans,Erase / Rewind,62.0,0.743,0.697,11.0,-6.079,0,0.0276,0.000504,0.0126,0.106,0.585,103.642,218505.0,4,10 -Lizz Wright,Seems I‚Äôm Never Tired Lovin‚Äô You,45.0,0.412,0.341,3.0,-9.178,1,0.0281,0.861,3.31e-06,0.108,0.167,109.978,283893.0,3,2 -toe,tremolo+delay,42.0,0.43,0.888,11.0,-7.5,0,0.0398,0.107,0.918,0.107,0.529,88.834,183293.0,4,10 -"Blood, Sweat & Tears",Spinning Wheel - Live at Woodstock,24.0,0.535,0.426,4.0,-13.536,0,0.0507,0.181,0.0211,0.273,0.631,96.929,296573.0,4,10 -Remi Wolf,Monte Carlo,62.0,0.797,0.625,8.0,-4.893,1,0.0518,0.084,,0.222,0.883,145.008,143793.0,4,6 -Incubus,A Certain Shade of Green,52.0,0.429,0.978,11.0,-4.88,1,0.126,0.000227,6.81e-06,0.0583,0.43,121.651,191360.0,4,8 -Tamikrest,Tisnant an Chatma,42.0,0.329,0.887,6.0,-5.06,0,0.0516,0.331,0.82,0.085,0.565,156.898,290800.0,4,2 -Scarlet Pleasure,What A Life (j'fais ma life) [feat. Suzane],46.0,0.725,0.564,9.0,-5.64,0,0.039,0.499,,0.074,0.548,113.881,185942.0,4,6 -FEET,Petty Thieving,30.0,0.413,0.884,,-3.516,1,0.0459,0.002,0.000736,0.152,0.443,175.148,241533.0,4,6 -LPB Poody,Batman,78.0,0.893,0.565,1.0,-4.74,1,0.268,0.0754,,0.0375,0.808,81.009,156432.0,4,5 -DEVO,Whip It,65.0,0.78,0.869,9.0,-7.255,1,0.0517,0.0744,0.004,0.0621,0.957,157.902,161133.0,4,10 -Savatage,Believe,41.0,0.272,0.508,,-9.564,1,0.0409,0.0355,0.000894,0.0855,0.118,62.473,342427.0,4,8 -Revolting Cocks,Attack Ships on Fire,34.0,0.649,0.929,3.0,-13.082,1,0.0439,0.0302,0.77,0.339,0.517,131.711,294384.0,4,8 -Gatlin,Whenever He Asks,36.0,0.535,0.606,9.0,-8.637,0,0.0713,0.357,0.000142,0.194,0.368,176.79,158520.0,3,9 -Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,1 -Lonely The Brave,Black Mire,32.0,0.225,0.816,,-3.495,0,0.0396,5.11e-06,0.584,0.127,0.303,77.289,252253.0,4,10 -Super Furry Animals,Golden Retriever,43.0,0.521,0.782,2.0,-4.942,1,0.0349,0.00424,0.0102,0.106,0.641,126.254,145760.0,4,10 -Hamzaa,Write It Down - Acoustic,38.0,0.384,0.297,10.0,-6.773,0,0.0428,0.834,,0.0876,0.471,82.284,237709.0,4,9 -Ten Thousand Crows,The Moon,34.0,0.382,0.959,2.0,-3.131,1,0.105,2.16e-05,0.0294,0.37,0.0569,170.116,221535.0,4,8 -grandson,In Over My Head,60.0,0.582,0.817,,-6.475,1,0.0399,0.0017,0.0158,0.575,0.622,155.124,198366.0,4,1 -The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,6 -DJ Jazzy Jeff & The Fresh Prince,Boom! Shake the Room,54.0,0.792,0.964,1.0,-5.405,1,0.154,0.0698,,0.302,0.621,99.771,226200.0,4,9 -The Deviants,Charlie,15.0,0.689,0.494,3.0,-17.853,0,0.0631,0.159,0.046,0.0935,0.771,111.334,238320.0,4,2 -Delta 5,Mind Your Own Business,47.0,0.871,0.61,7.0,-7.565,1,0.239,0.0307,0.000203,0.0674,0.788,134.507,193373.0,4,1 -Bad Flamingo,Dead Man's Hand,27.0,0.676,0.604,4.0,-11.483,1,0.186,0.299,0.587,0.13,0.813,151.174,221973.0,4,2 -Dudu Tassa,◊î◊ú◊ô◊ú◊î ◊ú◊ê - ◊¢◊ú◊ô◊™ ◊ú◊ô ◊ë◊ñ◊ô◊õ◊®◊ï◊ü,35.0,0.865,0.614,9.0,-6.194,0,0.0749,0.0138,,0.441,0.869,120.016,230307.0,4,10 -Robert Plant,29 Palms - 2006 Remaster,58.0,0.657,0.658,7.0,-8.187,1,0.0258,0.0882,0.000131,0.136,0.827,116.817,291907.0,4,10 -Polo G,GANG GANG (with Lil Wayne),40.0,0.752,0.563,3.0,-8.066,0,0.209,0.146,,0.103,0.551,145.05,178776.0,4,9 -Dead Sara,Weatherman,42.0,0.381,0.918,,-3.104,1,0.0849,0.00587,0.000103,0.473,0.344,84.802,261267.0,4,10 -YUNGBLUD,parents,77.0,0.618,0.823,7.0,-4.76,1,0.0447,0.0132,,0.288,0.58,82.004,171880.0,4,9 -Metallica,King Nothing,57.0,0.527,0.907,8.0,-5.772,1,0.0377,8.39e-05,0.00755,0.0891,0.364,112.089,329760.0,4,8 -Blahzay Blahzay,Danger - Original Mix,46.0,0.723,0.739,,-7.943,1,0.401,0.403,,0.365,0.805,177.886,225267.0,4,5 -Seether,Bruised And Bloodied,56.0,0.629,0.88,2.0,-4.483,1,0.0371,7.54e-05,0.0332,0.064,0.454,121.008,217773.0,4,10 -John Lennon,Beautiful Boy (Darling Boy) - Remastered 2010,66.0,0.574,0.469,2.0,-11.53,1,0.0403,0.733,1.96e-06,0.856,0.435,111.378,245693.0,4,10 -The Smashing Pumpkins,Drown,62.0,0.432,0.415,2.0,-9.755,1,0.0357,0.00849,0.927,0.107,0.189,144.0,270400.0,4,10 -Barns Courtney,Fire,65.0,0.548,0.64,10.0,-6.285,0,0.0306,0.21,0.000328,0.08,0.392,108.326,197520.0,4,2 -Queens of the Stone Age,Feel Good Hit Of The Summer,49.0,0.432,0.642,1.0,-7.069,0,0.0342,0.177,0.0277,0.0936,0.422,165.534,265347.0,4,8 -Arik Einstein,◊©◊ô◊® ◊©◊ú ◊ê◊ó◊®◊ô ◊û◊ú◊ó◊û◊î - ◊ô◊°◊û◊ô◊ü - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,24.0,0.429,0.4,2.0,-10.999,1,0.0264,0.328,,0.146,0.446,77.107,229376.0,4,10 -Lauren Auder,Unseen,33.0,0.367,0.637,6.0,-6.565,1,0.0299,0.0521,0.0236,0.129,0.156,74.048,229040.0,4,6 -Kate Stephenson,Exless,59.0,0.51,0.245,8.0,-12.5,1,0.0441,0.694,,0.127,0.157,133.878,205774.0,5,9 -Johannes Bornlöf,The Joys And Sorrows Of Life,41.0,0.295,0.201,10.0,-14.954,0,0.0321,0.912,0.932,0.102,0.0373,101.923,2.790316667,4,7 -Alma Zohar,Khulat Einaim,28.0,0.61,0.812,11.0,-5.289,0,0.0391,0.393,7.9e-05,0.344,0.586,94.026,202184.0,4,10 -LILHUDDY,The Eulogy of You and Me,64.0,0.513,0.848,4.0,-4.644,1,0.0676,0.000161,,0.336,0.394,143.968,183362.0,4,10 -YUNGBLUD,"god save me, but don't drown me out",63.0,0.373,0.871,2.0,-3.706,1,0.0622,0.00115,,0.4,0.201,127.413,217510.0,4,10 -A Blaze of Feather,Labyrinth - Acoustic,31.0,0.219,0.386,2.0,-9.066,1,0.0315,0.643,,0.101,0.404,161.661,195000.0,4,1 -Blondie,One Way Or Another - Remastered,66.0,0.45,0.914,2.0,-5.4,1,0.0607,0.0305,1.42e-05,0.152,0.904,162.487,215107.0,4,10 -KALEO,No Good,65.0,0.378,0.925,9.0,-3.781,1,0.185,0.0234,0.00062,0.18,0.584,108.525,234240.0,4,2 -Black Pistol Fire,Pick Your Poison,53.0,0.416,0.79,9.0,-5.345,1,0.0444,0.00714,3.5e-06,0.0682,0.616,154.051,225053.0,4,2 -Sour Widows,Look the Other Way,30.0,0.536,0.477,5.0,-8.999,1,0.0301,0.889,0.00079,0.106,0.316,159.679,304720.0,4,10 -Ramachandra Murthy,Enna Thavam Seithanai - Instrumental,18.0,0.365,0.512,9.0,-11.036,1,0.0546,0.625,0.0977,0.145,0.457,79.284,257561.0,4,6 -Ghost Killer Track,Tonight (feat. D-Block Europe & OBOY),69.0,0.673,0.612,9.0,-7.419,1,0.241,0.232,1.11e-05,0.15,0.306,147.874,215173.0,4,5 -Sanju,Astral,24.0,0.389,0.921,3.0,-6.123,1,0.0871,0.000432,,0.433,0.276,125.055,225000.0,4,8 -Green Day,Welcome to Paradise,68.0,0.37,0.96,3.0,-4.162,0,0.0378,0.000241,0.0116,0.0563,0.717,89.428,224133.0,4,10 -John Leyton,Johnny Remember Me,37.0,0.345,0.727,7.0,-9.711,0,0.0778,0.252,1.7e-06,0.0882,0.509,143.874,160600.0,4,6 -Wyldest,Hollow,1.0,0.638,0.737,2.0,-6.35,1,0.0352,0.195,0.0233,0.122,0.289,119.038,184433.0,4,6 -Son Little,Blue Magic (Waikiki) - Eric Krasno Remix,38.0,0.735,0.684,6.0,-11.039,0,0.078,0.0426,0.000234,0.319,0.83,95.978,222500.0,4,2 -Yuval Dayan,◊ë◊©◊¢◊î ◊ò◊ï◊ë◊î,30.0,0.618,0.447,5.0,-10.98,1,0.0299,0.355,,0.104,0.16,130.862,207160.0,3,9 -Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,1 -Itay Levi,Achrey Hakol Mitga'agea,31.0,0.568,0.558,11.0,-8.342,1,0.22,0.907,,0.217,0.409,156.229,170717.0,4,9 -Grouplove,Deadline,56.0,0.627,0.94,11.0,-5.563,0,0.29,0.148,0.00333,0.623,0.592,158.012,218680.0,4,6 -Black Veil Brides,Fields of Bone,63.0,0.252,0.957,1.0,-2.318,0,0.473,0.00268,0.000451,0.0834,0.192,187.853,199788.0,4,8 -Utsav Lal,Raga Hamsdhwani,,0.251,0.316,,-17.171,1,0.0361,0.843,0.912,0.0678,0.0547,87.966,13.02328333,4,0 -T. Rex,Cosmic Dancer,58.0,0.363,0.803,,-8.089,1,0.06,0.0117,0.00601,0.189,0.718,156.047,266533.0,4,1 -Jesus Jones,Right Here Right Now,56.0,0.657,0.608,2.0,-13.565,1,0.0287,0.0088,3.45e-06,0.103,0.723,106.862,189293.0,4,10 -PJ Harvey,Good Fortune,52.0,0.552,0.669,7.0,-4.462,1,0.0329,0.00697,0.0467,0.0781,0.561,126.092,200200.0,4,1 -James Booker,Junco Partner,37.0,0.487,0.658,2.0,-11.856,1,0.0342,0.703,0.0396,0.0829,0.793,102.435,235280.0,4,2 -Tropidelic,Feels Like Home (with Shwayze),44.0,0.652,0.762,1.0,-6.396,0,0.223,0.214,,0.0981,0.697,190.032,191600.0,4,10 -Young Stoner Life,Slam The Door,65.0,0.915,0.527,10.0,-10.292,0,0.321,0.09,,0.0959,0.764,119.936,188440.0,4,5 -Merle Haggard,"Twinkle, Twinkle Lucky Star",46.0,0.659,0.34,4.0,-14.976,1,0.035,0.841,0.000598,0.222,0.694,81.64,3.393333333,4,4 -Seaweed,Losing Skin,42.0,0.209,0.951,,-6.326,1,0.0609,6.51e-06,0.00619,0.0829,0.471,100.945,163067.0,4,10 -KLON,Santa Barbara,37.0,0.817,0.508,,-9.526,0,0.0333,0.0263,0.0614,0.267,0.62,100.02,226453.0,4,6 -Boaz Sharabi,◊™◊†◊ô ◊ú◊ô ◊ô◊ì,24.0,0.392,0.363,9.0,-14.575,0,0.0349,0.347,,0.0847,0.152,74.593,227733.0,4,9 -Lil Peep,Falling Down - Bonus Track,82.0,0.669,0.574,4.0,-6.442,0,0.0286,0.0175,0.00294,0.146,0.273,120.013,196400.0,4,5 -The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,10 -The Offspring,Days Go By,54.0,0.402,0.976,9.0,-1.823,1,0.0712,0.0029,,0.116,0.318,150.061,241787.0,4,10 -Lagori,Darbari,12.0,0.567,0.706,4.0,-6.778,0,0.0351,0.0325,0.00516,0.112,0.281,93.003,5.14475,4,0 -Nada Surf,Popular,53.0,0.444,0.884,7.0,-6.104,1,0.119,0.00751,8.94e-05,0.116,0.296,94.82,220587.0,4,1 -Nurit Galron,◊î◊ú◊ê ◊†◊ï◊ì◊¢,24.0,0.724,0.61,7.0,-8.744,0,0.0312,0.43,0.00678,0.0802,0.583,120.04,219650.0,4,10 -The Amazons,In My Mind,48.0,0.32,0.892,1.0,-3.628,1,0.0539,0.000137,7.3e-05,0.0899,0.474,77.508,230333.0,4,10 -Cary Morin,Prisoner,37.0,0.54,0.086,2.0,-16.292,1,0.036,0.758,6e-05,0.0953,0.285,89.955,249760.0,4,2 -Damien Rice,9 Crimes,61.0,0.346,0.139,,-15.326,1,0.0321,0.913,7.73e-05,0.0934,0.116,136.168,217947.0,4,6 -Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,2 -Mick Gordon,Rip & Tear,67.0,0.506,0.882,9.0,-8.683,1,0.0737,0.000655,0.795,0.174,0.14,107.994,257735.0,4,8 -KenTheMan,He Be Like,58.0,0.911,0.415,6.0,-10.452,0,0.175,0.029,,0.0958,0.642,125.052,192960.0,4,5 -Silverstein,Infinite,59.0,0.441,0.868,11.0,-5.516,0,0.0714,0.000121,2.72e-06,0.145,0.366,162.0,163720.0,4,10 -Kenny Wayne Shepherd,Blue On Black - Live,32.0,0.339,0.69,7.0,-8.307,1,0.0306,0.00388,0.000987,0.983,0.421,154.623,332653.0,4,2 -Max Cooper,Swarm,36.0,0.594,0.692,9.0,-10.873,0,0.0398,0.378,0.953,0.0872,0.056,102.001,268235.0,3,6 -Tribulation,Leviathans,32.0,0.356,0.937,5.0,-7.185,0,0.0614,0.00221,0.331,0.149,0.212,145.908,294547.0,4,8 -Timo Tolkki‚Äôs Avalon,The Fire and the Sinner,34.0,0.52,0.709,9.0,-6.31,0,0.0467,0.0769,,0.31,0.186,119.79,185884.0,4,8 -DREAMERS,Painkiller,56.0,0.398,0.92,2.0,-3.267,0,0.0491,0.00311,0.000531,0.108,0.226,200.131,202627.0,4,1 -ONE OK ROCK,Renegades,68.0,0.536,0.857,5.0,-4.254,0,0.0614,0.000849,0.000151,0.152,0.332,153.943,244538.0,4,10 -The Day Of The Beast,Disturbing Roars at Twilight,31.0,0.236,0.96,2.0,-5.034,0,0.145,3.43e-06,0.0181,0.23,0.118,107.975,249697.0,4,8 -Evile,Cult,41.0,0.51,0.911,10.0,-5.048,1,0.0361,0.000276,0.072,0.138,0.558,140.053,291960.0,4,8 -Korn,Freak On a Leash,74.0,0.353,0.898,2.0,-5.877,1,0.052,2.23e-05,0.105,0.39,0.525,103.293,255733.0,4,10 -Shemekia Copeland,Money Makes You Ugly,42.0,0.619,0.631,7.0,-4.738,1,0.032,0.066,1.64e-06,0.0957,0.407,116.062,216171.0,4,2 -French The Kid,Old Friends,62.0,0.736,0.52,10.0,-10.486,0,0.262,0.249,0.000932,0.107,0.262,94.286,218944.0,5,5 -Little Sonny,A Woman Named Trouble,10.0,0.62,0.683,7.0,-12.393,1,0.0548,0.139,,0.0492,0.94,156.16,266427.0,4,2 -Turkuaz,Bubba Slide - Live,12.0,0.594,0.791,10.0,-9.452,0,0.0452,0.216,0.0672,0.938,0.433,106.15,621154.0,4,10 -Doohickey Cubicle,Milano Sport,24.0,0.504,0.614,7.0,-9.236,0,0.0494,0.58,0.617,0.112,0.547,168.066,184043.0,4,6 -Lush,Desire Lines,46.0,0.376,0.663,9.0,-5.451,0,0.0325,0.000167,0.00479,0.075,0.0725,121.049,459173.0,4,6 -Keef Hartley Band,Leavin' Trunk,32.0,0.353,0.438,5.0,-14.155,1,0.0358,0.192,0.085,0.108,0.728,82.004,356360.0,4,10 -Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,1 -Dirty Heads,Lay Me Down,64.0,0.668,0.78,7.0,-6.481,1,0.0901,0.0487,,0.107,0.739,170.032,215147.0,4,10 -"Erik Satie, Gautier Capuçon, Jerome Ducros, Adrien Perruchon, Orchestre de chambre de Paris",Satie / Orch. Ducros: Gymnopédie No. 1,1.0,0.0921,0.0183,7.0,-31.858,1,0.0513,0.942,0.94,0.195,0.039,166.979,2.868666667,3,7 -Adele,Send My Love (To Your New Lover),71.0,0.691,0.51,6.0,-9.217,0,0.0878,0.0347,3.32e-06,0.182,0.515,164.055,223079.0,4,9 -Shalom Hanoch,◊ê◊ú ◊™◊ï◊ï◊™◊®,17.0,0.366,0.2,2.0,-15.747,1,0.0386,0.714,5.04e-05,0.121,0.13,123.753,125800.0,5,10 -Walter Trout,Sittin On Top Of The World,33.0,0.167,0.924,,-5.868,1,0.0561,0.011,0.0593,0.863,0.555,163.264,345333.0,3,2 -Seether,Against The Wall - Acoustic Version,56.0,0.58,0.488,1.0,-10.585,1,0.0262,0.255,2.63e-05,0.108,0.13,131.998,206825.0,4,10 -Judas Priest,Beyond the Realms of Death,56.0,0.287,0.716,11.0,-5.653,0,0.0311,0.0381,3.24e-05,0.164,0.544,172.123,409800.0,4,8 -ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,1 -8 Ball Aitken,Ice Cream Man,25.0,0.569,0.761,9.0,-4.78,0,0.0343,0.0315,0.000694,0.0958,0.694,90.024,209601.0,4,2 -Claire George,Northern Lights,27.0,0.723,0.577,8.0,-8.638,1,0.041,0.153,0.0228,0.0944,0.351,107.012,258965.0,4,6 -dodie,I Kissed Someone (It Wasn't You),58.0,0.458,0.179,11.0,-19.057,0,0.0888,0.938,0.175,0.119,0.243,77.737,150937.0,5,6 -Attack Attack!,Brachyura Bombshell,56.0,0.478,0.971,1.0,-4.845,1,0.0853,0.000987,0.0192,0.0809,0.38,122.397,224104.0,4,8 -Forevrboy,Without U,33.0,0.505,0.793,6.0,-5.812,0,0.0333,0.0165,0.699,0.502,0.485,154.92,161109.0,4,10 -Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,9 -Jefferson Airplane,"Somebody to Love - Live at The Woodstock Music & Art Fair, August 17, 1969",39.0,0.364,0.862,6.0,-11.716,1,0.0474,0.028,0.0389,0.657,0.566,145.186,271880.0,4,10 -MC Beezy,Casamigos,44.0,0.731,0.563,5.0,-5.893,1,0.508,0.0419,,0.0938,0.539,209.84,164387.0,4,5 -Ben Wendel,Less,14.0,0.215,0.104,4.0,-14.0,1,0.0333,0.951,0.0121,0.0761,0.0637,78.62,231025.0,4,6 -The Stooges,Gimme Danger - Bowie Mix,44.0,0.455,0.588,3.0,-12.238,0,0.0489,0.00461,0.549,0.131,0.348,131.857,209093.0,4,10 -Sonny Smith,Lost,41.0,0.584,0.81,,-6.308,1,0.0308,0.00899,0.00104,0.0789,0.865,87.094,238627.0,4,6 -Death Cab for Cutie,I Will Follow You into the Dark,64.0,0.581,0.163,5.0,-14.686,1,0.0447,0.923,,0.118,0.475,77.748,189400.0,4,10 -Mickey Darling,Reverse Cowgirl,55.0,0.549,0.693,6.0,-8.926,0,0.128,0.244,,0.111,0.459,168.969,219453.0,4,9 -Tiberius b,Big Deal,43.0,0.696,0.571,1.0,-5.472,1,0.0545,0.0285,,0.0917,0.456,136.036,258337.0,4,6 -Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,6 -Iration,DJs,47.0,0.839,0.706,,-5.293,1,0.0822,0.00534,9.87e-06,0.216,0.613,96.065,204890.0,4,10 -Find Yourself,Lukas Nelson and Promise of the Real,,0.726,0.603,8.0,-5.446,1,0.0307,0.607,0.00267,0.0925,0.909,133.49,6.272216667,4,0 -Hagalaz' Runedance,The Dawning,41.0,0.588,0.47,11.0,-10.688,0,0.0586,9.12e-05,0.911,0.0965,0.411,120.025,293747.0,4,8 -TOTO,I Won't Hold You Back,60.0,0.539,0.306,,-15.067,0,0.0264,0.404,,0.0608,0.0643,102.245,293307.0,4,10 -Digga D,Bluuwuu,59.0,0.919,0.672,2.0,-5.245,1,0.446,0.456,,0.165,0.855,140.139,181759.0,4,5 -No name faces,Dark Secrets,28.0,0.602,0.862,2.0,-5.863,1,0.0332,7.66e-06,0.221,0.141,0.403,99.995,312600.0,4,8 -ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,1 -Deathbeds AU,Enough Isn't Enough,17.0,0.374,0.982,10.0,-3.753,0,0.145,0.00113,6.87e-05,0.311,0.0945,178.013,200254.0,4,8 -Goba,Alfa,26.0,0.394,0.893,4.0,-8.752,1,0.0934,0.0801,0.659,0.371,0.648,194.989,230223.0,3,8 -Rage Against The Machine,Guerrilla Radio,70.0,0.599,0.957,11.0,-5.764,1,0.188,0.0129,7.06e-05,0.155,0.489,103.68,206200.0,4,10 -Metallica,Seek & Destroy,66.0,0.445,0.964,9.0,-5.493,1,0.282,0.037,0.0132,0.0773,0.448,140.817,414720.0,4,8 -The Flaming Lips,She Don't Use Jelly,60.0,0.33,0.556,7.0,-11.494,1,0.0796,0.207,4.39e-05,0.315,0.506,173.828,222279.0,4,6 -The Ataris,The Boys of Summer,67.0,0.251,0.954,6.0,-2.879,1,0.0691,0.000674,0.000132,0.0975,0.264,191.059,258000.0,4,10 -Y&T,I Believe In You,32.0,0.308,0.904,2.0,-3.92,0,0.0584,0.00741,0.00176,0.252,0.308,110.78,433360.0,4,10 -Joe Henderson,Isotope - Rudy Van Gelder Edition / 2004 Digital Remaster,36.0,0.525,0.586,5.0,-9.888,1,0.0441,0.456,,0.226,0.583,96.835,556227.0,4,2 -BABYMETAL,Gimme Chocolate!!,35.0,0.604,0.988,11.0,-1.591,1,0.0698,0.000216,0.000196,0.0684,0.558,110.023,232855.0,4,8 -Hawkwind,Silver Machine - Live at the Roundhouse London; 1996 Remaster,46.0,0.31,0.874,1.0,-11.889,1,0.152,0.000416,0.712,0.0695,0.096,131.717,279973.0,4,6 -Beautify Junkyards,Ritual in Transfigured Time,16.0,0.514,0.497,1.0,-10.227,0,0.0249,0.556,0.658,0.141,0.47,94.993,278000.0,4,6 -Dimman,Obscenity,,0.457,0.956,9.0,-7.421,0,0.121,0.000236,0.000132,0.264,0.0553,112.639,214533.0,3,8 -Etaoin,Bedroom Walls,38.0,0.573,0.292,9.0,-10.508,1,0.0414,0.9,,0.107,0.3,76.344,212387.0,4,9 -Niniola,Look Like Me,41.0,0.829,0.718,1.0,-5.888,1,0.0518,0.00238,0.012,0.0746,0.538,118.048,286236.0,4,9 -Billy Idol,Dancing With Myself,69.0,0.51,0.696,4.0,-10.83,1,0.0802,0.0157,0.000104,0.297,0.905,176.568,359733.0,4,10 -BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,10 -Maggie Lindemann,Loner,55.0,0.69,0.706,8.0,-4.235,0,0.0519,0.322,0.00024,0.132,0.229,159.905,190561.0,4,10 -Efrat Ben Zur,◊í◊ù ◊î◊ô◊ù ◊†◊°◊ï◊í,25.0,0.406,0.492,5.0,-5.273,1,0.031,0.000937,0.0019,0.112,0.2,61.858,200707.0,4,10 -Bring Me The Horizon,True Friends,67.0,0.419,0.938,7.0,-3.12,1,0.0837,0.000683,,0.114,0.333,160.151,232320.0,4,10 -Bush,Glycerine - Acoustic,50.0,0.657,0.281,11.0,-9.231,0,0.0362,0.585,0.00184,0.12,0.265,118.703,212893.0,4,10 -Nothing More,Do You Really Want It,55.0,0.223,0.891,7.0,-4.918,1,0.133,8.6e-05,0.000422,0.107,0.558,170.6,233333.0,4,10 -Matt Maltese,madhouse,48.0,0.644,0.533,10.0,-8.421,1,0.0499,0.599,2.87e-06,0.143,0.653,156.988,211075.0,4,6 -"Asha Bhosle, Kishore Kumar, R. D. Burman",Aap Ke Kamre Mein,17.0,0.369,0.674,10.0,-10.555,0,0.208,0.839,2.7e-06,0.898,0.428,127.462,8.752666667,4,3 -Leonard Peters,Five Years Ago,57.0,0.309,0.104,,-23.378,1,0.0428,0.976,0.918,0.149,0.0779,50.329,2.926783333,4,7 -"Javed Bashir, Junaid Bashir",Piya: Basant Mukhari,16.0,0.44,0.757,9.0,-5.553,1,0.0498,0.755,,0.111,0.528,124.775,5.68835,4,0 -Simon & Garfunkel,The Sounds of Silence,54.0,0.44,0.466,6.0,-9.712,1,0.0284,0.17,1.03e-06,0.118,0.543,107.744,185253.0,4,10 -ABSOLUTE.,Convalesce (feat. REGALJASON),42.0,0.57,0.804,8.0,-6.739,1,0.037,0.00611,0.784,0.114,0.0795,122.991,249148.0,4,6 -Dirtwire,Rain Gonna Fall,32.0,0.518,0.449,7.0,-11.318,1,0.0376,0.118,0.0295,0.216,0.394,119.947,230000.0,4,2 -Thaehan,Farewell,39.0,0.255,0.99,7.0,-5.336,1,0.0594,2.06e-06,0.872,0.289,0.339,199.985,180600.0,4,8 -Intervals,Touch and Go,47.0,0.447,0.876,11.0,-3.895,0,0.0822,0.000105,0.872,0.0421,0.407,94.993,261560.0,4,8 -Pure Reason Revolution,Ghosts & Typhoons,40.0,0.543,0.888,1.0,-8.11,0,0.0664,0.00082,0.00713,0.278,0.336,129.988,525600.0,4,10 -"Jada Facer, Kyson Facer",Sweater Weather (Acoustic),47.0,0.747,0.228,10.0,-10.742,0,0.0343,0.83,,0.0947,0.45,116.072,2.50861667,4,0 -Melanie,Tuning My Guitar - Live at Woodstock,23.0,0.417,0.352,7.0,-17.601,1,0.232,0.832,0.00147,0.502,0.382,95.221,316573.0,3,10 -Misha,2 Cool,37.0,0.782,0.706,7.0,-7.509,0,0.301,0.317,5.96e-06,0.152,0.815,140.015,196083.0,4,1 -Sold Soul,For Whom the Banshee Cries,38.0,0.172,0.964,4.0,-4.962,0,0.202,0.000138,1.51e-05,0.0932,0.0388,139.976,384286.0,4,8 -Loud Luxury,Amnesia (feat. GASHI),66.0,0.745,0.839,11.0,-6.654,0,0.0489,0.0454,3.09e-05,0.0882,0.226,124.021,193548.0,4,10 -The National,I Need My Girl,65.0,0.52,0.436,,-11.508,0,0.0355,0.865,0.0651,0.123,0.114,126.053,245240.0,4,6 -bonsi,Mouth of Shame,32.0,0.468,0.539,4.0,-12.652,0,0.241,0.5,0.00714,0.132,0.0824,115.083,221217.0,4,6 -Gogi 93,Private Cloud,30.0,0.48,0.648,5.0,-8.182,0,0.0381,0.595,0.962,0.679,0.214,175.749,192013.0,4,6 -cleopatrick,GOOD GRIEF,55.0,0.511,0.882,1.0,-5.553,1,0.059,0.00586,0.00483,0.642,0.622,112.115,180093.0,4,10 -BLOXX,Coming Up Short,46.0,0.53,0.721,2.0,-4.599,1,0.0431,0.0047,5.79e-06,0.0568,0.594,150.988,195534.0,4,10 -"Abhijeet Srivastava, Vishal-Shekhar","Chashni (From ""Bharat"")",58.0,0.756,0.52,6.0,-8.642,1,0.0341,0.495,,0.0901,0.684,119.92,4.43325,4,3 -WALK THE MOON,Different Colors,52.0,0.48,0.826,,-4.602,1,0.0397,0.000797,1.01e-06,0.125,0.687,96.0,222053.0,4,10 -The Doors,Light My Fire,72.0,0.413,0.725,3.0,-5.787,0,0.0324,0.369,2.16e-05,0.0905,0.44,124.618,7.16266667,4,10 -Seasick Steve,Love & Peace,36.0,0.495,0.707,10.0,-12.736,0,0.0775,0.346,0.000796,0.193,0.669,107.985,359836.0,4,2 -Biig Piig,Oh No,60.0,0.697,0.41,7.0,-9.149,1,0.144,0.412,0.79,0.111,0.377,166.133,164947.0,4,1 -"Varun Nimbolkar, Saee Tembhekar",The Unposted Letter,20.0,0.53,0.539,1.0,-13.082,1,0.0413,0.462,0.765,0.334,0.321,166.018,4.240966667,4,0 -Major Lazer,Titans (feat. Sia & Labrinth),64.0,0.722,0.858,7.0,-4.892,1,0.0445,0.0999,0.000175,0.144,0.599,93.976,199169.0,4,9 -Sorry,Starstruck - Single Version,53.0,0.608,0.759,11.0,-7.246,0,0.034,0.0569,0.302,0.169,0.861,124.504,204080.0,4,6 -Bullet For My Valentine,Letting You Go,59.0,0.459,0.903,5.0,-4.649,0,0.0673,0.00877,,0.168,0.364,76.185,223655.0,4,10 -The LaFontaines,Alpha,35.0,0.557,0.92,11.0,-3.386,0,0.0532,0.000251,,0.222,0.666,95.975,225601.0,4,10 -Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,1 -Imagine Dragons,Follow You,87.0,0.542,0.732,9.0,-5.956,1,0.0521,0.00209,7.92e-05,0.496,0.489,124.912,175644.0,4,10 -Fu Manchu,Eatin' Dust,48.0,0.292,0.927,7.0,-5.142,0,0.081,0.000126,0.0417,0.178,0.403,92.236,190800.0,4,10 -Noisettes,Never Forget You,71.0,0.569,0.692,9.0,-4.683,1,0.0323,0.0167,3.78e-05,0.126,0.737,141.632,192213.0,4,9 -"Madhuri Dixit, Salman Khan, Renuka Sahane",Dialogues - Hum Aapke Hain Koun,28.0,0.449,0.314,11.0,-16.697,1,0.0815,0.962,0.344,0.792,0.663,128.427,0.991983333,4,3 -Phoebe Bridgers,Kyoto,71.0,0.599,0.742,11.0,-6.886,1,0.0419,0.0488,0.32,0.0916,0.493,131.014,184524.0,4,6 -The Black Keys,Too Afraid to Love,49.0,0.541,0.72,11.0,-5.021,0,0.0333,0.00516,0.00231,0.0969,0.539,136.809,205038.0,4,10 -Shouse,Love Tonight - Edit,85.0,0.727,0.681,5.0,-7.114,0,0.0265,0.00214,0.000307,0.0861,0.448,123.028,4.03283333,4,9 -Deftones,Ohms,57.0,0.112,0.978,4.0,-2.64,1,0.117,0.000108,0.0241,0.117,0.371,173.097,250222.0,3,1 -The Rolling Stones,As Tears Go By - (Original Single Mono Version),47.0,0.331,0.282,7.0,-10.863,1,0.0292,0.71,0.00262,0.158,0.392,112.168,165213.0,4,10 -MassMatiks,MEAT - Radio Edit,31.0,0.513,0.69,10.0,-7.179,0,0.0687,0.000368,,0.111,0.542,155.866,193485.0,4,10 -The Steel Woods,All of Your Stones,52.0,0.554,0.449,2.0,-7.17,1,0.0336,0.0245,1.65e-06,0.257,0.441,137.946,290556.0,3,10 -Eliza Shaddad,One Last Embrace,25.0,0.495,0.754,2.0,-5.894,0,0.0385,0.00704,0.00248,0.137,0.38,147.957,220312.0,4,1 -Nachtblut,Meine Grausamkeit Kennt Keine Grenzen,21.0,0.574,0.989,2.0,-5.51,1,0.0552,0.000281,0.265,0.143,0.176,130.065,295673.0,4,8 -Boy In Space,Cold - Acoustic,48.0,0.692,0.274,9.0,-11.586,1,0.0338,0.844,,0.0969,0.385,124.832,238080.0,4,9 -Bob Marley & The Wailers,Three Little Birds,79.0,0.814,0.482,9.0,-10.493,1,0.0588,0.0111,1.57e-06,0.0476,0.615,148.404,180267.0,4,10 -Jhana Boy,Better Than Heaven,37.0,0.582,0.643,4.0,-6.512,1,0.0262,0.15,0.000254,0.183,0.322,82.506,198345.0,4,6 -The Revisit Project,Rough and Straight,17.0,0.524,0.666,1.0,-6.301,1,0.0899,0.0242,0.638,0.0889,0.745,94.885,373895.0,4,6 -Inhaler,Cheer Up Baby,58.0,0.462,0.914,8.0,-6.382,1,0.0416,0.00124,0.000125,0.0978,0.326,142.978,233907.0,4,10 -AJ Tracey,Cheerleaders,63.0,0.768,0.746,6.0,-7.223,0,0.232,0.201,1.39e-05,0.19,0.588,142.013,234000.0,4,5 -Deep Blue Something,Breakfast At Tiffany's,72.0,0.622,0.829,2.0,-5.548,1,0.029,0.11,,0.0954,0.539,110.367,257373.0,4,10 -Ido Shoam,Colombiana,36.0,0.82,0.892,8.0,-4.399,1,0.0766,0.0164,6.38e-06,0.493,0.892,128.06,170625.0,4,9 -"Edvard Grieg, Gothenburg Symphony Orchestra, Neeme Järvi","Two Nordic Melodies, Op.63: 2. Cowkeeper's tune and country dance",20.0,0.282,0.049,7.0,-24.094,1,0.042,0.891,0.639,0.288,0.0526,94.76,5.20445,4,7 -Kavinsky,Testarossa (SebastiAn Remix),42.0,0.601,0.807,1.0,-6.487,1,0.0392,0.000209,0.808,0.225,0.412,130.019,298080.0,4,1 -The HU,The Legend of Mother Swan,47.0,0.563,0.66,8.0,-9.3,1,0.0285,0.0237,0.347,0.118,0.375,167.042,325227.0,4,8 -Koko Taylor,Voodoo Woman,39.0,0.661,0.525,5.0,-9.42,0,0.0382,0.369,5.76e-06,0.0943,0.964,91.601,228200.0,4,2 -ShrekDiMC,◊ê◊ú ◊™◊©◊í◊¢ ◊ê◊ï◊™◊ô,26.0,0.744,0.811,5.0,-5.426,0,0.26,0.1,,0.0819,0.6,140.044,358525.0,4,5 -Fr√†n√ßois & The Atlas Mountains,Coucou - Edit,38.0,0.798,0.403,11.0,-12.985,1,0.0445,0.727,0.00751,0.151,0.733,137.99,216187.0,4,6 -XTC,Dear God - Remastered 2001,52.0,0.577,0.464,7.0,-7.943,1,0.024,0.0979,1.3e-06,0.154,0.346,90.557,219507.0,4,1 -The Vines,Ride,44.0,0.593,0.938,9.0,-3.075,1,0.0426,0.00189,0.000158,0.0424,0.657,125.925,156213.0,4,6 -Sixx:A.M.,Maybe It's Time,58.0,0.396,0.781,,-5.148,1,0.0377,0.00158,,0.185,0.201,145.06,254201.0,4,10 -Softcult,Another Bish,39.0,0.556,0.541,4.0,-6.018,1,0.0292,0.00476,0.0171,0.128,0.553,96.531,175421.0,4,10 -Smallgod,Marry Me,49.0,0.672,0.589,10.0,-6.615,0,0.118,0.477,0.00201,0.113,0.446,202.093,173999.0,4,9 -MARINA,Purge The Poison,70.0,0.581,0.822,,-5.082,1,0.0591,0.0519,,0.08,0.544,139.98,196573.0,4,6 -Michl,Holidays,49.0,0.531,0.438,5.0,-8.106,1,0.0344,0.445,0.00332,0.215,0.297,63.981,195199.0,4,1 -salute,Want U There,44.0,0.623,0.965,6.0,-3.157,0,0.376,0.00135,2.44e-06,0.482,0.346,134.066,176506.0,4,6 -Lovebites,DYSTOPIA SYMPHONY,30.0,0.277,0.956,7.0,-5.633,0,0.12,2.57e-06,0.0476,0.256,0.135,167.907,402027.0,4,10 -James Arthur,Rewrite The Stars (with James Arthur & Anne-Marie),74.0,0.67,0.743,10.0,-4.993,1,0.0393,0.237,,0.465,0.571,125.944,218293.0,4,9 -Guitarra Azul,Solamente Uno,43.0,0.773,0.388,10.0,-9.239,0,0.0399,0.499,0.811,0.336,0.615,105.915,3.860666667,4,7 -Nick Jonas,This Is Heaven,72.0,0.646,0.785,2.0,-4.801,0,0.0545,0.0377,,0.0897,0.52,100.911,214624.0,4,9 -"Oliver Davis, Kerenza Peacock, Huw Watkins, Paul Bateman",Dance: II. Second Movement,28.0,0.176,0.143,6.0,-21.009,0,0.0412,0.967,0.323,0.133,0.0888,85.368,3.146216667,4,7 -Green Day,Basket Case,80.0,0.442,0.943,3.0,-3.205,1,0.0602,0.00293,8.71e-06,0.091,0.781,85.064,181533.0,4,10 -Wishbone Ash,Drive,33.0,0.596,0.796,4.0,-6.5,1,0.0264,0.0205,0.00312,0.129,0.696,110.019,295213.0,4,10 -Calvin Harris,Sweet Nothing (feat. Florence Welch),72.0,0.573,0.929,8.0,-3.942,0,0.109,0.197,0.000112,0.0567,0.582,127.934,212560.0,4,9 -Watain,Black Flames March,33.0,0.263,0.892,4.0,-7.704,1,0.0597,1.52e-05,0.783,0.129,0.141,113.98,380773.0,4,8 -Rosie Tucker,Barbara Ann,35.0,0.631,0.813,10.0,-5.324,1,0.0351,0.00213,0.000109,0.103,0.389,117.992,195733.0,4,6 -Half Time Feel,Red Sails in the Sunset,51.0,0.538,0.0727,5.0,-21.014,1,0.0444,0.964,0.855,0.119,0.285,112.619,4.45075,4,7 -Robert Johnson,When You Got a Good Friend,39.0,0.785,0.147,6.0,-11.382,1,0.125,0.938,0.00159,0.0864,0.261,100.824,158800.0,4,2 -T≈çth,Daffadowndilly,32.0,0.596,0.318,,-10.394,1,0.0288,0.636,2.35e-05,0.0837,0.271,119.974,203043.0,3,6 -24kGoldn,Mood (feat. iann dior),91.0,0.701,0.716,7.0,-3.671,0,0.0361,0.174,,0.324,0.732,91.007,140533.0,4,9 -Backstreet Boys,I Still...,51.0,0.541,0.758,5.0,-3.626,1,0.0275,0.00126,,0.0763,0.181,102.984,3.812,4,9 -Rites of Spring,For Want of,42.0,0.229,0.942,2.0,-5.754,1,0.0424,0.00333,0.868,0.0812,0.305,106.466,190893.0,4,10 -Nana Adjoa,No Room,49.0,0.561,0.439,9.0,-12.044,1,0.0369,0.458,0.0503,0.105,0.307,145.425,209839.0,3,1 -Gojira,Flying whales,54.0,0.267,0.924,7.0,-3.755,0,0.0818,0.000237,0.0362,0.19,0.209,95.431,464453.0,4,8 -Marcia Ball,Pots And Pans,15.0,0.471,0.687,7.0,-7.16,0,0.0359,0.136,0.00661,0.194,0.621,93.288,273213.0,4,2 -Devek,◊ë◊©◊ù ◊î◊ì◊û◊ï◊ß◊®◊ò◊ô◊î,6.0,0.597,0.464,10.0,-8.747,1,0.0304,0.428,,0.0909,0.62,132.915,207227.0,4,6 -Motion City Soundtrack,Everything Is Alright,64.0,0.435,0.95,8.0,-3.869,1,0.106,0.000494,,0.317,0.457,160.987,207634.0,4,10 -Berry Sakharof,◊¢◊ô◊® ◊©◊ú ◊ß◊ô◊•,29.0,0.476,0.821,6.0,-7.939,1,0.0561,9.92e-05,0.000804,0.0914,0.293,175.862,325040.0,4,10 -Omar Kent Dykes,Since I Met You Baby,33.0,0.773,0.35,4.0,-8.66,1,0.0298,0.856,0.0238,0.148,0.81,105.025,200520.0,1,2 -Dead Eyes,Break In The Current,,0.608,0.916,9.0,-7.23,0,0.11,0.000135,1.75e-05,0.134,0.287,110.009,210860.0,4,8 -binki,Wiggle,55.0,0.753,0.461,8.0,-8.857,0,0.0585,0.496,0.000372,0.116,0.897,103.919,179908.0,4,6 -Rhiannon Giddens,Calling Me Home (with Francesco Turrisi),36.0,0.32,0.0846,9.0,-9.769,1,0.035,0.852,,0.119,0.122,79.094,229893.0,4,1 -Cream,I Feel Free,58.0,0.375,0.448,9.0,-14.06,1,0.0264,0.106,5.55e-05,0.141,0.564,88.371,2.85845,4,10 -Busta Rhymes,Break Ya Neck,70.0,0.82,0.809,4.0,-6.759,0,0.251,0.443,0.00175,0.0613,0.737,83.011,231240.0,4,5 -Stevie Nicks,Show Them The Way,49.0,0.619,0.808,5.0,-7.776,0,0.0634,0.0301,,0.101,0.324,113.008,391332.0,4,10 -Ricky Montgomery,Mr Loverman,81.0,0.639,0.526,,-6.697,1,0.0256,0.245,2.43e-05,0.25,0.488,130.033,216880.0,3,9 -Eye to Eye,"John Smith, Sarah Jarosz",30.0,0.8,0.382,3.0,-10.219,1,0.0277,0.382,0.00077,0.0855,0.524,111.944,3.8544,4,0 -The Bloody Beetroots,Cornelius,32.0,0.582,0.744,10.0,-5.49,1,0.0437,0.000459,0.051,0.0788,0.248,126.014,253000.0,3,6 -Monster Magnet,Space Lord,53.0,0.636,0.743,10.0,-7.112,1,0.0354,0.000231,0.665,0.123,0.356,95.821,355933.0,4,8 -Charlie Rich,The Most Beautiful Girl,50.0,0.566,0.409,7.0,-10.379,1,0.0265,0.702,3.36e-06,0.101,0.458,103.233,2.71445,4,4 -Curtis Salgado,Hail Mighty Caesar,21.0,0.715,0.735,5.0,-4.693,1,0.0436,0.384,,0.115,0.842,122.299,256523.0,4,2 -Dot,do you,48.0,0.826,0.317,11.0,-11.078,0,0.27,0.138,0.304,0.382,0.293,116.017,148416.0,3,6 -Liquid Tension Experiment,The Passage of Time,46.0,0.199,0.967,11.0,-6.727,0,0.0682,0.000153,0.657,0.192,0.352,95.032,453387.0,4,8 -Caravan,In The Land Of Grey & Pink,42.0,0.658,0.3,2.0,-15.568,1,0.0726,0.341,0.0014,0.193,0.594,84.78,298840.0,4,10 -Jefferson Starship,It's About Time,26.0,0.407,0.911,11.0,-3.355,1,0.0378,0.00287,,0.482,0.497,147.089,252587.0,4,10 -311,Down,60.0,0.441,0.922,6.0,-6.644,0,0.0655,0.000179,1.97e-06,0.381,0.565,175.411,172160.0,4,10 -Popa Chubby,Stoop Down Baby - Live,,0.668,0.852,10.0,-5.962,1,0.0726,0.156,0.0208,0.681,0.538,100.219,336400.0,4,2 -David Bowie,Rebel Rebel - 1999 Remaster,35.0,0.676,0.92,9.0,-7.96,1,0.0435,0.00101,8.65e-06,0.248,0.624,126.341,269360.0,4,10 -The Soul Jacket,Pictures on the Wall,31.0,0.71,0.281,,-9.495,1,0.0325,0.46,4.73e-05,0.0917,0.564,114.888,257453.0,4,2 -Japanese Breakfast,Dreams - Recorded at Spotify Studios NYC,48.0,0.525,0.551,4.0,-9.131,1,0.0341,0.000297,0.0124,0.0789,0.575,128.055,279232.0,4,1 -Lost Frequencies,Black & Blue - Acoustic Version,42.0,0.538,0.299,10.0,-6.78,0,0.0327,0.522,,0.237,0.577,150.473,186034.0,4,9 -Three 6 Mafia,"Stay Fly (feat. Young Buck, Eightball & MJG)",65.0,0.789,0.881,11.0,-5.758,1,0.0331,0.109,,0.355,0.647,133.299,236600.0,4,5 -Promoting Sounds,Shoot,10.0,0.804,0.473,2.0,-12.99,1,0.0976,0.051,2.06e-06,0.116,0.774,112.699,173254.0,5,5 -Saigon Would Be Seoul,History of Us - Lost fx Rework,26.0,0.266,0.375,8.0,-14.899,0,0.037,0.927,0.976,0.373,0.177,85.265,228917.0,4,6 -Bhupinder Singh,Idhar Ka Maal Udhar - Deewaar / Soundtrack Version,13.0,0.549,0.875,7.0,-3.84,1,0.119,0.725,,0.15,0.806,104.733,3.380883333,4,3 -Cage The Elephant,Cold Cold Cold,70.0,0.549,0.789,5.0,-6.071,1,0.0313,0.0178,6.7e-05,0.059,0.715,136.125,214387.0,4,10 -Nirvana,Love Buzz,64.0,0.479,0.865,5.0,-8.281,0,0.0339,3.1e-05,0.228,0.182,0.77,137.902,215203.0,4,10 -Marchita,Silvana Estrada,34.0,0.427,0.0767,4.0,-13.472,0,0.0442,0.981,1.73e-06,0.0599,0.352,104.699,3.779116667,4,0 -Moshe Giat,◊§◊¢◊û◊ï◊ü ◊ñ◊î◊ë,16.0,0.677,0.575,10.0,-7.468,0,0.0294,0.437,,0.259,0.874,125.08,317853.0,4,9 -Nessa Barrett,la di die (feat. jxdn),80.0,0.484,0.643,1.0,-4.72,1,0.0416,0.0036,,0.243,0.345,163.97,195191.0,4,1 -NewDad,Slowly,45.0,0.597,0.762,9.0,-8.199,0,0.0321,0.189,0.537,0.0821,0.566,121.993,185813.0,4,1 -Shlomo Artzi,◊õ◊û◊ï ◊ê◊ñ,30.0,0.582,0.504,2.0,-14.409,1,0.0267,0.067,1.37e-05,0.0858,0.625,138.467,301933.0,4,10 -Red Moon Architect,Dethrone the darkness,22.0,0.407,0.638,5.0,-8.441,1,0.033,0.0287,0.865,0.135,0.0945,92.614,269206.0,4,8 -Britney Spears,Out from Under,45.0,0.543,0.46,6.0,-10.463,1,0.0352,0.379,,0.112,0.384,139.918,3.897116667,4,9 -En Minor,On the Floor,34.0,0.246,0.431,2.0,-9.09,1,0.0353,0.00804,0.00881,0.356,0.142,115.256,322125.0,3,8 -Son House,Downhearted Blues,26.0,0.601,0.079,9.0,-16.254,1,0.182,0.868,0.0002,0.114,0.315,64.176,363227.0,4,2 -Ruben,Mama Don't Know,53.0,0.5,0.554,8.0,-8.507,1,0.0389,0.0128,1.68e-06,0.1,0.313,158.194,201486.0,4,9 -J.C. Sat√†n,No Brain No Shame,15.0,0.301,0.78,9.0,-6.771,0,0.0347,0.00141,0.907,0.203,0.301,109.062,209427.0,4,10 -Squidgenini,All Made Up,50.0,0.62,0.58,9.0,-8.969,1,0.337,0.347,0.000181,0.077,0.255,119.896,250519.0,4,6 -DragonForce,Through The Fire And Flames,66.0,0.153,0.953,,-4.74,0,0.122,0.00152,0.0062,0.366,0.14,199.892,439120.0,4,8 -st jimmy,cold & hot,33.0,0.559,0.68,8.0,-7.339,0,0.0368,0.0345,0.000166,0.234,0.266,169.956,103105.0,4,10 -Underoath,A Boy Brushed Red Living In Black And White,62.0,0.419,0.932,1.0,-3.604,0,0.106,0.00171,,0.137,0.445,169.881,268000.0,4,8 -Big Sandy & His Fly-Rite Boys,Jumping From 6 To 6,28.0,0.672,0.755,4.0,-8.281,1,0.0769,0.169,,0.291,0.89,115.313,190000.0,4,10 -ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,10 -"Robert Schumann, Gautier Capuçon, Bernard Haitink, Chamber Orchestra of Europe","Schumann: Cello Concerto in A Minor, Op. 129: II. Langsam (Live)",37.0,0.197,0.0284,5.0,-27.474,1,0.0488,0.98,0.871,0.129,0.0391,82.731,4.084666667,4,7 -KM,Filter (feat. JJJ & Campanella),45.0,0.857,0.802,8.0,-5.275,1,0.257,0.0946,3.42e-05,0.319,0.696,110.058,254182.0,4,9 -Backstreet Boys,Quit Playing Games (With My Heart),56.0,0.8,0.875,11.0,-4.952,0,0.0338,0.0615,2.79e-06,0.13,0.882,100.033,3.892216667,4,9 -The Mamas & The Papas,California Dreamin' - Single Version,77.0,0.552,0.608,1.0,-9.786,0,0.0345,0.352,,0.0533,0.637,112.367,162373.0,4,10 -Asking Alexandria,They Don't Want What We Want (And They Don't Care),60.0,0.557,0.902,2.0,-4.521,0,0.045,0.000282,0.00246,0.101,0.571,160.073,195391.0,4,10 -Omer Adam,◊ê◊ó◊®◊ô ◊õ◊ú ◊î◊©◊†◊ô◊ù,43.0,0.573,0.387,1.0,-6.205,1,0.0408,0.736,,0.117,0.661,133.528,207533.0,4,9 -Ronnie Milsap,(There's) No Gettin' over Me,,0.599,0.47,6.0,-10.477,0,0.0337,0.549,2.47e-05,0.304,0.811,200.631,3.27155,4,4 -blackwave.,Elusive,54.0,0.567,0.675,5.0,-6.699,0,0.219,0.335,,0.247,0.651,167.737,222200.0,4,5 -Ramachandra Murthy,"Govind Bolo, Shri Krishna Govind - Instrumental",23.0,0.247,0.496,,-11.012,1,0.0318,0.767,0.512,0.0881,0.327,82.004,346920.0,4,6 -Marty de Lutece,Tes yeux,28.0,0.673,0.633,8.0,-7.99,1,0.0505,0.378,0.00105,0.104,0.845,147.937,152432.0,4,6 -Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,9 -Snooks Eaglin,Saint James Infirmary,41.0,0.733,0.261,2.0,-14.56,1,0.0496,0.494,0.0412,0.0581,0.622,91.276,143520.0,4,2 -Patsy Cline,Gotta Lot Of Rhythm In My Soul,8.0,0.74,0.554,2.0,-14.131,1,0.031,0.977,0.283,0.623,0.971,109.129,140565.0,4,10 -Tantric,Breakdown,58.0,0.569,0.945,8.0,-5.673,0,0.0503,0.00936,,0.121,0.483,100.04,190667.0,4,10 -Weezer,All My Favorite Songs (feat. AJR),67.0,0.605,0.7,4.0,-6.47,1,0.0277,0.00998,,0.116,0.588,84.962,170720.0,4,10 -"Manhar Udhas, Anuradha Paudwal, Laxmikant–Pyarelal",Tera Naam Liya,41.0,0.538,0.831,5.0,-5.45,0,0.0461,0.823,,0.123,0.818,130.609,5.9121,4,3 -Beach Bunny,Blame Game,56.0,0.364,0.719,7.0,-5.567,1,0.0439,0.0551,3.15e-06,0.0824,0.352,97.5,214924.0,4,6 -From Autumn To Ashes,Short Stories With Tragic Endings,43.0,0.215,0.752,9.0,-6.481,0,0.0441,0.000717,0.009,0.112,0.0585,93.758,565973.0,3,8 -Yellowcard,Only One,4.0,0.477,0.906,1.0,-4.814,0,0.0895,7.89e-05,8.68e-05,0.149,0.301,81.291,257400.0,4,10 -Within Temptation,Stand My Ground,55.0,0.271,0.866,5.0,-4.072,0,0.0578,0.0489,0.000762,0.116,0.127,175.665,267987.0,4,8 -Exodus,Good Day To Die,49.0,0.437,0.94,10.0,-5.467,1,0.0895,0.00616,0.0055,0.0898,0.426,95.171,287667.0,4,8 -Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,1 -Within Temptation,The Reckoning,58.0,0.31,0.825,1.0,-4.53,1,0.0563,0.00356,,0.641,0.475,89.885,251107.0,4,8 -Guvna B,Very Original,6.0,0.831,0.636,3.0,-8.827,0,0.346,0.389,,0.0925,0.749,134.923,188443.0,4,5 -MASI MASI,Crabs,30.0,0.602,0.54,4.0,-9.212,1,0.0448,0.0784,9.8e-06,0.0825,0.59,116.959,255381.0,4,10 -Metallica,Moth Into Flame,56.0,0.163,0.977,4.0,-3.585,0,0.0591,3.64e-05,0.0052,0.0555,0.369,178.44,350644.0,4,8 -VOISART,Like Glass,48.0,0.201,0.0729,7.0,-23.906,1,0.0343,0.96,0.829,0.362,0.0746,71.807,150793.0,5,1 -Charlotte Day Wilson,If I Could,,0.505,0.255,1.0,-9.576,1,0.0663,0.831,2.45e-06,0.24,0.343,109.94,183345.0,4,1 -Kavale,Down,42.0,0.731,0.594,10.0,-5.757,0,0.284,0.418,,0.106,0.753,132.903,232611.0,4,5 -Light Rain Blues,Sam Amidon,,0.566,0.345,11.0,-15.697,1,0.03,0.852,0.554,0.189,0.396,123.84,3.952216667,4,0 -Hauskey,Cream Shirt,,0.686,0.661,10.0,-8.228,1,0.0359,0.0611,0.000113,0.176,0.579,102.001,163042.0,4,6 -"Mahesh Raghvan, Rajani Shridhar",Alai Paayuthe (feat. Rajani Shridhar),31.0,0.381,0.628,,-6.933,1,0.0505,0.18,,0.208,0.516,77.361,4.520966667,4,0 -Sarit Hadad,◊©◊®◊î ◊©◊®◊î,17.0,0.745,0.851,10.0,-4.877,0,0.0366,0.17,,0.0503,0.906,115.009,195156.0,4,9 -Calvin Boze and His All Stars,Safronia B,34.0,0.539,0.483,8.0,-9.085,1,0.0573,0.8,0.0341,0.314,0.864,167.484,144307.0,4,2 -Yuval Banay,◊ê◊†◊ô ◊û◊§◊ó◊ì,9.0,0.67,0.817,2.0,-6.545,1,0.0751,0.0296,0.0453,0.172,0.378,97.997,277092.0,4,10 -The Backseat Lovers,Kilby Girl,74.0,0.329,0.444,1.0,-9.973,1,0.0417,0.0578,0.0352,0.113,0.225,162.279,282206.0,4,10 -Greta Van Fleet,Built By Nations,67.0,0.246,0.945,9.0,-3.809,1,0.111,0.000905,0.606,0.103,0.318,157.408,238985.0,4,10 -Vinod Rathod,Koi Na Koi Chahiye,39.0,0.655,0.729,11.0,-11.116,0,0.0663,0.21,7.36e-06,0.268,0.889,124.381,6.3896,4,3 -Radiohead,Bodysnatchers,60.0,0.342,0.976,2.0,-4.986,1,0.0573,0.00443,0.0175,0.0974,0.733,166.663,242293.0,4,10 -The Pale White,Medicine,42.0,0.361,0.895,10.0,-3.94,0,0.06,0.00035,,0.349,0.459,177.959,247360.0,4,10 -LCD Soundsystem,Drunk Girls,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,1 -John K,cheap sunglasses,55.0,0.801,0.499,8.0,-5.89,1,0.0346,0.239,,0.189,0.674,99.018,199169.0,4,9 -Prides,A Wilder Heart - Acoustic,40.0,0.44,0.339,,-8.191,1,0.0381,0.672,,0.0933,0.353,110.063,241562.0,5,9 -Melody's Echo Chamber,"Breathe in, Breathe Out",37.0,0.636,0.494,2.0,-8.57,1,0.0321,0.0623,0.00221,0.215,0.741,122.036,170880.0,4,6 -Roo Panes,There's A Place,55.0,0.408,0.363,2.0,-13.949,1,0.0284,0.528,0.0538,0.0868,0.212,131.249,6.14156667,4,0 -Gojira,The Chant,63.0,0.494,0.874,8.0,-3.831,1,0.031,1.74e-05,0.0621,0.0873,0.485,124.064,312752.0,4,8 -Sub Urban,PATCHWERK (with Two Feet),68.0,0.822,0.464,8.0,-8.965,1,0.058,0.192,8.39e-06,0.293,0.773,97.506,141591.0,4,10 -Cassandra Jenkins,Michelangelo,42.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,209837.0,4,6 -Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,1 -Charlie Haden,The Good Life,36.0,0.616,0.253,7.0,-19.339,1,0.0662,0.098,4.97e-05,0.252,0.406,110.425,4.706216667,4,7 -POORSTACY,Choose Life,54.0,0.548,0.967,1.0,-2.759,0,0.0898,0.00364,,0.461,0.526,105.949,129340.0,4,10 -A Tribe Called Quest,Can I Kick It?,71.0,0.848,0.666,,-6.547,1,0.274,0.173,0.000699,0.129,0.744,96.662,251573.0,4,5 -All Time Low,Kids In The Dark - Live From Spotify UK,47.0,0.746,0.77,9.0,-5.654,1,0.0393,0.0336,,0.953,0.426,123.833,237750.0,4,10 -JC Brooks & The Uptown Sound,Rouse Yourself,43.0,0.69,0.488,5.0,-8.337,1,0.0263,0.115,9.42e-05,0.104,0.402,97.516,248693.0,4,9 -Damageplan,Pride,45.0,0.367,0.921,6.0,-5.175,1,0.0773,0.000154,0.497,0.0654,0.611,92.08,257267.0,4,8 -Toronzo Cannon,The Chicago Way,35.0,0.557,0.933,4.0,-4.871,0,0.0499,0.223,0.00772,0.107,0.648,110.843,262347.0,4,2 -Toni Barella,Feathertop,45.0,0.547,0.0871,2.0,-15.884,1,0.0511,0.99,0.952,0.111,0.3,97.62,3.0464,4,7 -Yacouba Sissoko,Siya,26.0,0.385,0.274,5.0,-14.492,1,0.0328,0.902,0.56,0.0944,0.462,140.492,5.39945,4,7 -Where Did You Sleep Last Night,Jake Blount,32.0,0.424,0.319,4.0,-9.239,1,0.0251,0.722,0.0333,0.142,0.385,102.337,3.942216667,3,0 -Hella,1-800-GHOST-DANCE,33.0,0.368,0.903,4.0,-4.978,1,0.084,6.69e-05,0.929,0.0646,0.296,118.296,224760.0,4,10 -Blind Lemon Jefferson,Black Snake Moan,28.0,0.581,0.159,11.0,-15.841,1,0.0685,0.989,0.0295,0.129,0.411,73.435,170173.0,4,2 -Lonnie Brooks,A Man's Got To Do What A Man's Got To Do,11.0,0.722,0.55,11.0,-12.496,0,0.0346,0.547,0.0221,0.13,0.828,102.666,243667.0,4,2 -KOU,RIOT,39.0,0.394,0.939,2.0,-1.706,1,0.126,0.000744,0.241,0.356,0.136,179.957,245333.0,4,10 -Rob Zombie,Crow Killer Blues,58.0,0.2,0.869,9.0,-7.049,0,0.0886,0.00322,0.174,0.134,0.179,86.479,300013.0,4,10 -Coldplay,Magic,73.0,0.738,0.482,6.0,-8.917,0,0.0402,0.0266,0.621,0.106,0.352,93.457,285014.0,4,9 -Martin Jensen,2019,69.0,0.876,0.765,9.0,-6.554,0,0.269,0.119,5.2e-06,0.0826,0.729,115.072,131381.0,4,9 -"Shankar Mahadevan, John McLaughlin",Luki - Live,13.0,0.559,0.914,7.0,-8.685,0,0.0415,0.602,0.348,0.686,0.83,130.489,5.638883333,4,0 -Stone Temple Pilots,Between the Lines,35.0,0.46,0.934,,-4.566,1,0.047,2.56e-05,8.94e-06,0.376,0.779,137.022,170627.0,4,10 -Joyce Lawson,Stop Doggin Me Around,9.0,0.559,0.47,6.0,-6.531,1,0.0356,0.564,1.64e-05,0.134,0.486,171.959,275773.0,3,2 -Britney Spears,Clumsy,,0.774,0.473,5.0,-7.07,0,0.132,0.0589,,0.0888,0.362,103.888,3.05645,4,9 -Saucy Santana,Walk,53.0,0.937,0.684,10.0,-5.634,0,0.215,0.00129,4.12e-05,0.0718,0.496,100.029,143977.0,4,5 -Bombay Bicycle Club,"Eat, Sleep, Wake (Nothing But You)",65.0,0.596,0.807,1.0,-7.893,0,0.028,0.000132,0.264,0.312,0.288,117.016,219893.0,4,6 -Inhaler,Who's Your Money On? (Plastic House),53.0,0.318,0.646,5.0,-7.15,0,0.0392,0.00521,0.172,0.0679,0.172,125.986,382800.0,4,6 -Karsh Kale,Shyam,16.0,0.554,0.626,7.0,-7.793,1,0.0324,0.0304,0.00481,0.179,0.0386,111.004,5.914666667,4,0 -"Doja Cat, Ariana Grande",I Don't Do Drugs (feat. Ariana Grande),80.0,0.683,0.615,5.0,-5.737,1,0.0966,0.222,8.25e-06,0.154,0.45,77.014,3.14821667,4,9 -Pet Shop Boys,"Always on My Mind - Live at the O2 Arena, London - 21 December 2009",34.0,0.517,0.993,7.0,-3.894,1,0.0748,0.00132,0.0822,0.989,0.362,126.137,3.72045,4,9 -Vantage,50//50,64.0,0.838,0.699,7.0,-7.216,1,0.0521,0.0608,0.87,0.0926,0.386,124.137,246167.0,4,9 -Liz Phair,Fuck and Run,47.0,0.774,0.64,2.0,-7.949,1,0.0333,0.743,0.0316,0.088,0.947,136.226,187933.0,4,6 -A.R. Rahman,Mylapore Blues,14.0,0.729,0.382,7.0,-15.02,1,0.0361,0.856,0.837,0.179,0.333,131.946,365440.0,3,6 -LANDMVRKS,Overrated,50.0,0.334,0.965,11.0,-3.932,0,0.0988,0.000218,,0.317,0.481,90.521,205333.0,4,10 -Walter Trout and The Free Radicals,Let Me Know,34.0,0.285,0.799,5.0,-6.216,0,0.109,0.0665,0.00186,0.96,0.611,154.487,304093.0,4,2 -Cousin Harley,4 Wheels 9 Lives,34.0,0.341,0.873,9.0,-9.897,0,0.0358,1.82e-06,0.89,0.0762,0.769,119.763,148680.0,4,10 -T.I.,Top Back,59.0,0.597,0.678,2.0,-5.743,1,0.3,0.0103,,0.381,0.659,160.074,282413.0,4,5 -"Grover Washington, Jr.",Just the Two of Us (feat. Bill Withers),80.0,0.802,0.488,1.0,-9.304,1,0.0813,0.572,0.0598,0.0763,0.624,95.77,237106.0,4,9 -"Karthick Iyer, Sadashiva Bhramendrar, Haricharan","Manasa Sancharare (From ""Five Strings And A Few Circuits"")",21.0,0.458,0.517,2.0,-12.141,1,0.0407,0.0284,7.79e-06,0.0415,0.339,149.896,4.46685,4,0 -Boys Noize,Ride Or Die (feat. Chilly Gonzales),49.0,0.44,0.586,,-7.472,0,0.0298,0.157,5.61e-06,0.112,0.0771,140.0,223659.0,4,6 -Eyedress,Jealous,71.0,0.474,0.921,9.0,-10.431,0,0.0457,0.00491,0.859,0.476,0.696,93.007,2.038983333,4,9 -Adi√≥s Amores,Luna Plateada,29.0,0.556,0.764,5.0,-5.525,0,0.0334,0.00519,2.44e-05,0.122,0.664,163.997,157119.0,3,6 -Clifford Brown,Sandu,48.0,0.562,0.447,8.0,-9.363,1,0.0636,0.633,0.125,0.0884,0.471,68.957,297040.0,4,2 -MOD SUN,Betterman,41.0,0.523,0.957,4.0,-3.236,1,0.0633,0.00315,0.0208,0.124,0.448,162.048,179363.0,4,10 -AleXa,Is It On,27.0,0.755,0.779,9.0,-3.913,0,0.149,0.0534,2.54e-05,0.1,0.472,99.962,224853.0,4,9 -Au/Ra,Bite Marks,57.0,0.56,0.273,7.0,-9.118,1,0.147,0.767,,0.169,0.479,156.577,163759.0,3,9 -Zack Villere,BERNADETTE,42.0,0.721,0.298,1.0,-12.047,1,0.0871,0.443,4.62e-05,0.107,0.426,113.154,144629.0,4,6 -Marillion,Estonia,26.0,0.309,0.414,10.0,-10.255,1,0.0297,0.674,5.25e-06,0.117,0.374,151.979,182566.0,4,10 -Guns N' Roses,It's So Easy,59.0,0.374,0.973,8.0,-10.098,1,0.128,0.0134,9.84e-06,0.0947,0.218,150.634,201360.0,4,10 -Curtis J,The Man,42.0,0.876,0.472,1.0,-10.135,1,0.305,0.144,0.000669,0.102,0.59,102.1,162500.0,4,5 -Thrice,Red Sky,45.0,0.536,0.744,2.0,-4.778,1,0.0465,0.00544,0.0277,0.106,0.136,141.45,257760.0,4,10 -Earth Trax,Ambient Dance - Radio Mix,38.0,0.684,0.69,1.0,-9.885,1,0.0412,0.00512,0.936,0.101,0.167,120.033,231821.0,4,1 -Wax Machine,Truth,21.0,0.549,0.693,11.0,-8.79,0,0.0442,0.602,0.372,0.228,0.763,91.599,255840.0,4,10 -Penny and Sparrow,Don't Start Now,49.0,0.381,0.224,,-14.677,0,0.0472,0.922,4.65e-05,0.0842,0.109,123.663,3.78795,4,0 -Eluveitie,The Call of the Mountains,56.0,0.305,0.884,11.0,-4.869,1,0.0514,0.0385,7.96e-05,0.974,0.196,108.355,253896.0,4,8 -Limp Bizkit,Down Another Day,41.0,0.57,0.587,11.0,-6.179,0,0.0293,0.00486,0.012,0.106,0.358,118.155,246240.0,4,10 -Nytt Land,Black Raven,24.0,0.432,0.424,5.0,-8.85,0,0.0366,0.344,0.00233,0.0747,0.0826,153.999,382866.0,4,8 -The Horrors,Still Life,50.0,0.392,0.677,7.0,-6.165,1,0.0281,0.00192,0.00486,0.565,0.517,170.091,321133.0,4,1 -Corey Harris,Keep Your Lamp Trimmed And Burning,36.0,0.646,0.0443,4.0,-20.977,1,0.0415,0.979,0.000179,0.107,0.333,134.257,174533.0,4,2 -Joe Cocker,Dear Landlord,30.0,0.512,0.765,,-9.896,1,0.0432,0.3,0.0296,0.479,0.944,122.603,205133.0,4,2 -Joy Williams,The Trouble with Wanting,61.0,0.396,0.198,2.0,-9.096,1,0.031,0.912,,0.0972,0.19,138.624,3.92645,3,0 -The Band,The Weight - Remastered,73.0,0.63,0.551,9.0,-9.28,1,0.0549,0.373,5.75e-05,0.103,0.518,143.868,274493.0,4,6 -Alvvays,In Undertow,53.0,0.357,0.69,1.0,-2.626,1,0.044,0.000115,0.00167,0.101,0.308,116.91,197187.0,4,6 -Interpol,All The Rage Back Home,51.0,0.287,0.91,7.0,-5.759,1,0.0571,4.12e-05,0.571,0.277,0.367,84.499,262427.0,4,1 -"Britney Spears, T.I.",Tik Tik Boom (feat. T.I.),39.0,0.751,0.767,5.0,-6.477,0,0.0639,0.238,,0.562,0.56,134.851,2.94955,4,9 -Kinkead,L√¢cher prise,33.0,0.864,0.524,11.0,-8.215,1,0.0492,0.0308,6.56e-05,0.271,0.795,125.981,160307.0,4,6 -Sonny Fodera,Closer (feat. Lilly Ahlberg),62.0,0.7,0.782,3.0,-4.631,1,0.0542,0.449,,0.143,0.68,124.969,169901.0,4,9 -Westlife,Change Your Mind,,0.685,0.817,,-3.927,1,0.0271,0.05,,0.383,0.876,127.983,3.712666667,4,9 -Greensky Bluegrass,Time > Breathe Reprise >,57.0,0.405,0.756,6.0,-6.361,0,0.0307,0.142,4.03e-05,0.638,0.606,133.379,338240.0,4,10 -The Score,Never Going Back,61.0,0.546,0.619,6.0,-6.09,0,0.042,0.0122,,0.0585,0.625,159.982,197680.0,4,10 -Fleetwood Mac,Landslide,78.0,0.414,0.161,7.0,-22.32,0,0.0318,0.883,0.000223,0.117,0.423,159.375,199493.0,4,10 -Years & Years,King,70.0,0.56,0.857,4.0,-4.145,0,0.0384,0.0594,,0.381,0.432,119.975,215360.0,4,9 -Crumb,Gone,58.0,0.62,0.502,5.0,-8.613,1,0.029,0.548,0.691,0.135,0.295,112.45,212933.0,4,6 -"A.R. Rahman, Anuradha, Anupama",Dil Se Re,54.0,0.844,0.442,9.0,-16.54,1,0.0691,0.00882,0.000498,0.0879,0.436,105.986,6.761783333,4,3 -Chez Kane,Rocket on the Radio,32.0,0.45,0.898,9.0,-7.959,1,0.0364,6.07e-05,0.0863,0.226,0.702,143.988,330481.0,4,10 -Soen,Monarch,47.0,0.428,0.921,9.0,-4.835,0,0.0756,0.00659,,0.223,0.457,150.017,292036.0,4,8 -Bklava,Close to You,43.0,0.717,0.818,5.0,-4.879,0,0.039,0.0295,0.0209,0.072,0.533,129.957,161365.0,4,9 -chemical club,Arm's Length,43.0,0.619,0.702,1.0,-4.824,0,0.0314,0.0057,0.000573,0.161,0.742,121.026,251250.0,4,6 -CV Vision,Gleiten,17.0,0.628,0.89,10.0,-10.035,0,0.0566,0.482,0.59,0.228,0.809,90.037,897708.0,4,6 -Goat,Goatfuzz,34.0,0.426,0.899,11.0,-2.658,0,0.0301,0.000546,0.721,0.17,0.562,79.07,416760.0,4,10 -Jagwar Twin,Happy Face,64.0,0.396,0.77,9.0,-4.728,1,0.06,0.0184,,0.12,0.412,177.542,170733.0,4,10 -The Beach Boys,I Get Around (Mono),66.0,0.39,0.625,9.0,-7.813,0,0.0537,0.36,,0.0663,0.514,144.338,2.23978333,4,10 -Pale Saints,Ordeal,31.0,0.503,0.541,2.0,-15.489,1,0.0335,7.82e-05,0.818,0.262,0.613,121.503,238227.0,3,10 -The Amazons,Doubt It,53.0,0.61,0.884,4.0,-4.612,0,0.0347,0.000264,0.00116,0.0892,0.546,113.968,291360.0,4,10 -Lata Mangeshkar,Har Khushi Ho Wahan,10.0,0.29,0.354,11.0,-12.669,1,0.0366,0.988,9.9e-05,0.203,0.464,148.927,3.483333333,4,3 -Janis Joplin,"Try (Just A Little Bit Harder) - Live at The Woodstock Music & Art Fair, August 17, 1969",31.0,0.449,0.776,9.0,-10.474,1,0.162,0.134,0.00399,0.201,0.586,116.753,313107.0,4,10 -Bktherula,Santanny,6.0,0.92,0.424,9.0,-5.24,1,0.226,0.00418,1.62e-06,0.164,0.116,134.975,123542.0,4,5 -Funeral For A Friend,The Great Wide Open,29.0,0.452,0.876,11.0,-2.512,1,0.0435,0.000523,,0.268,0.445,147.079,212360.0,4,10 -James Blunt,You're Beautiful - Live in Ireland,43.0,0.406,0.429,11.0,-14.225,0,0.0462,0.642,0.000428,0.961,0.471,163.928,3.637783333,4,9 -Nelly,Lil Bit,79.0,0.707,0.689,4.0,-7.097,0,0.0387,0.0255,,0.383,0.41,119.987,195962.0,4,9 -Fall Out Boy,Irresistible,64.0,0.484,0.938,2.0,-3.123,1,0.112,0.0706,,0.236,0.444,165.049,206507.0,4,10 -Geeta Dutt,Dagmag Dagmag Dole Naiyaa,,0.502,0.109,7.0,-17.85,1,0.126,0.983,0.493,0.227,0.77,147.786,3.213333333,4,3 -Buddy Guy,"Damn Right, I've Got the Blues",56.0,0.353,0.921,2.0,-5.64,1,0.0758,0.0488,0.065,0.314,0.526,145.589,271653.0,3,2 -Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,6 -Lior Narkis,◊û◊°◊ô◊ë◊™ ◊®◊ï◊ï◊ß◊ô◊ù,31.0,0.731,0.876,,-4.808,1,0.0713,0.258,,0.707,0.899,130.02,177231.0,4,9 -"Big Red Machine, Taylor Swift",Renegade (feat. Taylor Swift),78.0,0.532,0.708,,-8.121,1,0.0505,0.435,0.0236,0.107,0.586,167.977,4.24111667,4,9 -Yaffa Yarkoni,◊ú◊ú◊õ◊™ ◊¢◊û◊ö,10.0,0.379,0.237,5.0,-9.687,0,0.0353,0.958,4.63e-06,0.106,0.196,77.859,218347.0,4,10 -Westlife,Love Can Build a Bridge,2.0,0.409,0.447,8.0,-6.047,1,0.0283,0.613,,0.167,0.258,129.464,3.921333333,4,9 -Chevelle,Self Destructor,59.0,0.473,0.898,6.0,-3.537,0,0.0363,7.34e-06,0.56,0.311,0.405,104.031,347941.0,4,10 -Stormzy,Vossi Bop,69.0,0.682,0.653,8.0,-6.062,1,0.339,0.13,0.00116,0.129,0.428,188.115,196267.0,4,9 -KIDDO,My 100,38.0,0.598,0.738,11.0,-5.518,0,0.0472,0.255,,0.245,0.374,120.01,155700.0,4,9 -The Rolling Stones,Gimme Shelter,75.0,0.634,0.63,1.0,-8.277,0,0.031,0.447,0.039,0.17,0.489,118.628,270773.0,4,1 -The Physics House Band,Teratology,37.0,0.327,0.881,8.0,-7.981,0,0.047,0.00279,0.788,0.224,0.221,100.922,385360.0,4,10 -Vantage,Dancing All Night,42.0,0.786,0.811,4.0,-4.85,1,0.276,0.0191,0.726,0.363,0.619,120.068,235000.0,4,6 -Valis Ablaze,Elevation (feat. White Dove),30.0,0.193,0.976,1.0,-4.451,1,0.205,6.43e-05,1.61e-06,0.115,0.266,170.06,327999.0,5,8 -Tom Misch,It Runs Through Me,68.0,0.802,0.607,11.0,-11.028,0,0.289,0.205,0.000748,0.246,0.274,96.916,261881.0,4,5 -The Dangerous Summer,Fuck Them All,55.0,0.539,0.887,2.0,-6.935,1,0.037,0.0161,4.18e-06,0.267,0.448,100.017,196800.0,4,10 -42 Dugg,Judge Please,,0.662,0.797,8.0,-5.954,1,0.308,0.0561,,0.0486,0.606,183.909,123961.0,4,5 -Alabama,Tennessee River,47.0,0.392,0.608,2.0,-9.797,1,0.0719,0.289,9.97e-05,0.261,0.565,95.381,3.052,4,4 -Who Boy,Motorboat,30.0,0.695,0.57,5.0,-6.151,1,0.027,0.326,0.00035,0.377,0.548,94.976,205121.0,4,6 -Arik Einstein,◊î◊õ◊†◊ô◊°◊ô◊†◊ô ◊™◊ó◊™ ◊õ◊†◊§◊ö,34.0,0.293,0.273,8.0,-15.639,1,0.0276,0.771,,0.13,0.225,143.245,295000.0,4,10 -Yung Mal,Walkin (feat. Pooh Shiesty),55.0,0.911,0.651,9.0,-6.043,1,0.349,0.00338,,0.112,0.615,135.974,190709.0,4,5 -Temples,Mesmerise,33.0,0.383,0.777,1.0,-5.838,0,0.0344,0.000229,0.000576,0.211,0.517,136.063,222089.0,4,1 -Kenny Loggins,"Footloose - Live at Live Aid, John F. Kennedy Stadium, 13th July 1985",30.0,0.551,0.974,9.0,-4.776,1,0.0614,0.114,7.81e-05,0.969,0.229,87.71,4.239016667,4,9 -Local Natives,Lemon [Feat. Sharon Van Etten],57.0,0.614,0.275,3.0,-8.744,1,0.027,0.904,2.26e-05,0.118,0.303,130.875,197880.0,3,6 -Arik Einstein,◊ê◊ë◊©◊ú◊ï◊ù - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,29.0,0.45,0.34,4.0,-15.18,1,0.0648,0.094,0.0207,0.174,0.268,75.945,249173.0,4,10 -Nine Inch Nails,Head Like A Hole,61.0,0.666,0.798,9.0,-11.26,1,0.0477,0.00848,0.00186,0.585,0.442,115.382,299680.0,4,8 -John Mellencamp,Jack & Diane,75.0,0.811,0.41,9.0,-8.214,1,0.0391,0.0365,6.63e-06,0.0799,0.626,103.965,254493.0,4,10 -Tulip,Sidewinder,,0.111,0.917,9.0,-3.383,0,0.067,4.36e-06,0.758,0.404,0.178,79.997,257125.0,3,8 -Porridge Radio,Good For You,44.0,0.331,0.874,7.0,-7.521,0,0.06,0.317,0.000408,0.342,0.414,169.823,215581.0,4,1 -Kanye West,Drive Slow,59.0,0.593,0.593,11.0,-8.216,1,0.289,0.0306,9.94e-06,0.229,0.488,81.291,272227.0,1,5 -Jagwar Twin,Down to You,48.0,0.755,0.699,11.0,-5.929,1,0.065,0.00864,0.000139,0.0803,0.611,99.937,232074.0,4,10 -The Stranglers,Skin Deep,50.0,0.639,0.812,9.0,-8.785,1,0.0308,0.133,0.712,0.117,0.785,128.718,233187.0,4,10 -Faye Webster,Cheers,56.0,0.613,0.376,6.0,-8.592,0,0.0377,0.0919,0.324,0.149,0.496,170.2,195627.0,4,1 -Arik Einstein,◊õ◊ú ◊ê◊ó◊ì ◊®◊ï◊¶◊î,30.0,0.501,0.559,5.0,-8.039,1,0.0379,0.651,7.27e-06,0.113,0.0863,130.396,193333.0,4,10 -Apocalyptica,En Route To Mayhem,37.0,0.396,0.909,7.0,-6.522,0,0.0568,0.000615,0.873,0.0905,0.211,100.074,328149.0,4,8 -◊î◊ú◊ù ◊™◊®◊ë◊ï◊™,◊ú◊™◊™ ◊™'◊û◊õ◊î,30.0,0.735,0.855,8.0,-5.141,0,0.303,0.351,,0.189,0.434,137.897,194783.0,4,5 -Nardo Wick,Who Want Smoke?,66.0,0.689,0.62,6.0,-7.684,1,0.295,0.00159,,0.623,0.452,75.488,152794.0,4,5 -Mumford & Sons,Cold Arms,46.0,0.482,0.151,11.0,-12.259,1,0.0377,0.819,2.7e-06,0.124,0.0447,138.757,169907.0,4,10 -Sir Sly,&Run,60.0,0.764,0.661,5.0,-8.276,1,0.0526,0.0203,0.000179,0.179,0.479,92.018,226587.0,4,10 -Martin Garrix,We Are The People (feat. Bono & The Edge) - Official UEFA EURO 2020 Song,77.0,0.66,0.733,,-4.619,1,0.0359,0.248,8.96e-06,0.17,0.304,119.933,217000.0,4,9 -Imagine Dragons,Smoke And Mirrors,48.0,0.601,0.636,7.0,-7.283,1,0.0283,0.0657,0.0218,0.446,0.0812,109.987,260907.0,4,10 -Thyla,Everything,36.0,0.503,0.584,7.0,-10.464,1,0.0611,0.00166,0.00683,0.101,0.321,157.028,265000.0,4,10 -White Lies,Farewell To The Fairground,27.0,0.524,0.654,9.0,-9.047,1,0.037,8.95e-05,0.00569,0.1,0.333,118.014,256720.0,4,6 -Tanya Tucker,Delta Dawn,36.0,0.549,0.424,,-12.892,1,0.0369,0.668,,0.319,0.509,76.783,2.973333333,4,4 -The Pretty Things,Cries from the Midnight Circus,38.0,0.358,0.682,2.0,-9.123,1,0.0627,0.00536,0.0687,0.104,0.697,175.89,388200.0,4,2 -Bob Dylan,Hurricane,70.0,0.509,0.827,,-7.715,1,0.079,0.0409,,0.12,0.743,135.601,8.54555,4,10 -Karnatriix,Delicately Tuned,17.0,0.555,0.22,9.0,-13.717,0,0.0381,0.617,0.0647,0.321,0.238,83.988,429707.0,4,6 -HAIM,The Wire,61.0,0.548,0.632,2.0,-5.569,1,0.145,0.0126,4.95e-06,0.0769,0.535,113.682,245800.0,4,10 -Riff Cohen,TEMPO,33.0,0.676,0.588,2.0,-7.294,1,0.0312,0.361,4.58e-05,0.0977,0.69,150.203,219517.0,4,6 -Million Dead,Smiling at Strangers on Trains,32.0,0.207,0.961,7.0,-5.017,1,0.0801,9.94e-05,0.031,0.331,0.343,175.217,175253.0,4,10 -Glen Glenn,One Cup of Coffee,31.0,0.6,0.644,1.0,-9.968,1,0.0331,0.542,0.000174,0.134,0.951,151.409,123600.0,4,10 -Amy Shark,Love Songs Ain't for Us (feat. Keith Urban),69.0,0.396,0.351,4.0,-7.787,1,0.0655,0.591,,0.158,0.245,182.457,220867.0,3,9 -Michigander,Misery,49.0,0.343,0.732,,-5.189,1,0.044,0.00533,0.00302,0.0685,0.392,180.162,180772.0,4,10 -Young the Giant,Cough Syrup,72.0,0.534,0.721,11.0,-7.307,0,0.0417,0.0343,6.24e-06,0.115,0.225,128.978,249520.0,3,6 -Goodbye,"The Bros. Landreth, Mariel Buckley",25.0,0.629,0.423,5.0,-9.879,1,0.0274,0.624,0.00417,0.0853,0.235,139.907,3.8527,4,0 -Frank Carter & The Rattlesnakes,Devil Inside Me,49.0,0.5,0.842,1.0,-5.337,1,0.103,0.00576,9.01e-05,0.198,0.437,98.618,178312.0,4,10 -Ronnie Baker Brooks,Show Me (feat. Steve Cropper),23.0,0.623,0.87,11.0,-6.211,1,0.055,0.0715,0.00902,0.179,0.853,146.174,239387.0,4,2 -Def Leppard,Pour Some Sugar On Me - Remastered 2017,74.0,0.267,0.953,1.0,-4.899,0,0.096,0.00211,,0.283,0.568,84.989,4.45511667,4,10 -Tommy Flanagan,Naima,44.0,0.437,0.0375,10.0,-28.282,0,0.0403,0.797,0.692,0.114,0.126,117.153,5.037333333,4,7 -Shiv Hari,Obsession - Inst,17.0,0.655,0.952,8.0,-13.031,1,0.188,0.532,0.661,0.418,0.107,99.132,2.290666667,4,3 -whenyoung,Given Up,31.0,0.506,0.832,7.0,-3.913,1,0.0596,0.00154,2.15e-05,0.087,0.32,140.903,195587.0,4,6 -Hollow Coves,Coastline,,0.667,0.494,2.0,-11.286,1,0.0283,0.613,0.00248,0.0589,0.411,100.111,3.8994,4,0 -Supergrass,Alright,72.0,0.467,0.958,4.0,-4.808,0,0.0775,0.000479,0.199,0.299,0.701,145.92,180880.0,4,1 -Scouting For Girls,This Ain't a Love Song,49.0,0.458,0.905,,-4.157,1,0.0451,0.000431,,0.378,0.553,176.667,210680.0,4,10 -Roxanne Shante,Roxanne's Revenge,37.0,0.614,0.924,1.0,-7.08,1,0.343,0.102,,0.0402,0.647,95.786,309488.0,4,5 -Connie Smith,Once a Day,48.0,0.502,0.353,6.0,-9.957,1,0.0317,0.451,,0.0583,0.751,136.746,2.335333333,4,4 -The Ocean,Jurassic | Cretaceous,40.0,0.562,0.782,7.0,-7.815,1,0.0579,0.0166,0.0213,0.0628,0.181,109.99,804933.0,3,8 -Bully,Feel the Same,34.0,0.552,0.898,,-5.593,1,0.0773,0.0736,0.000156,0.407,0.457,177.685,119453.0,4,10 -Kings of Leon,Molly's Chambers,61.0,0.598,0.911,11.0,-3.97,1,0.0515,0.222,3.84e-06,0.216,0.953,146.469,134907.0,4,6 -Ash,Girl From Mars,56.0,0.247,0.764,9.0,-7.718,1,0.0472,0.00542,,0.16,0.503,154.707,210200.0,4,10 -Aiden,Die Romantic,46.0,0.381,0.96,8.0,-3.754,1,0.13,1.37e-05,3.57e-05,0.0647,0.554,119.998,220787.0,4,10 -GB,No Love,37.0,0.77,0.691,3.0,-9.296,0,0.186,0.125,,0.125,0.734,96.921,279144.0,4,5 -The Ogre Packet Slammers,Stay Out of My Swamp,36.0,0.39,0.889,7.0,-11.181,1,0.0754,5.82e-06,0.00173,0.394,0.217,139.955,184286.0,4,8 -David Bowie,Let's Dance - 2002 Remaster,65.0,0.654,0.641,8.0,-9.771,1,0.0482,0.00535,0.00321,0.209,0.794,114.696,247600.0,4,10 -Bush,Mad Love,36.0,0.366,0.726,4.0,-4.479,1,0.0332,0.000988,0.000108,0.097,0.246,137.124,238826.0,4,10 -Son Little,neve give up,50.0,0.573,0.494,7.0,-8.938,0,0.0735,0.48,0.0259,0.121,0.762,149.883,221476.0,4,2 -girl in red,You Stupid Bitch,69.0,0.521,0.833,11.0,-5.661,0,0.053,0.00721,0.00119,0.272,0.764,149.006,195952.0,4,9 -Fr√∂st,Record Still Spinning,24.0,0.607,0.649,,-8.463,1,0.0323,0.0432,0.625,0.117,0.693,150.009,209630.0,4,6 -Matt Maeson,Cringe - Stripped,58.0,0.752,0.276,5.0,-8.901,1,0.0463,0.876,,0.103,0.275,126.135,223467.0,4,9 -Stick Figure,Shine,60.0,0.77,0.672,11.0,-5.998,0,0.0539,0.0125,0.0432,0.115,0.442,169.974,269500.0,4,10 -Jeremy J. Saks,The Theory of Sound,29.0,0.703,0.523,4.0,-18.168,0,0.0838,0.0541,0.829,0.0698,0.916,170.042,158471.0,4,1 -Yehudit Ravitz,◊§◊¢◊ù,12.0,0.658,0.206,7.0,-12.673,1,0.033,0.798,0.000303,0.105,0.237,126.232,223067.0,4,10 -I Hate Myself,Caught in a Flood With the Captain of the Cheerleading Squad,30.0,0.326,0.54,2.0,-8.254,1,0.0391,0.000207,1.51e-06,0.115,0.426,93.443,206640.0,4,10 -The Wombats,Cheetah Tongue,55.0,0.533,0.967,2.0,-3.066,1,0.057,0.0426,0.000432,0.132,0.603,95.008,219482.0,4,1 -The Go-Go's,Club Zero,36.0,0.402,0.821,7.0,-10.185,1,0.0341,2.59e-06,0.32,0.113,0.713,75.512,180069.0,4,10 -Masked Wolf,Astronaut In The Ocean,90.0,0.778,0.695,4.0,-6.865,0,0.0913,0.175,,0.15,0.472,149.996,2.213,4,9 -t√∏m hughes,obvious,30.0,0.626,0.287,5.0,-19.453,0,0.415,0.898,,0.229,0.268,107.815,189239.0,4,6 -Learnin' to Drown,Vincent Neil Emerson,18.0,0.567,0.311,11.0,-10.278,1,0.0409,0.825,0.000161,0.0989,0.317,93.483,4.887333333,4,0 -Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,1 -AC/DC,Realize,65.0,0.455,0.79,7.0,-4.049,1,0.0432,3.78e-06,0.00021,0.0866,0.22,125.964,217467.0,4,10 -Ready For Mars,O.E.,22.0,0.47,0.857,7.0,-8.797,1,0.0966,0.00177,0.0185,0.0581,0.39,180.011,219014.0,4,10 -Sebastian Yatra,Pareja Del A√±o,93.0,0.715,0.622,4.0,-5.102,0,0.046,0.163,,0.0948,0.808,80.015,195053.0,4,9 -Sam Gellaitry,Duo,58.0,0.805,0.7,10.0,-3.064,0,0.155,0.0547,,0.04,0.832,127.034,126701.0,4,6 -Robert Plant,Ship of Fools - 2006 Remaster,46.0,0.61,0.473,7.0,-6.594,1,0.0247,0.163,0.00111,0.0905,0.231,93.138,300587.0,4,10 -Wolf Alice,The Last Man on Earth,60.0,0.253,0.293,7.0,-8.544,1,0.0338,0.308,0.124,0.115,0.117,146.237,261217.0,4,6 -James Brown,Say It Loud - I'm Black And I'm Proud - Pt. 1,44.0,0.85,0.66,3.0,-6.323,1,0.193,0.386,0.00235,0.0449,0.926,115.076,167187.0,4,5 -Hether,Twinkle,45.0,0.663,0.459,8.0,-9.143,1,0.0365,0.0302,0.456,0.109,0.426,140.166,194398.0,4,9 -Phoenix,"Identical - From The Motion Picture ""On The Rocks""",57.0,0.627,0.761,2.0,-8.57,1,0.036,0.000237,0.839,0.135,0.672,128.005,193263.0,4,6 -Jimmy Eat World,The Middle,79.0,0.643,0.849,2.0,-5.428,1,0.0526,0.0371,,0.058,0.903,162.152,165853.0,4,1 -While She Sleeps,NERVOUS,58.0,0.508,0.936,,-4.743,1,0.12,0.01,,0.0964,0.122,123.967,246464.0,4,8 -Lacey Sturm,State of Me,44.0,0.536,0.882,,-4.013,1,0.0418,0.00578,4.74e-05,0.103,0.592,134.001,194775.0,4,10 -Seasick Steve,Well Well Well,46.0,0.667,0.0614,4.0,-23.806,1,0.0465,0.935,0.111,0.1,0.481,79.649,150733.0,4,2 -Twenty One Pilots,Shy Away,83.0,0.588,0.856,9.0,-5.242,0,0.0316,0.000818,0.0739,0.238,0.635,96.966,175044.0,4,9 -Highly Suspect,These Days - Acoustic,45.0,0.482,0.202,6.0,-11.093,1,0.0617,0.827,,0.0889,0.337,177.175,265752.0,4,10 -Holly Herndon,Last Gasp,26.0,0.215,0.49,6.0,-7.581,1,0.0325,0.152,0.00287,0.116,0.109,119.571,309519.0,4,6 -Royal & the Serpent,phuck u,14.0,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,9 -Autumn Skies,On the Wings of an Owl (Hypnosis),18.0,0.233,0.971,,-3.474,0,0.241,0.000579,,0.319,0.2,156.09,254267.0,4,8 -Eliad,◊û◊™◊ï◊ß ◊õ◊©◊û◊®◊ú◊ô - Remix,22.0,0.594,0.843,1.0,-4.259,1,0.0538,0.0211,,0.0742,0.677,189.877,195315.0,4,9 -Marked As An Enemy,Ghosts,31.0,0.242,0.972,9.0,-5.191,0,0.122,3.61e-05,3.05e-05,0.256,0.085,99.94,178901.0,4,10 -W.A.S.P.,Wild Child,60.0,0.372,0.857,5.0,-7.816,0,0.0461,0.0608,9.01e-05,0.187,0.389,146.08,312400.0,4,8 -Satellite Citi,Getaway,26.0,0.451,0.912,2.0,-4.33,1,0.0671,0.000452,0.00429,0.348,0.513,116.039,219141.0,4,10 -Shalom Hanoch,◊ë◊í◊ô◊ú◊í◊ï◊ú ◊î◊ñ◊î,29.0,0.715,0.787,9.0,-5.774,1,0.043,0.207,1.41e-06,0.182,0.768,112.129,277520.0,4,10 -Turntboi95,Prague,31.0,0.588,0.856,10.0,-11.107,0,0.287,0.0323,7.21e-06,0.415,0.241,107.005,161495.0,4,6 -Hatena,SEN2333,38.0,0.669,0.801,10.0,-8.442,0,0.287,0.00492,0.857,0.225,0.197,129.967,186462.0,4,6 -Yehudit Ravitz,◊û◊î ◊¢◊ï◊©◊ï◊™ ◊î◊ê◊ô◊ô◊ú◊ï◊™,35.0,0.677,0.302,5.0,-18.8,0,0.0619,0.779,2.96e-06,0.0968,0.638,119.836,149773.0,4,10 -Britney Spears,Do You Wanna Come Over?,,0.751,0.696,4.0,-6.027,1,0.0657,0.00626,0.00258,0.107,0.446,121.0,3.389333333,4,9 -Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,6 -Saba,So and So,52.0,0.93,0.32,5.0,-11.715,0,0.0956,0.0139,0.165,0.148,0.0977,120.064,121280.0,4,5 -pizzagirl,car freshener aftershave,36.0,0.603,0.724,7.0,-6.843,1,0.0265,0.00135,1.02e-05,0.184,0.387,129.984,243868.0,4,9 -IndianRaga,Rangapuravihara 2.0,,0.486,0.673,5.0,-5.051,1,0.036,0.236,,0.126,0.307,99.962,3.3,3,0 -Jazmine Sullivan,Baltimore,50.0,0.748,0.622,11.0,-9.043,0,0.0699,0.0472,0.00254,0.11,0.838,79.949,303227.0,5,5 -Dehd,Flying,44.0,0.397,0.512,8.0,-6.734,1,0.0307,0.241,0.00391,0.1,0.0765,127.401,226679.0,4,1 -Goat Girl,Anxiety Feels,38.0,0.61,0.543,,-8.673,0,0.0419,0.175,0.0198,0.155,0.622,166.045,219640.0,4,6 -The Rolling Stones,Beast Of Burden - Remastered,74.0,0.783,0.878,1.0,-3.864,0,0.0308,0.39,0.000778,0.0426,0.885,100.626,265173.0,4,10 -Idan Amedi,◊î◊™◊ó◊ú◊î ◊ó◊ì◊©◊î,27.0,0.447,0.766,7.0,-5.833,1,0.034,0.638,3.75e-06,0.274,0.636,132.616,235893.0,4,9 -Dean Lewis,Falling Up,,0.654,0.756,2.0,-3.594,1,0.0534,0.648,,0.0995,0.475,103.551,206948.0,4,9 -LEMONPARTY,Animal,13.0,0.237,0.962,2.0,-6.516,0,0.154,0.000774,0.00473,0.335,0.183,155.24,232980.0,4,10 -Blu,Feet On The Ground,41.0,0.693,0.648,4.0,-8.465,0,0.0931,0.00958,3.23e-05,0.846,0.815,88.005,297875.0,4,5 -Dissonants,Comforting Lies // Unpleasant Truths,24.0,0.251,0.977,2.0,-3.68,1,0.101,6.43e-05,,0.0839,0.16,175.232,226286.0,3,8 -Dio,Rainbow In The Dark,64.0,0.508,0.912,9.0,-8.049,0,0.0368,7.06e-05,0.403,0.0492,0.682,117.582,252693.0,4,8 -AC/DC,For Those About to Rock (We Salute You),65.0,0.37,0.919,4.0,-5.721,1,0.102,0.000376,0.419,0.49,0.471,134.021,344240.0,4,10 -The Joy Formidable,Into the Blue - Single Edit,38.0,0.326,0.763,11.0,-5.804,0,0.0577,0.00795,3.31e-05,0.328,0.592,98.692,230000.0,4,10 -The Ruts,Babylon's Burning,41.0,0.334,0.925,9.0,-8.521,0,0.0663,0.0219,,0.186,0.577,168.393,155187.0,4,10 -The Struts,Body Talks,57.0,0.537,0.92,10.0,-3.438,0,0.274,0.00592,,0.34,0.843,185.703,177160.0,4,1 -Galleons,"Hate the Player, Not the Game",38.0,0.483,0.937,4.0,-3.068,0,0.0502,0.000337,2.19e-05,0.0765,0.406,99.983,219291.0,4,8 -TIMELESS,Right Here,21.0,0.535,0.896,4.0,-6.781,0,0.0369,2.64e-05,0.0714,0.104,0.514,125.066,213600.0,4,8 -Sithu Aye,Dark Ages,33.0,0.475,0.818,8.0,-4.533,0,0.0537,0.0004,0.816,0.419,0.311,160.032,403500.0,4,8 -Bastille,Lethargy,47.0,0.661,0.843,8.0,-3.117,0,0.0427,0.0553,,0.394,0.757,128.001,204986.0,4,10 -Eliad,◊ô◊ï◊ù ◊î◊ï◊ú◊ì◊™,41.0,0.782,0.507,1.0,-6.527,1,0.0963,0.489,,0.267,0.536,91.54,195588.0,4,9 -Cage The Elephant,Night Running,59.0,0.601,0.946,4.0,-2.298,0,0.0656,0.0661,1.12e-05,0.388,0.58,141.929,208133.0,4,10 -"Manna Dey, Lata Mangeshkar",Pyar Hua Iqrar Hua,38.0,0.466,0.452,6.0,-9.232,0,0.0321,0.678,1.38e-05,0.0581,0.882,126.696,4.35,4,3 -Big Spring,Cold Foot,28.0,0.252,0.839,8.0,-4.651,1,0.0566,8.96e-06,0.117,0.274,0.384,177.963,207895.0,4,10 -Patrick Belaga,Sigh,19.0,0.187,0.152,10.0,-19.156,0,0.0359,0.992,0.764,0.112,0.157,89.932,126320.0,4,6 -Avalon (with Francesco Turrisi),"Rhiannon Giddens, Francesco Turrisi",39.0,0.569,0.48,7.0,-7.533,1,0.0412,0.781,0.0822,0.1,0.353,123.7,3.913783333,5,0 -LANY,up to me,73.0,0.664,0.721,1.0,-8.712,1,0.0367,0.0563,0.000554,0.0745,0.747,120.99,2.79933333,4,9 -Johnny Winter,"Johnny B. Goode - Live at The Woodstock Music & Art Fair, August 18, 1969",33.0,0.326,0.798,6.0,-8.676,0,0.0555,0.00664,0.00072,0.972,0.777,163.619,336400.0,4,10 -Saweetie,Risky (feat. Drakeo the Ruler),62.0,0.928,0.528,8.0,-8.375,1,0.293,0.019,0.000304,0.115,0.259,100.059,159152.0,4,5 -BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,6 -Foster The People,The Things We Do,48.0,0.735,0.689,3.0,-4.575,0,0.0379,0.0204,0.00344,0.0499,0.624,114.983,252067.0,4,9 -Flo Milli,May I,71.0,0.896,0.78,1.0,-3.547,1,0.202,0.0828,,0.0857,0.85,106.032,163019.0,4,5 -Josh Turner,Would You Go With Me,15.0,0.605,0.864,6.0,-5.365,1,0.0292,0.13,0.000803,0.113,0.736,122.919,228187.0,4,9 -Sabaton,Ghost Division,61.0,0.339,0.945,4.0,-3.016,1,0.059,8.78e-05,1.51e-05,0.2,0.466,176.213,231200.0,4,8 -Britney Spears,Trouble for Me,40.0,0.731,0.674,,-5.599,0,0.0452,0.00613,,0.369,0.305,125.938,3.33245,4,9 -"Antonio Vivaldi, Jean-François Paillard, Frédéric Lodéon, Orchestre de chambre Jean-François Paillard","Vivaldi: Cello Concerto in C Major, RV 400: II. Largo",22.0,0.22,0.0485,,-25.743,1,0.0472,0.977,0.865,0.104,0.0395,97.025,2.853783333,4,7 -Treasure Fingers,Cross The Dancefloor,24.0,0.811,0.662,6.0,-7.197,0,0.143,0.0695,,0.235,0.97,125.002,293631.0,4,1 -ARXX,Iron Lung,27.0,0.314,0.869,4.0,-4.881,0,0.151,0.00373,0.00745,0.375,0.516,158.497,181371.0,4,6 -Freddie King,Hide Away,38.0,0.626,0.503,9.0,-15.546,1,0.0385,0.306,0.0778,0.128,0.816,131.117,163347.0,4,2 -Atalhos,Mesmo Cora√ß√£o - The Holydrug Couple Remix,34.0,0.427,0.655,2.0,-8.445,1,0.0315,0.228,0.137,0.096,0.293,149.963,275393.0,4,10 -Gwar,If You Want Blood (You Got It),41.0,0.505,0.959,8.0,-3.633,1,0.12,0.00955,1.03e-05,0.118,0.41,148.909,305541.0,4,8 -Aastha Gill,Hermosa (feat. D Soldierz),42.0,0.854,0.64,9.0,-3.684,0,0.0425,0.0384,,0.0848,0.486,98.036,203136.0,4,9 -Hockey Dad,I Missed Out,41.0,0.291,0.963,10.0,-3.881,0,0.0726,0.000146,1.41e-06,0.173,0.306,86.187,213448.0,4,10 -Janis Joplin,Me and Bobby McGee,71.0,0.43,0.463,2.0,-10.96,1,0.0442,0.303,5.84e-05,0.152,0.66,93.405,4.52221667,4,10 -Best Coast,Feeling Ok,45.0,0.438,0.913,9.0,-3.438,1,0.0558,0.000142,0.00393,0.145,0.21,118.963,196160.0,4,10 -The Backyardigans,Into The Thick Of It!,70.0,0.703,0.0828,7.0,-14.178,1,0.139,0.825,1.24e-05,0.13,0.57,125.879,2.64755,4,9 -Songhoy Blues,Sahara,37.0,0.473,0.766,7.0,-7.95,1,0.0448,0.00141,0.0483,0.201,0.759,98.466,183720.0,4,2 -I Wonder Why,"Kacy & Clayton, Marlon Williams",33.0,0.381,0.565,7.0,-8.546,1,0.0314,0.577,1.83e-06,0.127,0.451,78.045,2.097333333,4,0 -Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,1 -The Kingsmen,Louie Louie,66.0,0.623,0.709,1.0,-9.818,0,0.0636,0.102,,0.0967,0.948,122.394,165381.0,4,10 -The Movement,Set Sail,58.0,0.747,0.657,7.0,-5.993,1,0.0524,0.216,,0.0844,0.726,96.288,216477.0,4,10 -Tammy Wynette,You and Me,36.0,0.458,0.234,8.0,-14.843,1,0.0273,0.584,0.00029,0.182,0.197,77.317,3.34045,3,4 -"Eurythmics, Annie Lennox, Dave Stewart",Sweet Dreams (Are Made Of This) - Live,28.0,0.57,0.703,2.0,-13.831,0,0.0346,0.0202,,0.967,0.746,127.805,3.80555,4,9 -Kota the Friend,Wolves,61.0,0.613,0.686,1.0,-5.75,1,0.107,0.0952,,0.187,0.5,80.014,233531.0,4,5 -Anna Zak,◊®◊ï◊ß 2000,39.0,0.628,0.605,8.0,-9.014,1,0.0344,0.421,4.34e-06,0.103,0.439,119.904,230029.0,4,9 -Derek & The Dominos,Have You Ever Loved A Woman? - 40th Anniversary Version / 2010 Remastered,10.0,0.303,0.648,,-6.795,1,0.0512,0.642,0.053,0.407,0.644,170.379,412960.0,3,2 -Sarit Hadad,Ze Sheshomer Alay - Offer Nissim & Yinon Yahel Remix,24.0,0.592,0.974,10.0,-1.917,0,0.0796,0.0145,0.674,0.354,0.372,127.996,495293.0,4,9 -Hard Working Americans,It Runs Together,30.0,0.61,0.548,9.0,-10.408,0,0.0555,0.775,0.0347,0.425,0.413,103.983,202423.0,4,2 -"Umashankar Kathak, Jayesh Kathak, Nakash Aziz",Naina Morey - Redefined,26.0,0.255,0.537,,-11.189,1,0.0835,0.428,0.000505,0.0608,0.499,75.634,3.38065,4,0 -Barns Courtney,Kicks,61.0,0.64,0.83,10.0,-5.43,0,0.0652,0.129,,0.29,0.62,95.004,195173.0,4,10 -Grateful Dead,Ripple - Live,32.0,0.496,0.338,7.0,-13.274,1,0.0421,0.678,2.95e-05,0.877,0.418,62.408,267187.0,4,10 -Don't Know Why,Ghostly Kisses,30.0,0.258,0.321,10.0,-11.629,0,0.0307,0.612,0.213,0.453,0.0641,70.015,3.1551,3,0 -Talking Heads,Once in a Lifetime - 2005 Remaster,69.0,0.644,0.919,2.0,-6.289,1,0.0561,0.181,0.134,0.622,0.871,117.459,4.33178333,4,10 -Cerabiel,Quartet For Now,35.0,0.0887,0.192,7.0,-19.066,1,0.0395,0.983,0.904,0.0903,0.0393,86.728,2.020866667,1,7 -Westlife,Why Do I Love You,,0.649,0.699,10.0,-5.902,1,0.0252,0.0823,,0.102,0.733,94.982,3.636,4,9 -Paul Jacobs,Christopher Robbins,38.0,0.532,0.889,9.0,-8.604,1,0.0931,0.319,0.842,0.0398,0.778,180.072,225250.0,3,10 -Nightwish,How's the Heart?,55.0,0.543,0.643,2.0,-8.649,0,0.0278,0.00448,9.51e-06,0.111,0.272,104.006,302179.0,4,8 -Atlas Genius,Elegant Strangers,,0.439,0.863,2.0,-5.242,1,0.0466,0.000964,,0.292,0.498,170.017,232853.0,4,10 -Mastodon,Colony of Birchmen,48.0,0.416,0.927,2.0,-3.257,1,0.0844,3.29e-05,0.00872,0.0782,0.339,125.758,259693.0,4,8 -Devika,Barkha Bahar,,0.507,0.471,9.0,-9.256,0,0.035,0.622,0.00094,0.0723,0.413,159.876,6.324216667,4,0 -Silverstein,Bankrupt,57.0,0.428,0.922,,-4.029,1,0.0891,0.000329,0.00257,0.149,0.296,82.907,200800.0,4,8 -System Of A Down,B.Y.O.B.,75.0,0.538,0.981,1.0,-2.688,0,0.14,0.00662,,0.219,0.711,101.414,255467.0,4,8 -Eric B. & Rakim,Know The Ledge,50.0,0.793,0.907,1.0,-7.461,1,0.182,0.0231,0.00738,0.0798,0.826,115.634,238827.0,4,5 -The Electric Prunes,I Had Too Much to Dream (Last Night),49.0,0.341,0.714,2.0,-7.998,0,0.0404,0.354,,0.31,0.412,147.604,178144.0,4,6 -"Antonín Dvořák, Kian Soltani, Staatskapelle Berlin, Cellists","From the Bohemian Forest, Op. 68, B. 133: V. Silent Woods (Arr. Niefind & Ribke For Solo Cello and Cello Ensemble)",23.0,0.0921,0.04,1.0,-26.075,1,0.0473,0.926,0.84,0.125,0.0389,85.38,5.978216667,4,7 -Russ,UGLY (feat. Lil Baby),69.0,0.713,0.663,1.0,-5.113,1,0.149,0.0641,,0.324,0.787,104.99,194286.0,4,5 -Mos Def,UMI Says,57.0,0.72,0.67,2.0,-10.224,1,0.132,0.305,,0.0928,0.566,121.342,305280.0,4,5 -Moƒüollar,Iklƒ±ƒü D2D Session,23.0,0.645,0.401,7.0,-15.318,1,0.0493,0.0658,0.788,0.0879,0.102,110.263,169747.0,4,10 -XXXTENTACION,Revenge,77.0,0.746,0.251,11.0,-16.169,0,0.259,0.782,0.00203,0.106,0.18,139.999,120027.0,4,5 -Ploho,–•–æ—Ç–µ—Ç—å —Ç–µ–ø–ª–∞,34.0,0.176,0.942,4.0,-4.435,0,0.139,0.567,0.823,0.574,0.273,160.066,264751.0,4,6 -The Doobie Brothers,China Grove,67.0,0.623,0.91,9.0,-8.448,1,0.0384,0.319,0.000448,0.081,0.745,145.624,195307.0,4,10 -Backstreet Boys,She's a Dream,29.0,0.376,0.667,1.0,-7.585,1,0.151,0.171,,0.186,0.394,94.246,3.972883333,4,9 -Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,10 -Tuna,◊ë◊ï◊ü ◊ï◊ï◊ô◊ê◊í',31.0,0.279,0.872,11.0,-6.533,0,0.335,0.122,,0.141,0.406,164.006,346435.0,4,5 -"Bobby ""Blue"" Bland",Farther Up The Road - Single Version,10.0,0.487,0.407,10.0,-11.082,1,0.0399,0.451,,0.245,0.647,104.634,177827.0,4,2 -Howlin' Sun,The Day Took My Sunshine Away,16.0,0.417,0.608,8.0,-6.848,1,0.0339,0.213,0.0372,0.305,0.479,96.842,181286.0,3,2 -Adia Victoria,South Gotta Change,51.0,0.679,0.569,5.0,-8.151,0,0.0334,0.036,,0.118,0.653,90.005,225267.0,4,10 -Lucky Peterson,Joy,11.0,0.718,0.388,5.0,-11.233,0,0.0541,0.814,1.99e-05,0.327,0.906,99.725,229253.0,4,2 -Nico,These Days,63.0,0.401,0.13,5.0,-17.638,1,0.0312,0.989,0.305,0.101,0.213,93.091,210653.0,4,6 -L.A. WITCH,Fire Starter,37.0,0.203,0.833,9.0,-3.529,1,0.0339,2.7e-05,0.854,0.318,0.665,155.117,201213.0,4,1 -The Strumbellas,Spirits,74.0,0.556,0.658,,-6.075,1,0.0265,0.164,,0.113,0.787,80.529,203653.0,4,9 -Softcult,Another Bish,39.0,0.556,0.541,4.0,-6.018,1,0.0292,0.00476,0.0171,0.128,0.553,96.531,175421.0,4,1 -The Jailbirds,I Will Move On,28.0,0.405,0.735,7.0,-7.571,0,0.0415,0.00089,,0.0691,0.524,94.032,200978.0,3,8 -"Normani, Cardi B",Wild Side (feat. Cardi B),47.0,0.74,0.576,6.0,-6.744,0,0.146,0.0249,,0.104,0.315,110.095,3.49126667,4,9 -Aidan Bissett,Communication,52.0,0.583,0.592,11.0,-7.021,1,0.0248,0.0216,3.52e-06,0.145,0.623,89.962,187263.0,4,9 -Harry Styles,Sweet Creature,55.0,0.427,0.262,7.0,-8.541,1,0.0276,0.746,,0.068,0.228,104.085,3.74778333,4,0 -Big Mama Thornton,Down Home Shake-Down,20.0,0.547,0.686,5.0,-4.395,1,0.0363,0.0529,0.72,0.517,0.82,124.392,217160.0,4,2 -Remi Wolf,Photo ID,71.0,0.822,0.66,1.0,-3.637,1,0.0819,0.111,,0.143,0.802,113.956,265263.0,4,9 -Jason Aldean,Hicktown,59.0,0.697,0.877,6.0,-3.885,1,0.0348,0.00913,6.93e-06,0.0726,0.768,121.534,5.10045,4,4 -Stash Konig,Somebody's Idiot,44.0,0.547,0.767,3.0,-5.786,1,0.0403,0.0086,,0.273,0.595,160.038,174000.0,4,10 -Taylor McCall,The Devil Wants to Dance Again (OurVinyl Sessions),33.0,0.345,0.866,5.0,-8.221,1,0.0547,0.0827,0.0145,0.0786,0.448,152.295,320706.0,4,10 -Architects,Doomsday - Piano Reprise,49.0,0.347,0.127,6.0,-14.761,0,0.053,0.921,0.000117,0.0793,0.354,164.922,245856.0,3,10 -Radioclit,Divine Gosa - Switch Remix,18.0,0.982,0.641,8.0,-4.956,1,0.0553,0.000222,0.291,0.0563,0.866,131.023,355413.0,3,6 -Mogwai,Donuts,32.0,0.248,0.461,6.0,-10.009,0,0.0404,0.0339,0.738,0.114,0.0372,127.615,383920.0,4,6 -Nicki Minaj,LLC,60.0,0.836,0.756,10.0,-5.441,0,0.124,0.0524,0.0291,0.0606,0.803,153.989,221853.0,4,9 -MFnMelo,LL Cool J,43.0,0.728,0.591,11.0,-7.823,1,0.318,0.475,,0.311,0.768,173.794,179586.0,4,5 -Deftones,My Own Summer (Shove It),69.0,0.443,0.781,1.0,-4.277,1,0.0377,1.33e-05,0.205,0.166,0.372,71.841,214760.0,4,8 -The Monkees,Me & Magdalena,47.0,0.738,0.43,7.0,-9.749,1,0.0295,0.377,1.03e-05,0.0945,0.374,114.992,3.56178333,4,0 -Carl Weathersby,Hold On,7.0,0.408,0.63,7.0,-8.86,0,0.0571,0.125,0.143,0.0588,0.509,143.154,264400.0,4,2 -Lata Mangeshkar,Chocolate Lime Juice,34.0,0.701,0.626,4.0,-14.658,1,0.0385,0.478,0.000413,0.258,0.848,126.016,4.458883333,4,3 -Blxckie,Ye x4,51.0,0.833,0.69,11.0,-5.394,0,0.381,0.331,,0.189,0.592,142.141,165452.0,4,5 -Midtown,Become What You Hate,41.0,0.339,0.979,3.0,-1.899,1,0.0607,0.00737,1.27e-06,0.0643,0.581,192.68,169507.0,4,10 -Sorry Ghost,Like a Thief,35.0,0.41,0.988,1.0,-3.097,1,0.138,0.0032,,0.17,0.742,163.998,183355.0,4,10 -Ugly Kid Joe,Cats In The Cradle,66.0,0.511,0.517,8.0,-9.653,1,0.0328,0.13,,0.074,0.433,75.67,241893.0,4,10 -Blxst,Overrated,68.0,0.842,0.545,1.0,-5.993,1,0.172,0.625,0.00164,0.103,0.466,97.897,146939.0,4,5 -Stove God Cooks,Dope,53.0,0.515,0.428,10.0,-11.498,0,0.494,0.154,,0.18,0.137,166.502,165322.0,4,5 -Young the Giant,Something to Believe In,60.0,0.623,0.886,1.0,-3.044,1,0.0404,0.0245,,0.247,0.709,92.021,228467.0,4,10 -Portugal. The Man,Feel It Still,78.0,0.801,0.795,1.0,-5.115,0,0.0504,0.0417,0.000113,0.0717,0.754,79.028,163253.0,4,10 -The Smiths,How Soon Is Now? - 2011 Remaster,70.0,0.398,0.93,11.0,-6.76,1,0.0615,0.000854,0.121,0.0874,0.725,190.818,408173.0,4,1 -The Dark Element,The Pallbearer Walks Alone,36.0,0.505,0.924,2.0,-8.062,1,0.0589,5.6e-05,0.00199,0.339,0.321,102.003,339947.0,4,8 -Lucy Dacus,Night Shift,63.0,0.48,0.311,9.0,-7.887,1,0.0258,0.313,1.52e-05,0.113,0.162,86.15,391829.0,4,6 -Anna Zak,Hola Mamacita,33.0,0.696,0.698,1.0,-6.908,0,0.0439,0.305,5.07e-06,0.112,0.563,119.993,176241.0,4,9 -Rammstein,ROSENROT,62.0,0.591,0.629,8.0,-5.584,1,0.0273,0.00144,0.431,0.0705,0.183,114.072,234707.0,4,8 -Noy Fadlon,◊î◊®◊°◊™ ◊ú◊ô ◊©◊ô◊®◊ô◊ù,46.0,0.624,0.427,7.0,-7.788,1,0.0551,0.695,,0.391,0.532,131.195,198182.0,4,9 -Alpine Universe,The Empire of Winds,47.0,0.607,0.755,1.0,-6.649,1,0.0343,0.0204,0.177,0.323,0.427,84.988,184235.0,4,8 -C. Tangana,Te Olvidaste,67.0,0.795,0.361,3.0,-10.701,0,0.227,0.625,0.00477,0.114,0.346,88.036,187520.0,4,9 -My Dying Bride,A Secret Kiss,34.0,0.335,0.829,3.0,-5.657,0,0.0398,5.31e-06,0.906,0.108,0.399,160.061,382154.0,4,8 -Jack Harlow,Already Best Friends (feat. Chris Brown),77.0,0.873,0.575,10.0,-7.284,0,0.0702,0.0891,,0.108,0.872,103.005,197031.0,4,5 -Alan Jackson,It Must Be Love,57.0,0.816,0.669,6.0,-7.925,1,0.0295,0.284,,0.0563,0.967,112.132,2.86355,4,4 -bbno$,my oh my,62.0,0.704,0.657,1.0,-9.431,0,0.0934,0.00873,0.000226,0.297,0.527,107.931,155556.0,4,9 -Marina Maximilian,Russian Canon,29.0,0.352,0.624,2.0,-8.161,0,0.0321,0.0853,0.563,0.0897,0.175,114.941,238002.0,3,9 -Just Mustard,Deaf,42.0,0.442,0.748,4.0,-6.889,1,0.0349,0.0615,0.00231,0.306,0.496,97.106,312400.0,4,6 -Jaime Wyatt,Sweet Mess,32.0,0.51,0.242,2.0,-7.03,1,0.0288,0.546,0.000443,0.0751,0.174,115.935,345001.0,4,1 -Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,1 -The Night Flight Orchestra,White Jeans,45.0,0.514,0.823,,-5.336,1,0.0425,0.000273,9.97e-05,0.337,0.456,153.035,251507.0,4,10 -Haim Moshe,◊ê◊î◊ë◊™ ◊ó◊ô◊ô,32.0,0.764,0.359,4.0,-14.234,0,0.0526,0.26,4.29e-06,0.112,0.953,154.763,263693.0,4,9 -One Hope,the overthinker,52.0,0.663,0.351,5.0,-12.064,0,0.39,0.406,,0.147,0.477,118.505,196250.0,4,5 -Barƒ±≈ü Man√ßo,G√∂n√ºl Daƒüƒ±,25.0,0.516,0.261,5.0,-21.941,1,0.0402,0.21,0.000278,0.0868,0.734,78.294,258264.0,4,10 -Onslaught,Metal Forces (Remastered),22.0,0.175,0.943,9.0,-2.502,1,0.055,2.63e-06,0.777,0.0798,0.332,107.422,396813.0,4,8 -Journey,Don't Stop Believin',80.0,0.5,0.748,4.0,-9.072,1,0.0363,0.127,,0.447,0.514,118.852,4.18311667,4,10 -Vintage Blues,Blues de un Mal D√≠a,19.0,0.345,0.638,4.0,-9.083,0,0.0345,0.0346,0.445,0.102,0.211,135.98,461480.0,3,2 -"Florida Georgia Line, Tim McGraw",May We All,70.0,0.514,0.918,7.0,-4.306,1,0.0365,0.0409,,0.342,0.64,150.033,3.76955,4,4 -Washed Out,Feel It All Around,65.0,0.34,0.737,8.0,-4.681,1,0.0582,0.000105,0.762,0.0699,0.499,172.022,192080.0,4,6 -Kishore Kumar,Aanewala Pal Janewala Hai,19.0,0.473,0.575,5.0,-7.958,1,0.0295,0.755,0.0031,0.179,0.593,107.176,4.656433333,4,3 -Grandaddy,The Crystal Lake - Piano Version,31.0,0.434,0.185,5.0,-12.724,1,0.0286,0.87,0.00018,0.112,0.0882,88.612,351187.0,4,6 -Backstreet Boys,Something That I Already Know,36.0,0.368,0.763,6.0,-4.208,1,0.0351,0.0596,,0.191,0.341,159.859,3.498883333,4,9 -King Princess,1950,77.0,0.6,0.535,4.0,-7.043,1,0.107,0.648,4.7e-06,0.162,0.269,71.912,225133.0,4,9 -Thunderpussy,Speed Queen,38.0,0.414,0.955,2.0,-5.277,1,0.0819,0.000441,0.051,0.326,0.687,157.805,248360.0,4,10 -Noga Erez,NO news on TV,47.0,0.766,0.605,11.0,-7.932,1,0.21,0.174,3.88e-05,0.0555,0.957,77.447,185884.0,4,9 -Nightstalker,Dead Rock Commandos,41.0,0.436,0.862,10.0,-6.353,0,0.0455,0.000625,0.365,0.148,0.254,92.995,196867.0,4,8 -Deftones,Genesis,56.0,0.18,0.861,,-3.935,0,0.0727,2.56e-05,0.425,0.644,0.101,128.165,317281.0,4,10 -Connie Constance,Electric Girl,41.0,0.504,0.812,2.0,-6.306,1,0.0777,0.14,,0.501,0.4,159.911,171036.0,3,6 -Feeder,High,50.0,0.499,0.794,2.0,-5.628,1,0.0374,0.0359,,0.0794,0.185,80.175,273280.0,4,10 -Charlie Houston,19,45.0,0.878,0.299,2.0,-8.783,0,0.151,0.832,0.000809,0.0896,0.61,126.059,184762.0,4,6 -Fear Factory,Edgecrusher,52.0,0.654,0.794,9.0,-5.393,1,0.074,0.000203,0.000448,0.208,0.585,122.051,221400.0,4,8 -Darkher,Moths,40.0,0.18,0.364,5.0,-8.256,0,0.0291,0.464,0.0224,0.104,0.0376,80.163,309920.0,4,8 -Black Pistol Fire,Well Wasted,39.0,0.527,0.799,9.0,-6.236,0,0.045,0.03,4.42e-06,0.203,0.379,147.021,205973.0,4,2 -Boy & Bear,Telescope,25.0,0.532,0.925,1.0,-5.289,1,0.0761,0.164,0.119,0.103,0.62,92.987,203920.0,4,6 -"Asha Bhosle, Kishore Kumar",Lekar Hum Diwana Dil,26.0,0.39,0.636,11.0,-10.941,1,0.0658,0.718,0.00649,0.555,0.622,99.107,5.952,4,3 -Jex Opolis,Gem,34.0,0.731,0.905,2.0,-6.459,1,0.0414,0.019,0.89,0.203,0.641,127.996,328033.0,4,6 -Red Sovine,Teddy Bear,50.0,0.592,0.541,1.0,-10.53,1,0.332,0.783,,0.0706,0.701,109.625,4.998883333,3,4 -shame,One Rizla,47.0,0.425,0.889,11.0,-4.53,0,0.0419,0.000116,1.49e-05,0.0812,0.583,131.949,214578.0,4,10 -Covet,nero,39.0,0.255,0.848,6.0,-4.553,0,0.0343,0.0159,0.892,0.0997,0.554,156.959,397800.0,4,8 -Ian Dury,Sex & Drugs & Rock & Roll,51.0,0.833,0.716,9.0,-11.265,1,0.04,0.533,,0.058,0.9,104.8,186627.0,4,1 -Matt Andersen,Something To Lose,29.0,0.363,0.38,5.0,-7.778,1,0.0348,0.65,,0.0859,0.265,178.518,288360.0,3,2 -Saigenji,Ajisai,25.0,0.468,0.166,4.0,-15.521,1,0.0493,0.976,0.926,0.108,0.224,129.935,2.899283333,3,7 -Hurts,Wonderful Life,55.0,0.696,0.836,11.0,-7.231,0,0.0584,0.167,0.00155,0.184,0.414,120.022,254133.0,4,10 -WILLOW,t r a n s p a r e n t s o u l feat. Travis Barker,77.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,168030.0,4,9 -Naushad,"Ram Aur Shyam Theme, Pt. 3 - Instrumental",4.0,0.407,0.34,5.0,-16.221,0,0.0383,0.815,0.193,0.0961,0.728,112.304,2.177783333,4,3 -Rayland Baxter,Olivia,,0.629,0.551,7.0,-9.44,1,0.0321,0.685,2.88e-05,0.0889,0.698,81.995,3.89488333,4,0 -Kasabian,Underdog,63.0,0.526,0.895,5.0,-5.407,0,0.0543,0.0603,1.3e-06,0.582,0.655,101.016,277467.0,4,1 -Gonzalez,Dusted,28.0,0.242,0.948,5.0,-6.003,1,0.066,4.8e-05,0.000951,0.215,0.601,147.049,235013.0,4,10 -"Mohammed Rafi, Asha Bhosle",Main Sharabi Nahin,3.0,0.331,0.747,7.0,-7.622,1,0.1,0.758,3.91e-06,0.0617,0.802,140.927,5.189666667,3,3 -Fleetwood Mac,Gold Dust Woman - 2004 Remaster,60.0,0.666,0.608,7.0,-9.335,1,0.0319,0.281,0.000804,0.466,0.674,123.18,295627.0,4,10 -Dave Fields,Pocket Full of Dust (Live),32.0,0.257,0.669,7.0,-9.029,1,0.103,0.197,0.0491,0.616,0.393,183.927,497133.0,3,2 -STACEY,The Songwriter,40.0,0.415,0.362,7.0,-8.288,0,0.029,0.723,,0.103,0.237,96.624,227830.0,4,1 -Stella Got,◊ß◊û◊ò,19.0,0.669,0.461,5.0,-15.784,0,0.0415,0.165,0.112,0.111,0.0791,106.98,262835.0,4,6 -Deftones,Change (In the House of Flies) - Acoustic; 2005 Remaster,41.0,0.463,0.82,5.0,-5.015,0,0.0344,0.0574,0.0954,0.133,0.369,134.931,316293.0,4,10 -Sir Spyro,Farda,12.0,0.484,0.659,,-6.465,1,0.193,0.0467,0.919,0.0646,0.379,174.619,206306.0,5,5 -Arik Einstein,◊ú◊ê ◊ô◊ï◊ì◊¢ ◊ê◊ô◊ö ◊ú◊ï◊û◊® ◊ú◊ö,27.0,0.43,0.269,,-12.28,1,0.0297,0.915,0.000635,0.188,0.127,121.002,267853.0,4,10 -Altin G√ºn,Y√ºce Dag Basinda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,1 -Middle Kids,R U 4 Me?,35.0,0.576,0.801,,-5.387,1,0.0316,0.0963,5.47e-06,0.435,0.412,115.011,169560.0,4,6 -Stan Webb,Poor Boy,37.0,0.453,0.795,2.0,-8.417,1,0.285,0.0217,0.15,0.0997,0.375,168.951,309440.0,4,2 -Slothrust,Double Down,38.0,0.518,0.748,5.0,-3.856,0,0.0851,0.0343,0.0337,0.086,0.664,150.024,190947.0,4,10 -Tommy B,Syernide X Tommy,24.0,0.642,0.818,10.0,-6.791,0,0.392,0.0454,,0.0533,0.645,138.636,197143.0,4,5 -Excision,Unbound,56.0,0.429,0.943,1.0,-1.323,1,0.0669,0.00223,0.00116,0.123,0.154,149.884,227167.0,4,10 -Big Jesus,Lock & Key,19.0,0.388,0.826,,-3.803,1,0.0439,2.65e-05,0.286,0.126,0.356,82.013,236676.0,4,10 -Animals As Leaders,Tempting Time,36.0,0.248,0.931,1.0,-5.143,0,0.0642,2.42e-05,0.84,0.168,0.124,110.047,323936.0,3,8 -Salem,DRACULADS,40.0,0.357,0.94,6.0,-2.74,0,0.158,0.00323,2.28e-05,0.206,0.444,174.978,137143.0,3,6 -Yeah Yeah Yeahs,Heads Will Roll,67.0,0.562,0.903,8.0,-4.46,0,0.0296,0.000187,0.0939,0.298,0.791,132.009,221000.0,4,1 -American Football,Never Meant,59.0,0.436,0.819,,-6.71,1,0.036,0.0171,0.00882,0.117,0.405,144.26,268333.0,4,10 -Avenged Sevenfold,Afterlife,68.0,0.487,0.949,2.0,-4.217,0,0.0798,0.000429,2.91e-05,0.231,0.406,110.02,352427.0,4,8 -OOMPH!,Augen auf!,54.0,0.7,0.937,1.0,-3.413,0,0.0357,0.000215,,0.077,0.628,129.985,200573.0,4,8 -phem,congratulations,51.0,0.457,0.764,5.0,-6.419,0,0.193,0.0258,1.98e-06,0.0721,0.61,129.514,132371.0,5,10 -Charlie Cunningham,You Sigh,60.0,0.629,0.451,6.0,-9.974,1,0.0284,0.852,0.06,0.141,0.681,90.965,178827.0,4,9 -Strapping Young Lad,Detox,41.0,0.117,0.983,2.0,-5.728,1,0.2,2.91e-06,0.0627,0.36,0.102,164.227,337000.0,4,8 -Manchester Orchestra,Bed Head,57.0,0.513,0.97,10.0,-6.051,0,0.133,5.75e-05,0.000538,0.515,0.214,122.057,244493.0,4,10 -The Oak Ridge Boys,Elvira,60.0,0.825,0.285,8.0,-17.491,1,0.0326,0.188,0.00131,0.0539,0.86,126.946,3.76045,4,4 -Mimi Webb,Reasons,67.0,0.403,0.539,6.0,-9.997,1,0.339,0.509,,0.103,0.101,178.24,162062.0,4,9 -Stephen Malkmus,Xian Man,28.0,0.628,0.722,6.0,-4.396,1,0.0269,0.0357,0.249,0.307,0.721,118.808,246907.0,4,1 -Mut4y,Bad,30.0,0.726,0.791,11.0,-7.046,0,0.07,0.0384,0.0291,0.127,0.444,95.971,200000.0,4,9 -Black Sabbath,Iron Man - 2012 - Remaster,65.0,0.336,0.792,9.0,-10.875,1,0.084,0.00351,0.00175,0.0437,0.427,155.587,5.92173333,4,10 -Conway the Machine,200 Pies (feat. 2 Chainz),56.0,0.598,0.431,2.0,-12.261,1,0.358,0.701,1.48e-05,0.165,0.504,74.093,265384.0,4,5 -Edwin McCain,T.C.B. or T.Y.A.,34.0,0.74,0.958,10.0,-2.236,1,0.154,0.251,5.84e-06,0.213,0.83,104.069,218507.0,4,2 -Lady Gaga,Shallow - Radio Edit,79.0,0.575,0.33,7.0,-6.557,1,0.031,0.416,,0.0872,0.277,95.801,217213.0,4,9 -Justice,D.A.N.C.E.,66.0,0.613,0.962,6.0,-5.07,0,0.278,0.034,,0.824,0.496,113.015,242267.0,4,6 -The Japanese House,Chewing Cotton Wool,55.0,0.348,0.17,2.0,-11.43,1,0.0328,0.835,0.000136,0.0969,0.143,151.191,209344.0,4,6 -The Polar Boys,Let Go,35.0,0.581,0.833,3.0,-6.509,1,0.0547,0.114,3.9e-05,0.0748,0.557,170.039,207238.0,4,6 -Nothgard,Lightcrawler,41.0,0.506,0.991,11.0,-6.999,1,0.108,1.91e-05,0.791,0.29,0.0907,119.991,268011.0,4,8 -Halestorm,I Miss the Misery,61.0,0.469,0.969,,-2.219,1,0.0589,0.009,1.11e-05,0.346,0.476,164.042,183507.0,4,10 -The Who,Getting In Tune,44.0,0.369,0.759,,-8.304,1,0.0602,0.124,0.0143,0.108,0.555,139.65,288453.0,4,10 -"Brandi Carlile, Sam Smith",Party of One (feat. Sam Smith),55.0,0.354,0.206,,-11.799,1,0.0365,0.779,0.00021,0.0959,0.202,139.056,4.32598333,4,0 -Intelligency,August,65.0,0.835,0.559,2.0,-9.852,0,0.0323,0.314,0.0992,0.352,0.509,125.023,179520.0,4,10 -JID,Skegee,63.0,0.389,0.613,1.0,-8.289,1,0.399,0.283,,0.12,0.449,70.178,186168.0,3,5 -New Model Army,Young Gifted and Skint,29.0,0.538,0.741,11.0,-10.521,0,0.0304,0.000316,0.0364,0.158,0.93,109.318,189467.0,4,10 -KISS,Heaven's On Fire,,0.632,0.91,,-4.727,1,0.0752,0.00115,0.000181,0.338,0.739,124.301,200853.0,4,10 -Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,9 -King Gizzard & The Lizard Wizard,Work This Time,61.0,0.529,0.491,1.0,-6.249,0,0.193,0.154,0.1,0.136,0.54,113.996,276893.0,1,1 -Swearin',Grow into a Ghost,25.0,0.326,0.897,1.0,-6.622,0,0.0793,0.0093,0.288,0.115,0.401,164.741,191493.0,4,10 -Talk to the Lord,Natalie Bergman,33.0,0.753,0.48,6.0,-8.433,0,0.0435,0.933,0.000176,0.287,0.358,136.798,3.450966667,4,0 -Hanan Ben Ari,◊ê◊û◊ê ◊ê◊ù ◊î◊ô◊ô◊™◊ô,47.0,0.527,0.396,2.0,-6.974,0,0.0292,0.607,,0.277,0.241,131.897,272673.0,4,9 -Ella Fitzgerald,Smooth Sailing,46.0,0.564,0.465,6.0,-6.656,1,0.0475,0.806,,0.0868,0.544,118.713,186027.0,4,2 -girlhouse,knuckle tattoo,43.0,0.502,0.912,7.0,-5.603,1,0.0338,0.13,0.785,0.0717,0.204,139.875,212571.0,4,6 -The Butler Twins,I Ain't Got Nobody To Tell My Troubles To,5.0,0.464,0.941,,-3.885,1,0.036,0.488,0.000203,0.879,0.782,138.645,431040.0,4,2 -Horace Silver,The Sophisticated Hippie - Easy Mo Bee Remix,45.0,0.719,0.805,7.0,-9.966,0,0.0452,0.0311,0.236,0.0645,0.558,108.954,413560.0,4,5 -Omer Adam,◊™◊®◊ó◊û◊ô ◊¢◊ú◊ô◊ô,28.0,0.625,0.633,11.0,-5.231,1,0.027,0.626,,0.392,0.256,100.96,221520.0,3,9 -Foreign Air,Wake Me Up,45.0,0.229,0.915,10.0,-4.939,0,0.0762,0.0103,0.471,0.104,0.305,177.989,222760.0,3,10 -First Aid Kit,Ghost Town,41.0,0.346,0.177,,-8.527,1,0.0324,0.797,3.8e-06,0.0791,0.0712,125.358,287360.0,4,6 -Reuben,Freddy Kreuger,36.0,0.485,0.937,3.0,-5.088,0,0.0807,4.4e-05,6.01e-05,0.127,0.531,146.157,148827.0,4,10 -Franz Ferdinand,Evil Eye,52.0,0.702,0.815,11.0,-3.289,0,0.0296,0.0148,3.85e-05,0.0486,0.819,110.968,167253.0,4,10 -Griff,Black Hole,76.0,0.878,0.64,,-5.641,1,0.0591,0.142,,0.0981,0.658,124.069,200524.0,4,9 -Kartikeya Vashist,The Winds of Bihu,23.0,0.605,0.574,1.0,-12.217,1,0.0588,0.744,0.904,0.213,0.176,89.941,230000.0,3,6 -Eli Young Band,Crazy Girl,70.0,0.366,0.651,4.0,-3.842,1,0.031,0.000415,0.00526,0.271,0.257,151.343,3.345116667,3,4 -Slayer,Angel Of Death,57.0,0.326,0.995,1.0,-4.38,1,0.147,9.41e-05,0.386,0.145,0.092,105.459,291773.0,4,8 -Nothing,Blue Line Baby,36.0,0.248,0.687,2.0,-6.233,1,0.0393,0.00224,0.85,0.0639,0.17,164.622,270853.0,4,10 -Jason Isbell,If It Takes a Lifetime,52.0,0.556,0.504,9.0,-11.513,1,0.0293,0.0427,0.000356,0.0582,0.616,84.421,220587.0,4,10 -Berry Sakharof,◊ó◊ô◊ô◊™ ◊î◊ë◊®◊ñ◊ú,22.0,0.571,0.6,9.0,-7.239,0,0.0534,0.63,,0.365,0.325,147.905,337040.0,4,10 -False Heads,Fall Around,23.0,0.525,0.93,4.0,-4.657,1,0.0525,0.000841,,0.231,0.597,128.895,207190.0,4,10 -"Westlife, Diana Ross",When You Tell Me That You Love Me,,0.532,0.553,4.0,-5.923,1,0.0301,0.293,,0.3,0.104,74.919,3.937333333,4,9 -HXLLYWOOD,Sneaky Link,73.0,0.861,0.644,5.0,-7.79,1,0.513,0.0953,,0.284,0.765,76.915,115392.0,4,9 -Munkey Junkey,Oo Aa Na,8.0,0.667,0.36,8.0,-14.727,1,0.101,0.639,0.00101,0.802,0.781,143.897,180000.0,4,6 -Celldweller,Into The Void - Single Edit,51.0,0.434,0.952,6.0,-4.946,1,0.117,3.23e-05,0.00234,0.173,0.573,194.027,210928.0,4,8 -The Dead Daisies,Like No Other 2021,40.0,0.491,0.961,1.0,-5.361,1,0.259,9.58e-05,9.79e-05,0.335,0.5,102.022,209937.0,4,10 -House Of Pain,Jump Around,74.0,0.854,0.71,4.0,-6.32,0,0.0793,0.0113,8.72e-05,0.166,0.818,106.894,214947.0,4,5 -Eric Bibb,Delta Getaway,,0.778,0.281,7.0,-12.993,1,0.0491,0.874,0.00823,0.106,0.781,99.304,158067.0,4,2 -Mika Sade,Humor,20.0,0.571,0.631,4.0,-6.36,0,0.326,0.817,0.204,0.0858,0.587,169.829,193549.0,4,6 -Grace Mitchell,MANGO,42.0,0.765,0.779,11.0,-7.099,1,0.0317,0.211,0.238,0.122,0.669,125.012,185390.0,4,1 -Danny Gilboa,◊ñ◊î ◊û◊õ◊ë◊®,17.0,0.608,0.363,2.0,-13.195,1,0.0263,0.586,0.401,0.197,0.238,133.97,276159.0,4,10 -Mahavishnu Orchestra,Be Happy,35.0,0.253,0.978,,-8.088,1,0.105,0.0261,0.88,0.353,0.23,98.203,212560.0,5,10 -Upside Down,Watchhouse,41.0,0.42,0.451,11.0,-9.217,0,0.0271,0.529,0.199,0.144,0.331,71.996,4.14435,4,0 -Far Caspian,Warning Sign - Alt Version,37.0,0.493,0.247,7.0,-14.955,0,0.0323,0.98,0.000463,0.0995,0.173,155.778,179670.0,4,6 -The Parlor Mob,Everything You're Breathing For,50.0,0.557,0.815,,-5.402,1,0.0328,0.000969,0.00188,0.0932,0.445,88.929,226853.0,4,10 -T≈çth,Turnaround (Cocaine Song),32.0,0.502,0.526,11.0,-7.78,1,0.0666,0.735,3.43e-05,0.294,0.464,179.69,203498.0,4,1 -Green Day,Dreaming,43.0,0.356,0.842,9.0,-6.734,1,0.0531,0.00104,2.51e-05,0.0704,0.553,161.03,187405.0,4,10 -"Manna Dey, Lata Mangeshkar",Yeh Raat Bheegi Bheegi,28.0,0.264,0.436,,-11.04,0,0.035,0.89,4.19e-05,0.582,0.507,172.3,4.493783333,4,3 -Andromida,Dystopia Foretold,42.0,0.527,0.936,1.0,-4.196,1,0.0444,2.79e-06,0.941,0.132,0.527,133.005,243722.0,4,8 -Born Ruffians,Checkin' Out,36.0,0.475,0.518,7.0,-9.665,1,0.0639,0.000946,0.00425,0.0907,0.513,104.0,157000.0,4,6 -Diles que no me maten,Pachuca,24.0,0.135,0.471,2.0,-10.661,1,0.0315,0.477,0.942,0.0866,0.0394,164.494,447270.0,4,10 -Slash,Anastasia,55.0,0.449,0.936,1.0,-5.447,1,0.0445,0.000595,0.00213,0.118,0.437,100.487,367280.0,4,10 -w. baer,I Was Wrong,36.0,0.342,0.805,5.0,-3.463,0,0.0418,0.0381,0.00198,0.162,0.165,121.587,204590.0,4,6 -millennium parade,Fly with me,44.0,0.556,0.82,8.0,-5.43,1,0.0435,0.00177,,0.305,0.365,89.952,277467.0,4,10 -Kenny Loggins,Footloose,67.0,0.564,0.911,2.0,-5.39,1,0.0536,0.159,4.36e-05,0.118,0.582,173.938,226293.0,4,10 -Pattern-Seeking Animals,Raining Hard in Heaven,18.0,0.34,0.597,5.0,-7.224,1,0.0317,0.0157,0.0269,0.114,0.229,114.1,511088.0,4,10 -Tim Schou,If I'm Being Honest,45.0,0.563,0.428,5.0,-7.645,1,0.0397,0.616,,0.11,0.199,74.881,231924.0,4,9 -Charli XCX,Blame It on Your Love (feat. Lizzo),60.0,0.716,0.757,5.0,-2.666,1,0.0487,0.0249,,0.286,0.558,100.007,191114.0,4,9 -Oceans,Break My Fall,30.0,0.404,0.751,4.0,-5.153,0,0.0364,0.00203,0.794,0.234,0.183,160.001,236855.0,4,6 -"Joe Walsh, Amjad Ali Khan",Hope (We Shall Overcome),28.0,0.362,0.724,,-7.532,1,0.0375,0.164,0.865,0.103,0.45,98.105,5.144866667,4,0 -The Spencer Davis Group,Sittin' And Thinkin' - Mono Version,1.0,0.371,0.891,10.0,-6.587,1,0.14,0.209,0.0969,0.321,0.484,106.2,177307.0,3,2 -The Sounds,No One Sleeps When I‚Äôm Awake,42.0,0.527,0.851,6.0,-4.117,1,0.0438,0.00156,1.52e-05,0.147,0.519,131.968,264307.0,4,10 -Momma,Biohazard,40.0,0.565,0.769,6.0,-7.863,0,0.0594,0.0135,0.794,0.171,0.464,124.069,145920.0,4,1 -Lenny Kravitz,I Belong To You,54.0,0.687,0.68,7.0,-7.726,0,0.0489,0.000489,0.024,0.0724,0.674,87.314,257733.0,4,10 -FEWS,More Than Ever,34.0,0.379,0.966,9.0,-2.59,0,0.169,7.67e-05,0.565,0.357,0.478,166.153,199863.0,4,1 -Leon Bridges,Beyond,21.0,0.581,0.687,6.0,-5.4,1,0.105,0.229,,0.109,0.187,76.014,4.01,4,0 -Strawberry Station,Looking for Loving,26.0,0.698,0.839,2.0,-8.16,1,0.0361,0.0041,0.783,0.0833,0.65,128.023,204399.0,4,6 -Calvin Harris,One Kiss (with Dua Lipa),82.0,0.791,0.862,9.0,-3.24,0,0.11,0.037,2.19e-05,0.0814,0.592,123.994,214847.0,4,9 -Iron & Wine,Time After Time,63.0,0.628,0.248,1.0,-13.304,1,0.032,0.814,0.0602,0.111,0.646,125.298,2.83695,4,0 -Eliad,◊û◊û◊®◊ô◊ê ◊ê◊ô◊™◊ô,22.0,0.688,0.617,8.0,-10.342,1,0.0384,0.259,0.000399,0.123,0.345,114.96,205427.0,4,9 -Marcy Playground,Sex & Candy,68.0,0.67,0.558,2.0,-9.159,1,0.0251,0.238,,0.106,0.63,80.511,173493.0,4,10 -Faces,Ooh La La - 2015 Remaster,60.0,0.603,0.494,2.0,-10.27,1,0.0301,0.428,0.000171,0.0894,0.729,147.814,214960.0,4,1 -Jesse Malin,Strangers & Thieves,21.0,0.381,0.952,8.0,-4.311,1,0.0611,0.021,,0.027,0.653,145.972,196173.0,4,10 -Gang Starr,Work,64.0,0.787,0.832,10.0,-4.671,1,0.301,0.0347,,0.0593,0.814,92.606,177667.0,4,5 -Koralle,Laid Back,46.0,0.73,0.439,6.0,-8.672,0,0.361,0.325,6.2e-05,0.0947,0.145,86.825,199640.0,4,5 -Ishi,Not My Girl - Yuksek Remix,37.0,0.731,0.763,4.0,-7.665,0,0.0397,0.0481,0.225,0.0737,0.551,99.015,233333.0,4,6 -Radiohead,Karma Police,75.0,0.36,0.501,7.0,-9.129,1,0.0258,0.0638,9.32e-05,0.172,0.324,74.807,264067.0,4,1 -A Perfect Circle,The Doomed,54.0,0.367,0.903,4.0,-5.956,0,0.175,0.0477,0.00124,0.235,0.239,106.329,281781.0,3,8 -Freddie Spruell,Mr Freddie's Kokomo Blues,23.0,0.749,0.383,9.0,-9.351,1,0.164,0.989,6.69e-06,0.286,0.722,100.449,186640.0,4,2 -Mukesh,Kehta Hai Joker Sara Zamana,23.0,0.384,0.81,9.0,-11.082,0,0.083,0.638,0.519,0.304,0.311,113.606,5.469783333,4,3 -Editors,An End Has A Start,54.0,0.349,0.923,6.0,-2.432,0,0.0539,1.95e-05,0.111,0.336,0.535,149.904,225533.0,4,6 -Janus Rasmussen,Ney√∞,32.0,0.726,0.606,,-12.49,0,0.0477,0.665,0.852,0.0916,0.0467,120.014,274125.0,4,6 -Panic! At The Disco,I Write Sins Not Tragedies,71.0,0.566,0.815,9.0,-4.481,0,0.14,0.0737,,0.12,0.672,169.961,185587.0,4,10 -Shinedown,GET UP,62.0,0.552,0.935,,-4.096,1,0.0623,0.0174,1.98e-06,0.116,0.38,74.954,245787.0,4,10 -Nirvana,Heart-Shaped Box,76.0,0.256,0.641,1.0,-10.283,1,0.0552,0.199,0.0329,0.0853,0.382,203.006,281160.0,4,1 -Margaret Walker,We Have Been Believers,4.0,0.619,0.0948,10.0,-23.295,0,0.723,0.653,,0.374,0.306,79.57,210160.0,3,5 -Masked Wolf,Astronaut In The Ocean (Remix) - feat. G-Eazy & DDG,71.0,0.788,0.642,11.0,-7.35,1,0.149,0.0981,,0.158,0.512,150.031,195750.0,4,5 -Green Carnation,The World Without a View,30.0,0.454,0.865,5.0,-7.9,1,0.0425,0.00252,0.0901,0.122,0.257,135.983,573989.0,3,8 -K. S. Harisankar,Mukthi,23.0,0.507,0.75,,-8.351,0,0.0446,0.0866,8.75e-06,0.0943,0.487,127.939,3.28125,4,0 -The Teskey Brothers,Hold Me,48.0,0.579,0.456,,-7.284,1,0.514,0.358,,0.0922,0.569,71.022,187973.0,4,2 -WARGASM (UK),Your Patron Saints,48.0,0.46,0.906,1.0,-8.201,1,0.15,2.99e-05,0.0348,0.17,0.566,161.055,204160.0,4,8 -Orions Belte,Joe Frazier,44.0,0.432,0.63,7.0,-9.511,0,0.0384,0.0663,0.687,0.223,0.569,133.77,338613.0,4,10 -Bailey Rushlow,Senorita - Acoustic,47.0,0.761,0.237,,-9.12,1,0.0353,0.664,,0.155,0.846,114.102,199056.0,4,9 -Everlit,Welcome to the Show,20.0,0.624,0.972,8.0,-2.059,1,0.044,0.00103,,0.229,0.661,101.951,179623.0,4,8 -The Gathering,Shortest Day,30.0,0.526,0.679,9.0,-7.353,0,0.0318,0.000658,0.337,0.816,0.295,112.481,252053.0,4,10 -Sam Fischer,Simple,64.0,0.61,0.456,3.0,-8.659,1,0.0968,0.407,,0.138,0.576,72.089,182180.0,4,9 -Miri Mesika,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),25.0,0.518,0.428,,-4.694,1,0.0329,0.103,2.41e-06,0.299,0.153,121.703,242416.0,4,9 -John Hiatt,I‚Äôm In Asheville,,0.41,0.27,9.0,-12.946,1,0.0336,0.867,0.011,0.0989,0.356,78.266,206887.0,4,1 -Delain,Burning Bridges,40.0,0.373,0.948,11.0,-5.94,0,0.107,2.43e-05,0.0573,0.126,0.195,159.996,256040.0,4,8 -KALEO,Skinny,65.0,0.484,0.741,2.0,-5.298,1,0.0411,0.0228,0.000164,0.31,0.137,85.076,222317.0,4,8 -Kishore Kumar,O Saathi Re - Male Vocals,28.0,0.285,0.725,6.0,-3.717,1,0.033,0.716,1.59e-06,0.217,0.465,101.473,4.495283333,4,3 -Eyedress,Jealous,79.0,0.474,0.91,9.0,-10.431,0,0.0462,0.00498,0.859,0.476,0.745,93.01,122339.0,4,6 -Barbara Mandrell,(If Loving You Is Wrong) I Don't Want To Be Right,35.0,0.621,0.536,4.0,-10.935,0,0.0349,0.0341,1.01e-05,0.142,0.72,74.256,3.08355,4,4 -Dani Wilde,Falling,37.0,0.441,0.503,8.0,-5.706,1,0.0325,0.481,2.15e-06,0.085,0.385,134.134,303600.0,3,2 -Amnesia Scanner,AS Too Wrong,38.0,0.568,0.815,2.0,-5.798,1,0.0528,0.00555,0.0212,0.354,0.134,102.023,254500.0,4,6 -Behemoth,Ov Fire and the Void,45.0,0.471,0.973,1.0,-4.35,1,0.0806,2.29e-05,0.621,0.0243,0.152,130.034,267320.0,4,8 -Gera MX,Botella Tras Botella,13.0,0.727,0.546,,-4.572,1,0.0437,0.656,,0.122,0.69,106.891,197333.0,4,9 -Poolside,Shakedown Street,43.0,0.777,0.754,,-7.39,1,0.0323,0.684,0.00201,0.163,0.625,102.389,256147.0,4,6 -Frank Carter & The Rattlesnakes,My Town (feat. Joe Talbot),57.0,0.591,0.947,,-3.259,1,0.0838,0.065,,0.23,0.542,177.064,164485.0,4,1 -"Mithoon, Arijit Singh","Chal Ghar Chalen (From ""Malang - Unleash The Madness"") [Mithoon feat. Arijit Singh]",62.0,0.285,0.238,5.0,-9.623,0,0.0375,0.663,9.23e-06,0.0793,0.213,179.918,5.677866667,4,3 -Russell Dickerson,Love You Like I Used To,67.0,0.501,0.788,10.0,-4.624,1,0.0415,0.12,,0.137,0.61,152.047,3.110216667,4,4 -Hadag Nahash,◊ß◊ï◊ë◊ú◊†◊î ◊¢◊ú ◊û◊§◊ú◊í◊ï◊™ ◊ô◊©◊®◊ê◊ú,25.0,0.59,0.807,9.0,-4.979,0,0.0423,0.000321,0.00126,0.399,0.435,151.805,219893.0,4,5 -Arrested Youth,My Friends Are Robots,53.0,0.544,0.574,,-8.363,0,0.0299,0.0217,0.000155,0.214,0.0902,100.059,188529.0,4,1 -Ana Popovic,Lives That Don't Exist,36.0,0.715,0.92,2.0,-4.189,1,0.0849,0.0929,,0.296,0.798,100.61,235453.0,4,2 -somegirlnamedanna,california,31.0,0.427,0.312,2.0,-7.102,1,0.0539,0.658,,0.092,0.247,84.08,166203.0,4,10 -ONUKA,ZENIT,46.0,0.658,0.679,6.0,-5.766,1,0.0445,0.107,0.134,0.389,0.247,140.055,271189.0,4,6 -Manic Street Preachers,You Stole the Sun from My Heart,51.0,0.618,0.832,9.0,-8.015,1,0.0333,8.83e-05,9.01e-05,0.183,0.374,117.987,260507.0,4,6 -Alice Cooper,Rock & Roll,34.0,0.596,0.938,5.0,-2.728,1,0.101,0.00156,5e-06,0.0412,0.757,121.922,283010.0,4,10 -George Michael,Praying For Time - Live,38.0,0.548,0.562,9.0,-9.615,1,0.0281,0.0851,,0.992,0.195,127.886,4.967533333,4,9 -Paramore,Brick by Boring Brick,57.0,0.436,0.942,9.0,-2.206,1,0.0496,9.56e-05,0.000438,0.209,0.5,164.975,253947.0,4,10 -LightSkinKeisha,Drama,49.0,0.906,0.717,4.0,-6.777,1,0.265,0.213,2.1e-05,0.0934,0.776,126.003,213370.0,4,5 -Free,All Right Now,,0.766,0.446,2.0,-13.079,1,0.0867,0.25,0.000704,0.318,0.743,119.774,5.54845,4,10 -Lata Mangeshkar,Ban Ke Panchhi Gaaye Pyar Ka Tarana,6.0,0.446,0.701,1.0,-8.41,1,0.2,0.701,0.00372,0.422,0.928,180.77,3.542883333,3,3 -Eden Ben Zaken,◊û◊ß◊°◊ô◊ß◊ï,30.0,0.602,0.851,11.0,-4.473,0,0.286,0.255,,0.111,0.869,177.916,203658.0,4,9 -Simple Minds,Don't You (Forget About Me),75.0,0.66,0.816,2.0,-6.61,1,0.0299,0.168,0.0181,0.0608,0.678,111.346,4.384,4,10 -Michael Swissa,◊ê◊ô◊í◊ï◊ê◊†◊î ◊¢◊ù ◊ë◊ï◊ô ◊ê◊¶◊≥◊ô,36.0,0.833,0.458,,-11.542,1,0.491,0.023,,0.332,0.626,170.047,115138.0,4,9 -Creedence Clearwater Revival,The Night Time Is The Right Time - Live At The Woodstock Music & Art Fair / 1969,35.0,0.454,0.885,4.0,-6.387,1,0.0487,0.0205,0.000399,0.756,0.592,112.878,209693.0,3,10 -Faith No More,Easy,67.0,0.506,0.554,10.0,-6.743,0,0.0339,0.339,0.000355,0.112,0.375,124.724,186960.0,4,10 -Big Ups,Fear,24.0,0.464,0.41,4.0,-8.721,1,0.0435,0.0954,0.0902,0.284,0.232,126.682,283850.0,3,10 -Widowspeak,Money (Hymn),37.0,0.137,0.155,8.0,-16.932,1,0.0368,0.447,0.1,0.174,0.0646,66.323,259088.0,3,6 -Yeah Yeah Yeahs,Gold Lion,54.0,0.521,0.855,9.0,-3.348,1,0.0686,0.0223,5.54e-06,0.0869,0.257,158.744,187133.0,4,1 -Etherius,The Eye of Ra,25.0,0.263,0.893,4.0,-7.15,0,0.0812,3.91e-06,0.88,0.136,0.0598,200.057,184360.0,4,8 -Plastic Bertrand,Ca plane pour moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,10 -Anki,My Head,33.0,0.509,0.952,8.0,-2.857,1,0.0679,0.0434,0.000401,0.0732,0.622,110.031,270545.0,4,10 -John Summit,Deep End,72.0,0.773,0.652,11.0,-9.187,0,0.0807,0.143,0.024,0.44,0.453,126.007,196687.0,4,9 -Tears For Fears,Everybody Wants To Rule The World,83.0,0.645,0.795,7.0,-12.095,1,0.0527,0.347,0.00389,0.104,0.535,112.067,251489.0,4,10 -Masok,Regimen,14.0,0.723,0.585,3.0,-8.171,0,0.226,0.234,0.0232,0.071,0.847,86.03,219523.0,4,6 -StarBoi3,Dick (feat. Doja Cat),85.0,0.647,0.608,9.0,-6.831,1,0.42,0.13,,0.0584,0.474,125.994,175238.0,4,5 -Left to Suffer,Anger,48.0,0.413,0.965,8.0,-4.556,1,0.202,0.000317,0.00217,0.267,0.126,150.026,206000.0,4,8 -KLOUD,LOVE ME,50.0,0.587,0.902,8.0,-2.506,1,0.049,0.0336,0.000112,0.1,0.0878,102.029,204706.0,4,10 -B.B. King,To Know You Is To Love You,55.0,0.872,0.384,,-16.204,1,0.0388,0.418,0.317,0.0687,0.938,102.597,515000.0,4,2 -Vulture Industries,Deeper,40.0,0.482,0.909,9.0,-4.972,1,0.0447,0.000179,0.00137,0.253,0.486,129.495,359452.0,4,8 -The Doves,Flying Bird,27.0,0.42,0.783,8.0,-10.134,0,0.0389,0.00102,0.903,0.265,0.691,126.093,213787.0,4,10 -Porcupine Tree,Shesmovedon,47.0,0.553,0.631,4.0,-9.6,0,0.0302,0.00614,0.035,0.482,0.381,142.029,314400.0,4,8 -Jayli Wolf,Child Of The Government,41.0,0.652,0.469,6.0,-11.148,0,0.0548,0.00675,0.00272,0.0929,0.321,120.065,221393.0,4,9 -John Kongos,He's Gonna Step On You Again,41.0,0.705,0.728,,-11.413,0,0.0301,0.0141,0.343,0.245,0.737,107.088,267787.0,5,10 -Post Malone,Enemies (feat. DaBaby),77.0,0.542,0.674,6.0,-4.169,1,0.21,0.0588,,0.0955,0.667,76.388,196760.0,4,5 -Proux,Funk Express,27.0,0.726,0.872,5.0,-7.641,0,0.0631,0.000243,0.162,0.144,0.578,123.999,110313.0,4,6 -Ruby Waters,Blow,48.0,0.696,0.52,5.0,-4.687,0,0.0328,0.0157,,0.0939,0.566,88.951,143919.0,4,1 -Don Diablo,Kill Me Better (feat. Imanbek & Trevor Daniel) - Travis Barker Alt Version,49.0,0.471,0.888,8.0,-3.724,1,0.0727,0.0306,,0.0892,0.46,160.004,195528.0,4,1 -Tzukush,◊©◊ú◊ù,22.0,0.792,0.61,9.0,-8.893,0,0.0798,0.642,4.85e-05,0.0936,0.562,116.796,188718.0,4,5 -CAYAM,Chaos in the Distance,46.0,0.749,0.547,9.0,-11.342,0,0.0471,0.147,0.866,0.109,0.101,129.002,372151.0,4,6 -LL Cool J,Loungin (Who Do Ya Luv),58.0,0.817,0.584,7.0,-9.785,1,0.174,0.432,0.00609,0.225,0.501,99.947,229373.0,4,5 -Middle Kids,Questions,37.0,0.385,0.694,,-6.629,1,0.0562,0.0704,2.5e-05,0.147,0.582,169.852,173640.0,3,1 -Refused,REV001,32.0,0.557,0.854,9.0,-5.878,0,0.0503,0.00467,0.00409,0.592,0.399,101.968,190267.0,4,10 -"Lata Mangeshkar, Amitabh Bachchan",Yeh Kahan Aa Gaye Hum - With Dialogue By Amitabh,32.0,0.39,0.388,7.0,-9.339,1,0.033,0.841,0.00392,0.178,0.237,102.496,7.650533333,4,3 -Pantera,Walk,73.0,0.43,0.704,1.0,-8.008,0,0.0804,0.000155,0.00221,0.0933,0.703,118.242,315120.0,4,8 -XXXTENTACION,Fuck Love (feat. Trippie Redd),82.0,0.797,0.533,,-9.74,0,0.0412,0.0172,0.000152,0.103,0.329,131.036,146520.0,4,5 -"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in G Major, RV 414: II. Largo",37.0,0.169,0.0391,4.0,-24.002,0,0.0397,0.879,0.872,0.122,0.185,88.485,3.468883333,4,7 -POORSTACY,Hills Have Eyes,64.0,0.473,0.792,,-3.171,1,0.0421,0.000103,0.0495,0.154,0.587,169.975,130588.0,4,10 -Tyler Bryant & the Shakedown,Ride,37.0,0.482,0.845,1.0,-5.2,0,0.0328,0.0612,0.000719,0.357,0.698,175.774,206173.0,4,2 -Stepping Sideways,Quintessence,20.0,0.323,0.983,2.0,-3.98,0,0.116,0.000147,0.000978,0.116,0.0998,160.002,205800.0,4,8 -Charlie Marie,Heard It Through the Red Wine,32.0,0.654,0.658,2.0,-5.565,1,0.0293,0.339,9.03e-06,0.318,0.47,125.056,227453.0,4,1 -Ammonia,Drugs,39.0,0.624,0.586,9.0,-8.271,1,0.041,0.000967,0.058,0.0664,0.889,115.932,207000.0,4,10 -Latto,The Biggest,14.0,0.55,0.589,1.0,-6.656,1,0.449,0.0999,,0.714,0.265,96.237,143333.0,5,5 -Whose Rules,Lights,43.0,0.745,0.622,7.0,-7.479,1,0.194,0.161,0.0751,0.0609,0.621,88.023,126000.0,4,6 -Little Buster & the Soul Brothers,First You Cry,10.0,0.372,0.474,,-7.197,1,0.0386,0.107,0.0104,0.0438,0.242,180.456,265507.0,3,2 -Cassandra Jenkins,Michelangelo,42.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,209837.0,4,1 -Dark Sarah,Illuminate,33.0,0.41,0.819,,-6.439,1,0.0405,0.000207,0.00194,0.464,0.183,160.021,249747.0,4,8 -Soccer Mommy,Wide Open Spaces,43.0,0.445,0.575,4.0,-8.495,1,0.0276,0.374,0.000816,0.813,0.516,82.614,301154.0,4,6 -Allan Rayman,Stitch,39.0,0.731,0.78,1.0,-4.903,1,0.0978,0.124,0.000176,0.0847,0.536,90.024,165827.0,4,10 -Highly Suspect,Lydia,53.0,0.417,0.706,6.0,-4.652,0,0.0945,0.00933,0.000572,0.474,0.512,127.884,242560.0,4,10 -Oscar Peterson Trio,I Got It Bad And That Ain't Good,,0.515,0.0551,2.0,-27.383,0,0.0477,0.972,0.915,0.0878,0.176,50.658,5.102883333,4,7 -Boss Keloid,Smiling Thrush,31.0,0.236,0.819,2.0,-7.886,1,0.0351,7.84e-05,0.0707,0.383,0.416,140.926,316339.0,4,8 -Dieter Huber,wolkenlos,48.0,0.453,0.0567,2.0,-18.646,1,0.0741,0.987,0.955,0.109,0.402,151.524,3.606783333,3,7 -mxmtoon,fever dream - acoustic,50.0,0.509,0.339,4.0,-7.272,1,0.0295,0.922,3.84e-06,0.0983,0.16,98.104,211200.0,4,9 -Editors,Munich,62.0,0.173,0.872,7.0,-4.39,0,0.0533,0.00052,0.0353,0.324,0.39,149.361,226427.0,4,10 -Vince Gill,When I Call Your Name,56.0,0.506,0.11,5.0,-17.615,1,0.0307,0.35,0.00144,0.139,0.208,70.554,4.252216667,3,4 -Aerosmith,Mama Kin,50.0,0.426,0.751,4.0,-10.91,1,0.0403,0.122,0.00144,0.271,0.889,153.359,267227.0,4,2 -Janis Joplin,Move Over,53.0,0.708,0.497,,-10.337,1,0.0527,0.189,0.0116,0.0723,0.919,132.997,223827.0,4,10 -Munro,Incubus,38.0,0.38,0.996,10.0,-4.54,0,0.153,2.69e-05,0.669,0.257,0.126,160.008,334969.0,4,8 -Westlife,The Rose,5.0,0.272,0.203,9.0,-9.706,1,0.0294,0.784,,0.0805,0.172,109.581,3.651783333,5,9 -The Maine,Sticky,59.0,0.669,0.819,,-4.716,1,0.0363,0.11,,0.212,0.762,105.055,178901.0,4,9 -"Rochak Kohli, Arijit Singh, Neha Kakkar","Tu Hi Yaar Mera (From ""Pati Patni Aur Woh"")",67.0,0.718,0.382,7.0,-8.237,1,0.0466,0.585,,0.128,0.499,87.029,3.349866667,4,3 -Action Bronson,Dmtri,55.0,0.599,0.694,9.0,-6.29,0,0.478,0.674,,0.465,0.3,81.024,274133.0,4,5 -Krystal Klear,Piano Banana,,0.803,0.941,10.0,-9.902,1,0.126,5.18e-05,0.917,0.105,0.389,127.011,242090.0,4,1 -Emily Hall,Stupid Love - Acoustic Cover,26.0,0.634,0.149,4.0,-11.742,1,0.0403,0.957,3.35e-05,0.102,0.291,102.831,201990.0,4,9 -U2,Sweetest Thing,65.0,0.524,0.641,,-8.967,1,0.0497,0.0437,2.78e-05,0.159,0.482,141.65,184543.0,4,10 -AJR,Bang!,65.0,0.74,0.517,1.0,-6.233,0,0.0506,0.0183,,0.0558,0.698,139.917,170858.0,4,9 -Rise Against,Nowhere Generation,64.0,0.373,0.944,11.0,-3.99,1,0.0998,0.00265,3.55e-05,0.422,0.376,165.881,232933.0,4,10 -ISLAND,Octopus,50.0,0.553,0.806,10.0,-4.149,1,0.039,0.209,0.0112,0.0942,0.359,106.434,148280.0,4,6 -"Lata Mangeshkar, S. P. Balasubrahmanyam",Hum Aapke Hain Koun,40.0,0.675,0.393,,-15.196,1,0.0327,0.58,0.00859,0.228,0.627,116.203,4.003783333,4,3 -Luna Abu Nassar,Rakevet,14.0,0.813,0.609,10.0,-7.93,0,0.0558,0.156,0.00204,0.346,0.498,87.996,213440.0,4,6 -Matt Stell,Prayed For You,66.0,0.6,0.698,9.0,-5.86,1,0.0355,0.0724,1.64e-06,0.113,0.57,140.032,3.506216667,4,4 -Rowdy Rebel,9 Bridge,68.0,0.642,0.589,5.0,-7.392,0,0.302,0.124,,0.0868,0.72,95.543,147963.0,5,5 -Michael Burks,I Smell Smoke,14.0,0.586,0.907,,-4.654,0,0.0448,0.351,0.000562,0.0777,0.891,101.007,231027.0,4,2 -Narkis,◊û◊©◊î,32.0,0.506,0.727,1.0,-4.788,0,0.0339,0.096,4.98e-06,0.103,0.3,103.905,254135.0,4,9 -LANDMVRKS,Overrated,50.0,0.334,0.965,11.0,-3.932,0,0.0988,0.000218,,0.317,0.481,90.521,205333.0,4,8 -Purity Ring,Better Off Alone,54.0,0.599,0.891,8.0,-6.0,0,0.0327,0.121,0.796,0.216,0.488,136.99,232000.0,4,6 -Massel Klezmorim,Sephardic Elegy,39.0,0.706,0.218,2.0,-15.802,0,0.0486,0.87,0.037,0.0739,0.478,146.365,2.45,4,7 -Stone Temple Pilots,Vasoline - 2019 Remaster,62.0,0.295,0.977,10.0,-7.086,1,0.088,0.00147,0.000187,0.0887,0.353,168.672,176547.0,4,10 -Rotem Or,This Is What You All Came For,3.0,0.763,0.554,11.0,-9.914,0,0.0287,0.257,0.203,0.114,0.123,109.998,237813.0,4,6 -Hannah Wicklund,Ghost,34.0,0.41,0.823,9.0,-4.939,0,0.0464,0.0117,0.0146,0.347,0.635,186.003,243397.0,4,2 -Ran Rishon,Et Lizroa,20.0,0.633,0.691,6.0,-5.994,0,0.0314,0.018,6.57e-05,0.196,0.529,116.109,226560.0,4,10 -Death Cab for Cutie,I Will Possess Your Heart,56.0,0.605,0.619,9.0,-8.971,0,0.0261,0.423,0.313,0.0732,0.578,133.074,505773.0,4,6 -Rad Horror,Stay Out,38.0,0.581,0.847,7.0,-5.48,0,0.0638,0.000259,0.00897,0.0875,0.394,120.07,188000.0,4,1 -Conway Twitty,Linda On My Mind - Single Version,34.0,0.383,0.292,9.0,-15.23,1,0.0293,0.314,1.32e-05,0.0581,0.593,104.789,2.71155,4,4 -SEB,seaside_demo,70.0,0.706,0.824,,-7.959,1,0.0694,0.355,0.000133,0.111,0.86,94.98,2.2,4,9 -Waterparks,Stupid For You,65.0,0.581,0.922,1.0,-3.408,0,0.0666,0.024,,0.202,0.596,118.408,191545.0,4,10 -Crobot,Low Life,57.0,0.546,0.911,6.0,-4.801,1,0.062,0.0008,7.73e-05,0.131,0.757,76.008,216515.0,4,10 -Fumez The Engineer,A92 x Fumez The Engineer - Plugged In Freestyle,76.0,0.856,0.427,2.0,-13.297,1,0.365,0.0958,,0.1,0.774,144.118,240000.0,4,5 -Haiva Ru,Work It On Out,41.0,0.712,0.604,11.0,-8.961,0,0.0307,0.0478,1.02e-06,0.117,0.566,110.022,225969.0,4,6 -Sorcha Richardson,First Prize Bravery,42.0,0.718,0.554,11.0,-8.041,0,0.108,0.607,1.22e-05,0.0766,0.698,113.974,230053.0,4,6 -Dermot Kennedy,Days Like This,3.0,0.642,0.214,3.0,-9.25,1,0.198,0.909,,0.122,0.38,80.444,2.49671667,4,0 -John Lennon,Imagine - Remastered 2010,78.0,0.547,0.257,,-12.358,1,0.0252,0.907,0.183,0.0935,0.169,75.752,187867.0,4,10 -John Garcia,My Everything,27.0,0.409,0.88,5.0,-4.632,1,0.051,0.000211,0.651,0.299,0.368,133.255,216456.0,4,8 -Ellie Goulding,Sixteen,4.0,0.824,0.17,5.0,-6.535,0,0.0386,0.8,,0.11,0.396,105.85,189532.0,4,9 -Russ,BANKRUPT,65.0,0.677,0.504,7.0,-4.688,1,0.0344,0.0201,0.688,0.0712,0.542,79.985,171000.0,4,5 -Backstreet Boys,Love Somebody - Live in Japan,15.0,0.582,0.872,11.0,-6.958,1,0.0726,0.00202,0.00142,0.51,0.519,127.991,3.930316667,4,9 -Weezer,Beverly Hills,,0.69,0.804,5.0,-4.343,1,0.0724,0.102,,0.142,0.732,87.9,200187.0,4,9 -070 Shake,Rocketship,44.0,0.546,0.627,1.0,-6.46,0,0.0527,0.0221,,0.36,0.312,76.488,184467.0,4,6 -Mot√∂rhead,Thunder & Lightning,44.0,0.429,0.995,1.0,-5.259,1,0.172,0.00258,0.528,0.197,0.061,134.967,186133.0,4,8 -AURAGRAPH,Sky Plaza - Áå´ „Ç∑ Corp. Remix,33.0,0.695,0.664,10.0,-15.11,0,0.0304,0.549,0.86,0.899,0.863,127.284,163625.0,4,6 -Right on Time,Brandi Carlile,60.0,0.419,0.269,7.0,-9.388,1,0.0356,0.626,1.83e-05,0.116,0.152,121.695,3.087133333,4,0 -Kenny Drew,I Could Write A Book,32.0,0.61,0.219,7.0,-14.668,0,0.0464,0.935,0.447,0.0825,0.587,148.284,4.675333333,4,7 -AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,6 -Manic Street Preachers,Your Love Alone Is Not Enough (feat. Nina Persson),53.0,0.344,0.921,2.0,-3.049,1,0.0459,0.00143,1.13e-05,0.38,0.396,126.766,235693.0,4,10 -Suzi Quatro,Suicide - 2017 Remaster,34.0,0.634,0.365,2.0,-12.698,1,0.0321,0.0212,0.00631,0.284,0.344,114.928,247169.0,4,10 -The Buggles,Video Killed The Radio Star,71.0,0.68,0.678,1.0,-11.548,1,0.0754,0.103,0.00828,0.204,0.251,131.165,252773.0,4,9 -"Anuradha Paudwal, Udit Narayan",Mujhe Neend Na Aaye,45.0,0.489,0.669,11.0,-10.788,0,0.0511,0.819,0.0206,0.281,0.713,149.928,6.226216667,4,3 -Akolo,Why Not?,18.0,0.701,0.731,7.0,-9.593,1,0.0809,0.00708,0.139,0.747,0.669,109.905,213818.0,4,2 -Aerosmith,Angel,62.0,0.239,0.819,3.0,-3.583,1,0.0393,0.304,,0.0855,0.439,171.449,5.14845,4,10 -Billy Idol,Rebel Yell,72.0,0.53,0.864,4.0,-4.948,0,0.061,0.000753,0.000459,0.354,0.484,166.312,288533.0,4,10 -'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,6 -Kurt Vile,Pretty Pimpin,63.0,0.566,0.663,8.0,-9.068,1,0.0278,0.0945,0.294,0.0915,0.762,91.108,298760.0,4,1 -Talking Heads,(Nothing But) Flowers,45.0,0.603,0.848,4.0,-5.364,0,0.0423,0.0628,0.000133,0.211,0.897,120.764,333000.0,4,10 -BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,1 -Zonderling,Lifetime - Acoustic Version,55.0,0.726,0.223,7.0,-12.551,1,0.0324,0.919,4.34e-06,0.121,0.661,94.034,187584.0,4,9 -Cool Sounds,Hula Hoop Group,38.0,0.622,0.547,,-9.406,1,0.031,0.636,0.635,0.261,0.444,89.995,231084.0,4,6 -Rachel Silver,Shiny Stockings,43.0,0.738,0.227,7.0,-13.748,1,0.0302,0.865,0.102,0.145,0.276,102.265,4.288483333,4,7 -Alexandra Spence,Tidewater I,10.0,0.224,0.136,9.0,-21.091,1,0.0902,0.797,0.859,0.357,0.0323,67.115,679647.0,4,6 -Sleep,Dragonaut,53.0,0.352,0.65,5.0,-13.169,1,0.0415,0.00254,0.286,0.174,0.464,123.607,343160.0,4,8 -Jinjer,Outlander,46.0,0.506,0.974,1.0,-1.906,1,0.182,5.91e-05,3.85e-06,0.193,0.183,110.219,236027.0,3,8 -Ava Max,My Head & My Heart,88.0,0.614,0.934,9.0,-3.709,0,0.07,0.0697,,0.121,0.436,116.001,174760.0,4,9 -Atomic,Konrads Hopp Om Livet,,0.456,0.544,7.0,-8.923,1,0.0795,0.357,0.771,0.145,0.404,120.438,9.81755,4,7 -Quinn XCII,"Hey, Goodbye",61.0,0.787,0.411,1.0,-6.632,0,0.109,0.0837,,0.0577,0.44,179.95,183973.0,4,9 -Peled,◊î◊¢◊ï◊ú◊ù ◊©◊ú◊ô,32.0,0.708,0.69,9.0,-6.581,0,0.0604,0.0112,,0.15,0.354,162.076,225267.0,4,5 -Flotsam & Jetsam,Brace for Impact,,0.368,0.993,11.0,-5.161,1,0.0952,9.66e-06,0.000996,0.256,0.251,175.031,273747.0,4,8 -Brianna Harness,I Won't Bitch,43.0,0.743,0.341,4.0,-8.072,0,0.0347,0.871,,0.122,0.549,117.813,206186.0,4,2 -Afterglow,Breathe In,32.0,0.438,0.947,6.0,-3.809,0,0.0551,1.02e-05,0.000711,0.157,0.314,82.511,243631.0,4,8 -Wristwatch,Husky,38.0,0.507,0.44,11.0,-8.975,1,0.043,0.356,0.829,0.103,0.416,169.474,3.9906,4,0 -Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,6 -The Temper Trap,Sweet Disposition,70.0,0.542,0.813,2.0,-6.89,1,0.0429,0.0765,0.252,0.116,0.305,129.09,234360.0,4,6 -◊û◊ê◊ô◊õ◊ï,◊õ◊û◊î ◊õ◊°◊£ ◊ê◊ô◊ü ◊ú◊ô,15.0,0.759,0.587,7.0,-8.81,0,0.0772,0.0437,3.94e-06,0.342,0.559,148.539,124054.0,3,5 -Wretch 32,Ina Di Ghetto (feat. Badness & Ghetto),36.0,0.476,0.747,2.0,-5.768,1,0.25,0.00753,,0.173,0.122,140.268,234806.0,4,5 -Drive Away With You,Jill Andrews,34.0,0.521,0.51,2.0,-8.141,1,0.0296,0.0179,4.5e-06,0.292,0.319,125.911,4.306216667,4,0 -Larkin Poe,Fly Away,36.0,0.491,0.43,10.0,-5.927,1,0.0262,0.824,0.000216,0.0674,0.424,80.594,210989.0,4,10 -Lindsay Beaver,You Hurt Me,24.0,0.295,0.674,2.0,-4.567,0,0.038,0.354,5.55e-05,0.171,0.646,184.699,223107.0,3,2 -"Kaushiki Chakraborty, Ricky Kej",Rangi Saari Gulabi Chunariya,17.0,0.71,0.418,3.0,-10.428,1,0.0439,0.479,,0.111,0.126,131.994,6.682616667,3,0 -Bicep,Siena,55.0,0.754,0.679,2.0,-8.216,1,0.0448,0.00465,0.93,0.0169,0.387,127.014,242928.0,4,6 -Echo & the Bunnymen,Seven Seas,42.0,0.556,0.829,,-5.123,1,0.0373,0.105,7.22e-05,0.29,0.793,134.382,3.3231,4,10 -Tan Cologne,Cave Vaults on the Moon in New Mexico,20.0,0.343,0.372,8.0,-12.89,0,0.0334,0.647,0.938,0.0754,0.219,135.454,265333.0,3,6 -Lily Allen,Smile,68.0,0.632,0.639,5.0,-5.938,1,0.0259,0.00143,,0.221,0.733,95.506,196893.0,4,9 -Genesis,That's All - 2007 Remaster,62.0,0.579,0.669,4.0,-8.704,0,0.0326,0.253,0.0257,0.0911,0.798,175.181,266173.0,4,10 -Meena,Tell Me,33.0,0.556,0.253,9.0,-12.391,1,0.0286,0.882,0.00939,0.104,0.21,152.783,295747.0,3,2 -John Oates,Pallet Soft and Low (Live),20.0,0.392,0.762,2.0,-8.896,1,0.0382,0.0123,0.225,0.689,0.309,78.152,509608.0,4,2 -Sleep Token,The Night Does Not Belong To God,45.0,0.415,0.522,8.0,-8.563,1,0.032,0.84,0.103,0.11,0.145,152.92,303507.0,4,10 -Deep Purple,Smoke on the Water,64.0,0.632,0.586,,-11.333,1,0.0284,0.0983,0.581,0.0535,0.89,114.243,5.70288333,4,10 -Passenger,Let Her Go,74.0,0.509,0.538,7.0,-7.335,1,0.0572,0.385,,0.104,0.244,75.089,252867.0,4,9 -311,Sever,41.0,0.553,0.901,,-6.202,1,0.0454,0.0103,0.00312,0.0571,0.617,106.943,283027.0,4,10 -Northlane,Crash & Burn,53.0,0.227,0.861,8.0,-3.997,1,0.0628,0.000218,6.23e-06,0.155,0.143,74.824,246400.0,1,10 -Distant Axis,Matt Berninger,42.0,0.614,0.465,2.0,-10.248,1,0.0282,0.48,0.914,0.098,0.103,120.0,4.419333333,4,0 -Kayzo,Lifeline,49.0,0.442,0.958,5.0,-1.841,0,0.0848,0.0252,3.46e-06,0.259,0.304,149.884,246400.0,4,10 -Dean Lewis,Chemicals - Acoustic,50.0,0.446,0.239,6.0,-11.092,1,0.0435,0.942,4.16e-05,0.11,0.575,75.54,3.91293333,4,0 -Bravo the Bagchaser,Stay Dangerous,50.0,0.859,0.474,11.0,-8.294,1,0.368,0.0425,,0.107,0.697,98.0,225885.0,4,5 -The Teskey Brothers,So Caught Up,51.0,0.744,0.693,4.0,-6.563,0,0.0261,0.293,0.00056,0.305,0.896,99.048,228553.0,4,10 -Skegss,Up In The Clouds,51.0,0.553,0.64,,-9.246,1,0.0288,0.0109,,0.205,0.478,104.989,149623.0,4,10 -AJ Tracey,Anxious,67.0,0.901,0.63,9.0,-6.499,0,0.351,0.107,,0.1,0.796,86.003,161000.0,4,5 -Wheel,Wheel,53.0,0.807,0.189,8.0,-13.873,1,0.0454,0.694,,0.0828,0.645,84.763,108000.0,4,8 -Genesis,Throwing It All Away - Remastered 2007,53.0,0.365,0.605,6.0,-7.236,1,0.0264,0.143,0.00459,0.07,0.317,83.761,231400.0,4,10 -Bruce Springsteen,Born in the U.S.A.,75.0,0.398,0.952,4.0,-6.042,1,0.061,0.000373,7.75e-05,0.1,0.584,122.093,4.64466667,4,10 -Radiohead,No Surprises,73.0,0.255,0.393,5.0,-10.654,1,0.0278,0.0577,0.00361,0.113,0.118,76.426,229120.0,4,10 -Kero Kero Bonito,21/04/20,48.0,0.678,0.702,,-5.448,1,0.0258,0.034,0.00147,0.0787,0.613,106.028,182075.0,4,1 -Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,6 -Christian Lopez,Swim the River,43.0,0.344,0.816,4.0,-6.724,1,0.0755,0.0187,,0.234,0.418,200.166,2.93245,4,0 -Spiritbox,Circle With Me,65.0,0.422,0.874,8.0,-4.606,0,0.0534,0.000166,0.231,0.143,0.392,102.743,233880.0,4,10 -Eddie Harper,God Bless The Child,53.0,0.542,0.199,,-14.442,0,0.0446,0.968,0.79,0.121,0.252,117.259,4.278616667,4,7 -KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,8 -Nation of Language,The Wall & I,46.0,0.558,0.876,6.0,-5.625,1,0.0288,0.0244,0.293,0.0971,0.448,141.995,304714.0,4,6 -Maja Lena,Avalanche,49.0,0.415,0.355,6.0,-10.494,0,0.0316,0.985,0.0932,0.103,0.36,113.993,179307.0,4,1 -Inter Arma,Citadel,26.0,0.247,0.897,,-6.048,1,0.0498,0.000279,0.823,0.368,0.249,147.499,400717.0,4,8 -Miri Mesika,◊ê◊ù ◊ñ◊ê◊™ ◊î◊ê◊î◊ë◊î ◊©◊ú◊ö,18.0,0.561,0.801,6.0,-4.706,0,0.0847,0.135,5.13e-05,0.0351,0.281,134.921,222800.0,4,9 -Sunny War,Age of a Man,39.0,0.655,0.508,3.0,-6.048,1,0.0295,0.273,0.000451,0.0871,0.361,145.043,219253.0,4,2 -Volbeat,Our Loved Ones,49.0,0.438,0.798,7.0,-5.453,0,0.0299,0.000129,0.000383,0.251,0.308,149.981,290547.0,4,8 -Mr. Oizo,Jo,39.0,0.798,0.866,1.0,-4.532,1,0.153,0.0191,0.415,0.703,0.513,119.546,136787.0,4,6 -Arctic Monkeys,Fake Tales Of San Francisco,63.0,0.454,0.778,9.0,-4.225,1,0.0449,0.00998,,0.0427,0.704,127.158,177947.0,4,6 -Hannah Sands,Happy Girl,36.0,0.719,0.298,6.0,-15.255,0,0.272,0.551,,0.375,0.437,88.023,185455.0,4,6 -Twin Wild,Willow Tree,47.0,0.457,0.887,8.0,-4.138,1,0.0533,0.000186,,0.11,0.221,95.015,199413.0,4,10 -flora cash,Soul Mate,59.0,0.429,0.371,1.0,-11.803,1,0.0351,0.768,0.00181,0.119,0.305,129.842,237781.0,4,9 -Marika Hackman,Drown,40.0,0.287,0.243,7.0,-15.119,1,0.0341,0.867,0.283,0.114,0.0383,117.886,231671.0,4,6 -"Crosby, Stills & Nash",Suite: Judy Blue Eyes - 2005 Remaster,63.0,0.451,0.364,9.0,-13.126,1,0.0436,0.469,,0.197,0.298,154.206,444053.0,4,10 -Russ Millions,Body,85.0,0.889,0.705,11.0,-8.683,0,0.392,0.389,1.04e-05,0.0692,0.815,141.069,183830.0,4,5 -AC/DC,Demon Fire,64.0,0.521,0.881,9.0,-5.309,1,0.0387,4.93e-06,0.0114,0.141,0.564,160.026,210360.0,4,8 -Terakaft,Tenere wer tat zinchegh,18.0,0.568,0.574,2.0,-6.05,1,0.0252,0.858,0.168,0.11,0.388,93.031,288320.0,4,2 -Arch Enemy,War Eternal,58.0,0.445,0.98,5.0,-4.369,0,0.0731,2.45e-05,0.163,0.129,0.285,155.045,256053.0,4,8 -Arctic Monkeys,Why'd You Only Call Me When You're High?,62.0,0.691,0.631,2.0,-6.478,1,0.0368,0.0483,1.13e-05,0.104,0.8,92.004,2.6854,4,9 -Adrianwave,Start It!,29.0,0.895,0.839,10.0,-8.581,0,0.458,0.00272,0.0989,0.0933,0.709,125.025,232320.0,4,6 -"Clean Bandit, Topic, Wes Nelson",Drive (feat. Wes Nelson),66.0,0.81,0.571,10.0,-7.189,0,0.085,0.0624,1.63e-06,0.094,0.771,125.994,2.98958333,4,9 -Lilly Hiatt,Trinity Lane,35.0,0.578,0.811,10.0,-6.228,0,0.027,0.144,0.0054,0.113,0.752,145.056,233922.0,4,10 -John K,ilym (feat. ROSIE),63.0,0.261,0.277,1.0,-8.143,0,0.031,0.572,1.4e-06,0.0859,0.0617,179.077,236082.0,3,9 -Hot Hot Heat,Bandages,53.0,0.376,0.947,4.0,-3.778,0,0.0902,0.00757,,0.107,0.859,150.212,212333.0,4,6 -Lonnie Brooks,Family Curse,9.0,0.754,0.505,6.0,-14.6,0,0.0331,0.242,0.00915,0.058,0.925,102.586,277293.0,4,2 -Shalom Hanoch,◊ò◊ô◊ï◊ú ◊ú◊ô◊§◊ï,24.0,0.814,0.462,6.0,-11.762,1,0.0322,0.646,0.00033,0.0919,0.411,121.674,614040.0,4,10 -Lukas Nelson and Promise of the Real,Perennial Bloom (Back To You),51.0,0.468,0.815,9.0,-5.485,1,0.0337,0.000527,,0.33,0.492,125.867,196960.0,4,1 -"Lata Mangeshkar, Usha Mangeshkar, S. P. Balasubrahmanyam, Shailendra Singh",Aaya Mausam Dosti Ka,22.0,0.527,0.488,8.0,-9.092,1,0.0355,0.873,0.000516,0.119,0.75,103.235,6.783333333,4,3 -Tomorrows Bad Seeds,Bad Seeds,43.0,0.758,0.565,7.0,-7.74,1,0.237,0.0658,,0.218,0.446,164.029,166400.0,4,10 -Death In Vegas,Aladdin's Story,29.0,0.532,0.542,,-7.565,1,0.0256,0.0204,0.657,0.253,0.674,81.985,284200.0,4,6 -Sparks,This Town Ain't Big Enough For Both Of Us,37.0,0.462,0.703,2.0,-12.691,1,0.0663,0.358,0.000477,0.332,0.691,129.821,185827.0,4,1 -Big Thief,Shark Smile - Edit,59.0,0.688,0.737,6.0,-9.31,0,0.0678,0.0769,0.641,0.114,0.666,131.042,194760.0,4,6 -Ravi,Mandinka King,33.0,0.267,0.178,6.0,-19.545,1,0.0366,0.973,0.964,0.0971,0.418,78.927,5.13155,4,7 -JJ Wilde,Off The Rails,46.0,0.631,0.645,2.0,-5.641,1,0.0371,0.0602,0.000368,0.0491,0.505,96.935,175361.0,4,10 -Kris Barras Band,Ignite (Light It Up),37.0,0.604,0.818,6.0,-6.083,1,0.0379,0.00335,0.00103,0.0411,0.697,102.993,196104.0,4,10 -Madi Diaz,"New Person, Old Place",51.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,246227.0,4,1 -Octopus Montage,Voices,44.0,0.478,0.969,7.0,-2.722,1,0.0618,2.06e-05,2.1e-05,0.334,0.376,150.007,255400.0,4,8 -Courtney Barnett,Avant Gardener,51.0,0.443,0.737,,-4.509,1,0.0293,0.00149,0.0032,0.121,0.746,115.277,312227.0,4,6 -Toots & The Maytals,54-46 Was My Number,58.0,0.685,0.36,,-9.572,1,0.0568,0.18,,0.112,0.597,160.448,204027.0,4,10 -U.K.,In The Dead Of Night,36.0,0.519,0.604,4.0,-11.011,0,0.0581,0.218,5.66e-05,0.222,0.768,153.644,334040.0,1,10 -The Searchers,Needles and Pins - Mono,56.0,0.565,0.953,9.0,-6.504,1,0.0393,0.0546,2.95e-05,0.0637,0.887,124.287,2.18933333,4,10 -The Five Stairsteps,O-o-h Child,65.0,0.488,0.754,5.0,-7.95,0,0.0381,0.00154,2.42e-05,0.678,0.664,88.368,197160.0,4,5 -Ihsahn,Spectre At The Feast,39.0,0.392,0.751,4.0,-5.544,0,0.0347,0.000213,0.0103,0.303,0.375,179.899,258800.0,4,8 -The Clash,I Fought the Law,63.0,0.526,0.9,2.0,-6.815,1,0.0545,0.00539,4.12e-05,0.14,0.883,151.279,163240.0,4,10 -Shlomo Artzi,◊ê◊™ ◊ï◊ê◊†◊ô,32.0,0.343,0.739,6.0,-5.478,1,0.0714,0.474,,0.0574,0.687,141.89,166187.0,4,10 -Viagra Boys,Down in the Basement,41.0,0.532,0.943,7.0,-3.033,1,0.0925,6.13e-05,0.489,0.0717,0.759,134.676,216284.0,4,6 -Curtis Harding,Hopeful,34.0,0.51,0.778,7.0,-5.23,0,0.0338,0.38,0.0445,0.0724,0.695,79.984,316360.0,4,9 -DevilDriver,Sail,43.0,0.455,0.965,3.0,-4.24,0,0.0826,0.000676,0.00784,0.226,0.155,119.04,246480.0,4,8 -Chip Tha Ripper,Interior Crocodile Alligator,49.0,0.742,0.727,1.0,-6.914,1,0.487,0.0136,,0.259,0.774,178.401,110253.0,4,9 -Kitsune,A Place To Be Safe,32.0,0.339,0.903,7.0,-7.264,0,0.0794,0.000298,0.00681,0.109,0.318,113.436,220235.0,5,10 -Bryan Adams,Here I Am - End Title,59.0,0.581,0.777,8.0,-7.122,1,0.0296,0.0078,4.04e-05,0.0891,0.162,98.963,284067.0,4,10 -Maya,Feel It,6.0,0.564,0.597,2.0,-9.464,1,0.0399,0.0759,0.0616,0.106,0.232,120.061,9.184883333,4,0 -XYZ,When I Find Love,35.0,0.356,0.772,11.0,-8.575,1,0.0437,0.000491,0.000241,0.0647,0.271,184.719,257133.0,4,10 -Greg Koch,Sweet Tea,24.0,0.417,0.51,,-6.988,1,0.0354,0.0137,0.799,0.159,0.334,155.954,599678.0,3,2 -Cautious Clay,Wildfire,60.0,0.564,0.352,9.0,-10.788,1,0.0321,0.673,0.000213,0.449,0.415,85.013,151913.0,4,6 -The Cure,Play For Today,51.0,0.458,0.731,11.0,-12.049,0,0.145,0.0487,0.0215,0.116,0.784,80.425,218960.0,4,6 -IMMERSE,With You,41.0,0.448,0.526,4.0,-8.513,0,0.0292,0.0069,0.139,0.208,0.119,100.007,186503.0,4,8 -Jon Pardi,Head Over Boots,72.0,0.563,0.688,7.0,-4.474,1,0.0262,0.0763,,0.0863,0.622,108.008,3.37245,4,4 -Bon Jovi,99 In The Shade,33.0,0.366,0.979,5.0,-4.383,1,0.0518,0.00332,,0.386,0.716,146.519,269893.0,4,10 -Herman Brood & His Wild Romance,Hot Shot,21.0,0.45,0.923,2.0,-7.518,1,0.102,0.0473,0.0882,0.325,0.529,185.989,210200.0,4,1 -Iceage,Lockdown Blues,35.0,0.258,0.852,6.0,-4.439,1,0.0739,0.000697,2.99e-05,0.182,0.489,112.116,236985.0,3,6 -Walking On Cars,As We Fly South,37.0,0.529,0.523,3.0,-6.925,1,0.0288,0.222,1.18e-06,0.0981,0.503,89.921,231620.0,4,10 -Itay Levi,Nyc,33.0,0.791,0.542,10.0,-8.668,0,0.0893,0.447,,0.187,0.529,124.012,192000.0,4,9 -Durukan Betses,√áakal,18.0,0.709,0.679,4.0,-7.576,0,0.033,0.000244,0.209,0.222,0.308,109.963,245375.0,4,10 -42 Dugg,4 Da Gang (with Roddy Ricch),82.0,0.871,0.545,7.0,-10.489,1,0.189,0.0143,,0.148,0.722,100.482,155720.0,4,5 -White Denim,It Might Get Dark,40.0,0.441,0.752,7.0,-5.757,1,0.132,0.035,0.000553,0.0902,0.492,140.239,216920.0,4,1 -Barns Courtney,Little Boy,47.0,0.654,0.621,11.0,-8.555,1,0.0328,0.384,4.06e-06,0.119,0.41,113.955,233448.0,4,9 -Yuto Kanazawa,Sabor a Mí,40.0,0.435,0.0768,7.0,-23.67,1,0.0443,0.991,0.946,0.0815,0.264,75.006,1.88125,4,7 -Wyvern Lingo,Passionfruit,,0.577,0.306,8.0,-10.694,0,0.0592,0.547,2.88e-06,0.109,0.117,103.065,3.53845,4,0 -Jaishree Shivram,Ishq Hai Ishq Hai,33.0,0.434,0.787,4.0,-6.28,0,0.085,0.791,1.57e-05,0.118,0.586,78.033,5.538666667,4,3 -Gorgeous Bully,I Can See,31.0,0.353,0.725,2.0,-10.131,1,0.0422,0.00681,0.101,0.0289,0.402,82.831,182169.0,4,6 -James Arthur,September,77.0,0.641,0.551,9.0,-6.165,1,0.0532,0.147,,0.12,0.417,102.912,3.68151667,4,9 -Bea Anderson,Shrugs,30.0,0.559,0.504,6.0,-6.686,0,0.333,0.577,,0.216,0.675,126.655,185025.0,5,9 -Band Of Skulls,Nightmares,24.0,0.413,0.861,11.0,-6.259,0,0.0333,0.00735,0.00486,0.306,0.477,126.343,251429.0,4,6 -Medicine,Time Baby III,40.0,0.36,0.701,,-6.347,1,0.0267,0.0215,9.19e-06,0.134,0.725,172.043,231226.0,3,10 -Velvet Revolver,Slither,66.0,0.478,0.974,7.0,-3.866,1,0.102,0.000266,0.0984,0.0738,0.268,141.077,248307.0,4,1 -The Slits,I Heard It Through The Grapevine,52.0,0.714,0.665,11.0,-8.213,0,0.198,0.000486,0.539,0.0728,0.885,129.924,238720.0,4,6 -The Blues Preachers,Pay Day,37.0,0.629,0.678,9.0,-5.839,1,0.0279,0.54,5.37e-05,0.122,0.0635,90.049,250667.0,4,2 -The Fratellis,Chelsea Dagger,56.0,0.51,0.818,7.0,-3.205,1,0.157,0.0439,,0.0801,0.574,154.561,202617.0,4,1 -Bombay Bandook,Tilak,34.0,0.466,0.69,4.0,-7.007,1,0.0351,0.529,0.0597,0.102,0.385,134.899,5.988183333,3,0 -Sweet Misery,Tré Burt,53.0,0.614,0.546,2.0,-6.858,1,0.0296,0.625,2.38e-06,0.0957,0.435,87.353,3.155483333,4,0 -PLASMAS,Always,22.0,0.461,0.862,2.0,-6.821,1,0.0309,2.28e-05,0.00202,0.172,0.555,140.012,273509.0,4,6 -Wilderado,Head Right,45.0,0.54,0.811,5.0,-3.534,1,0.0315,0.00519,,0.127,0.677,145.009,197738.0,4,1 -Seefeel,Polyfusion,35.0,0.458,0.701,9.0,-12.004,1,0.0355,9.18e-05,0.906,0.465,0.721,141.631,383827.0,4,6 -Duke Pearson,Ready Rudy?,30.0,0.534,0.449,5.0,-9.1,1,0.0363,0.779,0.000833,0.147,0.607,81.065,358747.0,4,2 -Hacktivist,Reprogram,42.0,0.523,0.983,,-3.421,1,0.196,0.00124,3.14e-06,0.0728,0.404,139.017,272121.0,4,10 -Oasis,Hello,50.0,0.162,0.947,9.0,-3.174,0,0.113,0.0142,0.0446,0.166,0.0563,132.31,203187.0,4,10 -Why Bonnie,Athlete,24.0,0.539,0.578,4.0,-8.522,1,0.0278,0.0987,0.000923,0.28,0.353,102.03,191890.0,4,1 -Billy Childs,It Never Entered My Mind,40.0,0.521,0.0774,5.0,-23.987,0,0.0418,0.941,0.926,0.118,0.183,120.755,5.20245,4,7 -Okta Logue,Runway Markings,37.0,0.481,0.616,,-9.93,0,0.032,0.132,0.0286,0.0948,0.416,150.023,385907.0,4,6 -"Tim McGraw, Faith Hill",It's Your Love,53.0,0.474,0.528,7.0,-8.588,1,0.0276,0.526,,0.109,0.364,144.366,3.788883333,4,4 -Tom Robinson Band,2-4-6-8 Motorway,53.0,0.672,0.706,9.0,-5.551,1,0.0779,0.0578,7.43e-05,0.0595,0.658,124.782,197933.0,4,1 -Softspoken,The Road,37.0,0.417,0.932,5.0,-4.096,0,0.0579,0.000221,9.12e-05,0.412,0.184,79.998,226600.0,4,10 -Great Grandpa,Bloom,37.0,0.236,0.485,10.0,-8.975,1,0.0288,0.234,0.071,0.11,0.123,97.577,262200.0,4,1 -chloe moriondo,Bugbear,59.0,0.634,0.514,10.0,-10.115,1,0.0836,0.189,,0.123,0.639,99.979,173600.0,4,6 -Skrillex,Too Bizarre (with Swae Lee & Siiickbrain),68.0,0.666,0.723,6.0,-5.104,0,0.0449,0.0151,0.000592,0.057,0.546,159.962,158733.0,4,10 -DARKSIDE,Paper Trails,55.0,0.947,0.419,8.0,-13.043,0,0.0578,0.778,0.914,0.121,0.362,113.236,289841.0,4,2 -Parquet Courts,Borrowed Time,35.0,0.407,0.738,,-7.249,1,0.0309,0.0303,0.83,0.574,0.821,92.334,152049.0,4,1 -The Adverts,Gary Gilmore's Eyes,39.0,0.421,0.598,4.0,-6.078,0,0.0487,0.0349,4.8e-06,0.416,0.778,157.927,136960.0,4,6 -Marina Maximilian,Easy Life - Remix by Assaf Amdursky,21.0,0.403,0.579,5.0,-8.123,0,0.0388,0.128,0.0219,0.096,0.236,100.019,209400.0,4,9 -Mississippi Fred McDowell,Good Morning Little Schoolgirl,41.0,0.502,0.433,8.0,-14.619,0,0.0339,0.668,0.002,0.167,0.566,103.467,201600.0,4,2 -Yehudit Ravitz,◊°◊ú◊ô◊ó◊ï◊™,29.0,0.373,0.174,9.0,-14.733,0,0.0302,0.868,,0.195,0.514,99.799,225000.0,3,10 -"Riton, Nightcrawlers, Mufasa & Hypeman, Dopamine",Friday (feat. Mufasa & Hypeman) - Dopamine Re-Edit,92.0,0.824,0.862,2.0,-3.424,1,0.126,0.0076,0.000132,0.303,0.801,122.98,2.81921667,4,9 -Shura,obsession,39.0,0.701,0.665,,-8.584,1,0.229,0.814,0.0112,0.109,0.754,167.795,211871.0,4,6 -Miloe,Winona,54.0,0.65,0.621,5.0,-6.6,1,0.0262,0.0651,0.168,0.107,0.76,106.005,145187.0,4,6 -Calvin Harris,Acceptable in the 80's - Tom Neville Remix,10.0,0.767,0.838,6.0,-5.51,0,0.077,0.000951,0.408,0.0406,0.781,125.985,431973.0,4,1 -Biffy Clyro,End Of,42.0,0.474,0.956,2.0,-4.442,0,0.0809,0.00124,0.000597,0.114,0.589,168.148,277427.0,3,1 -Layto,Hate Me,,0.688,0.779,5.0,-5.988,1,0.0406,0.0221,,0.08,0.505,133.97,168500.0,4,1 -Ehud Banai,◊î◊õ◊ï◊õ◊ë ◊©◊ú ◊û◊ó◊ï◊ñ ◊í◊ï◊© ◊ì◊ü,35.0,0.689,0.749,5.0,-6.492,1,0.029,0.256,,0.214,0.922,92.028,179827.0,4,10 -Body Count,Point the Finger (feat. Riley Gale),33.0,0.447,0.981,10.0,-1.641,0,0.151,2.45e-05,3.08e-05,0.343,0.316,76.466,158680.0,4,10 -Menta,Ocho Domingos,29.0,0.447,0.81,2.0,-4.246,1,0.0379,0.000376,2.42e-05,0.184,0.326,155.921,154761.0,4,6 -Wild Child,Back & Forth,47.0,0.749,0.699,5.0,-7.193,0,0.0469,0.0694,,0.124,0.641,123.965,211360.0,4,9 -Here Comes The Light,Jamie Drake,33.0,0.706,0.535,9.0,-9.643,1,0.0347,0.139,0.00146,0.309,0.687,116.001,3.7875,3,0 -Jack Harlow,"WHATS POPPIN (feat. DaBaby, Tory Lanez & Lil Wayne) - Remix",82.0,0.904,0.723,11.0,-5.224,0,0.26,0.0631,,0.185,0.835,145.013,227478.0,4,9 -Deep Purple,Sail Away - Remastered 2007,45.0,0.576,0.753,9.0,-6.452,0,0.023,0.0506,,0.348,0.86,95.765,352293.0,4,10 -Lord Huron,Mine Forever,7.0,0.569,0.761,,-5.508,1,0.0292,0.312,0.303,0.274,0.391,122.965,288283.0,4,9 -Marie Byrd Land Band,Catatumbo Lightnings,32.0,0.424,0.924,7.0,-9.315,1,0.036,0.013,0.00445,0.106,0.906,160.004,255000.0,4,10 -The National Parks,Lover,46.0,0.673,0.357,7.0,-7.087,1,0.0288,0.434,1.37e-05,0.313,0.547,107.984,2.72236667,3,0 -Maddie Medley,Buzz,46.0,0.51,0.385,8.0,-8.546,1,0.0298,0.312,0.0369,0.108,0.115,173.945,261476.0,4,6 -dying in designer,Lovely,51.0,0.822,0.348,9.0,-12.348,1,0.131,0.333,0.0189,0.0649,0.144,140.065,167427.0,4,5 -Nine Inch Nails,March Of The Pigs,46.0,0.503,0.903,2.0,-7.427,1,0.0527,0.0218,0.197,0.0861,0.0586,134.462,178493.0,1,8 -Tunde Jegede,El Sicuri,32.0,0.508,0.155,10.0,-24.854,0,0.0399,0.942,0.944,0.121,0.589,125.242,2.92555,4,7 -Matteo Vallicelli,Dietrofront,38.0,0.421,0.612,9.0,-8.864,0,0.0286,0.44,0.929,0.0996,0.167,159.993,377533.0,4,6 -Fatboy,Bad News From Pretty Red Lips,38.0,0.661,0.917,11.0,-3.774,0,0.039,0.0246,0.0013,0.0808,0.76,98.275,166040.0,4,10 -The Casket Lottery,Code Red,34.0,0.462,0.946,,-5.363,1,0.045,0.000451,0.702,0.08,0.545,162.104,283027.0,4,10 -The Beatles,Yesterday - Remastered 2009,76.0,0.332,0.179,5.0,-11.83,1,0.0326,0.879,,0.0886,0.315,96.529,125667.0,4,10 -Omer Adam,◊ê◊ú◊£ ◊§◊¢◊û◊ô◊ù,30.0,0.737,0.869,2.0,-3.344,1,0.0386,0.364,,0.2,0.825,125.951,201467.0,4,9 -Robert Jon & the Wreck,Gold,31.0,0.491,0.648,,-5.17,1,0.0344,0.443,2.87e-05,0.0937,0.153,127.973,297853.0,3,2 -Eviatar Banai,◊ë◊®◊ê◊©◊ô◊™,24.0,0.534,0.334,,-14.154,1,0.0442,0.638,2.77e-06,0.116,0.337,156.185,219733.0,4,10 -Soil,Breaking Me Down,51.0,0.526,0.972,11.0,-4.149,1,0.153,0.000318,,0.253,0.696,150.922,154293.0,4,8 -Ayron Jones,Take Your Time,39.0,0.432,0.866,9.0,-4.889,1,0.0434,0.000601,0.000215,0.156,0.289,148.006,294685.0,4,10 -Godsmack,When Legends Rise,56.0,0.428,0.914,4.0,-4.273,0,0.281,0.000293,1.29e-05,0.0869,0.468,124.115,172826.0,4,8 -Dhruv Visvanath,Drop,16.0,0.493,0.503,4.0,-8.193,1,0.0375,0.169,0.809,0.0827,0.595,157.09,174015.0,4,6 -Orion,Time For Crime,42.0,0.737,0.801,7.0,-7.328,0,0.0297,0.00316,0.646,0.0697,0.963,99.988,201867.0,4,6 -Katzin,Getaway,48.0,0.889,0.607,7.0,-6.834,1,0.0671,0.093,,0.113,0.851,135.001,128000.0,4,9 -D Power Diesle,D√©j√† vu,38.0,0.545,0.631,9.0,-7.741,1,0.348,0.202,1.45e-05,0.129,0.434,174.587,165458.0,5,5 -MGMT,Little Dark Age,80.0,0.705,0.712,6.0,-6.156,1,0.0385,0.0102,0.000855,0.1,0.62,97.512,299960.0,4,9 -Tony Joe White,Bubba Jones,36.0,0.406,0.609,,-7.232,1,0.0451,0.332,0.000933,0.126,0.528,169.748,266013.0,4,1 -Henrik Freischlader,Point of View,39.0,0.317,0.924,1.0,-3.369,0,0.0497,0.0175,0.000148,0.345,0.701,202.18,248707.0,4,2 -"Jerry ""Boogie"" McCain",Honky Tonk Parts 1 & 2,12.0,0.521,0.542,5.0,-8.85,1,0.0424,0.149,0.00859,0.164,0.71,105.62,230093.0,4,2 -The Vaccines,Post Break-Up Sex,57.0,0.401,0.902,5.0,-4.115,1,0.0469,7.32e-05,0.00465,0.261,0.57,136.873,174453.0,4,6 -Kelsey Lu,Poor Fake,46.0,0.406,0.661,,-6.131,1,0.0416,0.073,1.1e-05,0.0811,0.286,110.615,281133.0,4,6 -Press Club,Late Teens,27.0,0.428,0.938,4.0,-5.434,0,0.148,0.0144,,0.372,0.18,105.691,205266.0,4,6 -Kinder,El Exilio de Godomar,23.0,0.529,0.843,,-6.486,1,0.0331,0.00901,0.852,0.038,0.915,99.914,249992.0,4,10 -Jeru The Damaja,Ya Playin' Yaself,53.0,0.858,0.767,7.0,-8.645,1,0.302,0.00666,,0.0489,0.753,91.522,226800.0,4,5 -Vintage Trouble,Doin' What You Were Doin',23.0,0.681,0.741,5.0,-6.549,1,0.0381,0.524,2.81e-05,0.082,0.707,92.913,242090.0,4,2 -The Sweetgreens,You Don't Know What Love Is,51.0,0.581,0.0509,5.0,-25.046,0,0.0377,0.854,0.892,0.124,0.269,118.494,2.50205,4,7 -DYGL,Did We Forget How to Dream in the Daytime?,30.0,0.63,0.676,8.0,-6.403,1,0.0254,0.0662,1.68e-05,0.103,0.706,95.969,298025.0,4,9 -PJ Harding,Dear August,70.0,0.643,0.324,,-7.817,1,0.0338,0.8,,0.111,0.444,147.019,200940.0,4,9 -Sasha Daniel,Ti-Ti,29.0,0.48,0.303,5.0,-15.76,1,0.0389,0.386,0.000108,0.126,0.131,90.019,170937.0,4,6 -Eugene Lambert,For Heavens Sake,49.0,0.532,0.208,5.0,-11.161,1,0.0328,0.98,0.825,0.156,0.137,74.393,3.788883333,4,7 -Dayglow,Woah Man,,0.497,0.675,2.0,-7.442,1,0.0332,0.0035,0.000367,0.219,0.338,79.965,208587.0,4,1 -Machine Head,Halo,45.0,0.229,0.969,9.0,-4.701,1,0.214,0.000192,0.0288,0.352,0.106,148.918,542587.0,4,8 -Tom Petty,Wildflowers,70.0,0.537,0.315,5.0,-13.79,1,0.0271,0.588,2.29e-05,0.206,0.575,86.813,190320.0,4,10 -Chevelle,Mars Simula,57.0,0.388,0.98,,-5.984,0,0.149,2.28e-05,0.825,0.926,0.166,196.004,251440.0,4,10 -MGMT,Kids,78.0,0.451,0.931,9.0,-3.871,1,0.0719,0.00076,0.0049,0.361,0.172,122.961,302840.0,4,6 -Alfie Templeman,Everybody‚Äôs Gonna Love Somebody - Edit,59.0,0.861,0.662,7.0,-5.666,1,0.0818,0.081,1.18e-05,0.101,0.658,120.029,196709.0,4,6 -Sleater-Kinney,Bury Our Friends,32.0,0.407,0.932,11.0,-5.166,0,0.0656,0.0105,0.000129,0.36,0.821,120.0,203813.0,4,6 -Richard Hell,Blank Generation,51.0,0.44,0.904,11.0,-4.409,0,0.177,0.275,7.45e-06,0.106,0.546,138.104,167840.0,4,6 -Steve Hill,Going Down the Road Feeling Bad,40.0,0.401,0.567,2.0,-9.327,1,0.0397,0.346,0.125,0.162,0.622,182.966,297881.0,4,2 -Kalipo,Footsteps (feat. Rampue),42.0,0.788,0.746,3.0,-10.256,0,0.119,0.274,0.86,0.0966,0.281,110.994,387480.0,4,6 -MC Kevinho,Corpo sensual,51.0,0.702,0.662,4.0,-4.748,1,0.208,0.396,6.19e-06,0.137,0.607,194.001,175479.0,4,9 -Halflives,Rockstar Everyday,44.0,0.701,0.821,5.0,-4.496,0,0.0335,0.0276,0.00269,0.0875,0.651,107.99,203333.0,4,1 -Eden Ben Zaken,◊ê◊ú ◊™◊™◊ß◊©◊® ◊ê◊ú◊ô◊ô,27.0,0.676,0.686,5.0,-3.797,0,0.0458,0.475,,0.318,0.736,140.053,225773.0,4,9 -Sue Foley,The Ice Queen,38.0,0.488,0.408,4.0,-8.373,0,0.0432,0.756,0.00125,0.198,0.445,151.196,383133.0,3,2 -Supergrass,"Tales of Endurance, Pt. 4, 5 & 6",53.0,0.282,0.648,9.0,-7.604,0,0.0291,0.012,0.401,0.216,0.117,91.536,331427.0,4,10 -The Lagoons,Daybreak,40.0,0.473,0.795,4.0,-6.631,1,0.055,0.203,0.154,0.166,0.0507,170.1,173346.0,4,6 -Jon Hopkins,Wintergreen,52.0,0.306,0.164,10.0,-34.825,1,0.0691,0.893,0.924,0.336,0.0368,91.856,224145.0,4,6 -John Lee Hooker,Crawlin' King Snake,38.0,0.592,0.339,2.0,-8.464,1,0.0629,0.984,0.0144,0.121,0.676,89.083,181200.0,4,2 -Blondie,Call Me,70.0,0.56,0.825,2.0,-6.711,0,0.0347,0.000785,0.00246,0.0892,0.74,142.669,212600.0,4,6 -Bleachers,Chinatown (feat. Bruce Springsteen),64.0,0.442,0.689,4.0,-5.289,1,0.0251,0.00458,,0.11,0.208,89.001,247968.0,3,10 -Skillet,Legendary,66.0,0.548,0.924,11.0,-4.48,0,0.0689,0.00033,1.42e-05,0.162,0.242,124.031,244538.0,4,8 -Puddle Of Mudd,She Hates Me,71.0,0.58,0.748,4.0,-5.433,1,0.0323,0.00935,,0.753,0.584,109.781,216760.0,4,10 -Beach Riot,"Tune in, Drop Out",30.0,0.373,0.914,1.0,-6.347,1,0.0608,0.00113,0.00103,0.21,0.298,164.896,170162.0,4,10 -Sagol 59,◊õ◊î◊®◊£ ◊¢◊ô◊ü,23.0,0.564,0.671,8.0,-10.393,0,0.168,0.167,,0.328,0.893,169.828,262972.0,4,5 -The Damned,New Rose,49.0,0.19,0.964,1.0,-7.711,0,0.101,0.00549,3.93e-05,0.33,0.295,173.578,162240.0,4,1 -Psychic Temple,You Ain't a Star,29.0,0.448,0.595,11.0,-7.73,0,0.0298,0.105,0.25,0.2,0.772,167.371,189893.0,4,1 -Until I Wake,Self Medicated,55.0,0.428,0.978,5.0,-2.307,0,0.131,0.000286,,0.128,0.319,145.052,189103.0,4,8 -Carter Reeves,"Tell Me, Laurel",,0.695,0.481,9.0,-6.172,1,0.0304,0.783,0.0529,0.0757,0.502,115.933,149680.0,4,6 -Faith No More,The Gentle Art of Making Enemies - 2016 Remaster,41.0,0.412,0.939,11.0,-5.573,1,0.168,0.0471,0.066,0.214,0.328,170.133,208707.0,4,8 -Hole,Malibu,61.0,0.528,0.904,2.0,-5.854,1,0.0343,0.000833,,0.174,0.678,122.372,230040.0,4,6 -"Becky Hill, David Guetta",Remember,83.0,0.612,0.862,8.0,-2.903,1,0.037,0.041,,0.0907,0.354,123.849,2.67943333,4,9 -The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,1 -"Anhad + Tanner, Akanksha Grover",Coming Home (feat. Akanksha Grover),16.0,0.547,0.513,2.0,-12.074,1,0.0299,0.591,0.528,0.0562,0.0748,127.953,4.914266667,4,0 -The Beatles,In My Life - Remastered,,0.688,0.435,9.0,-11.359,1,0.0323,0.449,,0.113,0.435,103.239,2.43888333,4,0 -Dudu Aharon,◊°◊ú◊ô◊ó◊î,30.0,0.703,0.41,4.0,-9.368,0,0.0407,0.501,,0.344,0.559,128.042,170133.0,4,9 -Roomful Of Blues,What Can I Do?,33.0,0.676,0.944,,-3.896,1,0.11,0.238,0.0687,0.191,0.866,150.211,184360.0,4,2 -Babyface Ray,A Million Cash Race,51.0,0.627,0.681,1.0,-4.468,1,0.366,0.0881,,0.378,0.369,173.143,122916.0,4,5 -The Black Keys,Eagle Birds,44.0,0.512,0.78,11.0,-4.946,0,0.0409,0.0471,0.0242,0.0856,0.609,93.998,160543.0,4,2 -Guns N' Roses,Nightrain,61.0,0.4,0.992,6.0,-6.995,1,0.0725,0.107,0.0117,0.179,0.243,149.412,4.43621667,4,10 -Katy Kirby,Cool Dry Place,42.0,0.412,0.348,4.0,-10.229,1,0.029,0.255,0.00145,0.103,0.427,137.469,300587.0,4,6 -Arctic Monkeys,Snap Out Of It,73.0,0.728,0.638,5.0,-6.455,0,0.0336,0.249,,0.116,0.872,130.014,193030.0,4,6 -Korn,Blind,65.0,0.283,0.891,2.0,-8.165,1,0.178,0.00678,0.0038,0.159,0.226,92.049,258267.0,4,8 -Aga Ujma,In the Ocean,21.0,0.33,0.2,3.0,-15.352,1,0.039,0.95,0.00389,0.12,0.0763,106.018,157533.0,3,6 -Faces,Ooh La La - 2004 Remaster,59.0,0.603,0.494,2.0,-10.27,1,0.0301,0.428,0.000171,0.0894,0.729,147.814,3.58266667,4,0 -Architects,A Match Made In Heaven,53.0,0.517,0.977,7.0,-4.627,1,0.0741,4.97e-05,0.00129,0.105,0.135,121.503,228018.0,4,8 -W.C. Clark,Lover's Plea,8.0,0.75,0.763,4.0,-5.367,0,0.0421,0.65,2.08e-06,0.0703,0.816,115.926,209307.0,4,2 -The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,6 -Brendan Perry,In The City‚Äôs Hammam,33.0,0.701,0.624,2.0,-7.05,0,0.0285,0.53,0.168,0.122,0.595,101.994,203087.0,4,6 -Froth,Passing Thing,29.0,0.404,0.926,9.0,-4.471,1,0.0722,0.0072,0.901,0.109,0.348,166.761,291740.0,4,1 -Sharon Van Etten,Let Go,53.0,0.339,0.595,9.0,-8.163,1,0.0278,0.00555,0.485,0.189,0.137,113.034,282046.0,4,6 -Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,10 -Adrian Muriel,The One And Only,45.0,0.584,0.209,2.0,-13.059,1,0.0759,0.945,0.813,0.124,0.193,113.369,3.952966667,4,7 -"Lata Mangeshkar, Udit Narayan",Is Dil Mein Kya Hai,30.0,0.682,0.761,,-11.029,1,0.11,0.0367,0.00291,0.0732,0.71,95.046,4.816666667,4,3 -King Gizzard & The Lizard Wizard,Intrasport,53.0,0.655,0.9,7.0,-6.267,1,0.0423,0.0447,0.205,0.269,0.885,109.984,252631.0,4,10 -Dameer,Michelle,43.0,0.689,0.833,7.0,-4.175,1,0.0502,0.104,0.00267,0.0861,0.91,116.014,222227.0,4,6 -Olamide,Wonma!,34.0,0.799,0.835,6.0,-4.403,1,0.204,0.63,5.45e-05,0.0779,0.679,129.039,174884.0,4,9 -The Rolling Stones,Dance (pt 1) - Remastered,43.0,0.74,0.895,1.0,-4.529,0,0.0415,0.354,0.402,0.0548,0.895,107.411,263227.0,4,10 -blink-182,Bored To Death,62.0,0.502,0.966,,-3.876,1,0.0946,0.00575,1.56e-06,0.117,0.638,159.948,235613.0,4,10 -David Johansen,Personality Crisis,25.0,0.311,0.906,7.0,-3.653,1,0.0505,0.0376,,0.155,0.49,164.759,224973.0,4,10 -"Eric Whitacre, Dominic Cheli, Adam Millstein, Emma Wernig, Ben Solomonow, Max Karmazyn",Sing Gently (Arr. for String Quartet and Piano),30.0,0.197,0.118,7.0,-18.443,1,0.0441,0.967,0.566,0.0986,0.0654,118.195,3.64545,4,7 -Steve Smyth,Written Or Spoken,34.0,0.341,0.253,9.0,-10.552,1,0.0294,0.868,0.000154,0.153,0.19,168.388,299613.0,4,2 -Dead Poet Society,.burymewhole.,42.0,0.24,0.864,2.0,-5.59,1,0.0421,0.000119,0.411,0.157,0.528,176.78,188166.0,3,1 -White Denim,Holda You (I'm Psycho),25.0,0.381,0.868,,-5.885,1,0.183,0.00429,0.00877,0.259,0.499,110.727,239507.0,4,6 -Ain't That The Way,Holy Hive,40.0,0.699,0.743,11.0,-8.258,0,0.0377,0.258,0.0685,0.187,0.736,108.157,2.8997,4,0 -Jordan Run,Bitter Taste,20.0,0.472,0.608,9.0,-13.051,1,0.0358,0.000746,0.00134,0.0835,0.512,81.75,186213.0,4,2 -Metallica,Mama Said,57.0,0.448,0.504,8.0,-7.749,0,0.0317,0.0171,0.000849,0.38,0.391,135.254,319693.0,4,8 -Erica Banks,Buss It,78.0,0.956,0.502,9.0,-5.995,1,0.213,0.0593,,0.238,0.795,110.003,187000.0,4,5 -Beach Bunny,Ms. California,51.0,0.582,0.859,4.0,-3.943,1,0.0399,0.000209,0.125,0.0841,0.61,121.968,172037.0,4,6 -Cal in Red,Zebra,35.0,0.569,0.598,9.0,-6.203,0,0.0264,0.042,0.343,0.336,0.344,99.995,224400.0,4,6 -Primal Scream,Loaded - Edit,26.0,0.67,0.716,8.0,-8.097,1,0.0656,0.000318,0.477,0.107,0.777,91.136,273240.0,4,10 -We Are The In Crowd,The Best Thing (That Never Happened),50.0,0.521,0.924,7.0,-5.066,0,0.225,0.0364,,0.0371,0.696,159.909,171027.0,4,10 -R.L. Burnside,It's Bad You Know,42.0,0.814,0.754,,-9.531,1,0.0739,0.0989,0.0493,0.114,0.739,114.944,298000.0,4,2 -Thomas Jack,Rise Up - Acoustic Version,34.0,0.705,0.331,2.0,-7.72,0,0.0323,0.791,,0.133,0.517,104.017,141346.0,4,9 -Yehudit Ravitz,◊©◊ë◊™◊ï◊™ ◊ï◊ó◊í◊ô◊ù,22.0,0.549,0.346,2.0,-15.646,1,0.032,0.347,,0.356,0.453,109.591,317133.0,4,10 -Therematic,Exotique Mecanique,16.0,0.549,0.874,7.0,-7.012,1,0.0277,0.44,0.908,0.111,0.355,103.991,223077.0,4,6 -Rick Ross,Hustlin',7.0,0.708,0.665,9.0,-6.834,1,0.168,0.0775,,0.0651,0.662,136.092,255093.0,4,5 -"Salim–Sulaiman, Shreya Ghoshal",Muraliya,30.0,0.344,0.656,8.0,-4.657,1,0.0586,0.082,,0.211,0.39,139.048,4.2605,4,0 -Holly Humberstone,The Walls Are Way Too Thin,42.0,0.763,0.599,6.0,-6.194,1,0.12,0.519,1.08e-06,0.148,0.614,122.802,220840.0,4,9 -Eviatar Banai,◊§◊®◊í◊ï◊ú◊î,29.0,0.678,0.92,4.0,-6.515,0,0.111,0.226,0.00279,0.104,0.544,136.008,262140.0,4,10 -Here Lies Man,Animal Noises,36.0,0.52,0.683,9.0,-11.416,1,0.0801,0.688,0.946,0.263,0.544,91.914,252089.0,4,10 -Sammy Brue,Teenage Mayhem,32.0,0.475,0.922,2.0,-3.579,0,0.0446,0.0092,,0.327,0.488,125.971,168812.0,4,10 -Better Things,Kee'ahn,46.0,0.601,0.321,4.0,-11.354,1,0.0441,0.528,7.39e-06,0.115,0.519,169.739,3.703383333,3,0 -Jethro Tull,Heavy Horses - 2003 Remaster,39.0,0.436,0.594,5.0,-8.195,1,0.0466,0.252,,0.251,0.503,111.381,534667.0,4,10 -Ladytron,Seventeen,70.0,0.642,0.794,8.0,-7.908,1,0.0309,6.98e-05,0.348,0.146,0.785,119.55,277867.0,4,9 -FIDLAR,West Coast,42.0,0.3,0.998,4.0,-1.7,1,0.084,0.00039,,0.376,0.379,181.866,202573.0,4,6 -Domestic Technology,Caff√® Latte,37.0,0.932,0.5,4.0,-7.174,0,0.215,0.0027,0.613,0.266,0.39,119.952,232000.0,4,6 -Yoste,Arc,49.0,0.366,0.379,6.0,-11.534,1,0.0362,0.886,0.0219,0.102,0.0753,139.473,202560.0,4,6 -Otis Kane,Sweet Sensation,43.0,0.664,0.535,7.0,-7.348,1,0.05,0.465,1.57e-06,0.27,0.361,85.154,163509.0,4,1 -The Hound + The Fox,Shallow,48.0,0.581,0.297,7.0,-7.681,1,0.0354,0.251,,0.123,0.329,95.691,3.6952,4,0 -Calva Louise,Belicoso,39.0,0.534,0.868,9.0,-8.532,1,0.0634,0.000776,0.000342,0.358,0.372,140.06,169710.0,4,1 -Fear Factory,Disruptor,50.0,0.547,0.969,2.0,-4.774,1,0.0914,1.87e-05,1.25e-05,0.385,0.296,133.011,225133.0,4,8 -Valley Boy,Gummi Bear,25.0,0.488,0.727,1.0,-4.835,1,0.0298,0.0231,2.53e-06,0.291,0.333,94.032,258107.0,4,6 -Wooden Shjips,Everybody Knows,38.0,0.352,0.621,2.0,-9.036,1,0.033,0.000114,0.855,0.0974,0.218,123.817,318560.0,4,6 -Slomosa,Kevin,45.0,0.472,0.63,5.0,-9.556,0,0.0369,0.00131,0.0012,0.161,0.511,151.913,167389.0,4,10 -Savoy Brown,Hellbound Train,49.0,0.268,0.567,9.0,-17.114,0,0.0355,0.0529,0.681,0.157,0.518,163.057,550507.0,4,10 -The Strokes,Hard To Explain,59.0,0.406,0.682,7.0,-6.281,1,0.0584,0.000413,0.849,0.0999,0.623,82.495,223980.0,4,1 -John Mayer,Your Body Is a Wonderland,76.0,0.647,0.729,5.0,-6.251,1,0.0236,0.0206,0.0489,0.134,0.687,94.01,249627.0,4,10 -Jacques Burtin,Cantilène 6,23.0,0.541,0.0413,9.0,-22.75,0,0.0777,0.95,0.873,0.175,0.379,112.932,1.98,3,7 -Anguid,warm blooded,9.0,0.763,0.141,7.0,-14.608,0,0.161,0.0372,0.0118,0.699,0.295,130.088,187923.0,4,6 -The Orielles,Bobbi's Second World,42.0,0.567,0.763,1.0,-4.361,0,0.0579,0.15,0.00142,0.0704,0.777,111.079,202844.0,4,6 -Quicksand,Inversion,41.0,0.424,0.944,11.0,-2.552,0,0.0391,9.04e-06,1.09e-05,0.357,0.389,158.089,158333.0,4,10 -Eve,Let Me Blow Ya Mind,73.0,0.908,0.557,8.0,-4.243,0,0.107,0.242,,0.0709,0.897,90.032,230133.0,4,5 -KISS,I Was Made For Lovin' You,79.0,0.768,0.852,4.0,-6.215,1,0.038,0.214,7.36e-05,0.0723,0.867,128.373,271240.0,4,10 -Foo Fighters,Learn to Fly,74.0,0.465,0.919,4.0,-4.025,1,0.0408,1.83e-05,2.07e-05,0.262,0.537,135.997,235293.0,4,10 -Ehud Banai,◊ê◊ú ◊™◊§◊ó◊ì,28.0,0.5,0.271,,-16.683,1,0.0282,0.277,0.0384,0.156,0.366,141.682,394867.0,4,10 -Marika Hackman,Playground Love,36.0,0.784,0.149,9.0,-15.589,0,0.0669,0.675,0.0993,0.072,0.329,140.0,148120.0,4,6 -Ornette Coleman,When Will The Blues Leave?,30.0,0.631,0.282,9.0,-14.755,0,0.0635,0.35,0.00921,0.229,0.556,92.336,300707.0,4,2 -Linkin Park,One More Light,72.0,0.593,0.2,8.0,-11.063,1,0.0311,0.904,,0.0897,0.17,83.966,255067.0,4,10 -Lifehouse,Chapter One,34.0,0.65,0.677,6.0,-7.187,1,0.0352,0.3,1.15e-06,0.362,0.506,154.006,217947.0,4,10 -The Rolling Stones,Little T&A - Remastered,45.0,0.53,0.888,5.0,-5.128,1,0.0282,0.132,0.0321,0.425,0.833,136.123,203173.0,4,10 -No Money Kids,Hush Hush,10.0,0.64,0.873,4.0,-5.221,0,0.0527,0.055,9.86e-05,0.0579,0.699,118.001,176962.0,4,10 -Monster Magnet,Look To Your Orb For The Warning,47.0,0.419,0.573,8.0,-9.166,1,0.0321,0.00026,0.609,0.597,0.165,145.637,392000.0,4,10 -Itay Levi,◊ó◊™◊ï◊†◊™ ◊î◊©◊†◊î,39.0,0.775,0.91,8.0,-2.441,1,0.0566,0.0902,,0.0962,0.564,129.973,190273.0,4,9 -Del Water Gap,Ode to a Conversation Stuck in Your Throat,55.0,0.577,0.821,1.0,-6.069,0,0.0681,0.0458,1.02e-05,0.235,0.619,87.513,198927.0,4,6 -Arik Einstein,◊î◊©◊ô◊® ◊¢◊ú ◊î◊™◊ï◊õ◊ô ◊ô◊ï◊°◊ô,27.0,0.438,0.2,7.0,-17.154,1,0.0297,0.919,0.000882,0.13,0.333,81.898,271987.0,4,10 -John Henry Barbee,"That's All Right, Pt. 1",25.0,0.537,0.0765,9.0,-23.822,1,0.0528,0.697,9.46e-06,0.0789,0.362,183.332,220032.0,3,2 -Steely Dan,Black Friday,47.0,0.528,0.694,11.0,-12.294,0,0.057,0.00866,0.000189,0.141,0.716,131.287,221200.0,4,10 -Allman Brown,Sweetest Thing,51.0,0.546,0.411,2.0,-9.308,1,0.0475,0.701,9.73e-05,0.0955,0.528,79.785,3.6417,4,0 -Mystery Jets,Young Love (feat. Laura Marling),55.0,0.63,0.942,4.0,-5.186,1,0.0869,0.141,2.12e-06,0.0958,0.753,136.155,202293.0,4,6 -Preacher Boy,"Baby, Please Don't Go",36.0,0.553,0.408,7.0,-7.476,1,0.0328,0.837,0.00034,0.13,0.16,124.312,203360.0,4,2 -Them,Gloria - Stereo Version,62.0,0.641,0.703,9.0,-10.434,1,0.0518,0.397,0.00546,0.104,0.722,129.118,156800.0,4,1 -Margaret Glaspy,Stay With Me,39.0,0.559,0.589,,-8.002,1,0.0364,0.188,6.1e-05,0.104,0.585,175.361,217587.0,4,6 -Free,All Right Now,70.0,0.787,0.472,2.0,-12.824,1,0.0832,0.221,0.000336,0.153,0.824,120.059,330643.0,4,10 -Chevy Rockets,Mano Cruel,17.0,0.533,0.985,9.0,-2.693,1,0.0793,0.00592,0.000301,0.342,0.603,114.978,155347.0,4,2 -Pole,Tangente,34.0,0.832,0.396,1.0,-14.664,1,0.245,0.0136,0.807,0.0908,0.216,95.717,307547.0,4,6 -The Velvet Underground,Venus In Furs,57.0,0.225,0.618,8.0,-9.922,0,0.0331,0.00137,0.616,0.079,0.567,144.724,312253.0,4,10 -Sunday Drive,Ásgeir,42.0,0.362,0.317,1.0,-10.549,0,0.0319,0.917,0.000501,0.112,0.314,102.415,3.708833333,4,0 -Erica Banks,Buss It (feat. Travis Scott),70.0,0.898,0.529,9.0,-5.428,1,0.2,0.0699,,0.536,0.8,110.032,188963.0,4,5 -Dhee,Enjoy Enjaami,71.0,0.856,0.709,3.0,-7.432,0,0.222,0.349,0.000209,0.225,0.856,110.009,279500.0,4,9 -Asha Bhosle,Koi Mar Jaye - Deewaar / Soundtrack Version,9.0,0.502,0.922,5.0,-3.911,1,0.351,0.767,9.93e-06,0.239,0.741,129.215,5.60355,3,3 -Daniella Tourgeman,◊©◊ï◊ù ◊ì◊ë◊® ◊ú◊ê ◊¢◊ï◊ñ◊®,12.0,0.387,0.417,,-8.408,1,0.0286,0.571,0.000781,0.0771,0.316,140.636,202977.0,3,6 -Britney Spears,Womanizer,77.0,0.724,0.695,11.0,-5.226,1,0.0622,0.073,,0.0889,0.235,139.0,3.74,4,9 -Mabes,Wait & See,39.0,0.558,0.328,4.0,-8.156,1,0.0265,0.896,,0.109,0.39,97.519,174268.0,4,9 -Tak√©nobu,Fight to Make It Up,40.0,0.701,0.323,5.0,-10.418,1,0.0326,0.923,0.471,0.0927,0.403,124.022,342401.0,3,1 -COUNTERFEIT.,11:44,37.0,0.567,0.984,1.0,-4.269,0,0.0904,6.06e-05,,0.224,0.437,131.031,188987.0,4,10 -Middle Kids,Questions,37.0,0.385,0.694,,-6.629,1,0.0562,0.0704,2.5e-05,0.147,0.582,169.852,173640.0,3,6 -Miynt,A bite of papaya,47.0,0.743,0.741,7.0,-5.717,1,0.0415,0.121,0.0692,0.0836,0.508,107.958,257033.0,4,6 -Jensen McRae,Immune,59.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,210166.0,4,6 -Caesars,Jerk It Out,64.0,0.58,0.981,8.0,-2.603,0,0.06,0.0171,1.07e-05,0.386,0.861,134.007,195667.0,4,9 -Yehuda Ledgley,The Smoking Cat (Hebrew track),3.0,0.466,0.257,9.0,-13.707,0,0.036,0.673,0.000245,0.0957,0.397,107.296,255560.0,4,6 -Everything Everything,No Reptiles,49.0,0.631,0.515,5.0,-9.038,1,0.0245,0.0339,0.00124,0.116,0.381,154.935,282853.0,4,1 -Porches,rangerover - Bonus Track,48.0,0.634,0.654,4.0,-5.351,0,0.0547,0.0584,,0.199,0.782,149.782,135703.0,4,6 -PVRIS,Dead Weight,57.0,0.6,0.915,4.0,-2.087,0,0.0665,0.00593,0.00952,0.484,0.589,119.008,207000.0,4,10 -Sorcha Richardson,Ruin Your Night,49.0,0.715,0.52,9.0,-6.933,1,0.0265,0.391,,0.0797,0.769,108.991,188411.0,4,6 -Bring Me The Horizon,nihilist blues (feat. Grimes),58.0,0.607,0.813,4.0,-5.825,0,0.0936,0.0019,0.00088,0.305,0.195,133.962,325502.0,4,10 -Pantera,Revolution Is My Name,54.0,0.243,0.988,8.0,-3.485,1,0.197,6.17e-05,0.12,0.341,0.277,89.905,316493.0,4,8 -Cannons,Fire for You,73.0,0.737,0.678,6.0,-7.011,0,0.0962,0.114,0.157,0.123,0.698,102.051,231826.0,4,10 -√ìlafur Arnalds,Spiral - Sunrise Session,48.0,0.206,0.0999,8.0,-17.834,1,0.039,0.982,0.868,0.106,0.0576,74.726,250160.0,4,1 -Wolf Alice,Smile,60.0,0.368,0.769,4.0,-5.002,1,0.0731,0.000153,0.919,0.0657,0.378,187.239,196804.0,4,6 -Corey Taylor,CMFT Must Be Stopped (feat. Tech N9ne and Kid Bookie),58.0,0.569,0.987,10.0,-3.565,0,0.0492,0.000506,0.00018,0.315,0.509,100.975,314446.0,4,10 -Mokita,colorblind (kina remix),52.0,0.613,0.478,8.0,-8.589,1,0.0822,0.105,,0.393,0.174,146.413,162741.0,4,9 -Torque,H.L.S.,22.0,0.375,0.938,11.0,-3.735,1,0.0861,0.00148,0.00265,0.403,0.583,80.117,177547.0,4,8 -Simone,everything/nothing,40.0,0.692,0.696,1.0,-7.949,1,0.0796,0.114,0.000109,0.12,0.382,119.981,186027.0,4,9 -Elai Botner,◊û◊û◊î ◊ê◊™ ◊§◊ï◊ó◊ì◊™,36.0,0.361,0.577,,-4.456,0,0.0286,0.246,6.64e-06,0.0627,0.134,151.768,213947.0,4,9 -The Beatles,While My Guitar Gently Weeps - Remastered 2009,69.0,0.453,0.654,4.0,-8.855,0,0.0317,0.0205,0.00395,0.172,0.702,115.0,285000.0,4,10 -Infectious Grooves,Violent & Funky,45.0,0.477,0.899,2.0,-6.058,1,0.121,0.000238,0.000144,0.0598,0.555,104.822,256293.0,4,8 -Mamie Smith,Crazy Blues,39.0,0.436,0.178,5.0,-13.36,1,0.0448,0.996,0.912,0.259,0.464,111.858,202240.0,4,2 -Kris Berry,Superpower,50.0,0.728,0.412,2.0,-9.236,1,0.302,0.624,0.00051,0.0964,0.502,77.861,249012.0,4,6 -Enforced,Hemorrhage,29.0,0.207,0.993,9.0,-6.904,1,0.17,5.59e-05,0.638,0.109,0.0394,99.91,276992.0,3,8 -Teddy Wilson,As Times Goes By,38.0,0.44,0.267,8.0,-15.612,1,0.0465,0.872,0.903,0.284,0.287,90.907,3.129116667,4,7 -Westlife,I Need You,2.0,0.667,0.717,,-5.056,1,0.0245,0.285,3.56e-06,0.0807,0.617,96.015,3.810666667,4,9 -The Rolling Stones,Citadel,44.0,0.247,0.66,9.0,-7.631,1,0.0369,0.0148,0.000286,0.0884,0.612,114.801,170840.0,4,10 -Eliad,◊†◊ï◊°◊¢ - Tzealon Remix,27.0,0.798,0.783,7.0,-7.061,0,0.0319,0.0205,2.02e-05,0.349,0.839,128.009,212666.0,4,9 -Thin Lizzy,Cowboy Song,54.0,0.531,0.668,8.0,-9.494,1,0.115,0.218,0.00404,0.307,0.434,134.446,314440.0,4,10 -Astr√¶a,Ripples In the Water,36.0,0.507,0.365,2.0,-8.175,1,0.03,0.805,,0.0833,0.248,123.969,241063.0,4,9 -Evanescence,Better Without You,52.0,0.516,0.95,9.0,-3.857,0,0.127,0.000356,0.295,0.0828,0.321,151.989,245517.0,4,10 -Iron Maiden,Run to the Hills - 1998 Remastered Version,23.0,0.193,0.995,,-3.579,1,0.223,0.00214,0.00165,0.773,0.218,172.855,237533.0,4,10 -INXS,Listen Like Thieves,45.0,0.567,0.919,7.0,-4.425,1,0.0713,0.0108,0.0106,0.0819,0.593,116.033,226347.0,4,10 -Love,Alone Again Or,60.0,0.318,0.303,11.0,-15.572,0,0.0302,0.664,0.000223,0.113,0.226,174.254,197275.0,4,10 -Cigar Store Indians,Barfly,31.0,0.591,0.851,8.0,-9.215,1,0.0373,0.0351,0.00778,0.0446,0.623,95.0,205947.0,4,10 -Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,10 -The Rocket Summer,Do You Feel,46.0,0.551,0.982,8.0,-2.61,1,0.0507,0.0134,,0.387,0.554,108.09,160973.0,4,10 -Mr GISCARD,H&M,43.0,0.856,0.319,9.0,-14.21,0,0.0581,0.738,0.00292,0.192,0.596,119.981,190960.0,4,6 -Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,6 -R.E.M.,Turn You Inside-Out - Remastered,43.0,0.307,0.792,9.0,-10.188,1,0.0415,0.0129,0.0575,0.0757,0.667,176.852,257293.0,4,10 -Okay Kaya,Comic Sans,42.0,0.757,0.33,,-11.803,1,0.0293,0.573,0.064,0.232,0.341,133.995,169466.0,4,6 -Buddy Burton & Fats Hudson,Blue Guitar Stomp,28.0,0.533,0.162,5.0,-15.774,1,0.055,0.994,0.671,0.12,0.764,182.717,181551.0,4,2 -Ghost King,Slither,27.0,0.358,0.845,8.0,-8.258,1,0.0632,0.549,0.0479,0.106,0.398,170.051,141628.0,4,6 -Thundercat,Dragonball Durag - Remix,59.0,0.626,0.597,6.0,-9.943,0,0.33,0.614,1.53e-05,0.122,0.578,80.985,221099.0,4,5 -Queen,Gimme The Prize - Remastered 2011,39.0,0.236,0.948,1.0,-5.621,0,0.25,0.0428,0.0885,0.354,0.0983,84.768,273973.0,4,10 -Kissing Candice,Tapeworm,24.0,0.577,0.956,8.0,-4.568,1,0.121,0.000233,0.00413,0.0916,0.0803,129.971,161000.0,4,8 -Euphoria,Back Against The Wall,11.0,0.605,0.988,7.0,-3.768,1,0.0693,0.0334,0.79,0.312,0.763,93.965,319253.0,4,2 -Behind the Light,Joshua Hyslop,43.0,0.208,0.442,1.0,-13.192,1,0.0308,0.658,0.555,0.131,0.534,82.067,2.863116667,5,0 -Jason Mraz,Lucky,75.0,0.623,0.417,,-8.699,1,0.0354,0.296,,0.135,0.721,130.032,191360.0,4,9 -Moshe Peretz,◊î◊û◊ô◊ú◊ô◊ù ◊î◊ó◊°◊®◊ï◊™,26.0,0.67,0.532,10.0,-5.905,0,0.029,0.465,,0.186,0.444,101.964,247430.0,4,9 -Mekaal Hasan Band,Darbari,23.0,0.386,0.761,5.0,-4.266,0,0.0433,0.553,,0.0729,0.227,129.935,5.26755,3,0 -T. Rex,Debora,48.0,0.512,0.405,10.0,-13.649,0,0.299,0.727,,0.726,0.516,159.745,198827.0,4,6 -Gretchen Wilson,Redneck Woman,64.0,0.499,0.825,6.0,-5.146,1,0.177,0.13,,0.306,0.753,185.069,3.688883333,4,4 -Overmono,If U Ever,38.0,0.829,0.408,,-16.117,0,0.125,0.811,0.658,0.107,0.406,132.976,288331.0,4,6 -Jake Bugg,Lightning Bolt,62.0,0.551,0.839,9.0,-4.555,1,0.0787,0.0818,,0.151,0.681,116.051,144013.0,4,6 -H.E.A.T,Rise - Kenny Leckremo Version,33.0,0.496,0.947,2.0,-2.332,1,0.0555,0.000148,0.000201,0.366,0.328,105.006,257114.0,4,8 -Lords Of The Underground,Funky Child,48.0,0.859,0.635,10.0,-9.532,0,0.193,0.0356,0.00346,0.13,0.53,96.571,271067.0,4,5 -An Autumn for Crippled Children,Splendour Unnoticed,28.0,0.131,0.945,9.0,-5.546,0,0.0723,3.1e-06,0.953,0.311,0.211,145.022,247620.0,4,8 -Mike Crigs,Moving Fast (feat. Jared Anthony),40.0,0.639,0.641,8.0,-6.187,1,0.037,0.227,,0.104,0.665,124.953,144000.0,4,5 -The Hellacopters,Toys And Flavors,38.0,0.291,0.942,10.0,-5.213,0,0.124,0.00198,9.58e-06,0.247,0.595,151.849,212493.0,4,1 -Pocket,Different Ways To Love You,40.0,0.673,0.704,4.0,-7.381,0,0.0559,0.0154,0.598,0.68,0.0965,136.999,231241.0,4,1 -Irma,Black Sun,42.0,0.576,0.485,6.0,-7.335,0,0.0383,0.175,0.000617,0.0994,0.359,93.716,206635.0,4,2 -Angelus Apatrida,We Stand Alone,37.0,0.235,0.989,2.0,-3.79,1,0.185,1.91e-05,0.0249,0.56,0.213,169.966,251573.0,4,8 -Perturbator,"She Is Young, She Is Beautiful, She Is Next",47.0,0.448,0.985,,-1.28,0,0.0446,0.00961,0.825,0.0896,0.102,135.023,304880.0,4,6 -Lime Cordiale,Reality Check Please,53.0,0.703,0.639,,-7.341,1,0.0316,0.00976,0.468,0.165,0.622,138.048,220597.0,4,9 -No Point Baby,Force Majeure,6.0,0.691,0.747,11.0,-7.237,0,0.0304,0.224,0.839,0.18,0.832,140.042,221629.0,4,6 -Mest,Cadillac,45.0,0.62,0.872,,-5.351,1,0.0456,0.00138,2.76e-05,0.272,0.695,92.525,167427.0,4,10 -morgxn,home ft. WALK THE MOON,50.0,0.665,0.709,11.0,-3.643,1,0.037,0.0371,,0.323,0.841,100.001,205049.0,4,9 -James,Sit Down,63.0,0.561,0.706,9.0,-9.446,1,0.029,0.00263,0.00125,0.122,0.569,126.077,244867.0,4,6 -Kiko Loureiro,EDM (E-Dependent Mind),34.0,0.43,0.778,11.0,-6.505,0,0.0719,0.00228,0.817,0.0605,0.54,86.894,265213.0,4,8 -SZA,Good Days,89.0,0.436,0.655,1.0,-8.37,0,0.0583,0.499,8.1e-06,0.688,0.412,121.002,279204.0,4,9 -Savage Messiah,Down and Out,33.0,0.336,0.969,6.0,-5.362,0,0.0943,1.49e-05,0.00445,0.291,0.247,124.016,239027.0,4,8 -Dudu Tassa,◊ë◊ì◊ô◊ï◊ß ◊ë◊ñ◊û◊ü,27.0,0.601,0.402,4.0,-9.173,0,0.0301,0.333,,0.0929,0.284,128.101,196387.0,4,10 -Red Brick Lane,Landing,54.0,0.292,0.0382,8.0,-17.212,1,0.0378,0.927,0.915,0.101,0.167,53.081,3.023166667,4,7 -D Double E,Trouble,48.0,0.745,0.482,1.0,-11.247,1,0.45,0.465,,0.0983,0.726,143.338,198042.0,4,5 -MANJA,Games We Play,34.0,0.555,0.587,,-5.797,1,0.0249,0.37,0.253,0.0895,0.873,156.951,242347.0,4,6 -Rami Fortis,◊®◊• ◊¢◊ú ◊î◊ß◊¶◊î,12.0,0.428,0.677,,-7.464,1,0.0933,0.0229,0.053,0.342,0.105,103.986,343773.0,4,10 -Video Age,Aerostar,41.0,0.813,0.649,10.0,-7.615,1,0.0818,0.108,0.0767,0.357,0.972,142.738,260070.0,4,1 -Toro y Moi,Ordinary Pleasure,58.0,0.878,0.779,7.0,-7.283,1,0.135,0.118,0.0192,0.104,0.778,115.009,183746.0,4,6 -Run‚ÄìD.M.C.,Peter Piper,53.0,0.873,0.62,7.0,-8.812,1,0.293,0.0113,0.000121,0.0925,0.574,105.332,204133.0,4,5 -Anoyd,World On Silent,43.0,0.669,0.727,1.0,-4.98,1,0.204,0.0177,,0.0753,0.601,131.028,195918.0,5,5 -Devon Gilfillian,Troublemaker,45.0,0.555,0.927,,-4.167,0,0.0708,0.00155,0.0288,0.209,0.848,156.031,212016.0,4,2 -Ihsahn,Spectre At The Feast,39.0,0.392,0.751,4.0,-5.544,0,0.0347,0.000213,0.0103,0.303,0.375,179.899,258800.0,4,10 -Benny The Butcher,Blue Money,12.0,0.453,0.91,4.0,-4.55,1,0.321,0.00236,5.51e-06,0.129,0.665,158.36,206842.0,4,5 -Slipknot,All Out Life,66.0,0.499,0.97,,-2.838,1,0.116,0.000683,0.136,0.0871,0.0506,106.558,340132.0,4,8 -POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,10 -Margaret Walker,The Ballad of the Free,5.0,0.718,0.111,10.0,-25.174,0,0.851,0.634,,0.118,0.298,120.82,172093.0,4,5 -Willie Nelson,Blue Eyes Crying In the Rain,59.0,0.626,0.04,4.0,-19.994,1,0.0405,0.928,0.00178,0.11,0.418,117.136,2.31,4,4 -Two Feet,Think I'm Crazy,56.0,0.761,0.797,11.0,-4.818,0,0.0645,0.123,1.03e-05,0.196,0.782,119.975,182619.0,4,10 -DJ Mesh,◊û◊ó◊ò ◊¢◊ú ◊™◊ß◊ú◊ô◊ò (feat. ◊®◊ë◊ô◊ì ◊§◊ú◊ï◊ò◊†◊ô◊ß),28.0,0.699,0.729,5.0,-4.633,0,0.331,0.392,,0.262,0.707,78.057,174034.0,4,5 -One Direction,Steal My Girl - Acoustic Version,,0.609,0.588,10.0,-8.016,1,0.0537,0.191,,0.106,0.637,154.377,3.78533333,4,0 -Zozo Ginzburg,Filthy Morning,13.0,0.487,0.951,11.0,-3.85,0,0.0381,1.42e-05,0.562,0.136,0.654,146.609,192451.0,4,9 -FM,Phasors On Stun,32.0,0.482,0.847,4.0,-10.456,0,0.0528,0.0791,0.168,0.126,0.702,125.111,228960.0,4,10 -Peled,◊û◊ô◊ô◊¶◊í,22.0,0.712,0.783,4.0,-4.908,0,0.0784,0.0972,,0.193,0.357,120.113,186025.0,4,5 -AJICO,L.L.M.S.D.,34.0,0.592,0.617,7.0,-5.476,1,0.0438,0.00774,0.000321,0.126,0.629,119.085,237467.0,4,10 -Bessie Smith,Nobody Knows You When You're Down and Out,44.0,0.599,0.0424,4.0,-12.099,1,0.0572,0.996,0.00176,0.185,0.186,90.001,176133.0,4,2 -Two Feet,Think I'm Crazy,56.0,0.761,0.797,11.0,-4.818,0,0.0645,0.123,1.03e-05,0.196,0.782,119.975,182619.0,4,1 -Die Apokalyptischen Reiter,Ghostriders in the Sky,50.0,0.417,0.958,5.0,-3.604,0,0.122,0.00592,0.000255,0.11,0.176,129.933,211096.0,4,8 -Pink Sweat$,At My Worst,76.0,0.813,0.415,,-5.926,1,0.0349,0.777,,0.131,0.667,91.921,2.83908333,4,9 -Andy Mineo,Coming In Hot,71.0,0.889,0.453,8.0,-8.782,1,0.261,0.0274,4.75e-06,0.156,0.428,140.025,200168.0,4,9 -Denzel Sachs,I Thought About You,41.0,0.639,0.385,5.0,-9.738,1,0.0366,0.909,0.81,0.114,0.399,127.229,4.525583333,4,7 -Fine Young Cannibals,She Drives Me Crazy,72.0,0.799,0.687,2.0,-5.682,1,0.0431,0.193,0.000188,0.0307,0.965,108.804,215773.0,4,9 -Ashnikko,Daisy,80.0,0.834,0.663,8.0,-6.143,1,0.133,0.235,,0.372,0.774,121.876,146523.0,4,9 -Sigala,Lasting Lover - Acoustic,63.0,0.554,0.378,1.0,-6.7,1,0.0302,0.868,,0.11,0.319,124.862,232919.0,4,9 -Shlomo Artzi,◊ê◊£ ◊§◊¢◊ù ◊ú◊ê ◊™◊ì◊¢◊ô,33.0,0.663,0.479,4.0,-13.037,0,0.0323,0.796,0.00917,0.148,0.618,133.371,344813.0,4,10 -Rosie Carney,Black Star,44.0,0.537,0.267,,-14.06,0,0.031,0.695,0.00143,0.0983,0.219,135.966,3.65688333,4,0 -Avenged Sevenfold,Wish You Were Here,56.0,0.572,0.567,7.0,-8.432,1,0.0298,0.00177,0.00793,0.0689,0.29,130.018,313919.0,4,8 -Fugees,Ready or Not,72.0,0.607,0.422,10.0,-13.364,0,0.499,0.209,,0.0839,0.563,130.47,226987.0,3,6 -Alice In Chains,Man in the Box,73.0,0.355,0.791,8.0,-7.565,1,0.0453,0.00045,,0.0969,0.758,106.392,285200.0,4,10 -Porcupine Tree,Trains,55.0,0.456,0.776,9.0,-6.999,0,0.0348,0.0423,0.00975,0.148,0.223,174.261,358600.0,4,8 -CLOVES,California Numb - Acoustic,36.0,0.747,0.288,10.0,-8.377,0,0.0508,0.879,0.000494,0.173,0.436,84.029,201839.0,4,9 -Pentangle,Light Flight,40.0,0.516,0.494,7.0,-11.077,0,0.0311,0.403,0.0102,0.112,0.814,89.452,194333.0,3,6 -Vanilla Fudge,a) Take Me For A Little While b) RYFI (Illusions Of My Childhood-Part Three),24.0,0.301,0.416,10.0,-16.015,1,0.0348,0.0296,,0.329,0.517,89.081,235133.0,4,2 -Killer Mike,Kryptonite,54.0,0.863,0.916,2.0,-4.523,1,0.137,0.0829,7.09e-06,0.566,0.964,145.182,272587.0,4,5 -Elles Bailey,Medicine Man - Acoustic,47.0,0.644,0.433,2.0,-7.568,1,0.0346,0.742,,0.129,0.611,85.799,206003.0,4,2 -Crossfaith,RedZone,47.0,0.405,0.943,6.0,-5.399,0,0.0929,7.95e-05,0.000672,0.159,0.521,175.008,227707.0,4,8 -Arlo Parks,Hurt,60.0,0.675,0.38,4.0,-8.622,0,0.0315,0.715,0.000201,0.174,0.7,94.92,216095.0,4,6 -Stand Atlantic,"deathwish (feat. nothing,nowhere.)",63.0,0.758,0.779,8.0,-4.405,1,0.038,0.000717,,0.109,0.588,124.987,147908.0,4,10 -Peter Green,In the Skies,44.0,0.634,0.368,2.0,-14.953,0,0.0271,0.236,3.39e-05,0.0667,0.796,102.446,229000.0,4,2 -Highly Suspect,Bloodfeather,48.0,0.551,0.796,9.0,-5.627,0,0.0353,0.000563,0.000125,0.12,0.356,98.006,235560.0,4,10 -DJ Chose,You A Dime,56.0,0.804,0.769,1.0,-5.675,0,0.349,0.0302,,0.286,0.876,79.042,164127.0,4,5 -Rita Ora,Big (feat. Gunna),36.0,0.778,0.846,7.0,-3.442,1,0.0355,0.0672,1.52e-06,0.0641,0.597,111.994,156781.0,4,9 -Emmylou Harris,Boulder to Birmingham - 2003 Remaster,55.0,0.476,0.318,10.0,-10.953,1,0.0304,0.78,2e-06,0.104,0.311,126.495,3.55045,4,0 -Monuments,Deadnest,51.0,0.445,0.968,6.0,-2.563,1,0.207,1.29e-05,9.99e-06,0.338,0.326,114.92,207391.0,4,8 -Apocalyptica,Live or Die (feat. Joakim Brod√©n),52.0,0.531,0.939,7.0,-4.886,1,0.0522,0.000456,0.0753,0.162,0.393,128.047,224165.0,4,8 -Cardi B,Up,90.0,0.868,0.795,11.0,-6.044,1,0.269,0.0012,0.0193,0.0461,0.819,166.0,156945.0,4,9 -Marilyn Manson,Lunchbox,49.0,0.452,0.952,9.0,-6.499,1,0.218,0.00442,0.121,0.302,0.305,168.065,272800.0,4,8 -Sadhana Sargam,"Na Kajare Ki Dhar, Pt. 2 (With Jhankar Beats)",22.0,0.575,0.467,,-10.414,0,0.031,0.823,3.96e-06,0.379,0.296,108.544,1.270883333,4,3 -Paul Simon,Me and Julio Down by the Schoolyard,71.0,0.626,0.816,9.0,-10.593,1,0.131,0.237,1.8e-06,0.104,0.798,105.307,2.74688333,4,0 -Catfish and the Bottlemen,7,66.0,0.531,0.711,10.0,-4.933,1,0.0398,0.000204,0.00291,0.108,0.279,155.068,256307.0,4,10 -The Godfathers,"Birth, School, Work, Death",42.0,0.521,0.765,9.0,-10.942,1,0.0367,0.000548,0.00885,0.114,0.719,120.674,248827.0,4,1 -Ravi,Bush Telegraph,26.0,0.454,0.0994,1.0,-19.617,1,0.0356,0.978,0.706,0.103,0.154,79.299,2.466666667,4,7 -Red Fang,Flies,38.0,0.384,0.936,7.0,-6.933,1,0.0745,4.8e-05,0.543,0.333,0.375,110.124,217293.0,4,8 -At Least There's No Babies (feat. Dee White),"Brit Taylor, Dee White",37.0,0.559,0.457,10.0,-9.995,1,0.0291,0.517,3.39e-05,0.105,0.457,105.034,3.816633333,4,0 -Abhinav Saxena,Indian Sunrise,18.0,0.64,0.304,2.0,-10.41,1,0.0522,0.815,0.805,0.0943,0.291,119.316,153529.0,3,6 -Genesis Owusu,A Song About Fishing,46.0,0.528,0.694,11.0,-7.981,1,0.0419,0.0621,0.000962,0.105,0.493,179.945,205880.0,3,6 -The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,10 -jxdn,Pray,68.0,0.552,0.333,,-7.836,1,0.027,0.0868,,0.557,0.274,139.657,119371.0,4,5 -Tracy Lawrence,Find out Who Your Friends Are,58.0,0.524,0.797,2.0,-4.777,1,0.0329,0.209,,0.286,0.783,159.859,3.797333333,4,4 -Hard-FI,Hard to Beat,57.0,0.557,0.833,10.0,-4.559,1,0.0663,0.00226,3.25e-06,0.161,0.815,125.205,253307.0,4,1 -The Goon Sax,In the Stone,35.0,0.649,0.798,11.0,-5.589,0,0.0264,0.136,0.00376,0.269,0.792,111.941,247051.0,4,10 -The Heavytrackerz,What You Do,34.0,0.755,0.662,1.0,-7.158,1,0.413,0.507,,0.101,0.611,160.049,231000.0,4,5 -Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,1 -The Strumbellas,Wild Sun,44.0,0.641,0.224,,-11.891,1,0.0325,0.627,,0.112,0.159,119.875,269573.0,4,10 -Internet Money,Lemonade (Feat. Roddy Ricch & Don Toliver) [Remix],71.0,0.832,0.549,1.0,-8.259,0,0.0602,0.168,,0.11,0.384,140.045,181496.0,4,5 -◊ô◊ï◊í◊ë ◊í◊ú◊ï◊°◊û◊ü,◊ì◊ë◊®◊ô◊ù ◊©◊®◊¶◊ô◊™◊ô ◊ú◊ï◊û◊®,18.0,0.575,0.56,2.0,-8.01,0,0.0298,0.416,4.17e-06,0.305,0.357,134.936,263440.0,4,6 -The Bros. Landreth,How Deep Is Your Love,40.0,0.858,0.16,7.0,-12.982,0,0.0532,0.8,6.08e-06,0.0901,0.574,110.078,248591.0,4,2 -High On Fire,Snakes for the Divine,46.0,0.228,0.966,1.0,-5.959,1,0.0565,2.7e-05,0.667,0.337,0.337,139.78,503760.0,4,8 -Betcha,Coincidental,41.0,0.46,0.748,6.0,-5.52,0,0.0426,0.0575,1.04e-05,0.121,0.261,126.325,260293.0,4,10 -Ronan Keating,When You Say Nothing At All - Live,39.0,0.45,0.503,7.0,-8.192,1,0.0287,0.718,,0.911,0.205,87.634,4.986,4,9 -The Bravery,Believe,58.0,0.385,0.949,8.0,-3.369,1,0.0459,0.00501,2.13e-06,0.113,0.517,166.137,226347.0,4,6 -Boys Noize,All I Want (feat. Jake Shears),48.0,0.808,0.848,6.0,-5.851,1,0.0511,0.000368,0.465,0.0512,0.769,124.972,189140.0,4,6 -Cer√©na,see,20.0,0.799,0.672,2.0,-7.545,1,0.0341,0.00137,0.012,0.141,0.757,124.01,173007.0,4,9 -Khia,"My Neck, My Back",61.0,0.859,0.625,9.0,-4.234,0,0.13,0.0296,,0.0537,0.71,102.072,222560.0,4,5 -Solence,Good F**King Music,60.0,0.507,0.723,8.0,-5.747,1,0.175,0.00831,,0.195,0.706,142.935,206434.0,4,10 -Florida Georgia Line,Cruise,74.0,0.457,0.948,10.0,-3.364,1,0.0354,0.0191,,0.0536,0.878,148.0,3.482666667,4,4 -Ginger Root,Weather,46.0,0.726,0.817,11.0,-6.397,0,0.0334,0.399,0.178,0.0871,0.501,126.977,222976.0,4,6 -LILHUDDY,America's Sweetheart,71.0,0.589,0.438,1.0,-7.431,0,0.0277,0.573,,0.128,0.0752,127.329,204825.0,4,9 -Neil Mukherjee,Swan Song,24.0,0.331,0.164,2.0,-20.87,1,0.0431,0.94,0.903,0.112,0.408,181.035,242000.0,5,6 -Robert Randolph & The Family Band,Find a Way,38.0,0.442,0.78,5.0,-5.576,1,0.0479,0.007,,0.167,0.666,154.001,236787.0,4,2 -*repeat repeat,For Leaving You,37.0,0.327,0.841,9.0,-4.963,1,0.062,0.000101,0.863,0.127,0.455,180.058,226119.0,4,1 -STUTS,Presence I,65.0,0.607,0.654,2.0,-5.915,1,0.0962,0.469,0.00047,0.085,0.294,93.473,250509.0,4,9 -Berry Sakharof,◊û◊ï◊†◊°◊ï◊ü,40.0,0.453,0.741,,-6.269,0,0.0314,0.00943,0.00172,0.197,0.597,78.485,279280.0,4,10 -Aquila Young,Vagabond,32.0,0.623,0.845,8.0,-7.485,0,0.0727,0.00114,0.00502,0.126,0.539,117.968,219193.0,4,2 -P-Lo,Going Off,38.0,0.912,0.746,10.0,-7.013,0,0.108,0.00583,4.42e-05,0.139,0.583,103.998,123810.0,4,5 -Tedeschi Trucks Band,Alabama - Live,39.0,0.424,0.746,9.0,-4.912,0,0.0368,0.366,0.000944,0.15,0.437,81.202,206672.0,4,2 -crytothemoon,Late Smoke,31.0,0.661,0.0187,7.0,-28.545,1,0.0368,0.944,2.72e-05,0.192,0.254,81.995,147805.0,4,6 -Becky Hill,Forever Young - From The McDonald's Christmas Advert 2020,52.0,0.338,0.276,8.0,-7.246,0,0.0402,0.915,,0.107,0.427,190.773,178285.0,3,9 -The Undercover Dream Lovers,Let Go,48.0,0.81,0.344,,-8.963,0,0.0326,0.125,0.269,0.0723,0.827,102.004,180480.0,4,6 -The Balmer Series,Ultraviolet,8.0,0.36,0.313,10.0,-12.562,1,0.0327,0.947,0.901,0.0963,0.285,80.065,204000.0,3,6 -Godford,Fear,34.0,0.697,0.572,4.0,-13.677,1,0.0407,0.00689,0.781,0.0899,0.0322,121.993,229238.0,4,6 -◊û◊ô◊†◊ï◊° ◊ê◊§◊°,◊ô◊ï◊ù ◊©◊ú◊ô◊©◊ô,17.0,0.377,0.512,3.0,-7.472,1,0.0279,0.509,0.000565,0.0656,0.267,169.583,225199.0,4,6 -Queen Pen,Party Ain't A Party,49.0,0.744,0.803,7.0,-6.445,1,0.202,0.0259,,0.555,0.574,94.088,250200.0,4,5 -Karthik,Nagumomu,24.0,0.643,0.691,,-9.628,0,0.0299,0.242,0.000122,0.222,0.656,96.003,5.686216667,4,0 -Gowry Lekshmi,Ajitha Hare,27.0,0.553,0.616,5.0,-6.169,1,0.0344,0.0117,1.43e-05,0.162,0.29,84.954,2.9084,4,0 -Reginald Omas Mamode IV,400 Years,37.0,0.782,0.515,,-12.48,1,0.079,0.0339,0.00902,0.089,0.451,118.543,192783.0,4,1 -Miriam Bryant,Black Car (feat. ALMA) - Acoustic,52.0,0.62,0.438,7.0,-6.176,1,0.0302,0.766,,0.366,0.255,111.803,216830.0,4,9 -"Anuradha Paudwal, Udit Narayan",Hum Pyar Karne Wale,37.0,0.359,0.562,1.0,-11.706,1,0.0434,0.877,0.00506,0.0837,0.519,92.685,6.954666667,4,3 -Metallica,For Whom The Bell Tolls - Remastered,69.0,0.518,0.858,,-6.147,1,0.0672,0.00563,0.00349,0.0598,0.249,117.897,309973.0,4,8 -Lucy Lucy,$25 ,35.0,0.642,0.654,,-4.758,1,0.0293,0.317,,0.33,0.336,84.998,234541.0,4,6 -Day Wave,Drag,58.0,0.537,0.713,7.0,-6.25,1,0.0272,0.227,0.65,0.1,0.367,93.198,189651.0,4,6 -Don Vilanova Botafogo,Todo Mal,19.0,0.64,0.487,4.0,-6.599,0,0.0438,0.834,2.8e-06,0.148,0.59,112.316,260720.0,4,2 -Meek Mill,Middle of It (feat. Vory),58.0,0.741,0.666,1.0,-3.938,0,0.228,0.119,,0.175,0.276,148.887,206197.0,4,5 -Cortes,Close to Nowhere,28.0,0.446,0.895,,-4.102,1,0.115,0.00593,0.000182,0.0752,0.41,164.037,169813.0,4,10 -Airbag,Machines and Men,40.0,0.523,0.602,9.0,-10.014,0,0.0285,0.000929,0.563,0.0589,0.0994,144.029,594000.0,4,10 -Ouri,Too Fast No Pain,32.0,0.707,0.562,6.0,-9.751,1,0.0664,0.654,0.112,0.117,0.26,141.988,260005.0,4,1 -almost monday,live forever,2.0,0.669,0.932,2.0,-5.19,1,0.0404,0.0761,,0.191,0.835,119.986,184132.0,4,10 -Tatiana Hazel,Tired of Being Myself,30.0,0.644,0.639,5.0,-8.597,1,0.0364,0.0831,0.0115,0.212,0.63,89.936,221388.0,4,6 -Westlife,One Last Time,37.0,0.618,0.638,10.0,-4.694,1,0.0427,0.37,,0.0902,0.517,169.988,2.921116667,4,9 -Howlin' Wolf,Smokestack Lightnin',61.0,0.661,0.342,9.0,-16.361,0,0.043,0.844,0.000128,0.26,0.588,146.118,188400.0,4,2 -The Devil Makes Three,Graveyard,49.0,0.69,0.494,9.0,-9.147,0,0.0275,0.407,3.79e-06,0.114,0.84,127.314,205053.0,4,2 -Tandy Love,Indian Zone Drum Killer Inc.,34.0,0.326,0.771,5.0,-9.388,0,0.043,0.0215,0.383,0.113,0.89,165.669,205160.0,4,10 -iann dior,shots in the dark,,0.58,0.651,6.0,-5.537,0,0.0459,0.0275,,0.102,0.562,157.888,188584.0,4,9 -Valkyrie,Feeling so Low,28.0,0.393,0.904,7.0,-7.683,0,0.0442,5.27e-06,0.853,0.0937,0.497,89.562,307307.0,4,8 -Jay McShann,Blue Devil Jump,28.0,0.732,0.349,7.0,-9.386,0,0.0362,0.718,0.245,0.125,0.77,107.014,207307.0,4,2 -Cigarettes After Sex,Touch,59.0,0.483,0.5,6.0,-9.403,1,0.0241,0.354,0.912,0.103,0.368,95.981,292853.0,4,6 -Down for Tomorrow,Good Person,28.0,0.277,0.814,7.0,-5.321,1,0.0523,0.00571,,0.467,0.313,186.062,200528.0,4,10 -D√©luge,Digue,21.0,0.272,0.947,5.0,-5.327,1,0.121,0.00122,0.288,0.769,0.0577,179.935,362653.0,3,8 -Daulton Hopkins,I Melt with You,56.0,0.663,0.26,4.0,-11.577,1,0.0312,0.84,0.000346,0.111,0.32,118.061,3.6224,4,0 -Totemo,Be Creative with Me,15.0,0.764,0.763,1.0,-6.485,1,0.0426,0.123,0.229,0.216,0.579,116.054,241913.0,4,6 -The Oak Ridge Boys,Leaving Louisiana In The Broad Daylight,46.0,0.597,0.628,5.0,-14.06,1,0.0351,0.247,1.9e-05,0.199,0.77,95.33,3.036666667,4,4 -Skrillex,Too Bizarre (with Swae Lee & Siiickbrain),68.0,0.666,0.723,6.0,-5.104,0,0.0449,0.0151,0.000592,0.057,0.546,159.962,158733.0,4,1 -Four Stroke Baron,Lunatic Fringe,19.0,0.494,0.805,1.0,-8.241,0,0.0815,9.93e-05,0.0327,0.485,0.287,98.001,253000.0,4,8 -Jimi Hendrix,"Introduction (Live At Woodstock) - Live at The Woodstock Music & Art Fair, August 18, 1969",33.0,0.329,0.929,8.0,-8.5,1,0.886,0.688,0.00716,0.263,0.133,86.88,141107.0,4,10 -Kishore Kumar,Ae Meri Topi Palat Ke Aa,2.0,0.681,0.637,2.0,-5.589,1,0.059,0.921,0.00891,0.811,0.975,147.192,2.906133333,4,3 -Brendan Maynard + 2,Prelude to a Kiss,54.0,0.522,0.0945,11.0,-17.913,0,0.0365,0.947,0.573,0.158,0.134,94.084,4.410433333,3,7 -Pale Waves,You Don't Own Me,50.0,0.503,0.888,1.0,-2.914,0,0.0368,0.000164,8.26e-05,0.345,0.452,170.067,196200.0,4,10 -DDG,Impatient (feat. Coi Leray),70.0,0.928,0.322,,-10.334,0,0.0838,0.221,4.37e-06,0.115,0.468,109.999,245621.0,4,5 -Pixies,Gigantic,56.0,0.39,0.694,7.0,-11.783,1,0.0399,0.00299,0.304,0.0757,0.795,115.197,235707.0,4,6 -"Mohammed Rafi, Mukesh",Saat Ajube Is Duniya Mein,24.0,0.32,0.609,5.0,-9.543,0,0.0762,0.717,0.00135,0.593,0.598,171.3,6.127116667,4,3 -Goodie Mob,Cell Therapy,59.0,0.849,0.476,,-10.479,1,0.445,0.0965,,0.105,0.48,83.21,277133.0,4,5 -White Lion,Cry for Freedom,42.0,0.588,0.72,,-10.572,0,0.0368,0.0194,8.81e-05,0.145,0.604,108.682,371853.0,4,8 -Trophy Eyes,Figure Eight,54.0,0.343,0.961,11.0,-2.271,1,0.0688,0.00187,2.7e-06,0.236,0.449,166.983,201557.0,4,10 -DON BROCO,Manchester Super Reds No.1 Fan,55.0,0.408,0.967,9.0,-3.133,1,0.361,0.0104,,0.0354,0.277,99.788,217619.0,4,10 -Steely Dan,Deacon Blues,50.0,0.745,0.586,,-12.487,1,0.0359,0.457,0.000295,0.119,0.604,115.857,456640.0,4,10 -Gucci Mane,Lil Story (feat. ScHoolboy Q),41.0,0.943,0.777,1.0,-4.273,1,0.2,0.00839,,0.278,0.711,135.0,170733.0,4,5 -Randy Travis,Deeper Than the Holler,65.0,0.647,0.482,5.0,-8.591,1,0.0262,0.29,,0.232,0.437,142.648,3.651333333,4,4 -Roo Panes,My Sweet Refuge,,0.447,0.331,,-12.581,1,0.033,0.272,0.00221,0.272,0.168,127.867,4.68666667,4,0 -Violent Femmes,Blister In The Sun,70.0,0.726,0.537,,-8.896,1,0.113,0.316,,0.0707,0.887,96.91,145707.0,4,1 -Hemant Kumar,Vande Mataram - Male Vocals,4.0,0.429,0.65,5.0,-9.713,0,0.0723,0.946,0.0123,0.568,0.902,175.488,3.547783333,4,3 -Killswitch Engage,Holy Diver,65.0,0.369,0.995,,-2.584,0,0.12,7.6e-05,0.00589,0.241,0.27,185.985,250253.0,4,8 -Vesica Piscis,Horizonte,29.0,0.591,0.754,,-6.113,1,0.0272,0.0129,0.478,0.0965,0.369,111.95,250177.0,4,6 -Long Island Quartet,I Remember Clifford,48.0,0.447,0.0848,,-18.481,0,0.0378,0.954,0.745,0.113,0.268,109.703,3.066116667,4,7 -Justin Bieber,As I Am (feat. Khalid),79.0,0.608,0.547,11.0,-8.151,1,0.0368,0.131,,0.0974,0.108,99.947,174406.0,4,9 -Leah,Sanctuary,38.0,0.48,0.817,7.0,-6.227,0,0.0465,0.00652,0.00157,0.101,0.232,119.989,284549.0,3,8 -BOBBY,Spotlight,43.0,0.675,0.766,11.0,-2.625,0,0.0399,0.0211,,0.0958,0.562,118.957,215067.0,4,10 -SAMI,Dom undrar (feat. K27 & Elias Abbas),27.0,0.659,0.527,11.0,-7.436,0,0.0469,0.427,,0.0752,0.553,144.915,196253.0,4,9 -Ravid Plotnik,◊°◊ï◊£ ◊ì◊ë◊® (◊†◊¶'◊ô ◊†◊¶'),26.0,0.337,0.724,6.0,-8.155,0,0.221,0.0394,,0.123,0.564,69.21,245720.0,4,5 -James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,10 -Led Zeppelin,Custard Pie - 1990 Remaster,54.0,0.476,0.666,9.0,-9.309,1,0.0346,0.297,0.103,0.0316,0.855,182.107,253867.0,4,10 -Cold Reading,Books & Comfort,,0.468,0.929,8.0,-5.246,1,0.0443,0.00308,0.000263,0.0793,0.455,146.079,260618.0,4,10 -Arijit Singh,Tujhe Kitna Chahne Lage,64.0,0.395,0.397,11.0,-7.556,1,0.0368,0.735,,0.11,0.303,70.568,4.746333333,4,3 -The Kount,Detour,26.0,0.859,0.777,7.0,-7.737,1,0.357,0.314,0.823,0.315,0.378,79.975,180563.0,4,1 -Rev. Gary Davis,Cross And Evil Woman Blues,28.0,0.586,0.0976,4.0,-17.64,1,0.0611,0.989,0.0472,0.266,0.841,146.461,182047.0,3,2 -Olivia Rodrigo,brutal,51.0,0.672,0.526,4.0,-6.446,1,0.0599,0.0311,1.37e-06,0.28,0.28,123.999,143747.0,4,9 -Avik Ganguly,Mon Kharaper Bristi,16.0,0.628,0.351,11.0,-13.529,0,0.0317,0.905,0.937,0.221,0.333,115.006,183637.0,1,6 -Alcest,Sapphire,48.0,0.402,0.76,8.0,-8.138,0,0.0386,1.05e-05,0.85,0.0791,0.199,74.999,300503.0,4,10 -Layten Kramer,When a Love's Not Around,26.0,0.584,0.59,8.0,-7.479,1,0.0323,0.533,0.0334,0.0906,0.628,122.042,207213.0,4,6 -Mustard,Ballin' (with Roddy Ricch),81.0,0.809,0.545,7.0,-6.678,1,0.0735,0.392,,0.151,0.244,97.008,180435.0,4,5 -The Doors,"Hello, I Love You - 2018 Remaster",46.0,0.63,0.524,2.0,-13.34,1,0.0391,0.00921,,0.0933,0.961,118.187,136173.0,4,10 -Jess Glynne,Hold My Hand,60.0,0.642,0.823,,-5.717,1,0.0289,0.00159,,0.0776,0.431,122.977,227344.0,4,9 -Bo Burnham,Bezos I,84.0,0.694,0.948,2.0,-5.307,1,0.0361,0.00936,1.62e-05,0.139,0.705,115.044,0.96915,4,9 -Modest Mouse,We Are Between,63.0,0.614,0.91,11.0,-3.175,0,0.0444,0.00956,0.000301,0.343,0.407,128.973,232907.0,3,10 -"Shankar-Ehsaan-Loy, Ajoy Chakrabarty, Javed Ali",Garaj Garaj,38.0,0.287,0.762,,-7.121,1,0.0874,0.392,,0.287,0.262,73.054,2.641283333,4,0 -The Afghan Whigs,Honky's Ladder,40.0,0.403,0.932,7.0,-4.449,1,0.0515,0.00124,1.04e-06,0.0669,0.497,97.283,256200.0,4,10 -NOISY,Where‚Äôs Your Head?,47.0,0.468,0.934,8.0,-4.256,1,0.234,0.000274,0.000345,0.0995,0.557,179.998,193202.0,3,10 -All Time Low,Remembering Sunday,62.0,0.45,0.602,6.0,-4.801,0,0.0264,0.15,,0.141,0.316,170.043,256733.0,3,9 -Jacob Banks,Parade,54.0,0.574,0.691,6.0,-7.805,0,0.0336,0.0142,0.000431,0.169,0.767,95.009,136632.0,4,2 -Rafferty,Apple Pie,50.0,0.633,0.925,5.0,-4.767,0,0.0976,0.017,0.000149,0.0889,0.472,117.049,179447.0,4,10 -Moshiko Mor,◊ê◊†◊ô ◊õ◊ë◊® ◊û◊ê◊ï◊©◊®,44.0,0.534,0.544,2.0,-8.484,0,0.0415,0.189,,0.0886,0.429,163.905,192500.0,4,9 -Tom Petty,You Don't Know How It Feels,66.0,0.765,0.502,9.0,-7.393,1,0.0321,0.119,0.0011,0.171,0.836,144.204,289440.0,4,10 -Coldplay,Clocks,77.0,0.577,0.749,5.0,-7.215,0,0.0279,0.599,0.0115,0.183,0.255,130.97,307880.0,4,10 -Blane Howard,Promise to Love Her,57.0,0.54,0.513,11.0,-6.978,1,0.0331,0.713,,0.149,0.51,78.862,3.2943,3,4 -DJ Khaled,"I DID IT (feat. Post Malone, Megan Thee Stallion, Lil Baby & DaBaby)",83.0,0.757,0.721,4.0,-2.906,0,0.0691,0.00196,,0.647,0.364,124.036,165366.0,4,5 -Maria Brink,Meet Me In Fire [Feat. Andy Biersack],15.0,0.417,0.857,7.0,-5.95,1,0.0443,0.000398,0.0848,0.248,0.183,140.914,294800.0,4,10 -Grace McKagan,So Hyper,25.0,0.457,0.986,6.0,-4.49,1,0.0697,0.0196,0.0208,0.128,0.558,139.173,175224.0,4,10 -James Jackson Jazz Trio,Long Ago (and Far Away),49.0,0.674,0.159,,-16.441,1,0.0409,0.922,0.865,0.128,0.298,120.246,3.49515,4,7 -WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,6 -Cohen@Mushon,Kosher Gufani,15.0,0.793,0.633,1.0,-4.258,0,0.171,0.00751,,0.108,0.453,95.023,153093.0,4,5 -Blame My Youth,Go To Sleep,35.0,0.577,0.614,3.0,-6.944,1,0.0393,0.517,,0.35,0.525,141.927,197165.0,4,9 -Elton John,Goodbye Yellow Brick Road - Remastered 2014,73.0,0.559,0.473,5.0,-7.712,1,0.0279,0.446,0.00141,0.154,0.397,121.227,192827.0,4,10 -Breaking Benjamin,Never Again,55.0,0.493,0.936,1.0,-4.525,1,0.0331,8.53e-06,9.73e-05,0.358,0.683,93.501,223547.0,4,10 -Joe Turner,Too Much,41.0,0.632,0.601,7.0,-7.742,0,0.0354,0.448,0.569,0.125,0.24,117.01,236480.0,4,1 -Alfa Mist,Organic Rust,48.0,0.708,0.331,1.0,-9.486,0,0.051,0.177,0.0504,0.0645,0.443,89.97,276252.0,4,5 -Rokia Traor√©,Laidu,52.0,0.702,0.269,10.0,-15.172,0,0.0365,0.626,0.0406,0.125,0.397,99.747,386973.0,4,2 -The Smashing Pumpkins,1979 - Remastered 2012,75.0,0.767,0.787,3.0,-9.897,1,0.0331,0.0163,0.583,0.0513,0.964,126.879,266200.0,4,10 -Judas Priest,Living After Midnight,64.0,0.61,0.824,4.0,-6.046,1,0.0534,0.0136,1.75e-06,0.0606,0.819,134.992,210133.0,4,10 -Jerry Lee Lewis,Drinkin' Wine Spo-Dee-O-Dee,32.0,0.54,0.696,,-8.911,1,0.0347,0.749,0.00026,0.116,0.781,94.055,153773.0,4,10 -Brain Police,Rooster Booster,34.0,0.31,0.832,7.0,-5.139,1,0.0369,2.9e-05,0.00956,0.411,0.416,153.284,266200.0,4,10 -The Strokes,Under Cover of Darkness,67.0,0.35,0.775,11.0,-3.364,1,0.054,0.00433,0.283,0.0676,0.588,199.866,235547.0,4,10 -Deaf Rat,Within the Dead Souls,28.0,0.527,0.971,5.0,-4.153,0,0.0486,2.74e-05,3.66e-05,0.0866,0.325,123.993,246587.0,4,8 -Las Almas Nuevas,Alla En El Mar,44.0,0.6,0.171,9.0,-14.263,1,0.0772,0.983,0.937,0.11,0.321,127.256,2.598833333,3,7 -Annie Taylor,Telephone,31.0,0.422,0.809,11.0,-6.389,0,0.0438,0.000118,0.902,0.149,0.728,174.92,168901.0,4,10 -The Brian Jonestown Massacre,Evergreen,37.0,0.339,0.706,4.0,-9.141,0,0.0342,3.31e-05,0.857,0.35,0.107,98.441,204800.0,4,10 -Sacramento,MAMA,8.0,0.609,0.634,4.0,-10.491,1,0.0372,0.203,0.229,0.121,0.688,127.509,245200.0,4,6 -Leviathan,Fucking Your Ghost In Chains of Ice,36.0,0.0986,0.861,7.0,-6.351,1,0.0705,2.55e-06,0.934,0.672,0.137,158.397,340467.0,4,8 -Megan Thee Stallion,Savage Remix (feat. Beyonc√©),76.0,0.822,0.743,10.0,-4.772,0,0.28,0.016,,0.127,0.636,84.459,242001.0,4,9 -Surfer Blood,Parkland (Into the Silence),26.0,0.414,0.828,9.0,-6.395,1,0.0354,0.0411,0.00942,0.107,0.894,175.883,225987.0,4,6 -Pierre Cavalli,Chasse √† l'homme,35.0,0.292,0.979,2.0,-5.758,1,0.18,0.164,0.922,0.4,0.059,128.721,131427.0,4,10 -Paris Texas,HEAVY METAL,54.0,0.736,0.482,1.0,-9.981,1,0.305,0.71,,0.221,0.442,115.02,159653.0,4,5 -The Friends of Natasha,◊ß◊ï◊ß ◊ë◊¶◊î◊®◊ô◊ô◊ù,32.0,0.586,0.834,,-6.797,1,0.0536,0.0786,0.000917,0.0925,0.63,95.025,262507.0,4,10 -Jonathan Richman,I Was Dancing In The Lesbian Bar,54.0,0.829,0.388,9.0,-13.55,0,0.0421,0.675,0.00263,0.271,0.896,116.5,223840.0,4,1 -Moby Grape,Mr. Blues,19.0,0.514,0.559,6.0,-8.852,0,0.126,0.568,,0.115,0.756,102.037,118093.0,4,2 -King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,10 -INXS,Never Tear Us Apart,,0.661,0.613,,-7.56,1,0.0273,0.00298,0.000176,0.176,0.19,96.609,3.07645,3,10 -Tunng,Bodies,23.0,0.708,0.411,9.0,-11.264,1,0.0493,0.45,0.00481,0.134,0.337,103.025,267240.0,4,1 -The Goodnight Darlings,Heavy,26.0,0.587,0.947,7.0,-3.578,1,0.108,0.09,0.00941,0.209,0.528,116.072,196080.0,4,1 -Keller Williams,West L.A. Fade Away,41.0,0.587,0.762,7.0,-6.946,1,0.0356,0.393,0.0888,0.789,0.743,91.936,379427.0,4,10 -Lethal Bizzle,Pow (Forward),43.0,0.535,0.771,1.0,-8.135,1,0.393,0.00389,,0.37,0.487,137.766,181520.0,4,5 -Priya Ragu,Good Love 2.0 - Little Dragon Remix,42.0,0.833,0.397,11.0,-7.373,0,0.213,0.356,0.0581,0.0889,0.491,118.028,203380.0,4,6 -Josh Teskey,Hungry Heart,40.0,0.702,0.206,1.0,-10.468,1,0.0394,0.835,1.95e-05,0.0932,0.54,122.839,201302.0,4,2 -Tad,Leafy Incline,44.0,0.24,0.863,11.0,-8.046,0,0.0402,1.58e-05,0.416,0.0944,0.331,75.591,210533.0,4,10 -King Combs,Holdin Me Down,59.0,0.671,0.622,9.0,-5.709,0,0.348,0.236,1.29e-06,0.0928,0.417,155.599,251839.0,4,5 -Yes,Roundabout - 2003 Remaster,65.0,0.41,0.761,4.0,-9.453,0,0.0687,0.0685,0.00772,0.0758,0.392,132.923,510573.0,4,10 -Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,10 -Karsh Kale,Milan,34.0,0.603,0.864,11.0,-11.832,1,0.0524,0.427,0.892,0.329,0.49,165.033,534307.0,4,6 -Paradise Lost,Hallowed Land,34.0,0.506,0.947,11.0,-6.697,0,0.0454,0.000177,0.00202,0.139,0.399,107.71,302560.0,4,8 -Carlton Maison Quartet,I´m Glad There Is You,58.0,0.508,0.153,5.0,-13.874,1,0.0381,0.974,0.803,0.122,0.188,112.494,4.486266667,4,7 -Midland,Cowgirl Blues,,0.618,0.774,5.0,-7.302,0,0.0392,0.441,0.00092,0.114,0.861,99.595,238157.0,4,1 -BeAlicia,Cariño,44.0,0.532,0.33,7.0,-16.107,1,0.0446,0.952,0.919,0.108,0.343,123.293,3.117366667,4,7 -Josh A,PAINLESS,62.0,0.753,0.632,9.0,-8.054,1,0.0423,0.122,,0.198,0.718,91.047,147758.0,4,5 -Ghostface600,Paper Planes,51.0,0.812,0.545,10.0,-7.97,0,0.0568,0.437,,0.107,0.456,137.048,139355.0,4,5 -Jacob Banks,Devil That I Know,58.0,0.509,0.067,8.0,-14.041,1,0.0636,0.976,3.04e-05,0.113,0.0773,83.414,170803.0,5,6 -Landis,All My Friends,43.0,0.591,0.764,4.0,-2.131,1,0.0557,0.0899,,0.254,0.327,127.928,161250.0,4,10 -Eyal Golan,◊õ◊©◊ê◊™ ◊ê◊ô◊™◊ï,34.0,0.788,0.502,,-7.068,0,0.0259,0.381,,0.0988,0.76,95.978,276440.0,4,9 -Hanan Ben Ari,◊ê◊ô◊ñ◊ï◊ü,36.0,0.65,0.677,11.0,-6.506,0,0.095,0.0628,,0.0412,0.722,93.814,214521.0,4,9 -Martin Garrix,Mistaken (feat. Alex Aris),56.0,0.424,0.694,6.0,-4.912,0,0.0386,0.0573,0.000937,0.133,0.0801,128.034,282481.0,4,9 -Toosii,be cautious,57.0,0.647,0.538,5.0,-9.572,0,0.161,0.227,,0.297,0.161,159.996,180142.0,4,5 -Unknown Mortal Orchestra,American Guilt,41.0,0.281,0.918,1.0,-3.845,1,0.32,0.166,0.00669,0.323,0.36,99.455,273137.0,4,1 -Kat Von D,Exorcism,42.0,0.464,0.943,4.0,-4.777,0,0.0338,0.00247,0.452,0.191,0.36,145.004,219056.0,4,10 -DijahSB,New Harrison,46.0,0.697,0.484,1.0,-7.398,1,0.4,0.82,,0.102,0.32,82.629,230511.0,4,1 -Cupidon,"Wake Up, Get Down",56.0,0.747,0.453,10.0,-10.563,0,0.429,0.372,0.000276,0.125,0.374,108.911,259817.0,4,1 -Editors,Magazine,44.0,0.52,0.795,11.0,-6.681,0,0.0408,0.000396,2.93e-05,0.0941,0.371,127.885,235850.0,4,10 -Lata Mangeshkar,Tu Mere Saath Rahega Munne,4.0,0.323,0.297,3.0,-12.731,1,0.0282,0.607,,0.119,0.281,78.838,6.531783333,3,3 -The Monkees,I'm a Believer - 2006 Remaster,73.0,0.526,0.775,,-6.05,1,0.0352,0.707,2.05e-05,0.217,0.962,80.106,2.78955,4,10 -Frances Lion,Self Control,18.0,0.623,0.665,,-5.387,0,0.0519,0.000493,,0.0676,0.533,121.96,197600.0,4,10 -El Alfa,La Mam√° de la Mam√°,80.0,0.922,0.927,11.0,-3.025,1,0.105,0.283,0.00331,0.719,0.796,129.978,219000.0,4,9 -YFN Lucci,Both of Us (feat. Rick Ross & Layton Greene),59.0,0.529,0.691,5.0,-5.7,0,0.227,0.0221,,0.134,0.417,80.344,221994.0,4,5 -Miguel Poveda,Coplas Del Querer,40.0,0.508,0.287,5.0,-8.898,0,0.0481,0.834,,0.0963,0.324,96.139,332467.0,3,9 -Kings of Convenience,Rocky Trail,65.0,0.549,0.418,6.0,-13.172,1,0.0423,0.788,0.123,0.112,0.692,171.98,210377.0,4,6 -The West Coast Pop Art Experimental Band,Shifting Sands,50.0,0.226,0.585,2.0,-9.965,1,0.0343,0.128,0.0233,0.112,0.655,180.495,234600.0,3,10 -POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,1 -Backstreet Boys,Love Will Keep You Up All Night,31.0,0.382,0.693,10.0,-3.827,1,0.0306,0.261,,0.116,0.205,150.058,4.247116667,4,9 -Abbath,Harvest Pyre,36.0,0.287,0.962,6.0,-4.235,1,0.0605,3.7e-06,0.887,0.34,0.255,173.094,252067.0,4,8 -Highly Suspect,Little One,47.0,0.474,0.363,7.0,-7.489,1,0.0295,0.0126,7.77e-06,0.109,0.11,139.889,241667.0,3,10 -Flyying Colours,Long Holiday,20.0,0.469,0.867,7.0,-5.311,1,0.0322,2.49e-06,0.919,0.451,0.211,125.436,186253.0,4,6 -Devilskin,Corrode,35.0,0.63,0.845,6.0,-4.969,1,0.0589,0.000103,0.000138,0.513,0.73,129.965,254691.0,4,8 -Miki Gavrielov,A World's Gone Crazy,,0.387,0.545,11.0,-6.808,0,0.0367,0.48,0.338,0.17,0.217,154.0,253366.0,4,9 -"Kane Brown, Lauren Alaina",What Ifs (feat. Lauren Alaina),73.0,0.612,0.799,10.0,-4.603,1,0.0275,0.00898,,0.172,0.687,125.976,3.13755,4,4 -Pale Waves,Fall to Pieces,50.0,0.712,0.7,7.0,-3.272,1,0.0318,0.16,,0.0586,0.723,99.996,167893.0,4,6 -Tony Levin,Apollo,24.0,0.229,0.621,9.0,-9.231,1,0.0302,0.0238,0.376,0.106,0.165,167.598,409907.0,3,10 -Foreigner,Waiting for a Girl like You,71.0,0.33,0.469,10.0,-9.286,0,0.0335,0.31,2.3e-06,0.0402,0.433,201.327,292067.0,4,10 -Havok,Phantom Force,34.0,0.308,0.984,1.0,-5.367,1,0.122,1.58e-05,0.49,0.255,0.158,113.723,179796.0,4,8 -Sly & The Family Stone,"Medley: Higher/Music Lover - Live at The Woodstock Music & Art Fair, August 17, 1969",28.0,0.453,0.819,5.0,-10.938,1,0.169,0.00336,0.0021,0.891,0.45,139.127,470667.0,4,10 -Andy Miller Group,Can't Help Lovin' Dat Man,50.0,0.424,0.196,,-20.783,1,0.0703,0.975,0.927,0.114,0.272,186.07,3.277383333,3,7 -Vintage Trouble,Not Alright by Me (We Can't Wait),24.0,0.626,0.631,5.0,-5.625,1,0.042,0.345,,0.0709,0.804,163.989,189695.0,4,10 -The Lemonheads,Into Your Arms,56.0,0.504,0.782,2.0,-9.27,1,0.0301,0.0661,1.31e-06,0.115,0.619,123.883,164706.0,4,10 -Leprous,From the Flame,49.0,0.538,0.743,4.0,-5.928,0,0.0515,0.0343,0.00187,0.103,0.316,127.809,231347.0,4,8 -Hollow Front,Falling Apart,48.0,0.534,0.979,9.0,-3.645,0,0.0987,0.00292,,0.256,0.236,119.993,244000.0,4,8 -Magic Sam,Keep On Lovin' Me Baby,7.0,0.436,0.679,,-8.549,1,0.101,0.49,,0.0506,0.809,189.129,203521.0,4,2 -Pote Baby,Yamacraw Yetti,49.0,0.868,0.525,11.0,-7.39,0,0.271,0.0536,,0.233,0.201,154.874,131590.0,4,5 -The Cringe,I Can't Take It No More,16.0,0.578,0.755,9.0,-4.642,1,0.0319,0.006,0.00902,0.0475,0.606,130.037,252530.0,4,10 -F√©lix Rabin,Angels,24.0,0.423,0.53,11.0,-7.647,0,0.0823,0.0589,0.00983,0.0737,0.665,116.179,206355.0,4,2 -Willie J Healey,Why You Gotta Do It,38.0,0.64,0.845,9.0,-5.16,0,0.0428,0.555,0.000185,0.105,0.32,112.136,218813.0,4,6 -Black Grape,Kelly's Heroes,44.0,0.633,0.939,7.0,-5.158,1,0.0642,0.000642,0.0024,0.0804,0.838,119.669,262400.0,4,6 -Zoe Clark,Last One Standing,49.0,0.927,0.609,7.0,-6.298,1,0.121,0.317,,0.111,0.932,128.089,137120.0,4,9 -Taylor Malkov,◊ê◊î◊ú◊ü,35.0,0.753,0.738,6.0,-5.598,0,0.0405,0.202,0.000532,0.0564,0.761,139.989,204444.0,4,9 -Billy Vena,Shaggy Dynamite,31.0,0.654,0.616,1.0,-4.869,0,0.133,0.0322,,0.139,0.691,91.857,159150.0,4,9 -Celtic Frost,A Dying God Coming into Human Flesh,46.0,0.153,0.329,3.0,-5.575,0,0.0362,0.0125,0.918,0.0604,0.0793,102.001,339187.0,3,8 -Isaac Dunbar,intimate moments,51.0,0.514,0.648,2.0,-6.17,1,0.0411,0.0148,,0.119,0.452,129.895,210507.0,4,9 -Malena Zavala,La Yarar√° - Single Version,33.0,0.403,0.614,5.0,-8.007,0,0.0735,0.00118,0.0018,0.315,0.496,84.964,185476.0,4,1 -Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,1 -Henry's Funeral Shoe,Be Your Own Invention,33.0,0.315,0.794,7.0,-6.271,1,0.0905,0.0295,0.00979,0.196,0.341,130.145,318459.0,4,2 -Pale Waves,Fall to Pieces,50.0,0.712,0.7,7.0,-3.272,1,0.0318,0.16,,0.0586,0.723,99.996,167893.0,4,9 -Conway Twitty,You've Never Been This Far Before - Re-Recorded In Stereo,43.0,0.705,0.397,10.0,-11.775,1,0.0343,0.679,,0.106,0.684,133.355,3.166666667,4,4 -CLOVES,Nightmare,2.0,0.453,0.734,8.0,-6.16,0,0.0357,0.0755,0.0344,0.349,0.299,141.894,200613.0,4,9 -JID,Bruuuh (with Denzel Curry) - Remix,69.0,0.813,0.621,9.0,-9.273,1,0.209,0.0144,4.03e-05,0.0793,0.377,112.101,206446.0,4,5 -Architects,Little Wonder,62.0,0.533,0.967,1.0,-3.762,0,0.102,0.000232,4.59e-05,0.109,0.477,130.052,227813.0,4,10 -Diamond Head,Am I Evil,43.0,0.242,0.973,8.0,-4.739,1,0.148,2.57e-05,0.82,0.121,0.369,148.095,505147.0,4,8 -Shannon Lay,August,43.0,0.32,0.456,5.0,-9.412,0,0.0337,0.637,2.05e-06,0.116,0.338,118.779,168000.0,4,1 -Fruition,Fire,43.0,0.472,0.813,9.0,-5.919,0,0.0399,0.12,0.000109,0.382,0.684,134.922,216085.0,4,10 -Migrant Motel,Bad Machine,28.0,0.666,0.757,4.0,-7.617,0,0.132,0.0237,0.00188,0.336,0.554,90.007,208667.0,4,9 -Vitamin String Quartet,New World,44.0,0.15,0.211,9.0,-12.814,0,0.0369,0.792,0.174,0.169,0.141,82.68,225400.0,4,1 -Kings of Leon,Echoing,58.0,0.293,0.778,,-5.581,1,0.034,0.0147,0.227,0.102,0.24,147.882,217347.0,4,1 -Backstreet Boys,Bigger,46.0,0.529,0.748,,-6.108,1,0.0265,0.0226,,0.265,0.298,105.49,3.266,4,9 -Intelligency,Leta,46.0,0.659,0.518,1.0,-11.073,1,0.0263,0.033,0.193,0.318,0.135,123.005,238049.0,4,6 -PWNT,Shortcuts,34.0,0.736,0.475,10.0,-10.879,1,0.0255,0.00292,0.749,0.129,0.742,101.0,154053.0,4,6 -Circa Waves,Times Won‚Äôt Change Me,51.0,0.57,0.648,1.0,-7.369,1,0.027,0.0506,8.12e-05,0.0835,0.483,180.107,193039.0,4,10 -Lil Tjay,Born 2 Be Great,70.0,0.593,0.512,8.0,-7.837,0,0.0737,0.58,,0.0996,0.192,95.733,170000.0,4,5 -Chris James,Hey It's Me,50.0,0.907,0.567,8.0,-7.164,1,0.0636,0.232,0.000101,0.198,0.831,130.002,150000.0,4,9 -MARINA,Bubblegum Bitch,79.0,0.495,0.856,,-5.123,0,0.0311,0.000219,,0.103,0.609,158.024,2.577783333,4,9 -"Arijit Singh, Pritam","Luteron Ka Lutera Version - Kalank Title (From ""Kalank"")",47.0,0.613,0.237,10.0,-13.978,1,0.0351,0.89,1.53e-05,0.112,0.483,117.972,2.5378,4,3 -Moose Blood,Cherry,54.0,0.372,0.247,4.0,-12.633,1,0.0336,0.896,0.00162,0.082,0.241,181.763,159711.0,4,10 -Prem Joshua,Tangerine Thumri (Orange Turban Mix),,0.642,0.502,6.0,-12.785,0,0.0341,0.159,0.791,0.126,0.413,104.997,7.2,4,0 -Tomer Yeshayahu,Good Morning,37.0,0.636,0.568,11.0,-8.232,1,0.0401,0.655,5.18e-05,0.346,0.884,118.444,247595.0,4,10 -slowthai,feel away (feat. James Blake & Mount Kimbie),62.0,0.404,0.532,,-8.989,1,0.0409,0.683,0.158,0.164,0.339,159.864,200933.0,4,6 -Olivia Rodrigo,good 4 u,91.0,0.556,0.661,6.0,-5.052,0,0.204,0.3,,0.101,0.668,168.56,178148.0,4,10 -The Brian Jonestown Massacre,Bout des doigts,44.0,0.508,0.902,6.0,-6.886,0,0.03,0.00131,0.796,0.111,0.557,103.71,426332.0,4,6 -Cathedral,Gong,21.0,0.305,0.501,2.0,-10.179,0,0.0337,0.0984,0.419,0.138,0.349,90.574,422213.0,5,10 -Dan Mason „ÉÄ„É≥¬∑„ɰ„ǧ„ÇΩ„É≥,Oh No (It's You),29.0,0.671,0.611,5.0,-9.991,0,0.0488,0.427,0.802,0.0876,0.52,100.017,235200.0,4,6 -Taylor Manns,Always On My Mind,54.0,0.567,0.173,11.0,-11.964,1,0.0352,0.885,,0.111,0.196,117.94,193780.0,4,9 -Byther Smith,Givin' Up On Love,34.0,0.456,0.389,3.0,-11.568,1,0.0339,0.239,0.0364,0.356,0.399,179.074,347880.0,3,2 -Jeremy Pelt,Little Girl Blue,48.0,0.297,0.0805,5.0,-18.726,1,0.0355,0.963,0.947,0.0898,0.158,80.346,7.295333333,3,7 -The Beaches,Let's Go,49.0,0.542,0.923,4.0,-5.005,0,0.0975,0.011,0.00054,0.0707,0.724,172.977,142760.0,4,1 -The Specials,Ghost Town,61.0,0.665,0.766,10.0,-9.454,0,0.0505,0.0492,0.338,0.113,0.905,73.683,219307.0,4,6 -Fleetwood Mac,The Chain,7.0,0.546,0.529,9.0,-13.6,1,0.0436,0.0629,0.000567,0.0383,0.574,151.727,4.51666667,4,10 -Suede,Trash,52.0,0.422,0.99,11.0,-4.007,1,0.1,0.0033,1.03e-06,0.345,0.174,124.6,245947.0,4,6 -Mitch James,Be Somebody,53.0,0.373,0.703,1.0,-5.463,0,0.179,0.037,,0.107,0.225,162.076,184380.0,4,9 -Spurv,Et blekt lys lyder,33.0,0.382,0.641,3.0,-9.166,0,0.0335,0.114,0.868,0.139,0.226,137.985,328613.0,4,8 -Hadag Nahash,◊®◊¢◊ì◊î ◊î◊ê◊ì◊û◊î,27.0,0.564,0.81,2.0,-6.154,1,0.0602,0.0324,0.0152,0.174,0.435,60.473,249685.0,4,10 -Divine Chaos,The Way to Oblivion,13.0,0.548,0.982,2.0,-4.835,1,0.0879,0.000224,0.00245,0.218,0.229,93.48,249880.0,4,8 -Halestorm,I Am the Fire,56.0,0.384,0.955,9.0,-2.884,0,0.266,0.0535,0.000997,0.0958,0.199,171.888,217173.0,4,10 -LoveLeo,BUZZCUT (feat. blackwinterwells),46.0,0.824,0.485,6.0,-10.345,0,0.0964,0.145,0.00076,0.0798,0.773,118.874,129717.0,4,1 -Wings,Band On The Run - Remastered 2010,72.0,0.479,0.601,7.0,-8.806,1,0.0318,0.0832,0.00142,0.11,0.669,124.966,313027.0,4,10 -Olivia Rodrigo,brutal,,0.669,0.543,4.0,-6.399,1,0.061,0.0305,1.44e-06,0.288,0.269,123.977,143747.0,4,10 -Seth,La Morsure du Christ,24.0,0.145,0.977,4.0,-5.079,0,0.107,1.12e-05,0.01,0.0766,0.092,144.857,352160.0,4,8 -Franz Ferdinand,Do You Want To,62.0,0.412,0.944,,-2.896,1,0.0448,0.0724,0.000493,0.801,0.79,123.091,215000.0,4,10 -Modest Mouse,Dashboard,64.0,0.639,0.903,11.0,-5.013,0,0.0371,0.00963,7.06e-05,0.174,0.96,135.938,246173.0,4,6 -World's First Cinema,Red Run Cold,58.0,0.478,0.548,7.0,-7.399,0,0.126,0.203,3.91e-06,0.246,0.412,147.757,223784.0,4,10 -Nirvana,Negative Creep,57.0,0.37,0.947,2.0,-7.213,1,0.0901,7.97e-06,0.000175,0.0762,0.418,81.744,175745.0,4,10 -Issam Alnajjar,Turning Me Up (Hadal Ahbek),74.0,0.744,0.816,11.0,-3.933,1,0.0372,0.144,8.51e-06,0.0902,0.748,120.062,144000.0,4,9 -Blind Seagull,Connections,35.0,0.301,0.578,7.0,-4.601,1,0.0421,3.56e-06,0.916,0.225,0.0978,174.897,161045.0,4,6 -Angelo De Augustine,Santa Barbara,56.0,0.597,0.157,7.0,-17.199,0,0.0451,0.962,0.0259,0.107,0.498,81.009,194027.0,4,6 -Tepr,Minuit Jacuzzi - Data Remix,27.0,0.566,0.873,,-5.926,0,0.178,0.000371,0.932,0.079,0.527,121.946,263800.0,4,6 -Wizard,I Bring Light Into the Dark,30.0,0.492,0.884,1.0,-11.061,0,0.0909,0.000653,1.14e-05,0.317,0.149,135.073,297165.0,4,8 -Nick Moss Band,Lucky Guy,32.0,0.486,0.945,2.0,-2.673,1,0.0356,0.245,8.78e-05,0.373,0.957,131.645,272933.0,4,2 -Dawda Jobarteh,I Met Her By The River,35.0,0.68,0.319,6.0,-12.18,0,0.0489,0.987,0.929,0.0878,0.473,135.04,4.437116667,3,7 -Young Stoner Life,Ski,82.0,0.953,0.621,8.0,-7.638,0,0.221,0.017,,0.0398,0.883,123.016,152333.0,4,9 -Laaz Rockit,Fire in the Hole,33.0,0.154,0.923,1.0,-6.55,0,0.0867,2.93e-06,0.848,0.431,0.163,151.523,230720.0,4,8 -Now is the Time,Jade Bird,53.0,0.532,0.844,7.0,-6.445,1,0.0398,0.00757,6.19e-06,0.173,0.661,109.966,3.59155,4,0 -White Rabbits,Percussion Gun,41.0,0.529,0.88,,-6.758,0,0.0473,0.152,0.000845,0.603,0.603,103.231,188307.0,4,6 -Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,1 -Periphery,Garden in the Bones,41.0,0.517,0.971,4.0,-5.189,1,0.0778,0.0057,3.75e-05,0.325,0.363,135.004,356507.0,4,8 -Ronnie Milsap,Daydreams About Night Things,,0.639,0.53,2.0,-9.358,1,0.0319,0.57,,0.0911,0.918,138.72,2.388883333,4,4 -American Authors,Brick By Brick,50.0,0.542,0.869,6.0,-4.047,0,0.086,0.00182,1.01e-05,0.488,0.61,81.966,205248.0,4,10 -Skindred,Ratrace,44.0,0.645,0.979,,-2.322,1,0.105,0.016,,0.371,0.798,106.963,201267.0,4,8 -Smoothboi Ezra,My Own Person,48.0,0.6,0.548,7.0,-6.977,1,0.0328,0.784,3.02e-05,0.116,0.263,89.98,264873.0,4,9 -Freddie King,Hideaway,36.0,0.658,0.71,9.0,-11.493,1,0.065,0.118,0.862,0.0582,0.899,122.666,152267.0,4,2 -The Palms,Levitate,54.0,0.606,0.781,1.0,-5.846,1,0.0703,0.142,0.00803,0.0734,0.632,170.007,230738.0,4,1 -KONGOS,Take It From Me,53.0,0.555,0.74,11.0,-7.016,0,0.175,0.0555,7.08e-06,0.306,0.761,172.915,190771.0,4,10 -Katori Walker,Melanated,26.0,0.529,0.593,1.0,-8.393,1,0.474,0.0598,,0.135,0.196,65.065,192810.0,4,5 -Vulfpeck,Back Pocket (Live at Madison Square Garden),39.0,0.486,0.935,4.0,-3.832,0,0.15,0.358,,0.939,0.589,94.567,313167.0,4,10 -The Struts,Mary Go Round,47.0,0.346,0.829,8.0,-5.123,1,0.0373,0.00104,,0.0539,0.505,161.954,199213.0,4,10 -Sheygets,◊û◊®◊ú◊ô◊ü ◊û◊ï◊†◊®◊ï,31.0,0.375,2.03e-05,1.0,-4.593,1,0.0638,0.221,0.000252,0.133,0.123,105.77,790093.0,4,6 -"Lata Mangeshkar, S. P. Balasubrahmanyam",Aaja Shaam Hone Aaee,26.0,0.53,0.562,5.0,-9.393,0,0.0422,0.749,5.16e-06,0.216,0.767,90.887,5.252883333,4,3 -Sister,Psycho Thrilling,36.0,0.593,0.979,1.0,-4.115,0,0.102,2.43e-05,0.028,0.0887,0.387,135.03,222227.0,4,10 -Andromida,Celestial,41.0,0.526,0.989,7.0,-4.121,0,0.119,8.35e-05,0.0565,0.139,0.12,149.998,257600.0,4,8 -The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,6 -Celeb Car Crash,Howl,26.0,0.366,0.941,2.0,-4.263,1,0.0714,0.000813,0.000223,0.114,0.183,82.994,277187.0,4,10 -Cheikh L√¥,Jamm,36.0,0.779,0.667,9.0,-11.031,0,0.0555,0.614,0.117,0.0905,0.9,159.943,288293.0,3,2 -Black Thought,Welcome To America (feat. C.S. Armstrong & Angela Hunte),42.0,0.507,0.852,1.0,-5.42,1,0.351,0.00587,1.57e-06,0.354,0.51,168.166,220029.0,4,5 -Kadialy Kouyate,Taling Dima,24.0,0.629,0.284,10.0,-11.694,0,0.0473,0.913,0.874,0.106,0.306,120.271,3.896466667,4,7 -Frazey Ford,The Kids Are Having None Of It,25.0,0.789,0.377,9.0,-9.369,0,0.043,0.326,0.00671,0.165,0.698,138.004,287973.0,4,2 -Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,1 -Kavita Krishnamurthy,Saanson Ki Mala,31.0,0.517,0.643,6.0,-10.679,0,0.0627,0.395,0.00239,0.141,0.782,143.786,6.79155,3,3 -Mr. Big,To Be With You - 2010 Remastered Version,73.0,0.688,0.375,4.0,-9.601,1,0.0535,0.286,,0.133,0.45,83.635,210480.0,4,10 -Cut Glass Kings,Shadow of Your Love,40.0,0.502,0.883,9.0,-5.205,1,0.0284,0.000136,0.315,0.154,0.129,129.993,155883.0,4,10 -"Crosby, Stills & Nash",Guinnevere - 2005 Remaster,42.0,0.467,0.0936,11.0,-19.998,0,0.0371,0.817,0.00365,0.113,0.178,113.699,277813.0,4,10 -bel canto,"Shimmering, Warm & Bright",28.0,0.686,0.622,1.0,-10.536,0,0.027,0.285,,0.275,0.679,107.076,197960.0,4,6 -Everyone You Know,Just for the Times,53.0,0.616,0.824,6.0,-3.646,0,0.128,0.00658,0.0257,0.3,0.206,125.024,205208.0,4,6 -Backstreet Boys,Breathe,41.0,0.442,0.363,4.0,-5.739,1,0.0271,0.566,,0.109,0.325,84.88,3.108216667,4,9 -Takatak,Fault Lines,26.0,0.487,0.953,8.0,-5.394,1,0.104,0.000203,0.00299,0.503,0.249,140.001,352813.0,4,8 -diveliner,basketball,41.0,0.388,0.449,1.0,-9.114,1,0.236,0.668,,0.214,0.262,180.181,141333.0,4,1 -The Fall of Troy,Knife Fight at the Mormon Church,32.0,0.485,0.97,3.0,-7.014,0,0.0609,4.07e-06,0.165,0.28,0.572,101.99,254678.0,4,6 -Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,10 -Shalom Hanoch,◊©◊ô◊® ◊ú◊ú◊ê ◊©◊ù,23.0,0.423,0.207,1.0,-14.793,0,0.0285,0.85,1.88e-06,0.116,0.175,83.051,279333.0,4,10 -Arik Einstein,◊ô◊© ◊ë◊ô ◊ê◊î◊ë◊î,40.0,0.691,0.397,5.0,-11.782,1,0.0294,0.548,3.93e-05,0.0917,0.328,83.878,253467.0,4,10 -Allman Brothers Band,Back Where It All Begins,43.0,0.377,0.891,9.0,-6.807,1,0.0631,0.038,0.176,0.345,0.639,103.243,550480.0,4,10 -Ido Katzir,◊û◊©◊î ◊ë◊® ◊°◊ô◊û◊ü ◊ò◊ï◊ë,12.0,0.715,0.788,1.0,-9.121,1,0.213,0.0841,0.000248,0.0826,0.465,179.009,121500.0,4,5 -Astrale,The Way I See,28.0,0.767,0.51,1.0,-5.737,1,0.152,0.0762,0.000385,0.153,0.525,120.022,181084.0,4,9 -The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,10 -James Blake,Before,54.0,0.699,0.464,5.0,-8.933,0,0.0744,0.39,0.171,0.315,0.283,110.986,287871.0,4,6 -The Living Tombstone,Discord,76.0,0.676,0.835,8.0,-4.382,0,0.044,0.00682,3.04e-05,0.081,0.8,104.987,193776.0,4,9 -iRO,Change Your Mind,36.0,0.531,0.772,9.0,-4.126,1,0.0446,0.0541,0.00693,0.0827,0.842,175.022,180273.0,4,9 -Lucero,Outrun the Moon,37.0,0.566,0.659,6.0,-6.157,0,0.0329,0.00232,0.0637,0.0923,0.319,122.005,298847.0,4,10 -Pop Will Eat Itself,Can U Dig It?,4.0,0.654,0.89,9.0,-6.514,0,0.0906,0.00204,,0.272,0.684,129.014,195320.0,4,1 -The Uptown Players,In a Sentimental Mood,44.0,0.546,0.095,2.0,-21.524,0,0.0356,0.831,0.711,0.119,0.195,116.071,4.573383333,4,7 -Louis Jordan,Let the Good Times Roll,47.0,0.705,0.401,9.0,-9.506,0,0.0475,0.812,,0.319,0.649,104.956,167227.0,4,2 -Electric Light Orchestra,Rock 'N' Roll Is King,43.0,0.366,0.73,9.0,-12.746,1,0.0668,0.423,4.31e-06,0.163,0.729,160.093,3.75,4,10 -Aya Korem,◊®◊ß ◊ê◊î◊ë◊î,33.0,0.575,0.523,7.0,-7.078,1,0.0259,0.372,0.000525,0.098,0.312,97.934,248235.0,3,9 -"SoundGuySam, Vāhaka",Nirvana,6.0,0.408,0.616,,-9.942,1,0.165,0.161,,0.089,0.379,160.173,3.0,4,0 -The Red Jumpsuit Apparatus,Face Down,75.0,0.545,0.932,7.0,-2.189,0,0.0399,0.000665,,0.127,0.464,92.956,192000.0,4,10 -LUMI√àRE,LA.BELLE.JOURN√âE 1971,28.0,0.595,0.66,10.0,-7.763,1,0.0286,0.156,0.00392,0.106,0.741,97.146,305724.0,4,6 -Refused,Refused Are Fucking Dead,33.0,0.375,0.946,7.0,-7.392,1,0.125,0.000277,0.376,0.374,0.46,107.309,310320.0,4,10 -Cat Clyde,All the Black - Acoustic,,0.585,0.136,10.0,-12.928,0,0.0327,0.893,6.96e-05,0.128,0.116,124.708,4.56533333,4,0 -Yishai,◊©◊ô◊® ◊©◊û◊ó,19.0,0.799,0.551,8.0,-6.924,1,0.0645,0.0818,2.14e-05,0.337,0.554,95.025,166833.0,4,5 -AURORA,Runaway,77.0,0.521,0.277,11.0,-10.34,1,0.0356,0.634,7.07e-05,0.103,0.13,115.01,4.147116667,4,9 -"Anne-Marie, Niall Horan",Our Song,84.0,0.595,0.759,11.0,-4.245,0,0.0423,0.141,,0.172,0.515,80.953,2.72888333,4,9 -Westlife,I Do,,0.386,0.453,4.0,-4.885,1,0.0268,0.734,,0.107,0.18,132.703,4.483333333,4,9 -david hugo,we made it.,59.0,0.653,0.515,5.0,-7.906,1,0.267,0.0706,,0.0756,0.674,176.05,164662.0,4,9 -my bloody valentine,Lose My Breath,44.0,0.391,0.651,6.0,-11.523,1,0.0266,0.000512,0.841,0.0954,0.402,92.124,218000.0,4,10 -Osher Cohen,◊ë◊®◊í◊¢◊ô◊ù ◊©◊ê◊™ ◊î◊ï◊ú◊õ◊™,43.0,0.508,0.643,11.0,-6.989,0,0.0487,0.589,,0.178,0.454,159.863,228169.0,4,9 -John Lee Hooker,No More Doggin',16.0,0.73,0.102,11.0,-17.232,1,0.0702,0.895,0.000993,0.0809,0.277,136.108,164933.0,4,2 -Papa Roach,Help,67.0,0.383,0.9,7.0,-5.42,1,0.134,0.00085,1.94e-06,0.271,0.286,183.96,214797.0,4,10 -Dolly Parton,I Will Always Love You,60.0,0.446,0.142,9.0,-13.498,1,0.0335,0.96,0.00114,0.101,0.156,135.724,2.934883333,4,4 -Novelists FR,Terrorist,54.0,0.331,0.917,5.0,-5.0,1,0.105,8.13e-05,0.00957,0.191,0.347,147.873,226652.0,4,8 -THE ANXIETY,Meet Me At Our Spot,71.0,0.773,0.47,2.0,-7.93,1,0.0299,0.0153,0.000193,0.0851,0.399,94.995,162680.0,4,6 -Lou Reed,Perfect Day,69.0,0.4,0.267,10.0,-12.488,1,0.0323,0.744,0.00734,0.103,0.0872,144.799,225000.0,3,6 -Studio Killers,Jenny (I Wanna Ruin Our Friendship),72.0,0.668,0.798,11.0,-5.701,1,0.0334,0.00305,0.0144,0.277,0.575,133.928,3.588,4,9 -"Claus Waidtløw, Nikolaj Hess, Portraits in Jazz",Melancholia,19.0,0.364,0.101,,-18.306,0,0.035,0.977,0.631,0.116,0.049,114.628,3.838233333,3,7 -Whitesnake,Is This Love - 2018 Remaster,69.0,0.263,0.759,,-7.288,1,0.0431,0.0555,,0.231,0.429,179.904,284496.0,4,10 -Alex Yarmak,Again,39.0,0.407,0.936,7.0,-6.875,1,0.0579,2.28e-06,0.729,0.104,0.679,90.023,106667.0,4,8 -Jimmy Dawkins,Little Angel Child,49.0,0.5,0.638,2.0,-7.262,1,0.0461,0.125,0.0285,0.199,0.746,122.621,239267.0,4,2 -Keane,Fly To Me,43.0,0.417,0.497,7.0,-7.812,1,0.0325,0.0097,0.00021,0.126,0.0698,119.867,332973.0,4,10 -clipping.,'96 Neve Campbell,46.0,0.763,0.613,1.0,-8.276,1,0.344,0.0468,,0.3,0.436,99.287,201227.0,4,5 -North Mississippi Allstars,Rollin 'N Tumblin,42.0,0.637,0.948,7.0,-6.362,1,0.119,0.0228,0.782,0.42,0.282,120.049,155987.0,4,2 -Johnny Cash,Hurt,75.0,0.534,0.392,9.0,-7.636,0,0.0267,0.649,0.000227,0.0948,0.163,90.379,216533.0,4,10 -Witchcraft,Deconstruction,48.0,0.297,0.872,3.0,-5.881,0,0.0405,0.000119,0.0232,0.32,0.533,80.384,309987.0,4,10 -Zak Abel,Be Kind,68.0,0.929,0.67,8.0,-3.977,1,0.0488,0.068,,0.318,0.938,120.935,181516.0,4,9 -RF Shannon,Ballad Of A Thin Place,49.0,0.615,0.518,1.0,-13.831,0,0.0274,0.604,0.00753,0.117,0.903,152.996,256212.0,4,1 -Battering Ram,Pieces,29.0,0.553,0.941,7.0,-5.312,1,0.073,0.000226,0.000465,0.127,0.5,108.735,222155.0,3,8 -Fatima Al Qadiri,Malaak,30.0,0.306,0.101,3.0,-20.043,0,0.0405,0.784,0.914,0.101,0.0395,109.185,198480.0,3,6 -The Black Dahlia Murder,Verminous,44.0,0.503,0.943,1.0,-7.368,1,0.156,2.77e-05,0.86,0.806,0.199,115.02,229808.0,4,8 -Canary In A Coalmine,Benjamin Francis Leftwich,44.0,0.745,0.61,7.0,-6.635,1,0.028,0.446,4.64e-05,0.0924,0.781,117.008,3.03,4,0 -Theo Alexander,Accidental Enlightenment,27.0,0.269,0.207,1.0,-13.212,0,0.0627,0.989,0.00108,0.193,0.367,111.391,238881.0,3,6 -Watertank,The Ejector Side,10.0,0.521,0.892,4.0,-4.911,0,0.0569,0.00749,0.706,0.0591,0.577,145.022,173379.0,4,10 -Hinds,Riding Solo,37.0,0.399,0.91,2.0,-5.285,1,0.0482,0.000125,0.204,0.196,0.537,175.978,216987.0,4,6 -Claudia Valentina,Seven,57.0,0.801,0.143,7.0,-10.698,0,0.0475,0.865,,0.132,0.562,119.891,223827.0,4,9 -dad sports,MANY FACES,42.0,0.528,0.909,11.0,-6.95,1,0.0438,3e-05,0.0346,0.376,0.823,147.988,153960.0,4,6 -Lewis Del Mar,Rosalie (CH. II),48.0,0.7,0.74,5.0,-6.547,0,0.041,0.152,0.000633,0.213,0.584,101.994,257627.0,4,6 -Rebel Wizard,heavy negative wizard metal in-fucking-excelsis,25.0,0.304,0.979,2.0,-3.768,1,0.12,9.92e-06,0.953,0.368,0.0379,139.985,127857.0,4,8 -Motionless In White,Another Life,71.0,0.39,0.939,4.0,-3.828,0,0.0787,5.08e-05,,0.0968,0.495,161.997,205394.0,4,10 -Bauhaus,Dark Entries,54.0,0.24,0.851,2.0,-11.941,1,0.0492,0.00017,0.641,0.344,0.512,171.036,231560.0,4,10 -Los Legendarios,Fiel,95.0,0.849,0.701,6.0,-4.407,0,0.06,0.407,,0.112,0.505,98.005,261667.0,4,9 -If I Die First,My Nightmares Would Do Numbers As Horror Movies,42.0,0.448,0.99,7.0,-4.186,1,0.209,0.000524,1.16e-05,0.0965,0.055,105.929,194151.0,4,8 -Mahendra Kapoor,Aaj Ki Raat,4.0,0.3,0.205,4.0,-14.32,1,0.038,0.973,0.472,0.227,0.477,84.659,3.126666667,3,3 -Maya Angelou,Maya Angelou Interview with Ebony Moments - Live Interview,12.0,0.714,0.393,2.0,-14.943,1,0.935,0.914,1.21e-06,0.167,0.469,114.094,304108.0,4,5 -Oddisee,Still Strange (feat. Priya Ragu & Sainte Ezekiel),46.0,0.551,0.573,1.0,-11.152,1,0.138,0.604,0.047,0.0909,0.607,66.268,264576.0,4,1 -Pooh Shiesty,Back In Blood (feat. Lil Durk),82.0,0.759,0.538,8.0,-8.256,0,0.384,0.151,,0.126,0.831,146.933,184490.0,4,5 -David Peretz,◊û◊ß◊ï◊ù ◊ë◊™◊ï◊õ◊ô,7.0,0.388,0.101,2.0,-13.673,1,0.0482,0.761,3.06e-05,0.166,0.187,168.468,287080.0,3,6 -John Moreland,Sallisaw Blue,44.0,0.395,0.866,7.0,-7.047,1,0.069,0.113,9.85e-06,0.112,0.835,150.768,237373.0,4,2 -The Stone Roses,I Wanna Be Adored - Remastered,65.0,0.494,0.862,4.0,-9.158,0,0.0273,0.012,0.213,0.228,0.59,112.596,292800.0,4,6 -Bury Me Alive,You & I,39.0,0.457,0.962,2.0,-3.334,1,0.159,0.000515,0.00058,0.132,0.137,140.062,260653.0,4,8 -The Oak Ridge Boys,American Made,51.0,0.696,0.527,8.0,-14.275,1,0.0329,0.108,0.000897,0.0377,0.974,128.962,2.66445,4,4 -Valence,La vie attend pas,13.0,0.69,0.594,10.0,-6.736,1,0.0299,0.0736,0.000918,0.0848,0.542,116.995,253556.0,4,6 -The New Mastersounds,4 Walls,36.0,0.73,0.711,11.0,-9.741,0,0.0375,0.579,0.0253,0.357,0.896,127.993,202123.0,4,9 -Hadag Nahash,◊ñ◊û◊ü ◊ú◊î◊™◊¢◊ï◊®◊®,41.0,0.617,0.772,9.0,-5.043,0,0.038,0.0468,,0.147,0.42,134.976,228133.0,4,5 -Helices,Una Historia para Acabar Con Todas las Historias,22.0,0.23,0.708,,-8.762,1,0.0403,3e-05,0.828,0.234,0.201,145.007,381360.0,3,10 -Frightened Rabbit,Get Out,43.0,0.366,0.859,1.0,-5.957,1,0.0531,0.0334,0.0774,0.139,0.569,178.021,201147.0,4,10 -Butcher Babies,Yorktown,48.0,0.579,0.89,11.0,-5.993,1,0.0572,7.17e-05,0.267,0.144,0.469,128.017,246450.0,4,8 -WhoMadeWho,Mermaids,48.0,0.726,0.493,10.0,-10.556,0,0.041,0.139,0.407,0.0935,0.396,121.004,232066.0,4,6 -"Bebe Rexha, Florida Georgia Line",Meant to Be (feat. Florida Georgia Line),77.0,0.643,0.783,10.0,-6.458,1,0.0856,0.047,,0.083,0.579,154.084,2.731166667,4,4 -Stephane Legar,Maman,23.0,0.792,0.808,7.0,-4.051,0,0.111,0.25,,0.0866,0.766,115.047,193043.0,4,9 -Backstreet Boys,This Is Us,46.0,0.595,0.675,,-6.696,1,0.035,0.0879,,0.12,0.411,134.08,3.052666667,4,9 -Faraway Friends,Spring,36.0,0.697,0.567,7.0,-7.628,1,0.0686,0.336,0.000176,0.193,0.168,94.991,194480.0,4,6 -Valencia,The Space Between,49.0,0.378,0.851,7.0,-4.378,1,0.0375,0.000336,,0.495,0.41,170.017,217120.0,4,10 -Hedonihil,Redeemer,14.0,0.419,0.983,9.0,-7.125,1,0.046,7.46e-06,0.0975,0.282,0.578,135.01,240352.0,4,8 -The Rolling Stones,Angie - Remastered 2009,3.0,0.434,0.546,9.0,-6.099,0,0.0294,0.687,0.000192,0.109,0.398,134.302,272440.0,4,10 -Rannar Sillard,From Here We Can See,40.0,0.186,0.114,4.0,-22.247,1,0.0371,0.747,0.855,0.111,0.0338,112.81,2.964,4,7 -Local H,Bound For The Floor,61.0,0.654,0.53,6.0,-7.409,1,0.0556,0.000113,0.0197,0.0534,0.584,119.284,222960.0,4,10 -Temples,Holy Horses,26.0,0.508,0.776,9.0,-5.438,1,0.0336,0.00114,0.00935,0.293,0.549,101.952,185427.0,4,6 -Sarah Jarosz,Build Me Up From Bones,52.0,0.53,0.283,5.0,-11.962,1,0.0367,0.876,0.000141,0.106,0.282,114.982,3.60288333,4,0 -Bomba Est√©reo,Deja,56.0,0.644,0.831,11.0,-7.118,0,0.0334,0.138,0.424,0.115,0.252,104.996,230893.0,4,1 -Led Zeppelin,Tangerine - Remaster,62.0,0.306,0.398,6.0,-12.767,1,0.0412,0.0857,6.02e-05,0.0756,0.0948,85.622,191828.0,4,10 -Mono Inc.,Louder Than Hell,44.0,0.446,0.852,3.0,-5.286,0,0.0315,0.000289,0.00932,0.226,0.387,90.007,266762.0,4,8 -Pretenders,Middle of the Road - 2007 Remaster,51.0,0.488,0.959,9.0,-5.575,1,0.0758,0.00333,0.0767,0.025,0.67,166.799,254293.0,4,10 -Night Tempo,Baby,33.0,0.949,0.696,1.0,-11.919,1,0.226,0.00154,0.0659,0.0878,0.558,127.995,240000.0,4,6 -Lady A,Love Don't Live Here,52.0,0.653,0.873,1.0,-3.829,1,0.0315,0.0619,3.41e-06,0.144,0.627,139.937,3.84,4,4 -Doctor Ross,Come Back Baby,35.0,0.65,0.424,10.0,-11.238,1,0.0646,0.87,0.0443,0.0869,0.865,91.977,170440.0,4,2 -AURAGRAPH,Opacity Field - FM Skyline Remix,30.0,0.613,0.768,4.0,-12.483,0,0.048,0.0773,0.933,0.119,0.747,170.899,247250.0,4,6 -HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,9 -binki,Wiggle,55.0,0.753,0.461,8.0,-8.857,0,0.0585,0.496,0.000372,0.116,0.897,103.919,179908.0,4,9 -Ameer Vann,IDFIATOK,50.0,0.811,0.756,6.0,-8.497,1,0.214,0.0321,0.0038,0.118,0.65,124.998,117366.0,4,5 -–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–ù–µ—Ç,41.0,0.622,0.779,2.0,-5.672,1,0.0314,0.0808,0.482,0.103,0.728,145.021,208000.0,4,6 -Wombo,Dreamsickle,31.0,0.456,0.832,,-7.053,1,0.0351,0.00591,0.821,0.11,0.796,163.048,147005.0,4,10 -Sam Feldt,The Best Days (feat. Tabitha),73.0,0.667,0.827,11.0,-5.631,1,0.0368,0.0863,,0.0565,0.573,107.95,161944.0,4,9 -The Chemical Brothers,Block Rockin' Beats,4.0,0.558,0.982,10.0,-3.125,0,0.063,0.0221,0.508,0.117,0.684,109.372,313667.0,4,1 -The Everly Brothers,Wake up Little Susie,62.0,0.709,0.62,2.0,-9.382,1,0.034,0.318,,0.0426,0.936,93.723,123520.0,4,10 -Alfie Templeman,"Wait, I Lied",58.0,0.787,0.852,5.0,-6.442,0,0.146,0.0175,0.000724,0.167,0.887,117.988,196039.0,4,6 -Ramones,Sheena Is a Punk Rocker - 2001 Remaster,17.0,0.534,0.866,,-6.013,1,0.0309,0.213,,0.0921,0.792,176.268,167840.0,4,6 -Ozzy Osbourne,Crazy Train,78.0,0.454,0.913,9.0,-4.008,1,0.107,0.408,0.000271,0.248,0.521,137.688,293183.0,4,8 -Dough-Boy,Back Then (feat. Bohan Phoenix),41.0,0.743,0.847,,-6.853,1,0.265,0.227,7.49e-06,0.356,0.499,94.941,143000.0,4,5 -maeshima soshi,Á©∫ËÖπ,39.0,0.696,0.499,8.0,-5.484,1,0.0312,0.0886,1.11e-06,0.105,0.476,79.985,283253.0,4,9 -Bombay Bandook,Sagariya,18.0,0.29,0.816,11.0,-3.916,0,0.0465,0.0416,1.77e-06,0.0894,0.0671,132.803,6.875733333,4,0 -Stone Temple Pilots,Three Wishes,48.0,0.528,0.518,7.0,-7.641,1,0.0281,0.425,0.315,0.125,0.395,139.98,291947.0,3,10 -Hannah Grey,Still Waters,41.0,0.113,0.127,8.0,-20.496,1,0.0355,0.943,0.907,0.152,0.0984,77.345,2.270833333,4,7 -"Uthara Unnikrishnan, Unnikrishnan",Endaro Mahanubhavulu,25.0,0.513,0.573,11.0,-8.069,0,0.0486,0.902,4.6e-06,0.0724,0.551,80.027,11.2,4,0 -Jon Batiste,FREEDOM,53.0,0.873,0.651,1.0,-4.179,1,0.0374,0.0251,0.000107,0.213,0.828,115.002,178290.0,4,9 -RRUCCULLA,Icy blue,10.0,0.411,0.49,6.0,-11.926,1,0.0354,0.000239,0.932,0.219,0.0394,115.343,202817.0,3,6 -Blessid Union Of Souls,Hey Leonardo (She Likes Me For Me),32.0,0.352,0.873,2.0,-7.366,1,0.142,0.0253,1.81e-06,0.89,0.497,104.662,281926.0,4,10 -Rostam,From The Back of a Cab,54.0,0.686,0.873,1.0,-5.002,1,0.0916,0.356,0.000226,0.0936,0.711,65.998,167320.0,4,9 -Slow Pulp,Idaho,53.0,0.543,0.608,9.0,-6.708,1,0.0311,0.119,0.00094,0.338,0.368,141.023,245843.0,4,6 -Moshe Peretz,◊õ◊ú ◊î◊û◊ô◊ú◊ô◊ù ◊î◊©◊û◊ó◊ï◊™,25.0,0.617,0.895,3.0,-4.207,0,0.0497,0.00353,,0.598,0.471,134.972,260458.0,4,9 -Fatima Al Qadiri,Medieval Femme,32.0,0.396,0.301,1.0,-17.747,1,0.0306,0.87,0.763,0.124,0.0795,89.882,200773.0,4,6 -Rae Sremmurd,Black Beatles,75.0,0.794,0.632,,-6.163,1,0.0649,0.142,,0.128,0.355,145.926,291893.0,4,5 -Deep Purple,Highway Star - Remastered 2012,67.0,0.307,0.909,9.0,-7.08,0,0.0574,0.135,0.0336,0.125,0.443,173.674,366136.0,4,8 -Cedric Burnside,Get Your Groove On,24.0,0.736,0.721,9.0,-9.665,0,0.0419,0.0773,0.00616,0.201,0.774,115.943,143013.0,4,2 -Emanuel,Worldwide,56.0,0.41,0.439,1.0,-3.789,0,0.0353,0.273,0.00154,0.0595,0.32,144.045,244783.0,4,1 -The White Stripes,I Just Don't Know What to Do With Myself,55.0,0.376,0.721,,-8.232,1,0.104,0.659,,0.113,0.36,94.947,166467.0,4,10 -Circa Waves,Sad Happy - Acoustic,42.0,0.721,0.344,1.0,-9.743,0,0.0593,0.855,0.00267,0.932,0.442,126.001,184143.0,4,10 -Zoro,African Girl Bad,46.0,0.582,0.67,5.0,-6.919,0,0.26,0.0752,1.08e-06,0.064,0.536,96.542,200816.0,4,9 -Sturgill Simpson,Paradise,59.0,0.358,0.3,2.0,-9.564,1,0.0423,0.777,3.56e-05,0.0889,0.557,185.132,198787.0,3,1 -AlienBlaze,Romantically Dead,47.0,0.403,0.483,1.0,-6.608,1,0.113,0.00233,0.125,0.139,0.296,191.904,213818.0,3,10 -Robert Palmer,Addicted To Love,68.0,0.702,0.578,2.0,-13.415,1,0.031,0.382,5.89e-06,0.0425,0.975,111.617,363640.0,4,10 -Meir Ariel,◊û◊ô◊ù ◊û◊™◊ï◊ß◊ô◊ù,43.0,0.451,0.264,7.0,-15.72,1,0.0351,0.16,0.000247,0.112,0.145,121.423,240267.0,3,10 -Logan Ledger,Starlight,46.0,0.599,0.729,4.0,-6.471,1,0.0254,0.181,0.00381,0.135,0.638,133.402,321400.0,4,1 -Funk Flex,You Know,64.0,0.891,0.585,,-6.122,0,0.131,0.0752,,0.134,0.24,125.024,111387.0,4,5 -Travis Scott,HIGHEST IN THE ROOM,86.0,0.598,0.427,7.0,-8.764,0,0.0317,0.0546,5.83e-06,0.21,0.0605,76.469,175721.0,4,5 -"Alka Yagnik, Kumar Sanu",Tumse Milne Ko Dil,42.0,0.529,0.812,1.0,-9.238,0,0.0706,0.768,1.93e-06,0.311,0.768,138.841,5.006666667,3,3 -Poolside,I Feel High (with DRAMA),62.0,0.716,0.752,2.0,-4.316,1,0.05,0.0112,0.0479,0.598,0.412,113.0,172500.0,4,6 -Eels,Susan's House,42.0,0.736,0.439,3.0,-11.845,1,0.0396,0.222,0.218,0.31,0.432,80.493,223800.0,4,1 -John Prine,Clay Pigeons,57.0,0.585,0.233,10.0,-15.949,1,0.028,0.892,0.000611,0.114,0.481,140.666,4.45221667,4,0 -Corvus Corax,Ragnar√∂k - Era Metallum - Single Edit,39.0,0.303,0.975,2.0,-4.93,1,0.126,2.41e-05,0.0285,0.272,0.172,173.799,454433.0,4,8 -Nachtblut,Leierkinder,36.0,0.489,0.94,9.0,-4.871,0,0.0591,0.000227,0.00107,0.318,0.538,164.995,240044.0,4,8 -Bathory,Call from the Grave,42.0,0.373,0.815,5.0,-8.702,1,0.053,0.000111,0.922,0.161,0.0415,128.962,294267.0,4,8 -J.B. Lenoir,Alabama Blues,44.0,0.675,0.308,6.0,-8.081,1,0.0348,0.824,3.75e-05,0.0607,0.69,97.446,194373.0,4,2 -Rajkumari,Dil Ka Paimana Hain,,0.674,0.111,1.0,-18.252,0,0.0704,0.995,0.941,0.138,0.789,62.448,3.251116667,4,3 -Ramones,Rock 'n' Roll High School - 2002 Remaster,56.0,0.499,0.87,,-4.431,1,0.126,0.0183,,0.0512,0.893,188.853,137400.0,4,10 -Steve Lacy,Dark Red,73.0,0.603,0.783,6.0,-4.023,1,0.062,0.449,7.96e-06,0.119,0.775,172.041,173104.0,4,6 -Sofia Kourtesis,Juntos,47.0,0.783,0.706,6.0,-11.098,0,0.0703,0.00214,0.0037,0.109,0.124,121.982,283266.0,4,6 -The Smiths,There Is a Light That Never Goes Out - 2011 Remaster,73.0,0.523,0.769,4.0,-5.855,1,0.0269,0.04,,0.136,0.876,136.162,244587.0,4,6 -Marilyn Manson,The Dope Show,60.0,0.562,0.671,4.0,-7.801,0,0.0379,8.73e-06,0.000491,0.792,0.376,134.962,226733.0,4,8 -Garbage,Queer,44.0,0.553,0.621,10.0,-7.474,0,0.0274,0.00591,0.00247,0.347,0.425,95.055,276493.0,4,10 -Radkey,Seize,36.0,0.286,0.954,11.0,-3.391,0,0.108,0.000211,0.282,0.305,0.489,173.142,159516.0,4,10 -AM,powers,51.0,0.839,0.523,2.0,-12.104,1,0.215,0.269,1.74e-05,0.165,0.515,141.94,175775.0,4,5 -COBRAH,WET,46.0,0.947,0.671,11.0,-8.916,0,0.243,0.0404,0.000966,0.0639,0.532,126.045,169867.0,4,6 -Eminem,"Lose Yourself - From ""8 Mile"" Soundtrack",76.0,0.686,0.735,2.0,-4.616,1,0.264,0.00921,0.00066,0.342,0.0596,171.355,322227.0,4,5 -All Traps On Earth,All Traps on Earth,23.0,0.256,0.466,7.0,-13.522,0,0.0403,0.227,0.852,0.12,0.047,145.073,1095394.0,3,10 -The Beatles,I Want To Hold Your Hand - Remastered 2009,64.0,0.496,0.703,7.0,-6.905,1,0.0376,0.525,2.08e-06,0.305,0.936,130.915,2.44533333,4,10 -Leonard Cohen,Suzanne,63.0,0.409,0.172,6.0,-16.44,0,0.0389,0.922,0.00112,0.111,0.352,132.151,3.82155,4,0 -"Kane Brown, blackbear",Memory,79.0,0.434,0.889,9.0,-5.684,1,0.0509,0.395,,0.273,0.845,113.326,2.55563333,5,9 -Tom Morello,Suburban Guerrilla,34.0,0.682,0.764,2.0,-5.806,1,0.0838,0.00265,0.501,0.265,0.55,156.009,186132.0,4,8 -Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,6 -Matt Hall,A Thousand Tears Ago,23.0,0.293,0.59,11.0,-5.271,1,0.182,0.169,,0.17,0.45,74.147,170296.0,4,9 -Genesis,Supper's Ready,43.0,0.31,0.61,4.0,-9.415,0,0.0723,0.147,0.000476,0.179,0.144,88.132,1385907.0,4,10 -Avicii,Wake Me Up,85.0,0.532,0.783,2.0,-5.697,1,0.0523,0.0038,0.0012,0.161,0.643,124.08,247427.0,4,9 -Toosii,shop (feat. DaBaby),65.0,0.865,0.64,7.0,-7.201,1,0.325,0.0185,,0.308,0.4,114.621,189919.0,5,5 -Omer Adam,◊û◊î◊§◊õ◊î ◊©◊ú ◊©◊û◊ó◊î,46.0,0.671,0.878,5.0,-4.219,0,0.0414,0.13,,0.385,0.772,132.082,240453.0,4,9 -Do Nothing,Uber Alles,34.0,0.675,0.776,7.0,-7.893,1,0.0415,0.23,0.00929,0.16,0.169,126.94,234560.0,4,6 -Megadeth,Train Of Consequences - Remastered 2004,50.0,0.555,0.946,8.0,-3.922,1,0.158,0.000116,0.00119,0.0477,0.568,114.755,211227.0,4,8 -Amanar,Alghafiat,38.0,0.707,0.611,7.0,-7.058,0,0.032,0.473,4.43e-06,0.0729,0.884,134.933,397707.0,4,2 -The Orielles,Bobbi's Second World,42.0,0.567,0.763,1.0,-4.361,0,0.0579,0.15,0.00142,0.0704,0.777,111.079,202844.0,4,1 -W.A.S.P.,Sleeping (In The Fire),52.0,0.253,0.646,8.0,-9.326,1,0.0306,9.77e-05,,0.0856,0.178,91.926,235893.0,4,10 -The Black Keys,Gotta Get Away,55.0,0.475,0.836,4.0,-5.446,1,0.0529,0.0175,,0.104,0.723,123.144,180173.0,4,10 -Jet,Are You Gonna Be My Girl?,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,10 -5th Dimension String Quartet,To Capture The Infinite,41.0,0.0764,0.131,,-17.381,1,0.0408,0.953,0.858,0.0937,0.0373,80.959,2.795683333,1,7 -Hadag Nahash,◊õ◊ú ◊î◊¶'◊ï◊¶'◊ï◊™,21.0,0.763,0.869,10.0,-5.862,0,0.057,0.154,0.514,0.105,0.796,125.573,258733.0,4,5 -"Queen, David Bowie",Under Pressure - Remastered 2011,60.0,0.663,0.712,2.0,-7.268,1,0.0479,0.524,,0.0804,0.527,113.439,3.942,4,10 -Enter Shikari,{ The Dreamer‚Äôs Hotel },44.0,0.501,0.868,10.0,-7.406,0,0.129,0.000159,9.06e-05,0.239,0.621,159.965,173305.0,4,10 -AJ Tracey,Top Dog,62.0,0.586,0.725,9.0,-6.844,0,0.381,0.248,,0.0825,0.867,131.139,200000.0,5,5 -Neon Graves,Piece of Me,25.0,0.506,0.966,6.0,-6.093,1,0.0876,0.000296,0.00701,0.348,0.232,119.978,203500.0,4,8 -David Bowie,China Girl - 2018 Remaster,59.0,0.651,0.699,4.0,-7.867,0,0.0277,0.039,0.0659,0.124,0.832,133.793,5.56361667,4,10 -Paul Wall,Sittin' Sidewayz (feat. Big Pokey),60.0,0.721,0.621,1.0,-4.378,1,0.306,0.00469,0.0103,0.199,0.568,159.967,228933.0,4,5 -Juice WRLD,Real Shit (with benny blanco),74.0,0.703,0.703,1.0,-4.672,1,0.133,0.605,,0.12,0.697,76.017,183783.0,4,9 -Caroline Spence,The Middle,46.0,0.653,0.5,6.0,-9.179,1,0.0257,0.104,9.12e-06,0.0892,0.347,131.045,3.72626667,4,0 -Harry Styles,Sign of the Times,82.0,0.516,0.595,5.0,-4.63,1,0.0313,0.0275,,0.109,0.222,119.972,340707.0,4,9 -Santana,The Game of Love (feat. Michelle Branch) - Main / Radio Mix,62.0,0.59,0.929,2.0,-3.236,1,0.0478,0.0714,0.000153,0.0598,0.674,119.818,254467.0,4,10 -Kochevet Al,◊©◊ß◊ô◊¢◊î ◊î◊§◊ï◊õ◊î,26.0,0.422,0.675,5.0,-7.089,1,0.0723,0.106,0.000242,0.0588,0.626,190.033,200725.0,4,6 -The Jesus and Mary Chain,Reverence,,0.444,0.991,11.0,-5.412,0,0.101,1.65e-05,0.787,0.118,0.665,104.882,220693.0,4,6 -Cage The Elephant,Cigarette Daydreams,78.0,0.636,0.676,2.0,-3.442,1,0.0263,0.0807,,0.0831,0.273,113.98,208760.0,4,9 -Pop Up!,Surprise,32.0,0.713,0.96,11.0,-7.85,1,0.447,0.0287,0.922,0.657,0.411,117.105,126231.0,4,6 -King Gizzard & The Lizard Wizard,Rattlesnake,39.0,0.58,0.963,11.0,-5.918,1,0.0388,0.0311,0.849,0.396,0.814,170.593,468093.0,4,6 -Eastmountainsouth,So Are You To Me,40.0,0.302,0.0783,2.0,-14.968,1,0.0325,0.956,9.88e-05,0.12,0.231,140.485,1.96266667,5,0 -Colony House,O YA,47.0,0.502,0.96,6.0,-4.523,1,0.143,0.288,0.000254,0.676,0.438,76.04,260000.0,4,10 -Osher Cohen,◊™◊ó◊ñ◊®◊ô ◊û◊î◊®,47.0,0.537,0.294,7.0,-11.122,0,0.0454,0.826,,0.149,0.577,155.841,240585.0,4,9 -Miri Mesika,◊ë◊õ◊®◊ù ◊™◊ô◊û◊ü,19.0,0.65,0.902,,-3.281,1,0.0539,0.229,,0.111,0.627,99.977,191820.0,4,9 -Isaac Valero,Afrodite,41.0,0.701,0.0565,3.0,-19.018,0,0.106,0.948,0.335,0.108,0.319,123.79,1.766666667,4,7 -Fastball,The Way,64.0,0.646,0.882,6.0,-5.648,0,0.0346,0.143,9.67e-06,0.335,0.908,120.837,257093.0,4,9 -Robert Palmer,Sneakin' Sally Through The Alley,56.0,0.64,0.679,4.0,-12.356,1,0.0302,0.424,0.00294,0.0878,0.965,99.296,265893.0,4,10 -Failure,Another Space Song,51.0,0.511,0.701,1.0,-7.861,1,0.0252,0.000253,0.563,0.0631,0.189,84.318,310333.0,4,10 -Tom Petty,Free Fallin',78.0,0.623,0.449,5.0,-13.333,1,0.0253,0.212,,0.0613,0.572,84.383,4.26666667,4,10 -Bartholomew Kind,Memento,30.0,0.539,0.893,11.0,-6.149,0,0.0647,0.0609,0.0535,0.114,0.244,170.009,236727.0,4,1 -Pavement,Cut Your Hair,58.0,0.472,0.735,4.0,-9.822,0,0.0305,0.00596,0.00124,0.166,0.643,110.809,186733.0,4,6 -Jordan Rudess,"Wired For Madness, Pt. 1.1 (Bring It On)",32.0,0.546,0.847,2.0,-9.797,1,0.0473,0.000301,0.866,0.0935,0.314,108.495,320416.0,4,8 -Bromeliad,Frankenthaler,44.0,0.527,0.0896,,-18.975,1,0.0332,0.992,0.826,0.107,0.0509,152.111,1.752433333,3,7 -Soulfly,Back to the Primitive,48.0,0.601,0.89,11.0,-4.824,1,0.0965,0.000156,0.608,0.123,0.688,112.085,261960.0,4,8 -USS (Ubiquitous Synergy Seeker),Feel Alive,42.0,0.558,0.658,11.0,-7.661,1,0.0535,0.0298,,0.135,0.519,122.031,226669.0,4,1 -Barns Courtney,Little Boy,47.0,0.654,0.621,11.0,-8.555,1,0.0328,0.384,4.06e-06,0.119,0.41,113.955,233448.0,4,10 -New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,10 -"Antonio Vivaldi, Accademia I Filarmonici, Alberto Martini","Concerto for Strings in G Minor, RV 153: II. Andante",23.0,0.119,0.0425,7.0,-25.683,0,0.0538,0.905,0.351,0.158,0.106,176.675,2.229333333,3,7 -Echo Collective,Respire,18.0,0.124,0.0359,,-21.203,0,0.0632,0.877,0.902,0.125,0.0223,70.922,654123.0,4,6 -Mugshot,Good People,40.0,0.301,0.959,10.0,-3.463,0,0.111,2.54e-05,0.000624,0.167,0.251,139.928,171739.0,4,8 -TDJ,Lalala (Want Somebody),26.0,0.649,0.712,8.0,-6.153,1,0.0416,0.0013,0.672,0.107,0.285,123.009,366045.0,4,6 -The Anniversary,The D In Detroit,34.0,0.392,0.891,6.0,-6.133,0,0.0485,0.000144,0.000165,0.091,0.348,191.717,256640.0,4,10 -Soundgarden,Been Away Too Long,45.0,0.475,0.971,9.0,-3.541,1,0.102,5.49e-05,0.0124,0.367,0.641,152.868,216213.0,4,10 -Rich Robinson,Time To Leave,24.0,0.344,0.523,7.0,-7.418,1,0.0314,0.0792,0.16,0.12,0.183,87.121,298427.0,3,2 -Dissection,Black Dragon,41.0,0.481,0.909,5.0,-4.124,0,0.038,1.56e-05,0.12,0.385,0.576,102.878,288173.0,4,8 -Brad Mehldau Trio,These Foolish Things (Remind Me of You),44.0,0.44,0.128,3.0,-17.651,1,0.0425,0.951,0.933,0.1,0.179,81.028,6.011783333,4,7 -Ill Ni√±o,All or Nothing (feat. Sonny Sandoval of P.O.D.),50.0,0.593,0.949,2.0,-5.459,1,0.066,5.31e-05,1.05e-06,0.0819,0.419,106.008,200661.0,4,8 -Mike Williams,Without You,68.0,0.701,0.866,11.0,-4.589,0,0.0838,0.0243,,0.17,0.327,124.008,151000.0,4,9 -Doble Pletina,Algo de Lo Que Me Pueda Quejar,33.0,0.709,0.727,,-9.014,1,0.0287,0.356,0.00307,0.133,0.936,122.973,257591.0,4,6 -Oasis,Talk Tonight,53.0,0.392,0.428,4.0,-8.405,0,0.0246,0.52,7.8e-06,0.365,0.317,84.505,263747.0,4,10 -Lightning Bug,The Right Thing Is Hard To Do,33.0,0.413,0.44,4.0,-9.951,1,0.0299,0.0663,0.0565,0.126,0.271,140.482,226825.0,4,1 -Friendship Commanders,Stonechild,24.0,0.293,0.667,9.0,-5.707,1,0.0692,1.12e-05,0.0306,0.111,0.306,117.921,249592.0,4,6 -Michael Swissa,◊¢◊ù ◊î◊í◊ê◊†◊í,30.0,0.563,0.663,1.0,-7.266,1,0.292,0.481,0.000237,0.152,0.651,81.014,214321.0,4,5 -Black Thought,"Good Morning (feat. Pusha T, Swizz Beatz & Killer Mike)",49.0,0.427,0.865,1.0,-5.059,1,0.383,0.0985,1.44e-05,0.371,0.839,93.427,200131.0,4,5 -Necrophobic,Devil's Spawn Attack,20.0,0.409,0.975,2.0,-5.04,1,0.109,2.67e-06,0.369,0.343,0.27,134.971,222933.0,4,8 -Mosh Ben Ari,◊ê◊™ ◊©◊ï◊û◊¢◊™,41.0,0.683,0.634,4.0,-5.612,1,0.0312,0.254,,0.14,0.405,104.093,186974.0,4,9 -Avril Lavigne,Tomorrow,55.0,0.632,0.793,6.0,-7.184,0,0.0274,0.00853,0.00089,0.157,0.609,136.012,228840.0,4,10 -Victoria,Perennial,36.0,0.284,0.9,2.0,-5.659,1,0.0551,8.81e-05,0.885,0.0834,0.623,91.062,293027.0,3,8 -"New Person, Old Place",Madi Diaz,48.0,0.603,0.443,,-7.73,1,0.0288,0.533,2.24e-06,0.097,0.421,134.891,4.103783333,4,0 -Yehudit Ravitz,◊ê◊®◊• ◊ò◊®◊ï◊§◊ô◊™ ◊ô◊§◊î,24.0,0.688,0.753,4.0,-11.391,1,0.051,0.308,0.000144,0.0795,0.871,133.139,293400.0,4,10 -Yvette,Outside,65.0,0.841,0.667,1.0,-5.638,1,0.222,0.044,1.47e-05,0.169,0.256,94.993,122568.0,4,5 -Queensr√øche,Jet City Woman - Remastered 2003,56.0,0.499,0.934,8.0,-3.661,0,0.0966,0.0468,3.13e-06,0.703,0.357,110.044,321573.0,4,8 -Caroline Polachek,Door,59.0,0.684,0.438,3.0,-8.309,1,0.0388,0.222,,0.262,0.253,123.997,322563.0,4,6 -Wildstreet,Set It Off,43.0,0.518,0.94,10.0,-3.199,0,0.0616,0.00881,,0.26,0.514,85.018,202640.0,4,10 -Sonny Rollins,Sonnymoon For Two,34.0,0.61,0.414,7.0,-9.503,0,0.0518,0.674,0.00862,0.141,0.509,121.968,546000.0,4,2 -Conan Gray,Heather,88.0,0.357,0.425,5.0,-7.301,1,0.0333,0.584,,0.322,0.27,102.078,198040.0,3,9 -All Them Witches,Enemy of My Enemy,45.0,0.245,0.97,10.0,-5.319,0,0.0965,0.00121,0.854,0.317,0.311,178.956,209644.0,4,8 -Busty and the Bass,Time Don't Make Me A Stranger - Instrumental,38.0,0.69,0.272,5.0,-10.492,1,0.0255,0.324,0.431,0.658,0.337,62.997,216828.0,3,1 -Motorjesus,Hellbreaker,35.0,0.527,0.944,5.0,-4.763,0,0.0519,0.000105,,0.0915,0.534,125.009,247747.0,4,8 -Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,6 -L.A. Sunday,Pillars,27.0,0.696,0.319,8.0,-16.729,0,0.0624,0.502,0.0237,0.116,0.382,144.024,260000.0,4,6 -The 1975,Girls,61.0,0.657,0.913,11.0,-4.984,1,0.0528,0.00392,0.00149,0.466,0.906,108.036,254620.0,4,10 -Ben Howard,Only Love,10.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,4.15288333,4,0 -Santana,Evil Ways,61.0,0.704,0.528,5.0,-13.382,1,0.0358,0.22,0.35,0.14,0.73,117.472,238267.0,4,10 -ALLBLACK,We Straight (feat. Vince Staples),38.0,0.896,0.709,1.0,-7.315,1,0.289,0.0666,,0.141,0.746,102.031,254000.0,4,5 -Ulver,Russian Doll,40.0,0.569,0.499,9.0,-13.927,0,0.0506,0.166,0.0455,0.0738,0.496,169.963,235000.0,4,8 -Black Stone Cherry,Built For Comfort,43.0,0.333,0.88,,-3.08,1,0.0963,0.000455,0.135,0.33,0.49,162.838,264280.0,4,10 -Clubhouse,Heartbroke,51.0,0.803,0.576,11.0,-7.451,0,0.0518,0.109,1.95e-05,0.122,0.634,99.989,183901.0,4,6 -Dudu Tassa,◊ê◊†◊ô ◊®◊•,39.0,0.736,0.745,8.0,-5.631,0,0.0282,0.358,0.000292,0.0738,0.917,106.029,176240.0,4,10 -Audioslave,I Am the Highway,66.0,0.341,0.662,9.0,-5.023,0,0.0335,0.105,,0.113,0.2,174.875,334907.0,4,10 -Billie Eilish,everything i wanted,85.0,0.704,0.225,6.0,-14.454,0,0.0994,0.902,0.657,0.106,0.243,120.006,245426.0,4,9 -Panic! At The Disco,Say Amen (Saturday Night),67.0,0.491,0.867,6.0,-2.313,0,0.103,0.167,,0.458,0.602,167.965,189187.0,4,10 -Sammi Smith,Help Me Make It Through The Night,51.0,0.559,0.35,8.0,-12.01,1,0.0245,0.605,0.000443,0.102,0.413,78.035,2.592216667,4,4 -Filthy Gears,Ted Bundy,11.0,0.749,0.723,5.0,-4.15,1,0.0612,0.00614,0.0012,0.191,0.416,139.933,193714.0,4,5 -Orions Belte,Dearest,28.0,0.504,0.604,4.0,-9.249,1,0.0479,0.365,0.546,0.112,0.409,81.087,199947.0,4,6 -Dravier,A Glass Steam Bath,16.0,0.326,0.377,1.0,-14.254,1,0.0503,0.961,0.869,0.067,0.645,118.223,353419.0,5,6 -Idan Amedi,◊í◊ù ◊ï◊í◊ù,27.0,0.605,0.662,2.0,-5.216,0,0.0347,0.452,,0.0706,0.742,106.036,183347.0,4,9 -Neta Weiner,Hozer,10.0,0.663,0.81,11.0,-6.778,0,0.347,0.241,,0.0963,0.664,166.067,231867.0,4,5 -Ida Mae,Boom Boom Boom,30.0,0.395,0.787,,-5.433,1,0.157,0.684,0.137,0.175,0.515,174.626,190893.0,4,2 -Kenny Rogers,The Gambler,,0.682,0.532,4.0,-11.61,1,0.0826,0.408,,0.122,0.773,88.286,3.511316667,4,4 -Brain Police,Rooster Booster,34.0,0.31,0.832,7.0,-5.139,1,0.0369,2.9e-05,0.00956,0.411,0.416,153.284,266200.0,4,8 -Tame Impala,Half Full Glass Of Wine,54.0,0.679,0.768,,-7.246,1,0.0787,0.254,0.0401,0.0916,0.685,126.117,266627.0,4,8 -Elai Botner,◊¢◊ï◊ì ◊ê◊ó◊ì ◊©◊©◊® ◊ú◊ö,50.0,0.677,0.71,1.0,-7.914,1,0.0756,0.00978,,0.196,0.864,107.965,226002.0,4,10 -Lonesome Sundown,My Home Is A Prison,16.0,0.245,0.531,9.0,-11.252,1,0.0424,0.394,1.53e-05,0.266,0.503,66.936,191467.0,4,2 -Samael,On Earth,42.0,0.463,0.984,2.0,-4.043,0,0.0802,7.71e-05,0.000474,0.318,0.364,85.87,240400.0,4,8 -Interpol,All The Rage Back Home,51.0,0.287,0.91,7.0,-5.759,1,0.0571,4.12e-05,0.571,0.277,0.367,84.499,262427.0,4,6 -Square One,Caamp,60.0,0.685,0.25,4.0,-15.138,1,0.0416,0.911,0.000306,0.108,0.317,103.387,3.11325,4,0 -Sebastian Mullaert,Undressing the Sky,20.0,0.432,0.446,5.0,-16.373,1,0.091,0.347,0.849,0.115,0.15,127.081,411732.0,4,6 -Itay Levi,◊®◊ß ◊ë◊†◊ï◊™,47.0,0.736,0.703,10.0,-6.09,0,0.0676,0.302,,0.308,0.795,125.941,184967.0,4,9 -Verzache,All I Need,61.0,0.663,0.786,9.0,-5.325,1,0.0353,0.212,1.96e-06,0.0957,0.319,145.977,203751.0,4,6 -The Beatles,Blackbird - Remastered 2009,74.0,0.686,0.127,7.0,-14.361,1,0.0342,0.754,1.41e-05,0.0573,0.372,93.699,138387.0,4,10 -Gorillaz,Stylo (feat. Mos Def and Bobby Womack),64.0,0.686,0.751,10.0,-5.747,0,0.0604,0.00604,0.000849,0.0979,0.851,100.222,270520.0,4,6 -Avelino,Demons,51.0,0.923,0.633,1.0,-7.226,0,0.315,0.0136,,0.861,0.727,136.991,133080.0,4,5 -Yuval Dayan,◊°◊ï◊§◊®◊™ ◊™◊≥◊ì◊ß◊ï◊™,32.0,0.479,0.55,1.0,-7.123,0,0.0288,0.0373,,0.321,0.214,99.698,205427.0,4,9 -A Perfect Circle,Judith,67.0,0.366,0.894,11.0,-4.682,0,0.0568,3.45e-05,0.17,0.267,0.304,82.305,247267.0,3,10 -Queen,I Want To Break Free - Remastered 2011,68.0,0.875,0.407,4.0,-10.505,1,0.0376,0.0769,0.000785,0.116,0.777,109.088,198773.0,4,10 -Electric Enemy,Where Do We Go From Here?,,0.415,0.407,1.0,-5.505,0,0.0379,0.0397,3.02e-05,0.108,0.219,75.525,188550.0,4,10 -Joep Beving,Sirius,35.0,0.156,0.138,,-18.612,0,0.0326,0.965,0.925,0.139,0.0982,59.862,95303.0,4,1 -Lady Gaga,Rain On Me (with Ariana Grande),82.0,0.672,0.855,9.0,-3.764,1,0.0397,0.021,,0.323,0.646,123.056,182200.0,4,9 -James Bay,Move Together,50.0,0.556,0.297,10.0,-10.841,1,0.0344,0.717,1.64e-05,0.141,0.282,130.617,275493.0,3,10 -Modest Mouse,"The Ground Walks, with Time in a Box",50.0,0.65,0.957,9.0,-3.4,0,0.0439,0.0102,0.0125,0.193,0.877,128.009,370387.0,4,10 -The Steel Woods,Let the Rain Come Down,54.0,0.644,0.616,2.0,-5.755,0,0.0325,0.14,0.00178,0.0745,0.345,147.083,199773.0,4,10 -Rad Horror,Narration of a Lost Millennial,27.0,0.584,0.754,11.0,-8.482,0,0.0404,0.0315,0.856,0.127,0.398,139.964,185143.0,4,1 -Daze of June,Hiroshima (feat. Keisuke Numata),39.0,0.473,0.985,2.0,-3.312,1,0.132,8.91e-05,6.48e-05,0.13,0.082,125.003,264940.0,4,8 -Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,1 -–ò–º–ø—É–ª—å—Å-80,–í–µ–ª–æ—Å–∏–ø–µ–¥–Ω–∞—è —Ä–æ–º–∞–Ω—Ç–∏–∫–∞,20.0,0.589,0.691,10.0,-9.078,1,0.0717,0.318,0.881,0.0875,0.966,179.908,233340.0,4,6 -Lukas Nelson and Promise of the Real,Turn Off The News (Build A Garden) - Acoustic,40.0,0.384,0.292,1.0,-6.762,1,0.0311,0.623,,0.0998,0.433,166.626,181350.0,4,1 -The Offspring,Pretty Fly (For A White Guy),73.0,0.723,0.895,11.0,-3.707,0,0.102,0.088,,0.0717,0.963,143.373,188667.0,4,10 -In Flames,Only for the Weak,63.0,0.418,0.835,,-4.824,0,0.0449,2.33e-06,0.766,0.289,0.549,104.986,294867.0,4,8 -Red Lorry Yellow Lorry,Talk About The Weather,41.0,0.524,0.935,2.0,-12.208,1,0.0649,0.00471,0.9,0.0955,0.467,96.026,246453.0,4,10 -Eden Meiri,◊ñ◊ï◊õ◊®◊™,49.0,0.714,0.392,5.0,-10.873,1,0.0842,0.849,,0.0779,0.656,145.001,192008.0,4,9 -The Pretty Reckless,Prisoner,45.0,0.654,0.801,7.0,-7.529,1,0.085,0.0338,0.000108,0.348,0.458,81.095,180227.0,4,10 -The Doors,The Changeling,53.0,0.751,0.709,8.0,-7.291,0,0.037,0.0149,0.113,0.176,0.795,118.249,259267.0,4,10 -August Burns Red,Westworld,43.0,0.302,0.907,9.0,-4.644,0,0.0708,0.000784,0.828,0.148,0.0624,111.539,328094.0,1,8 -Written by Wolves,Let It Burn,48.0,0.467,0.851,4.0,-7.116,0,0.0401,0.00364,0.00161,0.136,0.211,160.031,235680.0,4,8 -Huron John,Garbage,39.0,0.795,0.644,11.0,-7.521,0,0.0319,0.28,0.735,0.201,0.804,119.01,197145.0,4,9 -L√âON,Falling Apart,56.0,0.389,0.256,10.0,-9.01,1,0.0508,0.822,,0.114,0.382,74.517,195038.0,3,9 -For Giants,What Happened To You,26.0,0.463,0.939,1.0,-6.56,1,0.041,3.57e-06,0.851,0.331,0.494,101.989,267794.0,3,8 -B.B. King,Playin' With My Friends,44.0,0.689,0.74,5.0,-9.161,0,0.0393,0.0666,0.000184,0.187,0.788,121.212,318040.0,4,2 -Kaan Bo≈ünak,≈ûeyhim Beni I≈üƒ±nla,51.0,0.465,0.658,4.0,-9.507,0,0.0383,0.000788,0.586,0.0842,0.464,79.012,151490.0,4,10 -Ben Woodward,Before You Go (Acoustic),49.0,0.42,0.243,11.0,-12.448,1,0.045,0.891,,0.0981,0.268,167.278,213281.0,3,9 -Kasabian,Wasted,53.0,0.577,0.896,1.0,-6.662,0,0.0392,0.0108,7.42e-05,0.206,0.591,127.967,247307.0,4,10 -Eric Gales,Change In Me (The Rebirth),28.0,0.615,0.74,1.0,-4.225,0,0.0469,0.201,0.000118,0.351,0.771,148.049,277160.0,4,2 -Wye Oak,Evergreen,28.0,0.34,0.579,7.0,-7.656,1,0.0296,0.0414,8.19e-05,0.201,0.631,168.21,227173.0,4,1 -"Kishore Kumar, R. D. Burman, Sapan Chakraborty, Bhupinder Singh",Zindagi Milke Bitayenge - Happy Version / Satte Pe Satta / Soundtrack Version,32.0,0.53,0.699,1.0,-7.282,1,0.0639,0.393,,0.0636,0.711,118.362,4.505783333,4,3 -Dr. Dre,"Nuthin' But A ""G"" Thang",76.0,0.801,0.699,11.0,-8.18,0,0.279,0.00575,,0.146,0.655,94.605,238467.0,4,5 -Stepson,Come with Me,42.0,0.468,0.998,11.0,-2.158,1,0.235,0.000405,7.13e-06,0.39,0.0705,99.928,171880.0,4,8 -Reyanna Maria,So Pretty,71.0,0.799,0.543,10.0,-6.094,0,0.24,0.0512,0.0425,0.134,0.25,187.906,85742.0,4,5 -Fuel,Bittersweet,39.0,0.514,0.917,4.0,-5.706,0,0.0344,0.000168,1.26e-06,0.0951,0.374,97.606,232067.0,4,10 -Hanan Ben Ari,◊û◊î ◊ê◊™◊î ◊®◊ï◊¶◊î ◊û◊û◊†◊ô,43.0,0.471,0.478,,-6.388,1,0.0311,0.126,,0.0981,0.277,127.971,237213.0,4,9 -NF,JUST LIKE YOU,77.0,0.775,0.757,9.0,-4.607,0,0.228,0.489,,0.28,0.541,140.044,251237.0,4,9 -Moneybagg Yo,Time Today,77.0,0.912,0.608,1.0,-7.686,1,0.397,0.0458,,0.248,0.327,136.994,136900.0,4,5 -Lovegod,JUMP!,33.0,0.58,0.888,4.0,-5.424,0,0.0305,0.00143,,0.367,0.678,125.982,163610.0,4,8 -Escape the Fate,Unbreakable,47.0,0.563,0.82,1.0,-6.74,0,0.0489,0.00546,0.000579,0.191,0.558,123.035,182470.0,4,10 -Sfven,Changing,31.0,0.574,0.66,9.0,-6.804,1,0.103,0.0283,0.000301,0.0451,0.579,88.541,227185.0,4,6 -Jolly Jumpers,Palomino,39.0,0.54,0.711,2.0,-5.797,1,0.0265,0.0111,0.000331,0.166,0.25,90.607,225787.0,4,10 -Just Geo,Riot (See No Evil Dub),10.0,0.721,0.97,6.0,-7.283,0,0.056,0.000263,0.688,0.0669,0.898,140.044,227079.0,4,5 -Ard Adz,Full Throttle,57.0,0.82,0.543,7.0,-9.568,0,0.334,0.193,,0.163,0.824,139.992,181786.0,4,5 -The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,6 -Larkin Poe,Back Down South,33.0,0.558,0.563,,-6.01,0,0.0277,0.0331,5.72e-06,0.107,0.349,105.037,234866.0,4,2 -Nirvana,Smells Like Teen Spirit,82.0,0.502,0.912,1.0,-4.556,1,0.0564,2.55e-05,0.000173,0.106,0.72,116.761,301920.0,4,10 -Termina,Desolate Specter,38.0,0.464,0.957,6.0,-6.629,0,0.116,0.000982,0.00207,0.31,0.251,154.953,192772.0,4,8 -James Bay,Let It Go - James Bay Spotify Session 2015,63.0,0.499,0.21,1.0,-9.122,1,0.042,0.891,1.17e-05,0.726,0.39,140.23,4.76445,3,0 -Spirea X,Chlorine Dream,24.0,0.441,0.532,9.0,-13.569,1,0.0333,3.4e-05,0.603,0.252,0.408,103.67,264533.0,4,10 -Rostam,Unfold You,53.0,0.563,0.417,9.0,-7.983,1,0.0384,0.598,0.00427,0.303,0.395,75.401,234973.0,4,6 -Vernon Sanders,Cherie,50.0,0.378,0.0761,5.0,-23.045,1,0.0351,0.979,0.61,0.185,0.0698,111.29,4.145833333,4,7 -The Veer Union,Numb (Acoustic),53.0,0.446,0.64,5.0,-4.191,0,0.032,0.128,,0.0758,0.182,110.076,198545.0,4,10 -IRONTOM,Call Me the West (with The Dead Deads),38.0,0.575,0.904,1.0,-3.501,0,0.0384,0.00141,0.000209,0.149,0.769,105.071,214330.0,4,1 -Skin Yard,Burn a Hole,44.0,0.232,0.876,2.0,-8.287,1,0.0415,1.38e-05,0.258,0.255,0.133,103.556,294760.0,4,10 -Jared Leto,City of Angels (Acoustic),40.0,0.467,0.332,2.0,-10.83,1,0.0278,0.595,,0.145,0.161,105.056,266840.0,4,10 -Better Days,Birdtalker,52.0,0.536,0.286,2.0,-12.444,1,0.0287,0.41,0.00671,0.136,0.242,89.74,3.36045,4,0 -Kali Uchis,telepat√≠a,94.0,0.653,0.524,11.0,-9.016,0,0.0502,0.112,,0.203,0.553,83.97,160191.0,4,9 -Noctule,Evenaar,21.0,0.355,0.928,5.0,-5.97,0,0.0946,0.000219,0.888,0.0593,0.0401,92.0,350501.0,4,8 -KID BRUNSWICK,Bipolar Rhapsody,53.0,0.416,0.681,11.0,-7.122,0,0.0384,0.00971,0.000578,0.105,0.266,149.892,288147.0,4,10 -Body Count,Hey Joe,43.0,0.521,0.76,3.0,-6.726,0,0.036,0.00165,0.0457,0.172,0.501,78.954,268240.0,4,8 -Skywalker,Late Eternity,42.0,0.463,0.97,7.0,-4.369,1,0.17,8.56e-05,,0.0983,0.112,114.927,152089.0,4,8 -Hiss Golden Messenger,Everybody Needs Somebody,39.0,0.619,0.504,11.0,-6.838,1,0.0436,0.643,0.000145,0.114,0.392,129.434,210704.0,4,1 -Himalayas,Thank God I'm Not You,55.0,0.542,0.828,11.0,-3.91,0,0.0536,0.00175,0.0136,0.06,0.785,126.037,194626.0,4,1 -Haiva Ru,"Oh, But Lover",50.0,0.628,0.504,11.0,-10.092,1,0.0482,0.345,1.71e-05,0.334,0.375,126.083,244369.0,4,6 -Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,10 -Lomelda,Hannah Sun,51.0,0.67,0.266,8.0,-17.091,1,0.0423,0.898,0.119,0.223,0.314,144.458,208383.0,4,6 -Sex Pistols,Anarchy In The UK,61.0,0.359,0.949,,-7.649,1,0.101,0.0556,0.000396,0.236,0.212,134.118,212480.0,4,1 -Sammy Hagar,Heavy Metal,61.0,0.276,0.639,2.0,-11.674,1,0.0471,0.0178,,0.292,0.643,186.502,230507.0,4,8 -Softcult,Take It Off,47.0,0.646,0.669,6.0,-7.31,0,0.0275,0.0148,0.000115,0.373,0.484,114.999,191685.0,4,1 -WagakkiBand,Starlight,47.0,0.646,0.913,10.0,-2.811,1,0.0376,0.0206,1.15e-06,0.14,0.662,119.996,272467.0,4,10 -Tommy B,All That,28.0,0.801,0.724,6.0,-5.061,1,0.362,0.411,,0.0901,0.7,141.088,207660.0,4,5 -Sonny Clark Trio,Softly As In A Morning Sunrise - Remastered,42.0,0.581,0.201,,-15.421,0,0.0509,0.937,0.0946,0.137,0.448,126.745,6.558883333,4,7 -Anderson East,This Too Shall Last,60.0,0.503,0.49,4.0,-8.553,1,0.0279,0.323,0.799,0.0873,0.68,148.884,222400.0,4,2 -Bizzy Banks,City Hot,50.0,0.779,0.755,11.0,-4.132,1,0.298,0.143,,0.485,0.414,139.933,141912.0,4,5 -Norma Jean,/with_errors,43.0,0.197,0.855,6.0,-5.469,0,0.0637,0.000516,0.000274,0.0979,0.0875,175.415,239992.0,4,8 -Alan Broadbent Trio,Late Lament,44.0,0.396,0.201,10.0,-15.007,0,0.0343,0.98,0.833,0.156,0.122,91.439,5.973416667,4,7 -Missy Elliott,Work It,71.0,0.884,0.677,1.0,-5.603,1,0.283,0.0778,,0.0732,0.584,101.868,263227.0,4,5 -Mindy,Normal,34.0,0.623,0.519,2.0,-7.23,1,0.11,0.0571,6.27e-05,0.103,0.495,167.951,180000.0,4,9 -boy pablo,wachito rico,59.0,0.702,0.748,9.0,-9.304,1,0.0463,0.0334,0.00296,0.104,0.967,123.02,214146.0,4,6 -Angela Mu√±oz,Can I Get Your Name,45.0,0.569,0.465,,-7.294,1,0.0317,0.632,0.00988,0.113,0.321,74.955,237827.0,4,1 -Blended Colours,Dancing with Tears in My Eyes - Acoustic Version,49.0,0.676,0.0791,9.0,-12.692,1,0.033,0.876,,0.0972,0.18,95.833,210716.0,4,9 -Royal Blood,Boilermaker,66.0,0.446,0.778,7.0,-4.774,1,0.173,0.000201,0.662,0.0492,0.683,94.508,209480.0,4,1 -Mother Mother,Forgotten Souls,61.0,0.528,0.621,,-8.559,1,0.0455,0.346,1.47e-06,0.11,0.46,98.419,175737.0,4,6 -Margalit Tzan'ani,◊¢◊ï◊ì ◊ô◊ï◊ù,22.0,0.421,0.451,8.0,-6.684,0,0.032,0.683,,0.108,0.456,179.938,214518.0,3,9 -◊ê◊®◊ô◊ß ◊ê◊ô◊ô◊†◊©◊ò◊ô◊ô◊ü,◊©◊™◊ô ◊í◊ô◊ò◊®◊ï◊™ ◊ë◊° ◊™◊ï◊§◊ô◊ù,20.0,0.434,0.893,4.0,-3.814,1,0.0471,0.131,0.00028,0.125,0.762,135.502,213200.0,4,10 -Joan Baez,Diamonds And Rust,,0.517,0.347,5.0,-12.153,0,0.0286,0.24,,0.131,0.273,130.188,4.76845,4,0 -mazie,i think i wanna be alone,50.0,0.721,0.322,8.0,-7.243,1,0.0378,0.729,1.55e-06,0.223,0.781,75.968,102954.0,4,6 -Forever The Sickest Kids,Nikki,56.0,0.532,0.929,1.0,-4.847,0,0.0591,0.00139,,0.0884,0.795,141.073,224373.0,4,10 -Qaayel,Hold On !,38.0,0.394,0.674,7.0,-6.608,0,0.0708,0.133,,0.133,0.192,140.022,216342.0,5,9 -Kings of Leon,Sex on Fire,82.0,0.542,0.905,9.0,-5.653,1,0.054,0.00172,0.0104,0.136,0.374,153.398,203347.0,4,10 -Planes Mistaken For Stars,Copper and Stars,33.0,0.344,0.809,,-8.984,1,0.124,0.000563,0.288,0.0935,0.394,125.281,211653.0,4,10 -Swimm,Man's Man,40.0,0.697,0.667,9.0,-6.354,1,0.0395,0.0038,2.08e-06,0.236,0.698,136.051,187059.0,3,6 -The Lenny Ryan Trio,Con Alba,56.0,0.462,0.0298,,-25.49,1,0.0381,0.974,0.93,0.107,0.0877,90.083,3.2892,4,7 -CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,6 -Gama Bomb,Sheer Khan,20.0,0.337,0.984,9.0,-4.136,1,0.234,0.000694,0.0034,0.366,0.0884,104.977,278287.0,4,8 -Incubus,I Miss You,55.0,0.666,0.603,2.0,-7.314,1,0.0258,0.00031,0.00131,0.0993,0.195,116.84,168667.0,3,10 -Corrosion Of Conformity,Stare Too Long,45.0,0.529,0.827,5.0,-7.619,1,0.0369,0.00434,0.000227,0.134,0.678,79.033,296813.0,4,8 -Slaughter to Prevail,Baba Yaga,,0.303,0.975,10.0,-1.952,0,0.199,0.000396,0.00485,0.791,0.198,97.504,255000.0,4,8 -Bankroll Freddie,Pop It (feat. Megan Thee Stallion),64.0,0.933,0.526,8.0,-6.398,1,0.244,0.00879,3.86e-05,0.276,0.833,131.99,148484.0,4,5 -coldrain,MAYDAY (feat. Ryo from Crystal Lake),62.0,0.522,0.97,10.0,-4.576,0,0.209,5.53e-05,,0.246,0.488,121.054,227012.0,4,10 -Circa Waves,T-Shirt Weather,62.0,0.415,0.95,4.0,-4.676,1,0.0621,0.00126,3.86e-05,0.133,0.552,160.017,194288.0,4,6 -Margaret Glaspy,Devotion,29.0,0.476,0.3,,-11.227,1,0.06,0.47,0.00307,0.0951,0.403,76.71,237187.0,4,1 -Phil Collins,Against All Odds (Take a Look at Me Now) - Live from the Serious Tour 1990; 2019 Remaster,44.0,0.322,0.646,11.0,-8.573,1,0.0333,0.52,0.00153,0.972,0.153,113.154,3.495333333,4,9 -Dhaval Kothari,Aaja Re Aa,13.0,0.408,0.716,1.0,-6.049,1,0.0438,0.599,0.000545,0.0764,0.332,113.932,3.916666667,4,0 -Mooski,"Track Star (feat. Chris Brown, A Boogie wit da Hoodie & Yung Bleu)",60.0,0.551,0.438,7.0,-10.297,0,0.187,0.243,,0.0972,0.248,130.814,221054.0,5,5 -Steve Miller Band,Winter Time,25.0,0.314,0.768,9.0,-7.713,0,0.0588,0.464,0.0419,0.979,0.419,94.369,410280.0,4,10 -Naomi Young,Rays of light,43.0,0.212,0.0672,9.0,-23.246,0,0.0505,0.961,0.92,0.0991,0.035,105.887,2.470833333,4,7 -Benedict Cork,Choices,43.0,0.405,0.155,,-12.775,1,0.056,0.921,1.2e-06,0.116,0.152,68.694,188800.0,4,9 -Floral,Climbing a Wall,40.0,0.29,0.751,11.0,-5.853,1,0.0436,0.0177,0.286,0.089,0.678,151.097,219266.0,1,10 -Red Hot Chili Peppers,I Get Around - Live,41.0,0.419,0.967,9.0,-3.349,0,0.087,0.537,4.88e-05,0.186,0.837,147.158,139840.0,4,10 -Two Feet,I Feel Like I'm Drowning,76.0,0.717,0.577,8.0,-5.436,1,0.0491,0.708,0.00428,0.0899,0.235,104.927,185520.0,3,1 -Darude,Sandstorm,69.0,0.528,0.965,11.0,-7.984,0,0.0465,0.141,0.985,0.0797,0.587,136.065,225493.0,4,9 -The Golden Gate Quartet,The Devil With The Devil,29.0,0.419,0.2,4.0,-19.053,0,0.106,0.868,0.827,0.145,0.48,88.73,184189.0,4,2 -"Alka Yagnik, Udit Narayan",Akele Hain To Kya Gam Hai,45.0,0.398,0.355,4.0,-12.434,0,0.0305,0.512,4.09e-05,0.146,0.634,143.147,5.963116667,4,3 -AlienBlaze,Hate Me,34.0,0.708,0.307,1.0,-15.327,1,0.0669,0.783,0.000321,0.0894,0.192,107.953,166139.0,4,6 -Elvin Bishop & Charlie Musselwhite,What The Hell?,32.0,0.574,0.599,,-2.6,1,0.0273,0.529,0.000315,0.369,0.716,94.941,186387.0,4,2 -The Neighbourhood,Sweater Weather,87.0,0.612,0.807,10.0,-2.81,1,0.0336,0.0495,0.0177,0.101,0.398,124.053,4.006666667,4,9 -James Bay,Craving - Acoustic Version,46.0,0.629,0.112,5.0,-10.288,1,0.0405,0.611,,0.107,0.227,126.379,226240.0,4,9 -Shalom Hanoch,◊ê◊ï◊û◊®◊™ ◊ú◊ô ◊ú◊¢◊ì,15.0,0.423,0.497,7.0,-6.025,1,0.0296,0.108,0.00722,0.118,0.0756,114.629,273360.0,4,10 -Lil Duece,Outside (Tiny Yung Freestyle),46.0,0.646,0.508,1.0,-5.924,0,0.279,0.476,,0.108,0.194,92.102,146087.0,4,5 -May Flowers,Charlie Brennan,34.0,0.674,0.231,3.0,-14.035,1,0.0308,0.924,2.57e-05,0.119,0.26,130.029,3.50365,4,0 -Normandie,White Flag,54.0,0.343,0.91,8.0,-5.734,1,0.0648,0.00136,5.67e-05,0.0717,0.15,163.975,225732.0,4,10 -Young Rising Sons,Last Week On A Friday,43.0,0.553,0.905,10.0,-3.912,1,0.0577,0.000852,0.183,0.299,0.689,144.993,200887.0,4,6 -Bill Haley & His Comets,(We're Gonna) Rock Around The Clock,63.0,0.811,0.859,9.0,-6.317,1,0.168,0.205,3.73e-06,0.0761,0.784,90.686,2.16488333,4,10 -Michigander,Misery,49.0,0.343,0.732,,-5.189,1,0.044,0.00533,0.00302,0.0685,0.392,180.162,180772.0,4,1 -Old Gods,Emily Scott Robinson,36.0,0.452,0.205,1.0,-10.901,1,0.0524,0.899,0.000143,0.108,0.548,179.224,3.77445,3,0 -Richie Kotzen,Riot,41.0,0.599,0.906,11.0,-5.133,0,0.0641,0.0158,2.47e-05,0.108,0.712,120.024,302423.0,4,10 -Magic Island,Closer,35.0,0.585,0.397,8.0,-11.083,1,0.0275,0.225,0.0757,0.0782,0.153,96.02,218413.0,4,6 -Westlife,The Easy Way,,0.683,0.964,1.0,-2.607,1,0.0683,0.0293,5.77e-06,0.0644,0.61,100.264,3.527116667,4,9 -Avner Gadasi,◊î◊í◊ë◊®◊ô◊ù ◊ë◊ï◊õ◊ô◊ù ◊ë◊ú◊ô◊ú◊î,23.0,0.529,0.472,11.0,-12.475,0,0.0303,0.176,,0.0831,0.362,136.074,332333.0,4,9 -Dead Poet Society,I Never Loved Myself Like I Loved You,48.0,0.53,0.97,9.0,-6.248,0,0.0675,0.00354,0.0875,0.356,0.158,111.881,261680.0,4,1 -Márcia Sanz,Bilbao,49.0,0.553,0.0793,10.0,-19.394,1,0.0592,0.994,0.944,0.119,0.349,102.19,2.861766667,4,7 -Artek Electronica,–ù–µ —Å–º–æ—Ç—Ä–∏ –Ω–∞–∑–∞–¥,25.0,0.615,0.515,4.0,-9.216,1,0.0241,0.216,0.935,0.0951,0.278,102.014,270588.0,4,6 -"Salim–Sulaiman, Sukhwinder Singh, Nikhita Gandhi",Saanwal,27.0,0.392,0.588,7.0,-5.218,0,0.0406,0.46,,0.0842,0.246,133.117,3.638816667,4,0 -My Dying Bride,Macabre Cabaret,31.0,0.299,0.545,6.0,-8.326,1,0.0339,0.000143,0.498,0.101,0.0387,144.017,600283.0,4,8 -The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,6 -Baltra,Baby,31.0,0.71,0.875,6.0,-6.983,1,0.0426,0.366,0.421,0.164,0.582,123.01,318680.0,4,1 -KALI,Lucy,50.0,0.687,0.782,5.0,-4.196,1,0.0334,0.356,0.00105,0.254,0.734,115.168,229910.0,4,6 -Stepson,Deeper Sleep,43.0,0.532,0.992,10.0,-2.68,0,0.135,0.000794,,0.1,0.5,90.019,203244.0,4,10 -Franz Ferdinand,Walk Away,56.0,0.584,0.836,2.0,-4.487,1,0.0348,0.132,1.1e-06,0.144,0.495,124.131,220347.0,4,1 -3 Doors Down,Kryptonite,79.0,0.545,0.865,11.0,-5.708,0,0.0286,0.00664,1.1e-05,0.168,0.543,99.009,233933.0,4,9 -Tohar,◊ú◊ê ◊ß◊ú,20.0,0.635,0.492,6.0,-8.68,0,0.0523,0.763,,0.121,0.234,128.119,175956.0,4,5 -Arik Einstein,◊í◊ë◊®◊™ ◊¢◊ù ◊°◊ú◊ô◊ù,34.0,0.549,0.601,,-13.54,1,0.346,0.747,3.58e-05,0.288,0.963,161.966,148000.0,4,10 -Lukas Graham,7 Years,80.0,0.765,0.473,10.0,-5.829,1,0.0514,0.287,,0.391,0.34,119.992,237300.0,4,9 -Slum Village,Selfish,60.0,0.71,0.597,7.0,-6.468,1,0.239,0.221,,0.432,0.49,95.769,225400.0,4,5 -INXS,Need You Tonight,69.0,0.795,0.63,10.0,-7.217,0,0.0841,0.0419,0.575,0.0894,0.785,108.701,181107.0,4,10 -Led Zeppelin,Kashmir - Remaster,71.0,0.483,0.615,2.0,-8.538,1,0.0497,0.452,0.000414,0.0512,0.594,80.576,8.61875,3,10 -Lower Than Atlantis,Had Enough,45.0,0.561,0.823,2.0,-4.851,1,0.097,0.0029,0.00017,0.492,0.525,93.504,200760.0,4,10 -Don Bryant,99 Pounds,28.0,0.694,0.841,7.0,-6.499,0,0.0393,0.229,0.035,0.369,0.813,109.073,175143.0,4,2 -Calvin Harris,Bounce (feat. Kelis) - Radio Edit,63.0,0.779,0.963,2.0,-2.125,0,0.0399,0.0334,0.493,0.664,0.759,127.941,222187.0,4,9 -Switch,A Bit Patchy,41.0,0.745,0.572,11.0,-7.57,0,0.0657,0.00578,0.857,0.667,0.58,126.04,460000.0,4,6 -Gary Clark Jr.,Got to Get Up,33.0,0.378,0.799,5.0,-6.355,0,0.109,0.0408,0.148,0.149,0.521,174.027,157413.0,4,2 -FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,1 -Banshee,FUCK WITH A WITCH 2,39.0,0.269,0.948,9.0,-2.409,1,0.147,0.000157,0.000189,0.33,0.104,119.947,90492.0,4,8 -Purity Ring,Obedear,50.0,0.603,0.732,6.0,-5.643,0,0.15,0.195,0.0135,0.246,0.134,195.976,209573.0,4,6 -Las Perlas Negras,La Despedida,39.0,0.806,0.304,9.0,-9.588,1,0.0438,0.954,0.906,0.104,0.635,120.042,2.738366667,3,7 -Simon Min√≥,Diana,24.0,0.429,0.571,5.0,-10.989,1,0.0419,0.2,0.601,0.113,0.318,168.008,246526.0,4,6 -Rooftops,Raft Easily,30.0,0.291,0.846,4.0,-8.196,1,0.0485,0.0531,0.792,0.239,0.593,77.952,217360.0,4,10 -The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,10 -Feed Me,Till the Wheels Come Off,35.0,0.539,0.849,,-3.878,1,0.121,0.0323,,0.3,0.148,126.024,246291.0,4,10 -"Kishore Kumar, Kalyanji-Anandji",Apni To Jaise Taise,32.0,0.64,0.753,8.0,-8.025,0,0.0462,0.0451,,0.0356,0.807,108.511,5.15355,4,3 -Jorn,Lonely Nights,36.0,0.503,0.881,4.0,-7.909,1,0.0448,2.45e-05,0.00902,0.324,0.408,132.302,228850.0,4,8 -Daniel Avery,Illusion Of Time - Teodor Wolgers Rework,35.0,0.293,0.229,8.0,-17.521,1,0.0333,0.994,0.956,0.0758,0.0952,111.949,215947.0,4,1 -LO,◊û◊î ◊ê◊ô◊™◊ô,16.0,0.455,0.229,8.0,-13.057,1,0.0318,0.531,3.36e-06,0.111,0.229,79.059,229280.0,4,6 -"Johnny Cash, Tennessee Three",One Piece at a Time,57.0,0.721,0.539,10.0,-14.064,1,0.351,0.685,,0.282,0.963,102.648,4.030216667,4,4 -Carmody,More Than I Miss You,37.0,0.506,0.322,9.0,-9.157,0,0.0269,0.574,,0.0893,0.219,73.836,253413.0,4,9 -Radiohead,High And Dry,73.0,0.419,0.383,4.0,-11.782,1,0.0256,0.0724,0.0176,0.0896,0.35,87.568,257480.0,4,10 -Asking Alexandria,The Black,59.0,0.417,0.954,11.0,-4.152,0,0.0627,0.00151,,0.407,0.146,96.993,281333.0,4,8 -Vorsa,the outside,49.0,0.745,0.549,9.0,-5.956,1,0.0608,0.386,0.000462,0.138,0.328,75.011,143104.0,4,5 -Void Of Vision,Decay,40.0,0.529,0.992,8.0,0.101,1,0.131,0.00101,0.00471,0.341,0.392,110.05,192273.0,4,8 -Black Honey,All My Pride,44.0,0.487,0.914,2.0,-4.866,1,0.0461,0.000873,1.37e-06,0.28,0.704,157.919,161733.0,4,6 -Le Shiv,When The Kids Grow Up,31.0,0.404,0.514,,-6.849,1,0.031,0.00137,0.00177,0.252,0.163,120.2,219998.0,4,1 -James Blunt,Goodbye My Lover - Live in Ireland,39.0,0.422,0.33,4.0,-14.202,1,0.133,0.942,0.00259,0.964,0.475,80.024,4.80245,4,9 -Bullet,Bite The Bullet,34.0,0.462,0.884,2.0,-6.231,1,0.0469,1.89e-05,0.411,0.107,0.334,152.055,163800.0,4,8 -The Dust Coda,Breakdown,40.0,0.252,0.884,5.0,-4.197,0,0.087,0.00019,0.000101,0.307,0.75,89.975,232618.0,4,10 -Teia Elaine,Letter,26.0,0.586,0.636,4.0,-4.195,0,0.125,0.512,3.24e-06,0.145,0.151,149.636,203200.0,4,1 -Holy Wars,LITTLE GODZ,42.0,0.503,0.906,11.0,-3.611,0,0.13,0.0079,0.00158,0.417,0.346,84.033,188670.0,4,10 -Youngbloodz,85/Billy Dee Interlude,51.0,0.793,0.596,7.0,-7.426,1,0.392,0.0303,1.17e-05,0.623,0.708,82.113,269693.0,4,5 -Michelangelo,Cassandra Jenkins,38.0,0.564,0.368,7.0,-10.228,1,0.0281,0.587,0.681,0.18,0.544,139.01,3.497283333,4,0 -Blake Shelton,Austin,62.0,0.605,0.609,7.0,-7.063,1,0.0278,0.188,,0.0982,0.275,119.914,3.838883333,4,4 -Japandroids,Near To The Wild Heart Of Life,41.0,0.232,0.946,7.0,-4.395,1,0.0661,0.0122,3.34e-06,0.088,0.262,181.958,297120.0,4,10 -The Twilite Tone,I Still Need Love,32.0,0.831,0.815,,-6.181,1,0.0854,0.0273,0.8,0.376,0.59,100.981,148005.0,4,1 -Bebe Rexha,That's It (feat. Gucci Mane & 2 Chainz),43.0,0.783,0.361,,-7.949,0,0.1,0.0474,0.00762,0.0861,0.413,75.0,207090.0,4,5 -Gabriela Bee,New Love,46.0,0.756,0.781,9.0,-6.025,1,0.0668,0.136,,0.329,0.887,146.908,144487.0,4,6 -The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,6 -Andre Williams,The Monkey Speaks His Mind,19.0,0.818,0.341,11.0,-13.407,1,0.0976,0.558,0.000106,0.0799,0.928,126.741,172000.0,4,2 -The Replacements,Androgynous,54.0,0.476,0.361,11.0,-9.312,1,0.0287,0.518,,0.0817,0.389,106.484,190853.0,4,6 -The White Stripes,Seven Nation Army,83.0,0.726,0.463,,-7.828,1,0.0799,0.00817,0.447,0.255,0.321,123.881,231733.0,4,6 -Huey Lewis & The News,Back In Time,60.0,0.758,0.835,7.0,-5.454,1,0.04,0.0311,0.0103,0.0712,0.836,120.045,258867.0,4,10 -Saint Sister,Causing Trouble,50.0,0.306,0.54,5.0,-7.196,1,0.0414,0.625,0.00454,0.152,0.147,75.382,227707.0,4,1 -Stonebwoy,Activate,55.0,0.787,0.699,4.0,-3.405,0,0.0384,0.69,3.56e-06,0.152,0.611,108.022,217778.0,4,9 -JAY-Z,Can I Get A...,60.0,0.792,0.694,8.0,-8.496,0,0.33,0.0619,2.32e-05,0.25,0.804,177.094,309773.0,4,5 -Arlo Parks,Caroline,60.0,0.596,0.576,10.0,-7.955,1,0.0388,0.376,0.0904,0.107,0.485,160.176,216933.0,4,9 -DJ Mehdi,Signatune - Thomas Bangalter Edit,44.0,0.482,0.733,4.0,-9.978,0,0.0771,5.69e-05,0.958,0.605,0.187,122.972,218627.0,4,1 -Robert Plant,Big Log - 2006 Remaster,60.0,0.554,0.639,9.0,-7.163,0,0.0278,0.359,0.00274,0.205,0.644,180.638,304800.0,4,10 -Skule Toyama,My Eyes on You,28.0,0.698,0.886,3.0,-8.049,0,0.425,0.248,1.11e-05,0.751,0.698,125.109,261135.0,4,6 -FRDZ,Habanero,27.0,0.391,0.536,,-8.8,1,0.0376,0.0369,0.906,0.129,0.589,96.044,245290.0,4,10 -grandson,Stigmata,55.0,0.469,0.862,4.0,-6.48,0,0.109,0.000248,0.000322,0.0661,0.322,87.048,217459.0,4,10 -The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,6 -SWARM,Make It Out Alive,36.0,0.378,0.988,6.0,-2.863,1,0.31,0.0167,1.57e-05,0.103,0.227,95.206,202105.0,4,8 -Toadies,Possum Kingdom,64.0,0.643,0.726,9.0,-9.314,1,0.0255,0.000772,0.00969,0.07,0.925,100.687,308333.0,4,10 -Dragony,Gods Of War,40.0,0.444,0.982,7.0,-3.269,1,0.0945,0.000114,,0.35,0.257,139.98,216160.0,4,8 -Beastie Boys,Shake Your Rump,55.0,0.888,0.699,1.0,-10.425,1,0.164,0.0159,0.000306,0.111,0.697,103.066,198253.0,4,5 -Fleetwood Mac,Rhiannon,72.0,0.723,0.49,9.0,-14.745,0,0.0296,0.111,0.0946,0.0923,0.795,129.012,252773.0,4,10 -Soccer Mommy,circle the drain,62.0,0.482,0.79,9.0,-5.221,1,0.038,0.303,0.00028,0.1,0.47,169.064,280213.0,4,6 -Contumacy,Born Again,34.0,0.383,0.909,1.0,-6.623,1,0.0825,2.62e-06,0.849,0.311,0.503,179.985,162000.0,4,8 -The Everly Brothers,Bye Bye Love,61.0,0.547,0.523,9.0,-9.176,1,0.0572,0.724,,0.103,0.89,169.598,142907.0,4,10 -Throwing Muses,Not Too Soon,41.0,0.446,0.906,4.0,-13.128,1,0.0353,0.00231,0.889,0.151,0.899,154.177,190160.0,4,10 -Rise Against,"Broken Dreams, Inc. - HEALTH Remix",45.0,0.247,0.833,1.0,-5.086,1,0.0706,0.0272,0.471,0.215,0.228,165.995,274825.0,4,10 -Lana Del Rey,Young And Beautiful,78.0,0.324,0.416,11.0,-8.92,0,0.0368,0.262,3.69e-05,0.11,0.151,113.986,236053.0,4,10 -Itay Levi,◊®◊¶◊ô◊™◊ô,29.0,0.489,0.59,3.0,-6.892,0,0.03,0.372,,0.129,0.264,139.966,256697.0,4,9 -Miguel Poveda,Embrujao Por Tu Querer,45.0,0.774,0.445,4.0,-8.747,0,0.054,0.579,1.29e-06,0.367,0.545,138.01,256573.0,4,9 -SAULT,Red Lights,41.0,0.797,0.855,1.0,-3.984,1,0.0467,0.515,0.171,0.115,0.884,130.755,183530.0,4,6 -Satish Vyas,Awakening The Soul 2,16.0,0.271,0.48,7.0,-13.697,0,0.0328,0.821,0.925,0.0841,0.57,105.868,1041200.0,3,6 -St. Vincent,Cruel,51.0,0.57,0.704,1.0,-8.32,1,0.0314,0.0104,0.455,0.0905,0.437,115.041,214987.0,4,10 -"Suman Kalyanpur, Mohammed Rafi",Aajkal Tere Mere Pyar Ke Charche,16.0,0.556,0.792,9.0,-10.683,1,0.0715,0.858,0.007,0.596,0.776,98.554,5.158216667,4,3 -Joe Jackson,Is She Really Going Out With Him?,60.0,0.874,0.318,3.0,-6.869,1,0.0454,0.0353,1.69e-05,0.217,0.919,116.117,215067.0,4,6 -Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,10 -Backstreet Boys,Nobody Else,46.0,0.671,0.739,11.0,-5.051,1,0.0545,0.338,,0.0632,0.43,131.973,3.647116667,4,9 -Thrice,Deadbolt,49.0,0.356,0.914,6.0,-5.698,1,0.0689,0.00108,,0.139,0.149,136.104,180027.0,4,10 -Sister Rosetta Tharpe,Rock Daniel (VD129),29.0,0.523,0.462,10.0,-11.471,1,0.073,0.887,0.118,0.68,0.961,173.331,160731.0,4,2 -Zachary Knowles,tendency to be a loner,48.0,0.733,0.427,7.0,-8.855,1,0.0344,0.672,,0.14,0.603,119.996,196647.0,4,9 -Lil Gotit,Wok,51.0,0.799,0.686,11.0,-5.691,0,0.268,0.131,,0.202,0.5,113.989,189474.0,4,5 -As Everything Unfolds,On the Inside,54.0,0.479,0.963,8.0,-4.564,1,0.059,0.000306,3.63e-05,0.111,0.573,131.931,191338.0,4,8 -Unnikrishnan,Marugelara O Raghava,19.0,0.597,0.481,11.0,-11.095,0,0.0464,0.651,2.23e-05,0.0764,0.459,100.056,5.636966667,4,0 -Miko Marks,We Are Here,39.0,0.499,0.4,10.0,-10.713,1,0.0602,0.863,0.019,0.0929,0.543,72.799,204524.0,4,2 -Harel Skaat,◊ó◊ñ◊ß ◊¢◊ú ◊î◊®◊¶◊§◊î,44.0,0.598,0.646,,-7.283,0,0.0287,0.452,,0.135,0.372,127.928,181560.0,4,9 -Evile,Hell Unleashed,31.0,0.336,0.987,11.0,-6.044,0,0.128,2.14e-06,0.323,0.0738,0.094,113.549,237627.0,4,8 -LARRY PINK THE HUMAN,WASTED DAYS (INBETWEENS),36.0,0.613,0.654,7.0,-7.683,1,0.032,0.00732,0.0576,0.0679,0.313,112.985,300483.0,4,9 -aboynamedblu,where lucy said,25.0,0.5,0.195,4.0,-15.948,0,0.0283,0.887,0.000357,0.141,0.304,84.996,198754.0,4,10 -Jakob Ahlbom,Fracture,52.0,0.324,0.056,2.0,-20.22,0,0.033,0.965,0.959,0.109,0.122,30.557,3.293316667,4,7 -Machine Gun Kelly,I Think I'm OKAY (with YUNGBLUD & Travis Barker),80.0,0.628,0.744,7.0,-4.718,1,0.0379,0.0257,,0.313,0.277,119.921,169397.0,4,10 -P.O.D.,Boom,67.0,0.559,0.931,9.0,-5.863,1,0.0721,0.00318,1.24e-05,0.0624,0.644,90.911,190760.0,4,8 -Natalie Prass,Sisters,27.0,0.735,0.56,4.0,-7.03,0,0.145,0.0688,6.94e-06,0.0629,0.587,174.97,276427.0,4,6 -Brant Bjork,Automatic Fantastic,46.0,0.625,0.524,1.0,-10.965,1,0.046,0.0405,0.927,0.122,0.516,125.348,415467.0,4,10 -"Lafayette Harris, Jr.",Wonder Why,42.0,0.484,0.278,8.0,-17.089,1,0.037,0.672,0.362,0.0923,0.362,145.351,5.259783333,4,7 -YSB Tril,Touchdown (with Bankrol Hayden),64.0,0.915,0.514,10.0,-5.636,0,0.188,0.0142,,0.106,0.834,94.984,141581.0,4,5 -Britney Spears,Passenger,37.0,0.478,0.856,11.0,-4.274,1,0.101,0.127,,0.158,0.339,89.863,3.668666667,4,9 -Bruce Springsteen,Human Touch,61.0,0.651,0.516,,-13.628,1,0.0277,0.00244,5.93e-05,0.0973,0.453,115.154,388800.0,4,10 -"Sadhana Sargam, Harshdeep Kaur, Ricky Mishra",Kaun Karat Tori,8.0,0.382,0.798,9.0,-7.308,1,0.0661,0.0927,3.82e-05,0.143,0.521,135.009,4.963916667,4,0 -Jealous of the Birds,Young Neanderthal,34.0,0.549,0.867,2.0,-4.666,1,0.0371,0.0108,4.46e-06,0.171,0.486,110.032,186760.0,4,1 -American Aquarium,"Heads Carolina, Tails California",48.0,0.612,0.789,7.0,-8.142,1,0.0339,0.0687,1.56e-05,0.135,0.657,135.952,212627.0,4,1 -PJ Harding,You Belong To Somebody Else,63.0,0.701,0.39,5.0,-8.235,1,0.032,0.732,,0.107,0.457,119.956,199145.0,4,9 -Pretenders,Brass in Pocket - 2006 Remaster,65.0,0.751,0.703,9.0,-5.687,1,0.0287,0.368,0.00123,0.196,0.907,97.931,185960.0,4,1 -Manga Saint Hilare,Mirrorman (Face Myself),33.0,0.803,0.497,4.0,-14.659,0,0.403,0.792,2.52e-05,0.15,0.594,139.912,192857.0,4,5 -LP,The One That You Love,30.0,0.357,0.623,5.0,-7.166,0,0.0423,0.0103,0.00762,0.24,0.544,183.926,223427.0,3,10 -Maor Cohen,◊û◊î ◊ô◊ì◊ï◊¢ ◊¢◊ú ◊î◊ô◊ï◊ù ◊î◊ñ◊î,28.0,0.394,0.576,4.0,-7.489,1,0.029,0.289,0.00738,0.177,0.684,121.008,235067.0,4,10 -Michael Bublé,Everything - Live from Madison Square Garden,37.0,0.628,0.722,9.0,-7.702,1,0.0482,0.453,,0.962,0.446,123.999,3.61955,4,9 -Backstreet Boys,Not for Me,39.0,0.655,0.934,11.0,-4.771,0,0.0421,0.0934,,0.0896,0.719,94.197,3.256666667,4,9 -Hollywood Undead,Undead,6.0,0.512,0.943,2.0,-5.185,0,0.106,0.0136,,0.261,0.486,163.134,265053.0,4,10 -Gucci Mane,Lemonade,48.0,0.741,0.658,7.0,-7.758,1,0.0853,0.643,3.43e-06,0.307,0.746,142.057,246013.0,4,5 -The Cadillac Three,Slow Rollin',52.0,0.546,0.927,2.0,-4.581,1,0.046,0.0683,2.14e-05,0.322,0.614,140.08,164335.0,4,10 -Apocalyptica,White Room (feat. Jacoby Shaddix),51.0,0.516,0.957,,-4.244,1,0.0953,8.76e-05,0.0064,0.136,0.276,112.991,245757.0,4,10 -Procol Harum,A Whiter Shade Of Pale,69.0,0.249,0.66,,-6.905,1,0.0342,0.504,0.0026,0.0891,0.435,149.813,248947.0,4,1 -Black Honey,I Like The Way You Die,58.0,0.546,0.76,9.0,-6.887,0,0.0399,0.00629,4.66e-05,0.0737,0.41,101.936,188027.0,4,10 -Sofia Kourtesis,Juntos,47.0,0.783,0.706,6.0,-11.098,0,0.0703,0.00214,0.0037,0.109,0.124,121.982,283266.0,4,1 -Blind Guardian,The Bard's Song - In the Forest - Remastered 2007,58.0,0.396,0.415,8.0,-7.56,0,0.0283,0.846,4.38e-05,0.141,0.38,81.778,189893.0,3,8 -Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,6 -Kassa Overall,Who's on the Playlist,43.0,0.667,0.417,5.0,-10.732,1,0.047,0.666,0.00106,0.671,0.329,109.954,230404.0,4,5 -Rush,La Villa Strangiato,50.0,0.366,0.606,,-10.274,1,0.0371,0.000994,0.58,0.0762,0.137,143.183,574733.0,4,10 -bbno$,help herself (with BENEE),50.0,0.592,0.837,4.0,-6.987,0,0.0375,0.45,0.0222,0.145,0.67,167.992,166613.0,4,6 -Napalm Death,A Bellyful of Salt and Spleen,27.0,0.198,0.89,2.0,-5.786,0,0.0864,9.49e-05,0.956,0.099,0.0705,172.014,276485.0,3,8 -Cream,Crossroads - Live,57.0,0.391,0.756,7.0,-11.317,1,0.0648,0.413,0.0418,0.879,0.839,131.648,258467.0,4,2 -Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,1 -O.A.R.,That Was A Crazy Game of Poker,57.0,0.512,0.785,,-4.21,1,0.12,0.0608,,0.0673,0.598,79.183,523203.0,4,10 -Blind Melon,Dear Ol' Dad,38.0,0.485,0.911,7.0,-4.833,1,0.0429,0.0315,0.000158,0.323,0.724,113.075,181787.0,4,10 -Widespread Panic,Use Me,35.0,0.337,0.859,11.0,-6.454,0,0.051,0.339,0.00655,0.78,0.873,171.259,507600.0,4,10 -Phoebe Green,IDK,52.0,0.636,0.774,7.0,-5.219,1,0.0449,0.00335,0.000344,0.076,0.906,109.999,206662.0,4,6 -Dough-Boy,Do Your Thing (feat. Karencici & Masiwei),37.0,0.734,0.707,,-6.255,1,0.15,0.289,,0.0777,0.816,81.988,166000.0,4,5 -Los Tres Mariquitas,Midnight In San Telmo,49.0,0.656,0.194,9.0,-13.487,0,0.0834,0.975,0.922,0.0918,0.0671,119.803,3.233333333,4,7 -Molly Burch,Emotion feat. Wild Nothing,52.0,0.831,0.66,8.0,-5.284,0,0.0301,0.362,0.00431,0.0674,0.942,110.019,245580.0,4,9 -Lich King,Combat Mosh,47.0,0.256,0.992,8.0,-4.505,1,0.136,8.41e-06,0.27,0.096,0.144,101.895,279373.0,4,8 -The Beatles,Till There Was You - Remastered,,0.727,0.338,5.0,-13.887,1,0.0454,0.79,,0.105,0.646,122.421,2.22511667,4,0 -Aerosmith,Cryin',72.0,0.445,0.856,9.0,-3.674,1,0.0327,0.000202,0.0101,0.367,0.486,105.872,308333.0,3,10 -Sting,So Lonely - My Songs Version,43.0,0.637,0.87,2.0,-3.796,1,0.13,0.00379,2.73e-05,0.0771,0.735,82.044,248956.0,4,10 -Wiley,Wot Do U Call It?,42.0,0.929,0.836,,-6.833,1,0.277,0.233,,0.111,0.815,137.069,199560.0,4,5 -Deftones,Hearts / Wires,50.0,0.507,0.52,10.0,-8.725,0,0.0355,0.0228,0.325,0.108,0.169,127.03,320547.0,4,10 -Sowmya,Vinayaka Ninnu Vina,12.0,0.427,0.634,2.0,-7.257,1,0.0534,0.508,,0.13,0.38,169.933,6.686216667,4,0 -Tekno,Sudden,,0.833,0.774,10.0,-6.885,0,0.191,0.203,0.0098,0.116,0.793,102.96,198976.0,4,9 -Tom Petty,You Saw Me Comin',43.0,0.59,0.592,7.0,-6.977,1,0.0319,0.0195,0.00158,0.126,0.188,123.501,275480.0,4,10 -Baba Zula,√á√∂l Aslanlari (Desert Lions),24.0,0.465,0.889,9.0,-9.942,1,0.0969,0.111,0.0234,0.104,0.118,97.446,472201.0,4,10 -Son Little,Mad About You,61.0,0.599,0.377,7.0,-9.829,1,0.105,0.441,0.00813,0.105,0.543,74.314,213137.0,4,2 -Marc Copland,I Fall in Love Too Easily,40.0,0.366,0.0642,7.0,-29.454,1,0.0314,0.934,0.483,0.0737,0.115,105.904,7.507866667,4,7 -Mor,◊û◊¶◊ì ◊ê◊ó◊ì,36.0,0.872,0.643,,-6.775,1,0.0503,0.202,,0.0732,0.542,114.963,197543.0,4,9 -k.d. lang,If I Were You - Main Mix,36.0,0.706,0.917,7.0,-4.123,0,0.0355,0.015,0.628,0.0385,0.382,125.407,370983.0,4,9 -Ying Yang Twins,Get Low,71.0,0.521,0.625,1.0,-7.47,1,0.067,0.0301,,0.121,0.136,101.019,334067.0,4,5 -Aerosmith,Janie's Got A Gun,52.0,0.631,0.763,5.0,-6.749,1,0.0269,0.00786,0.0133,0.207,0.387,115.121,329627.0,4,10 -Paulo Mendonca,Mindcontrol,38.0,0.644,0.617,,-7.139,1,0.0287,0.000203,0.000125,0.0902,0.805,99.057,208212.0,4,2 -"John Tavener, Filharmonie Brno, Mikel Toms","Mother Of God, Here I Stand",16.0,0.137,0.122,7.0,-18.731,1,0.0359,0.717,0.903,0.0998,0.0575,77.732,3.501883333,4,7 -Black Rebel Motorcycle Club,Little Thing Gone Wild,38.0,0.546,0.836,1.0,-6.448,1,0.0375,0.000195,0.575,0.331,0.531,120.013,198710.0,4,2 -Zuzu,What You Want,35.0,0.496,0.897,9.0,-3.807,1,0.0408,0.00689,,0.0949,0.749,146.064,202450.0,4,6 -Annie Lennox,Walking on Broken Glass,69.0,0.749,0.562,,-8.45,1,0.0281,0.215,1.1e-06,0.105,0.807,115.008,253296.0,4,9 -The Darkness,I Believe in a Thing Called Love,69.0,0.442,0.846,4.0,-5.214,1,0.0764,0.0538,4.71e-06,0.282,0.622,128.235,217653.0,4,9 -"Rochak Kohli, Atif Aslam",Dekhte Dekhte,57.0,0.799,0.828,9.0,-4.846,0,0.0782,0.424,,0.145,0.627,105.04,4.271183333,4,3 -Fu Manchu,Time Is Going On,37.0,0.426,0.787,7.0,-6.053,1,0.0408,0.000279,0.154,0.0614,0.477,138.19,218720.0,4,8 -"24kGoldn, Justin Bieber, J Balvin, iann dior","Mood (Remix) feat. Justin Bieber, J Balvin & iann dior",77.0,0.721,0.745,7.0,-3.508,0,0.0366,0.151,1.24e-06,0.372,0.699,90.988,3.21241667,4,9 -The Vaccines,Dream Lover,42.0,0.474,0.789,4.0,-1.717,1,0.0357,0.000537,0.00115,0.127,0.58,94.008,225520.0,4,10 -The Rolling Stones,Little By Little - Mono Version,33.0,0.482,0.719,9.0,-8.794,1,0.0558,0.0146,0.13,0.155,0.909,87.743,159707.0,4,2 -Tree Palm,Disco Night,23.0,0.831,0.696,2.0,-5.488,1,0.264,0.000397,0.0252,0.209,0.709,128.117,210479.0,4,6 -Axel Rudi Pell,Gunfire,37.0,0.476,0.929,10.0,-6.576,1,0.0566,2.03e-06,2.69e-05,0.352,0.326,119.951,320787.0,4,8 -Rezz,Someone Else,64.0,0.644,0.349,2.0,-5.315,0,0.0364,0.206,3.36e-05,0.125,0.246,94.971,198947.0,4,1 -Bury Tomorrow,Lionheart,44.0,0.393,0.81,11.0,-5.003,1,0.0509,1.37e-05,4.39e-06,0.263,0.261,144.958,218907.0,4,8 -Rammstein,B√ºck dich,58.0,0.693,0.979,9.0,-5.101,0,0.0913,0.00655,0.291,0.0265,0.653,149.099,201533.0,4,8 -Johnny Winter,Roll With Me - Live,28.0,0.396,0.899,6.0,-13.453,0,0.0516,0.0063,4.24e-05,0.986,0.626,146.407,288973.0,4,2 -Pom Pom Squad,Head Cheerleader,44.0,0.525,0.922,7.0,-6.136,1,0.0735,0.000167,3.5e-06,0.77,0.494,142.971,188243.0,4,6 -Figgy Mold,Skylark,48.0,0.604,0.0631,8.0,-22.73,1,0.0376,0.909,0.878,0.109,0.208,116.404,4.589733333,4,7 -Nickelback,When We Stand Together,67.0,0.446,0.9,10.0,-3.541,0,0.0489,0.000102,1.89e-05,0.0404,0.88,187.961,190787.0,4,10 -Morning,Sarah Jarosz,49.0,0.573,0.341,7.0,-11.324,1,0.0327,0.854,0.0436,0.107,0.334,128.989,3.479116667,4,0 -CXLOE,Cry & Drive,51.0,0.38,0.508,6.0,-10.232,1,0.151,0.732,5.97e-06,0.116,0.341,106.213,208599.0,4,9 -Carl Perkins,Put Your Cat Clothes on,29.0,0.696,0.922,9.0,-5.672,1,0.0474,0.479,3.55e-06,0.267,0.828,106.468,174240.0,4,10 -Danzig,Am I Demon,55.0,0.373,0.924,1.0,-9.1,0,0.0553,0.00011,0.00776,0.0836,0.347,135.02,297293.0,4,8 -Flyte,Everyone's A Winner,51.0,0.588,0.363,9.0,-9.153,1,0.0281,0.185,0.00883,0.149,0.509,142.993,209493.0,4,6 -Redlight,Every,,0.601,0.937,8.0,-4.314,0,0.0495,0.00349,0.908,0.0509,0.755,126.013,217143.0,4,1 -Wheel,Vultures,38.0,0.332,0.841,2.0,-6.888,0,0.043,3.34e-05,0.199,0.806,0.556,132.712,239314.0,4,8 -Sanjoy,Treasure,45.0,0.695,0.687,,-5.385,0,0.19,0.0551,,0.118,0.709,108.037,163013.0,4,9 -Morray,Facade,51.0,0.779,0.633,6.0,-8.317,0,0.214,0.0338,,0.162,0.466,96.047,143107.0,4,5 -Maggie Lindemann,Crash and Burn,64.0,0.463,0.836,7.0,-2.224,1,0.0419,0.00142,,0.342,0.379,169.916,159637.0,4,10 -Ehud Banai,◊§◊ú◊ï◊®◊†◊ò◊ô◊ü,29.0,0.533,0.478,6.0,-16.319,1,0.0324,0.662,0.313,0.0931,0.96,182.921,303933.0,3,10 -IDLES,Never Fight A Man With A Perm,55.0,0.254,0.945,9.0,-4.877,1,0.153,0.000281,0.000581,0.207,0.223,155.979,228832.0,4,6 -Rubi Rose,Whole Lotta Liquor (feat. Future & PARTYNEXTDOOR),57.0,0.82,0.417,5.0,-10.209,0,0.305,0.3,0.000193,0.108,0.502,125.043,177467.0,4,5 -Rand Aldo,Nine Times around the Heart,42.0,0.331,0.076,8.0,-20.659,1,0.0358,0.932,0.637,0.112,0.103,164.069,2.958933333,4,7 -Pearl Jam,Black - Live MTV Unplugged,57.0,0.363,0.553,,-7.698,1,0.0299,0.00754,1e-05,0.909,0.0908,142.865,330840.0,4,10 -Karnatriix,Entharo Pallavi & Charanam,26.0,0.66,0.475,7.0,-10.152,1,0.0299,0.751,0.916,0.108,0.214,123.031,4.900216667,4,0 -◊ê◊°◊ß◊®,◊û◊ï◊©◊ú◊ù - Original Mix,13.0,0.754,0.65,6.0,-7.727,0,0.372,0.0594,,0.103,0.309,135.161,190241.0,4,5 -Eric Church,Springsteen,73.0,0.692,0.809,2.0,-5.935,1,0.0255,0.1,9.77e-05,0.185,0.927,104.023,4.389783333,4,4 -Pink Floyd,"Another Brick in the Wall, Pt. 2",75.0,0.694,0.394,,-15.881,1,0.0428,0.0781,0.000677,0.247,0.719,104.126,3.97911667,4,10 -L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,6 -Sada Baby,Little While (feat. Big Sean & Hit-Boy),47.0,0.834,0.888,7.0,-3.944,1,0.222,0.00308,,0.288,0.563,114.92,219192.0,4,9 -Young Stoner Life,Diamonds Dancing (feat. Travis Scott),78.0,0.851,0.703,4.0,-7.351,0,0.303,0.00949,2.57e-05,0.0895,0.596,74.017,242600.0,4,5 -"Nelly, Florida Georgia Line",Lil Bit,81.0,0.707,0.689,4.0,-7.097,0,0.0387,0.0255,,0.383,0.41,119.987,3.266033333,4,4 -Dima Pantyushin,Telephone,21.0,0.464,0.334,9.0,-10.109,0,0.122,0.128,0.000292,0.0693,0.577,79.0,252296.0,5,6 -Ride,Future Love - Reimagined by P√™tr Aleks√§nder instrumental,50.0,0.2,0.293,10.0,-18.822,1,0.0364,0.0133,0.498,0.254,0.0417,149.445,183187.0,4,1 -Mister Misery,Mister Hyde,38.0,0.289,0.863,5.0,-6.916,0,0.125,0.000228,0.000529,0.213,0.133,180.033,341464.0,4,8 -Ezra Collective,What Am I to Do?,47.0,0.81,0.705,8.0,-8.041,0,0.239,0.392,0.115,0.109,0.681,96.696,244733.0,4,5 -Aaron Frazer,Over You,48.0,0.684,0.686,6.0,-6.823,1,0.0484,0.116,0.0538,0.0732,0.912,140.646,159105.0,4,9 -Jeff Beck,Let Me Love You,24.0,0.527,0.611,11.0,-9.157,0,0.0588,0.251,7.26e-05,0.298,0.686,95.107,283827.0,4,2 -The White Stripes,Blue Orchid,65.0,0.481,0.645,10.0,-8.535,0,0.318,0.0863,6.2e-06,0.332,0.612,151.307,157560.0,4,1 -Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,1 -Oddko,D4TM,38.0,0.628,0.95,9.0,-6.367,0,0.0652,0.00577,0.483,0.237,0.249,105.008,206347.0,4,8 -Draconian,The Sacrificial Flame,35.0,0.43,0.581,5.0,-7.527,0,0.0335,1.72e-05,0.361,0.294,0.126,119.987,450733.0,4,8 -Eminem,Godzilla (feat. Juice WRLD),85.0,0.808,0.745,10.0,-5.26,0,0.342,0.145,,0.292,0.829,165.995,210800.0,4,5 -"A.R. Rahman, S. P. Balasubrahmanyam, K. S. Chithra","Roja - Version, 1",47.0,0.63,0.319,4.0,-17.106,1,0.0467,0.504,,0.0926,0.431,90.956,5.10245,4,3 -Ultra-Violence,Welcome To The Freakshow,21.0,0.48,0.985,9.0,-3.765,0,0.227,0.000411,0.000667,0.22,0.233,179.841,174147.0,4,8 -Jontavious Willis,The Blues is Dead?,39.0,0.442,0.749,7.0,-4.692,1,0.229,0.562,8.07e-06,0.323,0.774,208.634,184036.0,4,2 -THE DRIVER ERA,Feel You Now,50.0,0.535,0.724,7.0,-5.192,1,0.191,0.102,0.000121,0.207,0.501,180.077,258477.0,4,1 -Feist,My Moon My Man - Boys Noize Classic Mix,34.0,0.626,0.486,4.0,-9.638,0,0.135,0.253,0.0207,0.344,0.472,124.484,400040.0,4,6 -Dirty Heads,Vacation,74.0,0.736,0.751,8.0,-5.588,1,0.034,0.0381,,0.105,0.839,150.064,3.495366667,4,9 -DJ Khaled,POPSTAR (feat. Drake),84.0,0.8,0.56,5.0,-4.818,0,0.261,0.057,,0.134,0.45,163.071,200221.0,4,9 -Swiss,Cry,35.0,0.703,0.715,6.0,-6.086,0,0.284,0.355,,0.109,0.945,98.006,243437.0,4,5 -Shemekia Copeland,Love Song,21.0,0.747,0.58,11.0,-5.763,1,0.0275,0.159,5.54e-06,0.131,0.796,122.951,183857.0,3,2 -"Cochise, $NOT",Tell Em,85.0,0.672,0.717,5.0,-7.476,1,0.226,0.103,,0.398,0.473,157.905,3.006333333,4,9 -Berry Sakharof,◊ô◊ï◊û◊ï◊ú◊ì◊™ - Infected Mushroom Remix,34.0,0.663,0.823,11.0,-10.912,0,0.0413,0.353,0.745,0.115,0.581,119.999,288587.0,4,10 -Ballaké Sissoko,Nalésonko,35.0,0.304,0.0573,5.0,-21.785,1,0.0451,0.974,0.897,0.09,0.523,59.714,5.898216667,4,7 -Blue Swede,Hooked On A Feeling,76.0,0.547,0.82,8.0,-6.728,1,0.0805,0.261,,0.3,0.933,118.208,172867.0,4,10 -Kenichi Takemoto,Bubbles,38.0,0.658,0.339,10.0,-11.831,1,0.0459,0.473,,0.115,0.357,90.013,282692.0,4,9 -Creeper,All My Friends,36.0,0.438,0.263,9.0,-9.017,1,0.0346,0.924,,0.101,0.452,82.449,168482.0,4,10 -N√ºrnberg,Viera,29.0,0.469,0.827,9.0,-4.363,0,0.0343,0.000307,0.000801,0.189,0.698,154.908,182029.0,4,6 -Faye Webster,I Know I'm Funny haha,40.0,0.724,0.374,5.0,-10.426,1,0.0297,0.0878,0.489,0.105,0.545,92.568,163880.0,4,6 -Candi Carpenter,The River Knows How,,0.356,0.613,,-6.926,1,0.0287,0.148,,0.129,0.511,89.699,237360.0,4,1 -Kenny Neal,Blues Stew,22.0,0.684,0.556,2.0,-12.212,1,0.0429,0.0336,0.00122,0.151,0.654,116.269,214707.0,4,2 -Tuna,◊ú◊û◊î ◊ú◊ê ◊¢◊õ◊©◊ô◊ï,36.0,0.605,0.574,11.0,-9.382,0,0.0447,0.245,3.87e-06,0.474,0.726,128.074,251489.0,4,5 -Ocean Colour Scene,The Riverboat Song,55.0,0.484,0.862,11.0,-6.39,0,0.0278,0.0061,2.74e-05,0.547,0.565,106.922,294800.0,3,6 -Glass Animals,Space Ghost Coast To Coast (with Bree Runway),42.0,0.828,0.518,8.0,-9.244,1,0.0811,0.0481,6.98e-05,0.107,0.292,100.952,175870.0,4,9 -Arcade Fire,Wake Up,65.0,0.252,0.8,,-4.845,1,0.0368,0.12,0.0538,0.118,0.29,139.361,335333.0,4,6 -CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,1 -Declan McKenna,Beautiful Faces,54.0,0.502,0.9,,-1.516,1,0.0418,0.0166,2.79e-06,0.225,0.704,98.922,196773.0,4,10 -Yehudit Ravitz,◊ë◊ê◊î◊ë◊™◊†◊ï,22.0,0.646,0.272,2.0,-13.817,1,0.0297,0.458,5.49e-06,0.132,0.457,102.006,259400.0,4,10 -Sia,Hey Boy,58.0,0.572,0.623,8.0,-4.828,1,0.176,0.0544,,0.0865,0.594,185.812,149469.0,4,9 -Evan And Jaron,Crazy for This Girl,52.0,0.457,0.926,,-5.461,1,0.038,0.000487,5.69e-05,0.0949,0.41,93.964,202027.0,4,10 -The All-American Rejects,Gives You Hell,71.0,0.718,0.691,4.0,-6.44,1,0.0387,0.0159,,0.0627,0.552,100.008,213107.0,4,9 -Ratt,Closer to My Heart,39.0,0.59,0.742,8.0,-12.486,1,0.0328,0.00455,0.133,0.114,0.662,118.04,270933.0,4,8 -Shlomo Artzi,◊ì◊®◊õ◊ô◊ù,24.0,0.497,0.357,2.0,-9.796,0,0.0306,0.616,0.000366,0.319,0.306,101.276,260147.0,4,10 -Kim Logan,Better Way,34.0,0.477,0.67,1.0,-6.162,1,0.0292,0.000183,0.777,0.135,0.323,106.105,244845.0,4,2 -Batushka,Yekteniya I,44.0,0.405,0.844,6.0,-6.882,1,0.0737,0.000259,0.721,0.123,0.0654,119.995,345533.0,4,8 -Talking Heads,Take Me to the River,3.0,0.66,0.485,2.0,-8.101,1,0.0258,0.244,0.0102,0.0585,0.828,99.828,302520.0,4,6 -Backstreet Boys,Trouble Is,31.0,0.479,0.846,2.0,-2.944,1,0.0338,0.0242,,0.132,0.527,151.968,3.556666667,4,9 -Olamide,Loading (feat. Bad Boy Timz),63.0,0.937,0.797,2.0,-4.768,0,0.206,0.0733,0.000835,0.147,0.64,120.001,194000.0,4,5 -PACKS,Two Hands,27.0,0.525,0.62,1.0,-6.939,1,0.0358,0.359,1.24e-06,0.142,0.324,120.062,123039.0,4,6 -Television,Venus,47.0,0.55,0.631,,-11.493,1,0.0385,0.000898,0.18,0.0503,0.908,114.553,229027.0,4,6 -Ehud Banai,◊ê◊™ ◊ï◊ê◊†◊ô,18.0,0.495,0.219,2.0,-16.671,0,0.0332,0.834,8.76e-05,0.154,0.554,116.639,199267.0,5,10 -Folamour,The Journey (feat. Zeke Manyika),49.0,0.765,0.871,1.0,-7.523,0,0.0536,0.07,0.0251,0.125,0.505,119.989,256467.0,4,6 -Panic! At The Disco,Nine in the Afternoon,56.0,0.405,0.689,10.0,-5.75,1,0.0365,0.0843,,0.207,0.397,155.189,191560.0,4,10 -Badflower,Ghost,63.0,0.505,0.839,11.0,-4.966,0,0.0569,0.0111,,0.211,0.326,139.961,259520.0,4,1 -Humanity's Last Breath,Tide,37.0,0.184,0.964,7.0,-4.995,1,0.161,3.7e-05,0.106,0.208,0.145,71.802,308857.0,5,8 -Elton John,Goodbye Yellow Brick Road - Live,36.0,0.486,0.675,3.0,-6.345,1,0.0353,0.466,,0.97,0.417,129.08,3.312666667,4,9 -Tune-Yards,Powa,51.0,0.752,0.315,5.0,-7.459,1,0.0323,0.675,7.66e-05,0.129,0.524,109.614,303800.0,4,10 -Jessie Ware,Please - Single Edit,63.0,0.665,0.69,7.0,-7.275,1,0.0369,0.0325,0.0147,0.116,0.454,120.032,219933.0,4,6 -The Black Keys,Tighten Up,62.0,0.517,0.711,6.0,-5.84,0,0.0627,0.000763,7.15e-06,0.568,0.582,108.846,211336.0,4,6 -David Bowie,The Jean Genie - 2013 Remaster,60.0,0.58,0.571,9.0,-9.116,1,0.0321,0.378,5.13e-06,0.358,0.818,128.15,248013.0,4,6 -Melrose,Rich Little Bitch,31.0,0.491,0.931,7.0,-7.372,1,0.0566,0.000749,0.00308,0.106,0.552,111.623,230507.0,4,10 -Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,10 -Jensen McRae,Wolves,48.0,0.795,0.117,11.0,-10.155,0,0.0375,0.972,3.46e-06,0.0878,0.125,110.978,235479.0,4,6 -Jayanthi Kumaresh,Varnam,21.0,0.471,0.349,8.0,-16.633,1,0.0656,0.975,0.945,0.286,0.358,147.193,394400.0,4,6 -Southern Avenue,What Did I Do,38.0,0.395,0.701,2.0,-4.128,1,0.0804,0.381,0.000171,0.116,0.852,200.991,232600.0,4,2 -The Woman Who Planted Trees,Emily Barker,25.0,0.352,0.483,9.0,-9.116,1,0.0542,0.136,0.00274,0.112,0.362,164.016,3.258816667,4,0 -Ragnarok,God Is Wasted,31.0,0.223,0.992,7.0,-5.847,1,0.146,1.61e-06,0.644,0.357,0.103,141.117,258691.0,4,8 -Bob Seger,Against The Wind,66.0,0.674,0.771,7.0,-5.612,1,0.0246,0.28,0.0318,0.133,0.718,109.618,333720.0,4,10 -The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,10 -Tuna,◊í◊ú◊í◊ú ◊¢◊†◊ß,38.0,0.488,0.792,1.0,-7.406,1,0.105,0.0439,,0.616,0.718,175.172,296027.0,4,5 -Lawrence Hart,Surrender Yourself,40.0,0.641,0.677,7.0,-9.002,0,0.0462,0.0813,0.826,0.111,0.0708,122.992,347413.0,4,1 -Escape the Fate,Invincible (feat. Lindsey Stirling),58.0,0.506,0.9,8.0,-5.137,1,0.0414,0.000656,9.21e-05,0.467,0.348,150.009,232367.0,4,10 -Wu-Tang Clan,Protect Ya Neck,65.0,0.817,0.552,8.0,-10.8,0,0.386,0.032,7.17e-06,0.826,0.808,102.011,291067.0,4,5 -"Asha Bhosle, Mohammed Rafi",Mohabbat Ka Haath Jawani Ka Palla,3.0,0.37,0.626,9.0,-8.489,1,0.16,0.848,1.49e-05,0.547,0.961,181.77,4.047783333,3,3 -Henrik Janson,Capri Interlude - For Guitar and Strings,37.0,0.59,0.141,,-15.304,1,0.0347,0.907,0.867,0.0935,0.157,120.224,1.7255,4,7 -luxury elite,You Can Sense It,26.0,0.523,0.598,10.0,-9.364,0,0.0265,0.0225,0.805,0.301,0.522,76.713,155581.0,4,6 -Graveyard,Please Don't,40.0,0.319,0.866,2.0,-4.722,0,0.0359,1.42e-06,0.756,0.155,0.554,109.626,252693.0,4,10 -Spacehog,In the Meantime,62.0,0.269,0.895,9.0,-6.382,1,0.118,0.083,0.00266,0.153,0.16,168.479,299507.0,4,10 -Los Coast,A Change Is Gonna Come,45.0,0.354,0.523,10.0,-5.938,1,0.0269,0.514,2.66e-05,0.139,0.179,176.688,203616.0,3,10 -Ben Harper,Burn One Down,59.0,0.857,0.404,5.0,-10.669,1,0.0444,0.573,0.733,0.0958,0.302,105.068,211627.0,4,10 -Suzi Quatro,I Wanna Be Free,32.0,0.846,0.543,11.0,-8.865,0,0.0404,0.579,0.000236,0.134,0.606,117.372,191640.0,4,10 -James Taylor,Mexico,3.0,0.774,0.497,11.0,-13.448,1,0.0293,0.279,7.14e-06,0.119,0.768,115.994,177400.0,4,10 -The Isley Brothers,"Shout, Pts. 1 & 2",62.0,0.489,0.866,10.0,-7.433,1,0.0933,0.753,,0.876,0.416,138.63,268560.0,4,10 -Marillion,Kayleigh,63.0,0.585,0.567,2.0,-8.35,1,0.0263,0.247,0.0023,0.102,0.564,106.127,243560.0,4,10 -The Contortionist,Early Grave,47.0,0.202,0.827,7.0,-5.838,0,0.0892,0.00148,0.00556,0.0781,0.363,153.247,231221.0,3,8 -Pooh Shiesty,Neighbors (feat. BIG30),74.0,0.728,0.623,2.0,-8.066,1,0.305,0.0391,,0.214,0.805,145.973,171781.0,4,5 -Demob Happy,Succubus,44.0,0.369,0.792,11.0,-4.591,1,0.0494,5.52e-05,0.000577,0.109,0.391,178.193,221747.0,4,10 -Aubrie Sellers,Just to Be with You,35.0,0.336,0.739,,-5.394,0,0.0481,0.0325,5.9e-05,0.137,0.578,169.932,203653.0,4,2 -Backstreet Boys,The Answer to Our Life,41.0,0.722,0.757,9.0,-4.451,1,0.0267,0.0747,,0.221,0.938,109.993,3.289333333,4,9 -A. G. Cook,Being Harsh,45.0,0.588,0.162,3.0,-15.891,1,0.0334,0.911,0.436,0.107,0.401,86.967,188545.0,4,6 -Sturgill Simpson,Sugar Daddy - Theme from Vinyl,39.0,0.26,0.929,,-5.841,1,0.143,0.343,0.0356,0.139,0.358,81.971,225267.0,4,2 -Myrkur,Ulvinde,39.0,0.21,0.621,1.0,-3.374,0,0.043,0.0188,0.126,0.173,0.0992,119.64,263928.0,4,8 -Electric Enemy,Where Do We Go From Here?,,0.415,0.407,1.0,-5.505,0,0.0379,0.0397,3.02e-05,0.108,0.219,75.525,188550.0,4,1 -Aviv Geffen,◊û◊°◊™◊ï◊ë◊ë,27.0,0.593,0.85,1.0,-4.127,0,0.0276,0.0192,1.09e-06,0.347,0.588,116.008,223453.0,4,10 -Carlos Cano,Ojos verdes,19.0,0.624,0.247,1.0,-10.32,1,0.0419,0.861,,0.198,0.345,95.63,251387.0,4,9 -Fontaines D.C.,Televised Mind,52.0,0.37,0.895,11.0,-5.501,1,0.0902,0.00811,2.97e-05,0.0993,0.268,140.818,250267.0,4,10 -The Police,Roxanne,76.0,0.618,0.748,,-8.905,1,0.358,0.0384,4.1e-06,0.0473,0.663,134.114,191947.0,4,10 -Nilotpal Sinha,Kshmir,26.0,0.482,0.27,7.0,-15.922,1,0.0268,0.573,0.905,0.123,0.0762,139.979,230500.0,4,6 -Fiji Blue,Outside,56.0,0.587,0.639,6.0,-6.883,0,0.0769,0.0924,4.53e-06,0.269,0.258,94.927,174082.0,4,9 -Naglfar,Last Breath of Yggdrasil,24.0,0.105,0.756,7.0,-8.151,0,0.0695,0.000585,0.809,0.42,0.0381,155.697,390427.0,4,8 -Valley Of Tears,Gillian Welch,24.0,0.59,0.108,11.0,-14.382,1,0.0291,0.935,1.22e-05,0.113,0.336,86.294,3.257783333,4,0 -Basement,Disconnect,29.0,0.385,0.979,3.0,-3.436,1,0.109,0.000934,,0.282,0.25,154.977,209213.0,4,1 -Joni Mitchell,Cactus Tree - 2021 Remaster,51.0,0.301,0.212,6.0,-14.013,1,0.0405,0.962,,0.113,0.336,181.378,4.6042,4,0 -Drown This City,New Burn Order,37.0,0.349,0.927,,-3.089,0,0.0844,0.000609,9.33e-05,0.143,0.0934,159.998,246016.0,4,8 -Hanan Ben Ari,◊ê◊ù ◊™◊®◊¶◊ô,55.0,0.67,0.597,11.0,-9.85,0,0.0362,0.355,,0.328,0.778,131.036,176000.0,4,9 -chloe moriondo,Bugbear,59.0,0.634,0.514,10.0,-10.115,1,0.0836,0.189,,0.123,0.639,99.979,173600.0,4,9 -The Devil Wears Prada,Termination,56.0,0.308,0.984,1.0,-3.031,0,0.119,3.93e-05,0.00011,0.0777,0.0714,105.91,201000.0,4,8 -Olly Murs,You Don't Know Love,55.0,0.668,0.661,2.0,-5.694,0,0.0496,0.000897,,0.201,0.361,118.696,199013.0,4,9 -Bryde,Silent All These Years,44.0,0.446,0.241,2.0,-12.103,1,0.031,0.596,1.29e-05,0.131,0.118,124.355,3.97733333,4,0 -Chicago,Hard to Say I'm Sorry / Get Away - 2006 Remaster,69.0,0.398,0.57,4.0,-7.068,1,0.034,0.056,0.00125,0.0606,0.234,140.974,304213.0,4,10 -Mallrat,Better,45.0,0.557,0.69,1.0,-5.465,1,0.0251,0.122,,0.0959,0.144,103.924,193924.0,4,6 -This Mortal Coil,You And Your Sister (remastered),44.0,0.42,0.276,5.0,-16.211,1,0.0305,0.793,0.00192,0.292,0.505,208.589,194227.0,4,6 -Watermelon Slim,Get Out of My Life Woman,32.0,0.597,0.713,6.0,-8.087,0,0.0336,0.121,0.0104,0.282,0.77,95.696,189718.0,4,2 -Thin Lizzy,Rosalie,44.0,0.539,0.811,1.0,-11.224,0,0.0886,0.0616,0.000899,0.0644,0.553,133.829,176600.0,4,10 -Devang Patel,Meri Marji,31.0,0.835,0.959,4.0,-7.56,0,0.198,0.519,0.00364,0.652,0.507,93.749,7.697333333,4,3 -The 1975,Nana,51.0,0.678,0.296,5.0,-11.525,1,0.0299,0.797,0.00348,0.113,0.245,111.018,238296.0,4,10 -Liza Anne,Desire,26.0,0.66,0.578,7.0,-5.27,1,0.0301,0.0248,0.00204,0.119,0.587,110.976,179884.0,4,1 -Asha Bhosle,De De Pyar De De - Female Vocals,17.0,0.631,0.571,2.0,-12.135,1,0.0637,0.864,0.0105,0.347,0.822,117.187,4.407783333,4,3 -Dolly Parton,Here You Come Again,44.0,0.537,0.573,1.0,-9.106,1,0.0369,0.568,0.000641,0.062,0.615,105.795,2.907783333,4,4 -Outsider,Avirex & Akademiks,11.0,0.685,0.59,,-7.101,0,0.0481,0.000228,0.96,0.0862,0.513,140.076,233143.0,4,5 -Lava La Rue,Angel,46.0,0.6,0.826,1.0,-5.367,1,0.065,0.0132,0.000132,0.0896,0.445,106.985,236487.0,4,6 -AC/DC,The Razors Edge,51.0,0.408,0.947,4.0,-3.522,1,0.0532,0.00108,0.195,0.168,0.306,101.053,262533.0,4,8 -Genesis,Land of Confusion - 2007 Remaster,64.0,0.619,0.939,1.0,-6.787,1,0.0397,0.0173,0.000355,0.327,0.677,115.164,286320.0,4,10 -T≈çth,Turnaround (Cocaine Song),32.0,0.502,0.526,11.0,-7.78,1,0.0666,0.735,3.43e-05,0.294,0.464,179.69,203498.0,4,6 -Muddy Waters,Rollin' Stone,52.0,0.629,0.0192,4.0,-19.952,1,0.0833,0.989,4.3e-05,0.106,0.335,169.254,188160.0,4,2 -my bloody valentine,Soft as Snow (But Warm Inside),40.0,0.382,0.909,6.0,-7.644,1,0.0985,0.000109,0.107,0.172,0.446,88.642,141227.0,4,6 -Ninajirachi,Holy Water,14.0,0.273,0.42,7.0,-8.161,1,0.0394,0.19,0.0201,0.169,0.137,72.522,227000.0,4,6 -Petey,California (Prius Edition),37.0,0.679,0.246,2.0,-13.997,1,0.0423,0.91,0.0011,0.0765,0.216,115.114,238880.0,4,6 -P√ÜRISH,Journey of the Prairie King,50.0,0.325,0.865,8.0,-4.592,1,0.0507,0.000111,0.725,0.196,0.254,177.887,208974.0,4,10 -Dinosaur Pile-Up,11:11 - Radio Edit,40.0,0.314,0.756,6.0,-5.875,1,0.0632,0.00025,0.28,0.288,0.926,94.835,198205.0,4,10 -Glass Tides,Deliberate,31.0,0.532,0.9,8.0,-4.997,1,0.0652,0.0134,3.6e-05,0.231,0.339,141.944,177562.0,4,8 -DOWN,Stone the Crow,57.0,0.444,0.911,11.0,-6.117,0,0.0398,0.0139,0.00955,0.0868,0.556,106.437,282507.0,4,8 -Jet,Are You Gonna Be My Girl,76.0,0.613,0.953,2.0,-3.435,1,0.0855,0.00148,0.000582,0.152,0.537,105.046,213800.0,4,6 -Jay Rock,"King's Dead (with Kendrick Lamar, Future & James Blake)",72.0,0.645,0.705,1.0,-5.008,1,0.299,0.000813,,0.128,0.376,137.133,229670.0,4,5 -JAWNY,Best Thing,60.0,0.781,0.746,5.0,-6.327,0,0.38,0.503,,0.106,0.858,95.73,156709.0,4,9 -Kool Moe Dee,No Respect,32.0,0.754,0.558,11.0,-10.605,0,0.3,0.0002,7.41e-05,0.0466,0.678,204.065,324000.0,4,5 -Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,1 -Blackalicious,Make You Feel That Way,52.0,0.845,0.517,1.0,-9.35,1,0.31,0.202,0.00237,0.134,0.641,117.929,206400.0,4,5 -King Crimson,21st Century Schizoid Man,58.0,0.365,0.701,7.0,-9.914,0,0.0575,0.000405,0.572,0.196,0.558,93.477,442581.0,3,10 -Mötley Crüe,Kickstart My Heart,76.0,0.359,0.981,7.0,-3.622,0,0.303,0.00125,0.00236,0.284,0.271,178.98,4.71088333,4,10 -Metallica,Motorbreath (Remastered),53.0,0.289,0.934,1.0,-6.085,1,0.157,0.000121,0.0515,0.086,0.347,173.872,187840.0,4,8 -Eric Johnson,Texas,16.0,0.469,0.437,4.0,-11.948,0,0.0298,0.487,0.704,0.112,0.567,151.967,223067.0,4,2 -The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,6 -Ayyuka,Yukadans,34.0,0.5,0.862,4.0,-7.412,0,0.0397,0.0322,0.764,0.0765,0.917,190.086,248611.0,4,10 -Ms. Lauryn Hill,Final Hour,51.0,0.847,0.689,1.0,-9.104,1,0.203,0.038,3.34e-05,0.108,0.61,92.082,256000.0,4,5 -"Geeta Dutt, Mohammed Rafi",Hum Aap Ki Ankhon Mein,15.0,0.692,0.236,7.0,-7.726,1,0.0655,0.981,0.000516,0.678,0.789,142.213,3.885283333,4,3 -Shine,PRAYER,11.0,0.601,0.52,,-12.806,1,0.0322,0.476,5.53e-06,0.0854,0.599,121.013,196808.0,5,1 -Ken Hensley,Stand (Chase The Beast Away),30.0,0.512,0.669,7.0,-3.751,1,0.0339,0.427,,0.0917,0.393,120.219,290640.0,3,10 -White Lies,Farewell To The Fairground,27.0,0.524,0.654,9.0,-9.047,1,0.037,8.95e-05,0.00569,0.1,0.333,118.014,256720.0,4,10 -Pheeno,Dish,33.0,0.849,0.423,5.0,-12.877,0,0.11,0.763,0.0394,0.278,0.414,136.143,137647.0,4,9 -Breakin' Ground,AHI,40.0,0.642,0.688,10.0,-6.38,1,0.0292,0.319,,0.119,0.874,98.06,3.067333333,4,0 -Drake,Laugh Now Cry Later (feat. Lil Durk),86.0,0.761,0.518,,-8.871,1,0.134,0.244,3.47e-05,0.107,0.522,133.976,261493.0,4,5 -Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,10 -JP Saxe,Like That,68.0,0.453,0.689,7.0,-5.952,1,0.0414,0.0701,1.28e-06,0.149,0.477,145.762,174120.0,4,9 -Turbowolf,Cheap Magic,22.0,0.387,0.945,10.0,-2.803,1,0.0705,3.88e-05,0.226,0.174,0.674,151.945,176413.0,4,10 -Little Simz,Selfish,60.0,0.748,0.641,6.0,-6.485,0,0.0708,0.478,0.00246,0.114,0.829,100.063,226097.0,4,5 -Mystikal,Danger (Been So Long) featuring Nivea,54.0,0.92,0.861,7.0,-5.435,1,0.218,0.211,2.59e-05,0.0288,0.718,97.969,211400.0,4,5 -The Runaways,Cherry Bomb,68.0,0.501,0.813,11.0,-8.192,1,0.0639,0.0455,4.75e-05,0.131,0.495,136.59,138707.0,4,6 -Altin G√ºn,Goca D√ºnya,55.0,0.738,0.683,4.0,-5.099,0,0.0622,0.0485,0.000728,0.0692,0.802,97.484,240093.0,4,10 -Make Them Suffer,Soul Decay,47.0,0.417,0.914,4.0,-5.008,0,0.0639,8.48e-06,0.000205,0.226,0.422,83.98,223773.0,4,8 -Ido B & Zooki,Jaguar,10.0,0.821,0.64,5.0,-8.357,1,0.288,0.0698,1.64e-06,0.12,0.357,150.091,188000.0,4,5 -Skating Polly,Hollywood Factory,30.0,0.605,0.722,11.0,-5.852,1,0.0517,0.47,0.000461,0.104,0.961,124.711,175053.0,4,6 -Ted Lightfoot,All Of You,41.0,0.549,0.125,3.0,-18.696,1,0.0463,0.962,0.938,0.11,0.163,121.251,2.498666667,4,7 -phem,congratulations,51.0,0.457,0.764,5.0,-6.419,0,0.193,0.0258,1.98e-06,0.0721,0.61,129.514,132371.0,5,9 -Suicide Silence,You Only Live Once,59.0,0.613,0.953,6.0,-4.936,1,0.153,0.00018,0.0614,0.116,0.213,119.976,192560.0,4,8 -John Mayer,No Such Thing,64.0,0.668,0.739,4.0,-4.919,1,0.0308,0.0383,,0.13,0.571,131.918,231467.0,4,10 -Benny The Butcher,Price of Fame,10.0,0.672,0.755,7.0,-9.769,1,0.302,0.215,,0.0612,0.418,143.989,253333.0,4,5 -U2,With Or Without You,54.0,0.546,0.537,2.0,-7.44,1,0.0268,0.000135,0.287,0.125,0.0923,109.908,4.93711667,4,10 -Mukesh,Jeena Yahan Marna Yahan,30.0,0.285,0.538,5.0,-5.818,1,0.0345,0.608,0.0165,0.403,0.491,83.739,4.48165,3,3 -YG,Vibe With You (feat. Ty Dolla $ign),,0.604,0.7,1.0,-6.017,1,0.124,0.156,,0.129,0.462,91.867,188451.0,4,5 -UPSAHL,Douchebag,57.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,10 -Friend,Maple Glider,49.0,0.748,0.268,11.0,-9.687,1,0.0299,0.839,0.00265,0.126,0.193,118.017,4.286,4,0 -Wheatus,Teenage Dirtbag,72.0,0.625,0.85,4.0,-3.904,1,0.0495,0.346,0.000233,0.174,0.633,94.661,241667.0,4,9 -Jealous of the Birds,Miss Misanthrope,38.0,0.509,0.251,11.0,-14.152,1,0.0358,0.9,0.0204,0.105,0.114,121.86,235707.0,4,6 -"Ola W Jansson, Kristoffer Wallin, Edvin Fridolfsson, W JAZZ TRIO",A Tribute To Oscar Peterson,5.0,0.434,0.213,5.0,-17.591,1,0.0357,0.927,0.893,0.108,0.193,91.755,3.099083333,4,7 -Moon Taxi,Red Hot Lights,49.0,0.603,0.865,8.0,-3.02,0,0.0383,0.00986,0.0005,0.109,0.546,122.984,210907.0,4,10 -Backstreet Boys,Treat Me Right,31.0,0.788,0.764,6.0,-4.94,0,0.0476,0.476,,0.169,0.903,122.414,4.17,4,9 -Nicole Zefanya,Anaheim,47.0,0.485,0.307,1.0,-13.129,1,0.0565,0.663,4.13e-05,0.123,0.132,80.171,4.3,4,0 -Andrew Combs,Stars Of Longing,26.0,0.496,0.749,,-6.345,1,0.0294,0.362,0.0102,0.115,0.787,78.968,191040.0,4,1 -Seether,Fine Again,66.0,0.442,0.855,6.0,-2.985,0,0.0288,0.00049,0.0137,0.273,0.363,175.543,243640.0,4,10 -The Cranberries,Dreaming My Dreams,52.0,0.322,0.205,,-16.208,1,0.032,0.128,7.96e-05,0.0776,0.432,121.824,216333.0,3,10 -Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,1 -Borai,Make Me,43.0,0.581,0.933,10.0,-6.315,0,0.0426,0.000311,0.0958,0.0704,0.546,130.0,298411.0,4,1 -Greentea Peng,Spells,53.0,0.736,0.51,6.0,-7.767,0,0.0782,0.171,0.17,0.113,0.408,97.01,183812.0,4,1 -Hiss Golden Messenger,I‚Äôm a Raven (Shake Children),28.0,0.502,0.504,1.0,-7.497,1,0.0275,0.102,,0.282,0.866,170.438,170773.0,4,10 -Son Of Dave,Daddy Was a Wolfman,14.0,0.658,0.733,10.0,-8.018,0,0.127,0.44,0.174,0.21,0.687,179.901,154401.0,4,2 -Nothing’s Gonna Happen,The Staves,52.0,0.36,0.209,2.0,-12.289,1,0.0322,0.77,5.1e-05,0.129,0.213,75.349,3.61245,4,0 -Matt Andersen,Quarter On The Ground ( A Song For Uncle Joe),45.0,0.69,0.21,9.0,-8.531,1,0.0718,0.763,,0.325,0.49,68.851,216453.0,4,2 -Blur,Country House - 2012 Remaster,57.0,0.331,0.885,9.0,-6.606,1,0.0924,0.205,,0.123,0.589,175.294,236960.0,4,1 -Myth,Amythyst Kiah,31.0,0.535,0.153,9.0,-14.438,0,0.0285,0.88,,0.0821,0.297,110.031,4.596683333,4,0 -Space Chimney,Decent Wizards,20.0,0.496,0.805,2.0,-15.32,1,0.0412,0.00136,0.766,0.75,0.766,158.087,170886.0,4,6 -Don Toliver,What You Need,80.0,0.664,0.655,10.0,-7.327,0,0.0461,0.059,2.4e-05,0.17,0.13,129.987,217609.0,4,5 -AC/DC,Ride On,57.0,0.73,0.388,,-9.511,1,0.051,0.514,0.00791,0.0735,0.279,105.716,350267.0,3,10 -Richie Kotzen,You Know That,30.0,0.324,0.925,7.0,-3.213,1,0.206,0.0797,0.000546,0.0849,0.672,197.662,236427.0,4,10 -Imagine Dragons,Wrecked,83.0,0.626,0.56,,-5.82,0,0.0288,0.148,1.51e-05,0.109,0.229,93.989,4.06675,4,9 -C. Ramchandra,Haseenon Se Muhabbat Ka Bura Anjaam,4.0,0.505,0.369,3.0,-10.369,1,0.147,0.947,,0.163,0.548,160.283,2.979783333,5,3 -Imagine Dragons,Second Chances,44.0,0.401,0.567,10.0,-9.131,1,0.0355,0.171,0.00859,0.103,0.362,171.059,217973.0,3,10 -Last Train,Tired Since 1994,40.0,0.415,0.172,2.0,-10.192,1,0.0287,0.202,0.0248,0.115,0.157,98.158,348480.0,3,10 -Gorillaz,MLS (feat. JPEGMAFIA and CHAI),54.0,0.745,0.653,6.0,-7.511,0,0.074,0.0889,,0.104,0.68,90.006,193280.0,4,10 -Aerosmith,Pink,63.0,0.432,0.751,,-5.124,1,0.0423,0.0134,4.58e-06,0.126,0.776,171.85,235360.0,4,10 -Clawfinger,Biggest & the Best,47.0,0.551,0.918,1.0,-5.205,1,0.0642,0.015,0.000622,0.093,0.6,170.399,231720.0,4,8 -Duke Dumont,Alter Ego,28.0,0.733,0.903,8.0,-6.019,1,0.0627,0.00592,0.489,0.0803,0.728,124.992,205497.0,4,9 -Vijay Prakash,Krishna Nee Begane,24.0,0.262,0.471,7.0,-7.795,1,0.0331,0.824,,0.109,0.27,170.356,6.357333333,4,0 -KCIDY,Souterrains,32.0,0.682,0.41,5.0,-12.165,0,0.0279,0.174,1.21e-05,0.123,0.371,94.987,198893.0,4,6 -The Inspector Cluzo,Little Girl & The Whistlin Train,43.0,0.554,0.167,8.0,-11.794,0,0.0275,0.786,0.00203,0.117,0.25,67.913,264360.0,4,10 -The Breeders,Wait in the Car,35.0,0.466,0.77,6.0,-5.852,0,0.0322,0.00596,0.000513,0.202,0.475,140.233,122878.0,4,6 -Queen,Save Me - Remastered 2011,62.0,0.507,0.452,7.0,-6.8,1,0.0269,0.359,,0.109,0.322,81.632,229920.0,3,10 -Erthlings,Irrational,35.0,0.448,0.589,9.0,-8.276,1,0.0263,0.000617,0.316,0.212,0.0401,100.019,203993.0,4,6 -NOROZ,◊û◊ô◊ô◊ß◊ú ◊í'◊ß◊°◊ï◊ü,17.0,0.594,0.672,10.0,-5.849,0,0.126,0.436,,0.26,0.221,120.816,163741.0,4,5 -The Animals,Favorite Enemy,38.0,0.261,0.692,8.0,-14.388,1,0.0564,0.0846,0.0548,0.911,0.497,144.566,293867.0,4,10 -Pot√©,Young Lies,54.0,0.712,0.673,1.0,-8.295,1,0.0643,0.0206,0.0176,0.327,0.389,121.008,230840.0,4,6 -Black Eyed Peas,FEEL THE BEAT,63.0,0.896,0.528,,-5.981,0,0.0849,0.114,0.000189,0.773,0.312,104.991,237714.0,4,9 -Kills Birds,Volcano,38.0,0.274,0.984,7.0,-3.378,1,0.29,0.00155,0.0503,0.314,0.359,169.235,168824.0,4,1 -Bob Marley & The Wailers,"Get Up, Stand Up",44.0,0.825,0.546,6.0,-9.518,0,0.386,0.321,5.13e-05,0.068,0.866,148.246,221933.0,4,5 -"nothing,nowhere.",blood (feat. KennyHoopla & JUDGE),61.0,0.614,0.817,4.0,-4.588,0,0.144,0.0379,3.95e-06,0.146,0.842,81.009,158429.0,4,10 -Georgia Twinn,Moth,42.0,0.629,0.662,1.0,-5.395,0,0.0439,0.0212,,0.16,0.463,120.028,168200.0,4,9 -The Joy Formidable,Back to Nothing,40.0,0.42,0.813,9.0,-5.118,1,0.0313,0.000318,0.319,0.211,0.512,89.968,270665.0,4,10 -M83,Kim & Jessie,45.0,0.492,0.567,5.0,-6.159,1,0.0327,0.000114,0.536,0.358,0.245,111.01,323373.0,4,6 -Michael Burks,What Can A Man Do?,11.0,0.563,0.26,9.0,-10.837,1,0.0458,0.633,0.0048,0.0888,0.115,116.912,316533.0,3,2 -Ty Segall,Taste,33.0,0.308,0.883,6.0,-7.931,1,0.171,0.00185,0.00043,0.214,0.255,111.604,216467.0,4,6 -Das Racist,Rainbow in the Dark,33.0,0.645,0.764,2.0,-6.392,1,0.409,0.271,,0.563,0.76,174.085,230333.0,4,9 -Beau,Dance With Me,36.0,0.55,0.877,7.0,-5.41,1,0.0691,0.121,0.0422,0.109,0.6,152.038,231907.0,4,10 -Britney Spears,"I'm Not a Girl, Not Yet a Woman",60.0,0.534,0.543,3.0,-6.857,1,0.0245,0.579,,0.112,0.418,78.996,3.851116667,4,9 -Horace Silver,Home Cookin' - Remastered 1999/Rudy Van Gelder Edition,34.0,0.616,0.33,7.0,-12.076,0,0.0469,0.582,,0.122,0.571,143.57,6.469333333,4,7 -St. Paul & The Broken Bones,Like a Mighty River,49.0,0.573,0.901,,-4.924,0,0.0434,0.405,0.111,0.307,0.794,98.454,202627.0,4,9 -Ethel Cain,Crush,53.0,0.529,0.357,4.0,-10.937,1,0.029,0.0266,,0.107,0.221,94.944,204318.0,4,6 -Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,1 -Silvera,Promise,32.0,0.443,0.959,11.0,-7.182,0,0.0586,5.08e-06,0.000452,0.105,0.514,100.017,238200.0,4,10 -DZ Deathrays,Run To Paradise,29.0,0.452,0.887,9.0,-5.791,1,0.0427,0.000156,5.04e-05,0.187,0.409,142.054,194625.0,4,10 -The Wonder Years,Came Out Swinging,52.0,0.326,0.886,1.0,-5.677,1,0.165,0.0132,,0.125,0.395,103.686,244745.0,4,10 -Bryce Fox,Golden Boy,47.0,0.694,0.78,9.0,-6.844,1,0.0728,0.00184,,0.222,0.621,130.058,168555.0,4,10 -Supertramp,Breakfast In America - 2010 Remastered,71.0,0.532,0.663,,-5.886,0,0.0292,0.425,1.07e-06,0.0734,0.756,75.14,159347.0,4,10 -Garrett Lebeau,Broke Down Dream,33.0,0.671,0.217,3.0,-11.186,1,0.0587,0.493,0.00893,0.0974,0.411,117.815,360307.0,3,2 -Incubus,Drive,75.0,0.645,0.792,4.0,-7.34,0,0.036,0.0562,0.0121,0.119,0.666,90.565,232453.0,4,10 -Bob Dylan,Tangled up in Blue,64.0,0.421,0.661,9.0,-13.126,1,0.0433,0.414,1.16e-06,0.0962,0.554,100.965,341627.0,4,10 -Butcher Babies,Last Dance,52.0,0.522,0.872,2.0,-5.709,1,0.0579,0.000236,0.0229,0.743,0.292,128.126,211875.0,4,10 -Advaita,Hamsadhwani,19.0,0.537,0.502,4.0,-13.158,1,0.0296,0.747,0.437,0.0911,0.349,149.893,6.282616667,4,0 -Opeth,Dignity,45.0,0.446,0.734,4.0,-8.907,0,0.0561,0.00211,0.385,0.741,0.128,120.085,395133.0,4,8 -Beth Hart,Bad Woman Blues,47.0,0.737,0.929,9.0,-3.374,0,0.0316,0.0562,0.000334,0.0909,0.807,119.985,215911.0,4,2 -Palaye Royale,"Massacre, The New American Dream",55.0,0.397,0.966,7.0,-4.957,0,0.133,0.000577,0.0113,0.184,0.375,167.868,185871.0,4,10 -Sarahba,Dommage,33.0,0.713,0.734,1.0,-5.843,1,0.0311,0.0724,6.31e-05,0.112,0.598,99.986,206400.0,4,9 -Holborns,Walking on Clouds,53.0,0.495,0.191,5.0,-14.75,1,0.0404,0.918,0.919,0.119,0.219,102.495,2.038166667,4,7 -The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,6 -Robert Randolph & The Family Band,Gonna Be All Right,16.0,0.527,0.906,8.0,-4.741,1,0.0557,0.0796,0.00018,0.103,0.686,80.921,263707.0,4,2 -The Strokes,Juicebox,59.0,0.462,0.981,2.0,-2.371,0,0.127,0.00166,0.00894,0.0856,0.547,154.995,194573.0,4,10 -Rihanna,Desperado,76.0,0.685,0.61,,-5.221,0,0.0439,0.323,,0.102,0.323,94.384,186467.0,3,9 -Lil Tjay,Move (feat. Saweetie),65.0,0.807,0.541,4.0,-7.307,0,0.169,0.39,,0.383,0.447,95.024,214536.0,4,5 -So Simpatico - Edit,Villagers,49.0,0.375,0.636,7.0,-5.973,0,0.0273,0.174,1.96e-05,0.236,0.493,148.101,3.098,4,0 -ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,230480.0,4,2 -Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,6 -girl in red,Serotonin,77.0,0.58,0.788,2.0,-4.714,1,0.259,0.0123,1.84e-05,0.368,0.72,148.992,182426.0,4,10 -Gilligan Moss,Lee's Last Dance,9.0,0.669,0.516,,-10.024,0,0.0397,0.354,0.000256,0.0576,0.381,126.979,190332.0,4,6 -Limp Bizkit,Behind Blue Eyes,72.0,0.595,0.489,7.0,-6.66,1,0.0271,0.497,,0.119,0.0902,120.315,269973.0,4,10 -Foo Fighters,Medicine At Midnight,58.0,0.648,0.791,9.0,-5.295,0,0.038,0.000216,0.00195,0.0208,0.72,115.978,209720.0,4,10 -Afro B,Drogba (Joanna) - Global Latin Version,55.0,0.91,0.711,11.0,-5.589,0,0.0564,0.0245,1.03e-06,0.0829,0.631,108.045,197215.0,4,9 -AC/DC,T.N.T.,78.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,214667.0,4,8 -Sarit Hadad,◊î◊õ◊ú ◊°◊í◊ï◊®,16.0,0.7,0.932,7.0,-6.926,1,0.0349,0.208,0.000156,0.335,0.811,109.929,207907.0,4,9 -Israel Bright,Hamenaka,3.0,0.742,0.942,5.0,-2.983,0,0.034,0.299,0.000105,0.537,0.958,122.061,269880.0,4,6 -Vanja Sky,Do You Wanna - Live,26.0,0.296,0.924,,-7.266,1,0.109,0.0152,0.00478,0.927,0.597,150.393,215540.0,4,2 -Bastille,Pompeii,74.0,0.679,0.715,9.0,-6.383,1,0.0407,0.0755,,0.271,0.571,127.435,214148.0,4,10 -AG Club,NOHO (feat. ICECOLDBISHOP),57.0,0.804,0.558,6.0,-6.314,0,0.303,0.00684,,0.12,0.477,87.528,182513.0,4,5 -Lacuna Coil,The House of Shame,42.0,0.271,0.933,9.0,-4.544,1,0.121,0.00028,0.00643,0.0784,0.0773,135.977,317191.0,4,8 -Echopraxia,3s Without 4,34.0,0.467,0.983,8.0,-4.13,1,0.159,1.17e-05,0.922,0.342,0.301,130.017,231462.0,4,8 -Dexplicit,Forward Riddim,16.0,0.62,0.734,1.0,-9.659,1,0.564,0.0353,0.617,0.336,0.197,172.063,211139.0,5,5 -Behemoth,Blow Your Trumpets Gabriel,47.0,0.175,0.945,6.0,-4.632,1,0.0832,0.000226,0.0056,0.285,0.169,118.282,265440.0,4,8 -Joanne Shaw Taylor,Who Do You Love?,40.0,0.629,0.648,8.0,-14.063,1,0.0382,0.0203,0.0356,0.299,0.691,104.014,187246.0,4,10 -Outkast,B.O.B. - Bombs Over Baghdad,63.0,0.746,0.978,9.0,-5.324,1,0.0978,0.0555,4.11e-05,0.026,0.653,153.809,304227.0,4,5 -Spin Doctors,Two Princes,71.0,0.543,0.912,7.0,-10.71,1,0.0601,0.00162,2.1e-06,0.0565,0.836,103.731,256733.0,4,10 -Oli Brown,Open Road,36.0,0.628,0.576,11.0,-4.694,0,0.0565,0.212,4.47e-05,0.315,0.693,92.01,227680.0,4,2 -Moshe Peretz,◊ñ◊î ◊î◊ñ◊û◊ü,19.0,0.568,0.62,3.0,-4.776,0,0.0282,0.488,,0.109,0.197,126.06,235933.0,4,9 -Kelly Lee Owens,Re-Wild (Breaka Remix),26.0,0.623,0.852,6.0,-8.573,0,0.0446,0.0241,0.795,0.297,0.341,128.984,316304.0,4,6 -The Jungle Giants,In Her Eyes,60.0,0.89,0.505,11.0,-3.106,0,0.0481,0.00373,0.438,0.0474,0.94,119.011,174402.0,4,6 -KT Tunstall,Suddenly I See,70.0,0.587,0.767,,-5.713,1,0.0449,0.225,,0.112,0.664,100.38,201707.0,4,10 -Billy Charlotte,Everytime We Say Goodbye,51.0,0.46,0.215,5.0,-16.813,0,0.0291,0.914,0.772,0.125,0.198,96.269,4.095233333,4,7 -Awake Again,Busy Doing Nothing,,0.42,0.985,6.0,-4.362,1,0.109,4.74e-05,2.86e-05,0.277,0.506,111.566,190245.0,4,10 -Cory Marks,Blame It On The Double (feat. Tyler Connolly of Theory of a Deadman & Jason Hook),57.0,0.545,0.964,,-3.439,1,0.0378,0.0248,,0.19,0.719,94.053,207229.0,4,10 -Jared James Nichols,Threw Me To The Wolves,38.0,0.291,0.746,9.0,-5.459,0,0.0412,0.00192,0.000181,0.168,0.429,177.503,232088.0,4,2 -The Black Keys,Lo/Hi,66.0,0.606,0.679,2.0,-7.445,1,0.0321,0.0151,0.000433,0.0962,0.707,122.016,177768.0,4,1 -Set It Off,Catch Me If You Can,52.0,0.599,0.914,4.0,-4.926,0,0.0662,0.00246,9.21e-06,0.21,0.587,100.044,179685.0,4,9 -Van Halen,Dreams,60.0,0.455,0.758,,-11.361,1,0.0454,0.223,2.51e-06,0.0986,0.54,141.304,294000.0,4,10 -Robert Petway,Catfish Blues,36.0,0.596,0.308,1.0,-17.814,1,0.0495,0.977,0.0106,0.108,0.834,183.398,174472.0,4,2 -Priscilla Renea,Heavenly,24.0,0.535,0.257,4.0,-9.224,1,0.0317,0.608,,0.108,0.105,143.943,212266.0,3,2 -Poeta Magica,V√•rvindar friska,36.0,0.552,0.343,2.0,-11.082,1,0.0375,0.12,,0.087,0.0375,119.961,331213.0,3,8 -The Rolling Stones,Jumpin' Jack Flash - Mono Version,58.0,0.571,0.901,3.0,-9.152,1,0.0568,0.0457,0.205,0.0753,0.645,137.317,221747.0,4,10 -"Antonín Dvořák, Tamsin Waley-Cohen, Huw Watkins","4 Romantic Pieces, B.150: I. Allegro moderato",32.0,0.208,0.0314,10.0,-26.419,1,0.0466,0.994,0.542,0.103,0.0694,96.712,3.485116667,4,7 -Saint Louis,Carry Me Away,35.0,0.286,0.882,7.0,-2.362,1,0.039,0.00435,0.0406,0.107,0.0438,139.584,183214.0,4,10 -BLOODSPOT,Deadline Story (feat. Patrick Boos),27.0,0.435,0.951,8.0,-7.475,1,0.0576,5.24e-06,0.55,0.0952,0.203,135.034,282043.0,4,8 -Devon,WARNING SIGNS,36.0,0.6,0.736,9.0,-7.745,1,0.0362,0.00447,0.000434,0.353,0.48,121.933,171639.0,4,6 -Secrets Of The Moon,Sanctum,21.0,0.328,0.903,11.0,-9.951,0,0.0511,4.03e-05,0.11,0.0918,0.408,126.157,340870.0,4,8 -Lacuna Coil,Save Me,42.0,0.388,0.947,10.0,-4.367,1,0.0642,0.000221,0.00995,0.358,0.193,142.013,276560.0,4,8 -Clive From Accounts,Gravitate,26.0,0.709,0.631,7.0,-10.065,0,0.0546,0.19,0.611,0.141,0.379,121.994,287143.0,4,9 -Snow White Blood,You Belong to Me,39.0,0.441,0.941,4.0,-5.878,1,0.12,0.0111,2.26e-06,0.111,0.122,94.471,456467.0,4,8 -Annihilator,Alison Hell,50.0,0.365,0.978,9.0,-6.314,1,0.0698,0.00016,0.00241,0.206,0.108,101.886,301053.0,4,8 -SWMRS,Berkeley's On Fire,34.0,0.685,0.94,2.0,-2.713,1,0.0867,0.112,,0.276,0.58,140.001,227987.0,4,10 -Mario Cabrera,Merula,37.0,0.523,0.0989,,-17.411,0,0.0577,0.975,0.929,0.108,0.419,87.35,4.153333333,4,7 -"Aaron Krause, Liza Anne",Every Breath You Take (feat. Liza Anne),62.0,0.325,0.201,6.0,-11.595,0,0.0282,0.758,,0.0977,0.172,81.869,3.73155,4,0 -"Mukesh, Vyjayanthimala","Bol Radha Bol, Pt. 1",20.0,0.453,0.554,11.0,-11.327,0,0.0832,0.925,1.78e-06,0.667,0.939,99.11,4.364216667,4,3 -"Tanishk Bagchi, Zara Khan","Dil Nahin Todna (From ""Sardar Ka Grandson"")",53.0,0.656,0.399,2.0,-6.617,1,0.0283,0.758,,0.172,0.238,142.098,3.950866667,4,3 -Eshtadur,Lowborn Bastard,27.0,0.219,0.968,6.0,-4.233,1,0.107,2.54e-05,0.00769,0.333,0.0383,129.927,328800.0,4,8 -Kaiser Chiefs,Everyday I Love You Less And Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,6 -The Picturebooks,The Hands of Time,38.0,0.672,0.839,2.0,-6.196,1,0.0275,0.149,,0.335,0.74,111.007,187424.0,4,10 -MOD SUN,Amnesia,58.0,0.457,0.804,6.0,-4.756,0,0.0362,0.000206,,0.197,0.523,155.022,171033.0,4,1 -Temple Of The Dog,Say Hello 2 Heaven,60.0,0.306,0.647,,-9.969,1,0.0316,0.0768,,0.366,0.321,148.087,384467.0,3,10 -DIIV,Taker,38.0,0.378,0.611,9.0,-6.396,1,0.0335,0.000928,0.863,0.11,0.159,139.9,268800.0,4,10 -Bones Owens,Tell Me,50.0,0.591,0.42,10.0,-6.986,1,0.0317,0.0146,0.000121,0.101,0.52,129.918,197783.0,4,2 -Zonal,Wrecked,33.0,0.533,0.839,6.0,-9.474,0,0.0599,0.0779,0.828,0.224,0.778,139.949,386553.0,4,8 -Lewis Watson,spark - acoustic version,41.0,0.597,0.494,3.0,-8.718,1,0.0341,0.331,,0.0835,0.502,94.952,215213.0,4,9 -Dee Snider,Prove Me Wrong,25.0,0.39,0.971,1.0,-3.669,1,0.152,2.64e-05,0.0636,0.193,0.518,180.054,228880.0,4,8 -Marvelous 3,Freak of the Week,46.0,0.618,0.82,11.0,-4.593,0,0.0577,0.000543,,0.546,0.51,130.709,200640.0,4,10 -Japanese Breakfast,Posing In Bondage,57.0,0.581,0.658,1.0,-7.537,1,0.028,0.00534,0.0608,0.124,0.2,104.986,244691.0,4,6 -God Knows Why,Jenny O.,28.0,0.462,0.659,4.0,-7.343,1,0.0268,0.526,0.189,0.231,0.72,82.984,3.02925,4,0 -Def Leppard,Let It Go,52.0,0.409,0.915,2.0,-7.205,1,0.0667,0.00444,0.0022,0.342,0.409,138.143,283186.0,4,8 -Lynyrd Skynyrd,Last Of The Street Survivors,42.0,0.479,0.754,7.0,-5.537,1,0.0292,0.000898,0.00168,0.125,0.426,144.083,255133.0,4,10 -Lama Lo,Risky,45.0,0.817,0.504,11.0,-5.882,0,0.0427,0.101,,0.196,0.764,125.982,172143.0,4,9 -Feiertag,Pinstripes (feat. Feiertag),37.0,0.776,0.68,5.0,-7.157,0,0.151,0.186,1.67e-05,0.29,0.617,87.962,221820.0,4,1 -Cadence Weapon,Ghost,29.0,0.772,0.583,1.0,-5.84,1,0.223,0.0242,1.05e-06,0.267,0.382,136.017,134317.0,4,1 -Asha Bhosle,In Ankhon Ki Masti,45.0,0.522,0.461,5.0,-11.774,1,0.0367,0.798,2.5e-05,0.112,0.5,107.707,5.724216667,4,3 -Bobby Rush,Dust My Broom,45.0,0.721,0.458,9.0,-7.838,0,0.0619,0.758,7.65e-05,0.155,0.526,111.501,215662.0,4,2 -Manga Saint Hilare,Dumping Again,35.0,0.586,0.864,9.0,-6.326,1,0.35,0.173,,0.589,0.598,137.148,183000.0,4,5 -Novo Amor,Birdcage,54.0,0.574,0.407,1.0,-8.321,1,0.0243,0.902,0.637,0.0927,0.223,82.047,202227.0,4,6 -Westlife,Heart Without A Home,,0.45,0.604,,-3.659,1,0.0272,0.133,,0.331,0.363,141.35,4.79,4,9 -Metallica,Sad But True,69.0,0.633,0.846,7.0,-6.347,1,0.0337,0.000819,0.00139,0.0762,0.448,89.23,323933.0,4,8 -The Zombies,Care Of Cell 44,33.0,0.397,0.488,7.0,-10.011,1,0.0278,0.302,0.0047,0.108,0.353,130.055,236667.0,4,10 -The Mysterines,Love's Not Enough,43.0,0.379,0.691,7.0,-4.344,1,0.0614,0.00114,1.34e-05,0.105,0.264,142.941,228947.0,4,1 -LOYAL,Light up for You,44.0,0.738,0.632,7.0,-8.107,0,0.0862,0.242,,0.072,0.697,118.003,223792.0,4,6 -Geeta Dutt,Aaj Ki Raat Piya Dil Na Todo,9.0,0.542,0.292,8.0,-12.848,1,0.165,0.987,0.0262,0.06,0.85,170.958,2.892666667,3,3 -Karma To Burn,Fifty Seven,42.0,0.282,0.963,11.0,-5.558,1,0.0584,0.000651,0.566,0.338,0.643,96.155,266124.0,4,10 -Mike Zito,Judgment Day,36.0,0.493,0.716,11.0,-5.721,0,0.0283,0.0827,0.00837,0.84,0.757,81.904,437358.0,4,2 -Pink Floyd,Money - 2011 Remastered Version,,0.469,0.537,9.0,-10.421,1,0.152,0.0241,0.00201,0.269,0.783,124.193,6.38056667,1,10 -The Smashing Pumpkins,Today - Remastered,,0.457,0.825,8.0,-7.611,1,0.0268,3.29e-05,0.578,0.0548,0.414,82.539,201173.0,4,1 -The Feeling,Fill My Little World,55.0,0.455,0.892,7.0,-3.46,1,0.0345,0.0789,,0.341,0.666,175.979,247507.0,4,9 -Backstreet Boys,Shining Star,38.0,0.731,0.955,8.0,-2.843,1,0.0748,0.0172,,0.326,0.762,104.991,3.37155,4,9 -IDLES,Danny Nedelko,52.0,0.402,0.931,6.0,-4.455,1,0.0562,0.000277,0.00403,0.243,0.32,102.185,204844.0,4,10 -Hole,Malibu,61.0,0.528,0.904,2.0,-5.854,1,0.0343,0.000833,,0.174,0.678,122.372,230040.0,4,10 -"Amitabh Bachchan, Shashi Kapoor, Neetu Singh, Simi, Parikshat, Sahni, Waheeda Rehman, Rashi Kapoor",Main Apni Maa Ko (with Dialogues),8.0,0.475,0.208,5.0,-17.923,0,0.259,0.668,,0.171,0.292,84.661,18.70978333,4,3 -Wallice,Off the Rails,52.0,0.476,0.798,1.0,-4.208,1,0.0394,0.0581,0.0018,0.276,0.738,168.179,140673.0,4,6 -Globe,"Billy Strings, Fences",46.0,0.606,0.204,4.0,-15.159,1,0.0416,0.717,6.13e-06,0.127,0.434,130.078,3.6687,4,0 -Ehud Banai,◊ß◊°◊ù ◊í◊ú◊ô◊ú◊ô,13.0,0.516,0.719,9.0,-10.668,0,0.0399,0.0367,0.153,0.51,0.802,131.602,346987.0,4,10 -Audioslave,Like a Stone,76.0,0.614,0.568,7.0,-5.477,0,0.0276,0.00797,,0.0997,0.516,107.849,293960.0,4,10 -Warren Haynes,Soulshine,39.0,0.398,0.538,10.0,-7.972,1,0.0472,0.83,1.18e-06,0.746,0.369,124.625,402400.0,4,10 -Doja Cat,Streets,92.0,0.749,0.463,11.0,-8.433,1,0.0828,0.208,0.0371,0.337,0.19,90.028,226987.0,4,5 -Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,1 -*repeat repeat,Wind in My Sail,23.0,0.495,0.844,7.0,-4.448,1,0.0433,9.75e-05,0.81,0.447,0.46,119.958,185916.0,4,1 -Prophets Of Rage,Heart Afire,38.0,0.666,0.967,2.0,-4.573,1,0.104,0.00309,0.0293,0.331,0.504,131.982,157656.0,4,10 -Wait a Minute,Ana Egge,28.0,0.686,0.51,11.0,-7.495,1,0.0287,0.392,1.17e-05,0.0867,0.835,97.993,3.578033333,4,0 -Yehudit Ravitz,◊ú◊ß◊ó◊™ ◊ê◊™ ◊ô◊ì◊ô ◊ë◊ô◊ì◊ö,37.0,0.577,0.447,2.0,-16.187,0,0.0412,0.424,0.00065,0.0837,0.675,84.476,212827.0,4,10 -Tom Gregory,River,69.0,0.701,0.621,10.0,-4.972,1,0.0556,0.0237,,0.232,0.494,110.03,189995.0,4,9 -Goose,Arcadia (7.27.19),35.0,0.426,0.746,1.0,-8.706,1,0.0825,0.337,0.184,0.955,0.503,95.923,571895.0,4,10 -Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,10 -Arctic Monkeys,Do I Wanna Know?,85.0,0.548,0.532,5.0,-7.596,1,0.0323,0.186,0.000263,0.217,0.405,85.03,272394.0,4,6 -Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,1 -Infectious Grooves,Please Excuse This Funk Up,40.0,0.54,0.933,,-3.107,1,0.0782,0.0188,0.000495,0.0379,0.699,122.481,277173.0,4,10 -Adri√°n Otero,Me Gustas Mucho,23.0,0.728,0.626,11.0,-7.447,0,0.0371,0.0121,0.00145,0.056,0.918,108.037,186826.0,4,2 -Future Islands,Seasons (Waiting On You),65.0,0.498,0.721,10.0,-5.232,1,0.0282,0.136,0.699,0.0933,0.589,140.022,226440.0,4,6 -311,All Mixed Up,62.0,0.76,0.702,10.0,-9.404,0,0.0716,0.0104,,0.38,0.659,92.324,179600.0,4,10 -Itay Levi,◊®◊ï◊ß◊ì◊ô◊ù ◊¢◊ù ◊î◊ì◊û◊¢◊ï◊™,47.0,0.631,0.45,1.0,-7.74,1,0.0431,0.186,,0.164,0.237,137.934,194830.0,3,9 -"Lata Mangeshkar, Kishore Kumar",Sar Se Sarke,29.0,0.455,0.662,5.0,-7.767,1,0.0362,0.833,,0.0811,0.734,88.469,5.698616667,4,3 -Curved Air,Vivaldi,32.0,0.308,0.758,2.0,-8.132,1,0.061,0.204,0.928,0.166,0.215,130.156,449812.0,4,10 -The Head And The Heart,Rivers And Roads,58.0,0.5,0.197,,-8.93,1,0.0354,0.717,3.22e-05,0.0755,0.177,131.243,284000.0,3,6 -Country Joe & The Fish,Not So Sweet Martha Lorraine,32.0,0.525,0.374,4.0,-13.045,1,0.0346,0.331,,0.0775,0.344,110.305,264000.0,4,10 -Conan Gray,Overdrive,77.0,0.568,0.788,5.0,-6.28,1,0.0377,0.0101,,0.141,0.46,104.959,183070.0,4,9 -Guru,Loungin',57.0,0.716,0.58,10.0,-12.747,0,0.239,0.0694,6.71e-06,0.906,0.707,99.077,279640.0,4,5 -The Butler Twins,Hey Baby Don't You Know Your Daddy Loves You So,4.0,0.562,0.906,2.0,-3.789,1,0.053,0.542,0.00328,0.855,0.781,120.784,430293.0,4,2 -Bring Me The Horizon,Parasite Eve,69.0,0.589,0.797,9.0,-5.464,1,0.15,0.0289,4.35e-06,0.383,0.232,102.489,291813.0,4,1 -Mariallu√Øsa,La vida √©s curta per√≤ ampla,,0.67,0.648,9.0,-5.05,0,0.0249,0.773,0.0257,0.215,0.566,93.016,207301.0,4,6 -Joan Armatrading,Into The Blues,35.0,0.775,0.554,9.0,-6.439,0,0.0381,0.0854,0.00779,0.0533,0.513,120.068,263267.0,4,2 -Hacktivist,Armoured Core,42.0,0.618,0.963,9.0,-3.466,1,0.162,0.00172,3.41e-05,0.0359,0.375,103.031,247229.0,4,8 -The Gories,Thunderbird ESQ,25.0,0.629,0.736,11.0,-13.502,1,0.0808,0.375,9.55e-06,0.0576,0.677,167.635,138240.0,4,2 -The Notorious B.I.G.,Hypnotize - 2014 Remaster,78.0,0.901,0.697,9.0,-3.439,1,0.28,0.145,,0.287,0.67,93.941,229827.0,4,5 -Tom Grennan,Little Bit of Love,81.0,0.689,0.706,1.0,-4.48,0,0.0312,0.0833,,0.105,0.623,106.52,226268.0,4,9 -Emrah Alpat,Hunhar,20.0,0.477,0.806,9.0,-7.725,0,0.119,0.0118,0.545,0.45,0.758,187.527,208453.0,4,10 -Chapterhouse,Pearl,39.0,0.41,0.885,2.0,-7.042,1,0.0351,0.000104,0.823,0.307,0.618,100.051,290800.0,4,6 -Ronnie Milsap,Pure Love - Remastered,,0.521,0.718,2.0,-9.102,1,0.0324,0.31,,0.0648,0.849,151.216,2.349333333,4,4 -Nekrogoblikon,Chop Suey!,44.0,0.326,0.962,3.0,-3.823,1,0.198,0.00128,0.00864,0.248,0.188,126.983,214500.0,4,8 -Havok,Hang 'Em High,40.0,0.554,0.978,1.0,-5.07,1,0.106,0.000714,0.08,0.084,0.438,96.655,289520.0,4,8 -Nick Waterhouse,This Is A Game,31.0,0.679,0.789,,-8.184,1,0.0414,0.292,0.000562,0.108,0.962,164.345,172507.0,4,9 -MAGENTA,Avec toi,46.0,0.723,0.718,8.0,-7.714,0,0.0487,0.0082,0.00105,0.22,0.675,114.014,223160.0,4,6 -Koko Taylor,Money Is The Name Of The Game,19.0,0.38,0.539,4.0,-5.48,0,0.0284,0.505,2.17e-06,0.107,0.53,133.069,408413.0,3,2 -warner case,ok,45.0,0.904,0.542,,-6.99,1,0.103,0.229,0.801,0.0751,0.473,122.012,190119.0,4,6 -Sarah Cothran,As the World Caves In,84.0,0.372,0.255,7.0,-6.834,1,0.0344,0.436,,0.33,0.254,114.402,2.69355,1,9 -Geeta Dutt,Jane Kya Tune Kahi,21.0,0.472,0.259,3.0,-10.901,1,0.108,0.92,,0.1,0.647,180.871,4.150666667,4,3 -Yehudit Ravitz,◊ê◊í◊ì◊™ ◊ê◊ï◊§◊ú◊ô◊î,16.0,0.393,0.321,2.0,-12.376,0,0.0345,0.43,,0.0865,0.129,175.77,211000.0,3,10 -Josie Katz,◊©◊ï◊ë,30.0,0.276,0.56,9.0,-7.156,0,0.0343,0.867,0.51,0.0682,0.214,169.239,218520.0,4,10 -Kina Grannis,Can’t Help Falling in Love,,0.266,0.0596,,-18.515,1,0.0363,0.905,7.07e-05,0.132,0.143,181.74,3.36555,3,0 -Carole King,Child of Mine,45.0,0.492,0.117,,-17.819,1,0.0387,0.982,0.001,0.0812,0.332,120.839,242467.0,4,10 -Paul Grant,Connection - Remix,32.0,0.737,0.634,3.0,-10.164,0,0.508,0.891,0.00011,0.11,0.496,179.706,126667.0,4,5 -The Cure,Friday I'm In Love,75.0,0.526,0.763,,-12.663,0,0.0341,0.00126,6.75e-05,0.359,0.514,136.205,215160.0,4,6 -Conor Gains,Light Shine In,34.0,0.64,0.675,9.0,-7.171,0,0.0606,0.0401,2.93e-06,0.258,0.643,93.023,207253.0,4,2 -La Rata Bluesera,Extremaunci√≥n,23.0,0.598,0.567,9.0,-11.271,0,0.161,0.47,,0.317,0.78,120.701,183130.0,4,2 -Softcult,Take It Off,47.0,0.646,0.669,6.0,-7.31,0,0.0275,0.0148,0.000115,0.373,0.484,114.999,191685.0,4,6 -Hadag Nahash,◊ú◊ê ◊§◊®◊ê◊ô◊ô◊®◊ô◊ù,34.0,0.721,0.848,11.0,-3.892,0,0.0505,0.00383,0.000162,0.111,0.857,118.077,252107.0,4,5 -my bloody valentine,Soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,6 -Villagers,The First Day,55.0,0.485,0.669,10.0,-4.95,1,0.0336,0.0802,7.74e-05,0.422,0.486,134.008,250480.0,4,1 -Hot Chocolate,You Sexy Thing,72.0,0.791,0.734,5.0,-5.464,1,0.0629,0.522,0.00165,0.167,0.962,105.854,244920.0,4,9 -Mudhoney,Suck You Dry - 2008 Remaster,46.0,0.248,0.98,6.0,-7.1,1,0.0878,3.19e-06,0.795,0.0688,0.513,152.956,154347.0,4,10 -Badflower,30,59.0,0.548,0.971,9.0,-3.915,1,0.16,0.00324,0.000388,0.065,0.373,135.028,226568.0,3,10 -Dolly Parton,Love Is Like a Butterfly,36.0,0.686,0.187,8.0,-12.062,1,0.0391,0.721,,0.12,0.772,89.616,2.336216667,4,4 -Aphex Twin,Avril 14th,64.0,0.558,0.0259,8.0,-30.016,1,0.0458,0.996,0.871,0.0969,0.37,157.811,125520.0,4,1 -Danielle Durack,Broken Wings,33.0,0.356,0.247,4.0,-9.279,1,0.0282,0.433,1.2e-06,0.104,0.044,150.124,233507.0,4,6 -Jazz Gillum,Key To The Highway,1.0,0.547,0.18,,-14.609,1,0.0505,0.977,0.00423,0.131,0.544,130.038,178800.0,4,2 -Cake,"Mahna, Mahna",46.0,0.742,0.483,7.0,-11.369,1,0.155,0.213,0.471,0.0733,0.638,89.883,174067.0,4,10 -The Smashing Pumpkins,1979 - Acoustic,52.0,0.738,0.486,3.0,-10.293,1,0.0318,0.708,0.00108,0.124,0.411,129.511,252987.0,4,10 -Zehava Ben,◊û◊ó◊®◊ï◊ñ◊™ ◊û◊®◊ï◊ß◊ê◊ô◊™,26.0,0.435,0.786,7.0,-7.856,1,0.0526,0.368,1.39e-06,0.0489,0.735,99.895,310773.0,1,9 -Boris,Huge,25.0,0.217,0.373,3.0,-7.695,1,0.0473,0.0128,0.893,0.0769,0.154,114.364,554613.0,4,8 -D Double E,Street Fighter Riddim,41.0,0.54,0.963,9.0,-3.12,1,0.53,0.12,,0.262,0.766,89.87,193707.0,5,5 -LANY,dancing in the kitchen,77.0,0.619,0.736,11.0,-7.651,1,0.0425,0.0328,,0.0864,0.299,93.993,3.47666667,4,9 -Weathers,Losing Blood,50.0,0.687,0.773,5.0,-4.341,0,0.0551,0.0128,,0.148,0.674,100.009,184459.0,4,9 -Black Sabbath,Paranoid,77.0,0.429,0.631,4.0,-11.514,0,0.0769,7.85e-05,0.00411,0.175,0.376,162.734,168440.0,4,8 -Fred again..,Marea (We‚Äôve Lost Dancing),76.0,0.761,0.781,5.0,-6.778,0,0.141,0.0681,0.108,0.0607,0.473,123.023,285375.0,4,6 -Chris Lane,"Big, Big Plans",71.0,0.574,0.58,7.0,-6.091,1,0.0278,0.076,,0.12,0.4,149.974,3.121783333,4,4 -August Burns Red,Avalanche,32.0,0.43,0.962,11.0,-4.469,1,0.0798,0.00105,0.869,0.13,0.15,99.992,288875.0,4,8 -Eric Gales,Carry Yourself,39.0,0.675,0.575,7.0,-4.896,0,0.0303,0.736,0.0171,0.119,0.778,85.962,323427.0,4,2 -Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,8 -The Doors,Been down so Long,53.0,0.81,0.376,4.0,-7.941,1,0.0411,0.208,5.52e-05,0.0622,0.635,122.618,279867.0,4,10 -Yehudit Ravitz,◊°◊ï◊£ ◊ú◊°◊ô◊§◊ï◊®,21.0,0.583,0.18,,-15.012,1,0.0306,0.743,,0.12,0.39,168.646,272027.0,3,10 -Creedence Clearwater Revival,Have You Ever Seen The Rain,78.0,0.741,0.697,,-7.028,1,0.0277,0.0664,2.28e-05,0.133,0.774,116.109,160133.0,4,10 -APE,I Trusted U,11.0,0.693,0.577,7.0,-7.165,0,0.0281,0.268,0.000209,0.308,0.547,96.975,183810.0,4,6 -The Pink Slips,Texas,28.0,0.421,0.95,4.0,-1.226,0,0.238,0.000661,0.000429,0.126,0.572,171.949,195613.0,4,6 -MAVI,TIME TRAVEL,49.0,0.462,0.43,6.0,-11.384,0,0.474,0.874,,0.527,0.539,67.21,225354.0,3,5 -Lionel Richie,Endless Love - Live In Paris,24.0,0.389,0.613,10.0,-6.724,1,0.108,0.486,,0.689,0.505,131.098,2.30245,4,9 -"Hariharan, Kavita Krishnamurthy",Jhonka Hawa Ka,45.0,0.645,0.575,2.0,-10.482,1,0.0455,0.232,3.26e-06,0.116,0.333,131.844,5.793333333,4,3 -Savage Garden,I Knew I Loved You - Live,24.0,0.24,0.914,8.0,-4.929,1,0.0991,0.00313,0.000175,0.95,0.455,86.228,8.256,4,9 -Moshe Peretz,◊ê◊ï◊ú◊ô ◊î◊ú◊ô◊ú◊î,28.0,0.577,0.921,7.0,-4.048,1,0.0395,0.0177,,0.19,0.531,127.938,199472.0,4,9 -Shamir,Ocean Eyes,37.0,0.346,0.594,7.0,-7.44,1,0.0662,0.228,0.00275,0.0964,0.362,176.051,203728.0,4,9 -Sleater-Kinney,One More Hour,45.0,0.364,0.904,9.0,-4.168,1,0.0451,0.00341,1.9e-05,0.153,0.73,139.887,199693.0,4,6 -Gryffin,Body Back (feat. Maia Wright) - Acoustic,49.0,0.688,0.228,8.0,-12.337,1,0.0351,0.907,,0.131,0.419,109.771,196364.0,3,9 -The Wombats,Let's Dance to Joy Division,2.0,0.398,0.838,4.0,-6.679,1,0.102,0.00127,,0.576,0.747,116.913,191293.0,4,10 -Gang Of Four,I Love a Man In a Uniform,25.0,0.772,0.435,10.0,-12.612,1,0.088,0.0333,,0.514,0.92,112.264,247293.0,4,6 -Nordjevel,Rovdyr,28.0,0.206,0.971,8.0,-6.639,1,0.112,4.45e-06,0.586,0.256,0.139,132.436,327985.0,4,8 -Juice WRLD,Come & Go (with Marshmello),84.0,0.625,0.814,,-5.181,1,0.0657,0.0172,,0.158,0.535,144.991,205485.0,4,9 -Soundgarden,Rusty Cage,63.0,0.307,0.917,9.0,-7.599,1,0.0977,1.65e-05,0.00044,0.0566,0.266,101.879,266200.0,4,10 -Jenny O.,God Knows Why,31.0,0.462,0.659,4.0,-7.343,1,0.0268,0.526,0.189,0.231,0.72,82.984,181755.0,4,1 -„ǵ„ÇØ„É©SAKURA-LEE,Friends,32.0,0.715,0.601,6.0,-13.251,1,0.303,0.0495,0.000902,0.447,0.802,123.45,169551.0,4,6 -Agnostic Front,Gotta Go,52.0,0.218,0.947,,-5.188,1,0.135,0.00117,,0.127,0.234,196.76,214667.0,4,8 -Shola Ama,Imagine - Asylum Remix,51.0,0.786,0.854,1.0,-6.058,1,0.11,0.0436,0.0374,0.146,0.963,128.572,340693.0,4,5 -M√∂tley Cr√ºe,Home Sweet Home,69.0,0.403,0.777,5.0,-6.416,1,0.0354,0.0999,3.28e-06,0.124,0.149,76.329,240933.0,4,10 -Tortoise,Ten-Day Interval,36.0,0.787,0.416,9.0,-15.913,0,0.164,0.888,0.84,0.312,0.347,150.487,284667.0,3,10 -Eviatar Banai,◊õ◊ú◊ï◊ù ◊ú◊ê ◊¢◊¶◊ï◊ë,33.0,0.442,0.461,,-9.818,1,0.0392,0.562,,0.425,0.496,127.05,166240.0,4,10 -Night Tempo,Big City Night,37.0,0.801,0.854,9.0,-8.218,0,0.417,0.0824,0.108,0.0715,0.637,118.008,197288.0,4,6 -Tash Sultana,Willow Tree (feat. Jerome Farah),45.0,0.379,0.734,8.0,-5.648,0,0.204,0.188,0.00011,0.146,0.515,174.952,199062.0,4,6 -Luh Kel,F Love,58.0,0.644,0.71,,-4.078,0,0.04,0.312,,0.101,0.229,143.061,179372.0,4,5 -Daryl Hall & John Oates,Rich Girl,73.0,0.573,0.683,5.0,-6.644,1,0.176,0.461,,0.0935,0.817,169.519,142787.0,4,10 -Backstreet Boys,My Beautiful Woman,34.0,0.708,0.785,1.0,-3.303,1,0.0369,0.0125,,0.104,0.869,105.054,3.636216667,4,9 -TesseracT,Juno,48.0,0.588,0.897,5.0,-6.353,0,0.0484,0.00656,0.0102,0.139,0.264,108.006,312789.0,3,8 -Pearl Jam,Dance Of The Clairvoyants,58.0,0.741,0.711,11.0,-7.744,0,0.0416,0.0122,0.000696,0.0836,0.649,113.971,265307.0,4,10 -AlienBlaze,Hate Me,34.0,0.708,0.307,1.0,-15.327,1,0.0669,0.783,0.000321,0.0894,0.192,107.953,166139.0,4,1 -The Nice,The Thoughts Of Emerlist Davjack - 2009 Digital Remaster,41.0,0.405,0.556,10.0,-11.17,1,0.0321,0.095,3.84e-05,0.154,0.283,140.749,254707.0,4,10 -Villain of the Story,Stuck,46.0,0.423,0.808,4.0,-4.728,0,0.0347,0.000809,0.00251,0.068,0.0981,95.066,237474.0,4,8 -3TEETH,PRESIDENT X,37.0,0.484,0.957,1.0,-5.411,1,0.108,8.33e-06,0.216,0.126,0.158,101.052,220587.0,4,8 -Naliya,Handshakes,1.0,0.761,0.458,8.0,-7.248,1,0.0511,0.0968,5.84e-06,0.0841,0.785,139.961,154458.0,4,9 -The Bops,Runnin',16.0,0.487,0.609,9.0,-8.111,0,0.0249,0.291,0.769,0.336,0.349,99.983,175307.0,4,9 -Twenty One Pilots,Ride,82.0,0.645,0.713,6.0,-5.355,1,0.0393,0.00835,,0.113,0.566,74.989,214507.0,4,10 -Hegge,New Bromance,44.0,0.569,0.724,3.0,-6.931,1,0.0358,0.669,0.0559,0.288,0.857,140.094,5.45245,4,7 -Mike Posner,Please Don't Go,75.0,0.699,0.882,4.0,-3.896,0,0.0311,0.00296,0.0544,0.13,0.657,120.016,3.280216667,4,9 -Foo Fighters,Chasing Birds,56.0,0.62,0.532,2.0,-7.297,1,0.023,0.0392,0.0245,0.112,0.369,143.993,252293.0,4,1 -FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,10 -"nothing,nowhere.",nightmare,59.0,0.529,0.913,9.0,-3.843,0,0.0864,0.0379,,0.314,0.434,139.906,174023.0,4,10 -Lata Mangeshkar,Panditji Mere Marne Ke Baad,9.0,0.403,0.591,9.0,-9.16,1,0.0812,0.849,,0.153,0.774,108.8,6.191016667,4,3 -blink-182,The Rock Show,68.0,0.41,0.959,9.0,-4.563,1,0.0869,0.000324,,0.0766,0.83,193.155,171600.0,4,10 -"Hugo Alfvén, Ulf Schneider, Jan Philip Schulze","The Sleeping Forest, Op. 28 No. 6",26.0,0.186,0.0105,1.0,-32.796,1,0.0441,0.992,0.343,0.0723,0.0371,104.294,2.439566667,3,7 -Monuments,Leviathan,45.0,0.576,0.965,10.0,-3.689,0,0.156,0.000209,0.0539,0.0939,0.493,106.009,274528.0,4,8 -Junior Mesa,All Or Nothin,45.0,0.606,0.63,5.0,-7.867,0,0.0603,0.237,,0.149,0.707,74.982,148083.0,4,6 -carpetgarden,Beautiful Mind,45.0,0.677,0.725,9.0,-9.295,1,0.0745,0.0617,,0.357,0.561,95.75,199500.0,4,6 -ILLENIUM,Sideways,73.0,0.481,0.727,5.0,-5.861,1,0.0492,0.0564,1.01e-06,0.249,0.392,141.899,251831.0,4,9 -Dr. John,Mama Roux,42.0,0.84,0.393,5.0,-15.199,1,0.0405,0.557,2.9e-06,0.102,0.809,128.234,180600.0,4,2 -TU,Absinthe & A Cracker,26.0,0.66,0.726,7.0,-7.201,1,0.0508,0.00766,0.868,0.27,0.275,123.468,340933.0,5,10 -Moshe Peretz,◊ñ◊ô◊ß◊ï◊ß◊ô◊ù,30.0,0.528,0.658,2.0,-4.552,0,0.0299,0.178,,0.257,0.251,82.018,226933.0,4,9 -Little Hurt,Messed Up,44.0,0.59,0.762,2.0,-5.559,1,0.0361,0.0503,,0.317,0.662,95.017,156947.0,4,10 -Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,6 -Ulrich Schnauss,On My Own - 2019 remaster,42.0,0.398,0.664,11.0,-10.003,1,0.0393,0.0923,0.948,0.359,0.19,139.861,399720.0,4,6 -Arlo Parks,Black Dog,57.0,0.666,0.545,1.0,-8.031,0,0.0354,0.686,0.015,0.117,0.378,86.385,228760.0,4,6 -Rotting Christ,Demonon Vrosis,43.0,0.493,0.935,9.0,-3.148,0,0.0843,0.00431,0.638,0.138,0.221,107.994,296173.0,4,8 -Shlomo Artzi,◊™◊ó◊™ ◊©◊û◊ô ◊ô◊ù ◊î◊™◊ô◊õ◊ï◊ü,32.0,0.626,0.322,4.0,-15.166,0,0.0335,0.725,1.36e-05,0.131,0.382,85.409,350960.0,4,10 -Tall Juan,Atlantico,27.0,0.6,0.51,9.0,-8.318,1,0.0446,0.16,0.000314,0.424,0.512,120.4,190297.0,4,1 -R√∫nahild,Seidr√∫nar,42.0,0.509,0.569,,-11.183,1,0.046,0.0757,1.77e-05,0.0973,0.0859,119.969,489411.0,4,8 -All Them Witches,Bulls,39.0,0.234,0.596,5.0,-6.869,1,0.0441,0.0397,0.739,0.0878,0.104,103.198,400853.0,3,10 -South of Eden,Dancing With Fire,35.0,0.283,0.942,6.0,-4.877,1,0.0584,1.05e-05,0.155,0.4,0.618,102.221,256663.0,4,10 -The 1975,The Sound,62.0,0.648,0.936,,-4.745,1,0.0762,0.085,6.93e-06,0.482,0.566,120.708,248880.0,4,10 -Narendra Chanchal,Beshak Mandir Masjid Todo,13.0,0.396,0.412,9.0,-14.045,1,0.0389,0.882,,0.207,0.606,82.804,3.614,4,3 -As I Lay Dying,The Darkest Nights,52.0,0.367,0.983,8.0,-4.264,1,0.0649,9.49e-06,0.00049,0.184,0.85,175.006,231827.0,4,8 -Here At Last,Tongue,43.0,0.853,0.665,2.0,-4.877,1,0.0887,0.213,6.11e-06,0.0772,0.778,112.04,162617.0,4,9 -TAUR,Chicago,28.0,0.748,0.538,,-8.728,0,0.0748,0.207,0.000458,0.0869,0.654,119.994,234933.0,4,6 -Freddie King,I'm Tore Down,11.0,0.527,0.362,9.0,-12.265,0,0.0513,0.773,,0.102,0.908,130.25,157933.0,4,2 -Shinedown,How Did You Love - Acoustic,53.0,0.52,0.457,2.0,-7.877,0,0.0364,0.137,,0.102,0.61,185.945,185955.0,4,9 -Apoorva Krishna,Transcend,12.0,0.582,0.579,8.0,-7.053,1,0.0683,0.398,0.716,0.0587,0.494,127.034,577000.0,4,6 -Pantera,Hollow,56.0,0.273,0.688,11.0,-10.883,1,0.0326,9.48e-05,0.0504,0.051,0.347,100.077,345733.0,4,8 -Common,The Corner,49.0,0.729,0.82,10.0,-7.124,0,0.241,0.0191,0.000273,0.0927,0.471,156.412,225333.0,4,5 -Keef Hartley Band,Just To Cry,22.0,0.635,0.258,,-16.841,0,0.0308,0.566,0.675,0.121,0.208,124.108,380133.0,4,10 -Charley Pride,Is Anybody Goin' to San Antone,46.0,0.711,0.407,2.0,-11.142,1,0.0325,0.553,,0.171,0.875,116.626,2.223333333,4,4 -Wayward Sons,Even up the Score,31.0,0.364,0.968,1.0,-2.792,1,0.0547,6.92e-06,0.0655,0.0904,0.626,166.857,185527.0,4,10 -Korn,Here To Stay,55.0,0.564,0.947,2.0,-4.998,1,0.0448,7.81e-06,0.828,0.373,0.351,100.002,270960.0,4,8 -Lifehouse,Into The Sun,42.0,0.514,0.613,,-6.196,1,0.0247,0.000556,,0.0764,0.357,135.909,319560.0,4,10 -Moment Joon,DISTANCE,26.0,0.791,0.522,4.0,-9.455,0,0.104,0.351,0.0577,0.138,0.152,130.007,243926.0,4,9 -Samantha Crain,Holding to the Edge of Night,31.0,0.47,0.32,8.0,-11.859,1,0.0302,0.624,0.0179,0.145,0.0342,109.835,283080.0,4,1 -Yves Tumor,Romanticist,52.0,0.584,0.703,7.0,-7.236,0,0.0837,0.0211,1.64e-06,0.535,0.65,94.01,106102.0,4,6 -Avraham Tal,◊ê◊†◊ô ◊©◊ú◊ö,43.0,0.615,0.599,1.0,-6.345,1,0.0282,0.256,,0.0988,0.397,124.009,193548.0,4,9 -Run The Jewels,ooh la la (feat. Greg Nice & DJ Premier),61.0,0.686,0.824,11.0,-5.413,1,0.34,0.157,,0.242,0.405,170.079,183827.0,4,5 -–ß—ë—Ä–Ω–∞—è –†–µ—á–∫–∞,–î—Ä—É–≥,43.0,0.435,0.883,11.0,-5.494,0,0.0346,0.426,0.594,0.182,0.446,146.972,196824.0,4,6 -Paul McCartney,Find My Way,50.0,0.67,0.819,5.0,-5.245,1,0.0325,0.00596,0.00332,0.343,0.395,122.983,234754.0,4,10 -Angels & Airwaves,The Adventure,51.0,0.543,0.878,11.0,-5.994,1,0.0472,0.0485,0.00101,0.125,0.189,144.157,312533.0,4,10 -Jeff Beck,Blues Deluxe,17.0,0.464,0.604,5.0,-10.691,1,0.0484,0.539,0.328,0.849,0.457,133.484,450133.0,3,2 -The Score,Money Run Low,60.0,0.651,0.933,7.0,-3.978,0,0.0457,0.0203,,0.306,0.798,134.048,185467.0,4,10 -"Francis Poulenc, Françoise Groben, Alexandre Tharaud","Cello Sonata, FP 143: Cavatine: Tres calme",35.0,0.223,0.0212,10.0,-24.983,0,0.043,0.988,0.866,0.14,0.0365,122.178,6.378216667,4,7 -Death From Above 1979,Trainwreck 1979,49.0,0.552,0.909,8.0,-4.87,1,0.0502,5.79e-05,0.0315,0.204,0.232,135.041,226689.0,4,10 -Harlea,Miss Me,25.0,0.508,0.874,3.0,-4.451,0,0.0335,5.41e-05,0.116,0.3,0.516,97.011,221623.0,4,10 -MY BABY,Seeing Red,39.0,0.903,0.365,5.0,-10.653,0,0.101,0.168,0.0465,0.0728,0.519,127.213,296533.0,4,2 -Paul Young,"Every Time You Go Away - Live at Live Aid, Wembley Stadium, 13th July 1985",29.0,0.555,0.805,5.0,-6.313,1,0.0632,0.117,,0.697,0.656,87.05,7.069133333,4,9 -Subliminal,Free - Afro Beat,21.0,0.788,0.822,2.0,-4.687,1,0.0495,0.146,,0.0938,0.853,115.99,274489.0,4,5 -R3HAB,We Do - Acoustic,41.0,0.56,0.28,10.0,-11.245,0,0.0392,0.797,,0.159,0.722,143.854,149167.0,4,9 -Lauv,"fuck, i‚Äôm lonely - stripped",46.0,0.735,0.378,9.0,-6.842,1,0.0488,0.209,,0.0737,0.726,95.073,187333.0,4,9 -Agnes Obel,Parliament Of Owls,45.0,0.212,0.239,11.0,-17.042,0,0.0365,0.919,0.942,0.149,0.117,119.345,149752.0,3,1 -Black Eyed Peas,RITMO (Bad Boys For Life),79.0,0.721,0.716,10.0,-7.037,0,0.0657,0.0334,0.00084,0.237,0.667,104.994,221714.0,4,9 -Freya Ridings,Castles - Acoustic,48.0,0.484,0.276,4.0,-4.32,1,0.0346,0.907,,0.0973,0.212,107.256,199535.0,4,9 -Car Seat Headrest,Fill in the Blank,55.0,0.339,0.829,9.0,-7.239,1,0.058,0.00737,1.26e-05,0.0596,0.5,162.794,244507.0,4,1 -The Lonely Island,Jack Sparrow,59.0,0.718,0.712,8.0,-5.242,1,0.222,0.0225,,0.0442,0.42,97.005,187747.0,4,9 -Sharada,Mere Alibaba,4.0,0.525,0.798,9.0,-5.619,1,0.0558,0.635,1.46e-05,0.365,0.766,114.309,3.873333333,4,3 -Oasis,I Am The Walrus - Live,27.0,0.247,0.984,4.0,-3.326,1,0.149,2.8e-05,0.631,0.379,0.0383,99.379,385867.0,4,10 -Rammstein,Du hast,72.0,0.64,0.922,9.0,-6.283,0,0.0385,0.00369,0.055,0.332,0.716,125.105,234227.0,4,8 -Amyl and The Sniffers,Some Mutts (Can't Be Muzzled),36.0,0.337,0.95,3.0,-2.218,0,0.0751,0.000943,0.00082,0.104,0.474,86.179,159566.0,4,6 -Papa Roach,Between Angels And Insects,66.0,0.519,0.961,2.0,-3.214,0,0.0642,0.000207,0.000419,0.195,0.344,93.466,234467.0,4,8 -Jades Goudreault,nuh uh,53.0,0.923,0.587,1.0,-2.98,1,0.122,0.0474,0.00245,0.0695,0.569,97.996,151686.0,4,9 -Elliott,Calm Americans,31.0,0.458,0.937,6.0,-6.143,1,0.0726,0.0481,2.28e-05,0.157,0.276,160.211,265973.0,4,10 -Westlife,Walk Away,,0.582,0.753,7.0,-4.653,1,0.0268,0.0659,,0.157,0.649,137.99,3.982216667,4,9 -Red Hot Chili Peppers,Californication,81.0,0.592,0.767,9.0,-2.788,0,0.027,0.0021,0.00165,0.127,0.328,96.483,329733.0,4,10 -Yehudit Ravitz,◊ê◊™ ◊î◊õ◊ú ◊ê◊ñ◊õ◊ï◊®,11.0,0.284,0.157,4.0,-11.954,0,0.0401,0.838,7.22e-06,0.0865,0.139,73.575,255600.0,5,10 -MISSIO,Bottom Of The Deep Blue Sea,61.0,0.573,0.754,4.0,-4.788,1,0.0329,0.0248,0.00019,0.104,0.241,132.964,231587.0,4,10 -Hadag Nahash,◊ô◊ï◊ù ◊©◊ô◊©◊ô,42.0,0.749,0.592,9.0,-7.04,0,0.0382,0.0427,,0.133,0.502,130.033,242160.0,4,5 -Prasanna,Pot Belly Blues,12.0,0.499,0.636,,-10.517,1,0.034,0.264,0.895,0.0575,0.98,105.642,292467.0,4,6 -Les Petits Pilous,Wake Up - Original,17.0,0.815,0.729,7.0,-6.594,0,0.422,0.00909,0.0181,0.0562,0.0284,132.02,238400.0,4,1 -Toby Keith,I Wanna Talk About Me,61.0,0.765,0.87,5.0,-5.191,1,0.0499,0.168,,0.125,0.684,106.06,3.066,4,4 -Luke Bryan,Waves,72.0,0.494,0.771,1.0,-4.309,1,0.0626,0.0649,,0.11,0.371,136.053,3.807333333,4,4 -beabadoobee,"Yoshimi, Forest, Magdalene",40.0,0.475,0.843,11.0,-4.528,0,0.038,0.000591,0.000134,0.346,0.428,108.034,204280.0,4,6 -DJ Eq,Ultra 45 - Original Mix,29.0,0.973,0.78,8.0,-6.255,1,0.377,0.0171,0.118,0.152,0.656,124.818,292788.0,4,6 -The Yardbirds,For Your Love,58.0,0.288,0.62,2.0,-10.103,1,0.0428,0.24,,0.0882,0.617,94.445,150627.0,4,10 -"Keith Urban, Carrie Underwood",The Fighter,62.0,0.681,0.845,11.0,-5.147,0,0.0525,0.0304,,0.197,0.761,132.023,3.067333333,4,4 -The Who,Baba O'Riley,16.0,0.489,0.724,5.0,-8.367,1,0.0352,0.313,0.185,0.287,0.15,117.292,5.00666667,4,10 -Whodini,Freaks Come Out at Night,34.0,0.866,0.861,1.0,-3.34,1,0.172,0.037,2.29e-05,0.0264,0.714,100.749,282867.0,4,5 -byelian,Thud,34.0,0.631,0.61,4.0,-7.048,0,0.118,0.0518,0.183,0.185,0.208,90.025,204667.0,4,6 -Pini Hadad,Ohev Aval Meziuti,18.0,0.652,0.807,1.0,-5.847,0,0.026,0.355,,0.103,0.829,110.028,228493.0,4,9 -The Very End,Zeitgeist,31.0,0.475,0.997,1.0,-3.141,1,0.0993,7.87e-05,0.00155,0.127,0.258,94.992,240240.0,4,8 -Napalm Death,Scum,41.0,0.184,0.954,4.0,-7.719,1,0.103,1.22e-05,0.804,0.0932,0.222,83.346,158200.0,3,8 -Earl Hooker,Two Bugs And A Roach,49.0,0.523,0.568,9.0,-12.584,1,0.0751,0.652,0.00534,0.1,0.813,135.448,259760.0,4,2 -Kuttem Reese,No Statements (feat. Lil Durk),58.0,0.842,0.827,7.0,-5.483,1,0.33,0.072,,0.126,0.791,149.971,172389.0,4,5 -Shungudzo,To be me,,0.568,0.276,10.0,-8.549,1,0.0304,0.896,,0.1,0.231,119.51,201062.0,4,6 -Talos,See Me,39.0,0.436,0.661,,-6.034,1,0.0353,0.247,1.77e-05,0.105,0.149,168.043,230680.0,4,6 -T. Rex,20th Century Boy - 2012 Remaster,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,6 -POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,10 -DJ Perro,Jazztas,27.0,0.648,0.882,9.0,-8.615,0,0.125,0.0041,0.589,0.0851,0.717,130.018,302869.0,4,10 -The Beach Boys,Surfin' U.S.A. - Remastered 2001,72.0,0.55,0.854,3.0,-5.968,1,0.036,0.661,,0.112,0.965,159.231,149373.0,4,10 -Concha Piquer,A la lima y al lim√≥n - Remastered,27.0,0.554,0.395,,-11.648,1,0.107,0.967,5.95e-05,0.378,0.765,82.882,195779.0,4,9 -Kygo,Gone Are The Days (feat. James Gillespie),79.0,0.528,0.453,4.0,-9.398,1,0.0396,0.355,1.06e-06,0.104,0.281,119.761,196678.0,4,9 -Green River,Swallow My Pride,45.0,0.349,0.869,4.0,-11.481,1,0.0934,0.423,,0.76,0.193,127.44,179800.0,4,10 -BREIMEN,Ëâ≤ÁúºÈè°,43.0,0.576,0.863,5.0,-6.037,1,0.219,0.0269,0.000245,0.547,0.563,108.068,255195.0,4,9 -Warren Zevon,"Lawyers, Guns and Money - 2007 Remaster",61.0,0.641,0.78,9.0,-6.675,1,0.0351,0.0671,0.00181,0.0562,0.746,94.228,210480.0,4,10 -Trobar de Morte,Summoning the Gods,44.0,0.358,0.4,,-10.715,0,0.0301,0.0115,0.507,0.162,0.0638,150.071,255348.0,4,8 -Skold,Small World,38.0,0.392,0.929,9.0,-3.635,1,0.442,0.11,3.51e-05,0.164,0.294,170.313,296471.0,4,8 -Friday Pilots Club,I Don't Care,40.0,0.583,0.573,8.0,-5.42,1,0.0811,0.208,,0.285,0.783,184.062,233630.0,4,10 -Orchards,Butterfly,46.0,0.587,0.932,7.0,-4.697,1,0.0687,0.00257,,0.0694,0.564,100.004,207882.0,4,10 -C.M.L.,Million Dolla Steppaz,2.0,0.64,0.83,11.0,-7.849,0,0.279,0.129,,0.331,0.894,171.933,212093.0,4,5 -Jimmy Rogers,That's All Right - Single Version,35.0,0.508,0.248,4.0,-13.409,1,0.0348,0.642,4.49e-05,0.291,0.497,74.283,170373.0,4,2 -Itay Levi,◊î◊©◊§◊ô◊ï◊™ ◊©◊ú◊ô,48.0,0.685,0.328,2.0,-11.655,0,0.0353,0.537,1.52e-06,0.0861,0.35,131.908,185640.0,4,9 -Jelly Roll,Promise,55.0,0.445,0.675,11.0,-8.774,1,0.0315,0.00122,0.00799,0.233,0.318,164.99,206545.0,4,10 -"Arvo Pärt, English Chamber Orchestra, Nigel Short",Summa,,0.168,0.0221,7.0,-30.351,0,0.0534,0.976,0.909,0.237,0.0753,99.953,5.006,3,7 -Nate Fredrick,Paducah,45.0,0.535,0.526,2.0,-7.431,0,0.0283,0.0491,0.000927,0.129,0.253,139.918,210614.0,4,1 -Crystal Castles,Vanished,63.0,0.713,0.868,,-6.644,0,0.0305,0.00206,9.23e-05,0.225,0.641,119.98,242960.0,4,6 -Kutiman,Sakla Beni,23.0,0.456,0.513,5.0,-11.221,0,0.0277,0.00447,0.0273,0.114,0.771,153.995,280603.0,3,6 -Doja Cat,Need To Know,86.0,0.664,0.609,1.0,-6.509,1,0.0707,0.304,,0.0926,0.194,130.041,3.50933333,4,9 -bbrainz,beta,27.0,0.736,0.771,1.0,-6.75,1,0.096,0.00302,0.524,0.0973,0.651,160.315,104928.0,4,6 -Flaming Wrekage,Running Blind,32.0,0.467,0.974,,-3.28,1,0.0848,4.74e-06,0.845,0.413,0.183,99.985,322062.0,4,8 -Mukesh,Kisi Ki Muskurahaton Se,36.0,0.394,0.303,,-13.401,0,0.0486,0.75,2.04e-05,0.0656,0.837,207.806,4.488883333,4,3 -Manna Dey,Mat Ro Mata Lal Tere,4.0,0.463,0.576,5.0,-9.567,1,0.0634,0.902,,0.101,0.767,103.704,3.990666667,4,3 -Gary Clark Jr.,Shake,35.0,0.326,0.922,11.0,-3.04,1,0.0433,0.0091,0.0554,0.164,0.753,192.907,197813.0,4,2 -Joe Bonamassa,Royal Tea,41.0,0.558,0.82,10.0,-4.377,0,0.0357,0.0146,0.0097,0.136,0.549,121.448,268733.0,3,2 -Paulo Mendonca,Just in case,37.0,0.536,0.969,6.0,-2.62,0,0.0915,0.43,1.26e-06,0.082,0.805,84.881,239575.0,4,10 -The Pharcyde,Passin' Me By,69.0,0.759,0.756,4.0,-8.145,0,0.266,0.0903,2.36e-06,0.265,0.613,87.059,303493.0,4,5 -Samantha Fish,Nearer to You,33.0,0.509,0.487,2.0,-7.478,0,0.0272,0.0641,0.000474,0.0886,0.512,146.202,204000.0,3,2 -Simon & Garfunkel,America,64.0,0.259,0.241,2.0,-15.955,1,0.042,0.554,6.62e-06,0.0849,0.275,178.453,3.58821667,3,0 -London Grammar,Lose Your Head,,0.556,0.712,6.0,-7.261,1,0.0604,0.376,0.185,0.201,0.467,98.008,199996.0,4,9 -Biffy Clyro,Instant History - Single Version,54.0,0.588,0.761,8.0,-3.78,0,0.0324,0.000753,,0.648,0.41,133.009,197912.0,4,10 -"nothing,nowhere.",fake friend,64.0,0.472,0.849,4.0,-3.738,1,0.0315,0.00362,,0.0973,0.31,144.065,169451.0,4,10 -Fortisakharof,◊†◊¢◊ú◊ô◊ô◊ù,26.0,0.623,0.723,9.0,-13.22,1,0.0418,0.00498,7.34e-06,0.0726,0.676,96.814,274000.0,4,10 -New Order,Blue Monday - 2016 Remaster,67.0,0.793,0.703,,-9.548,1,0.0581,0.000726,0.88,0.075,0.856,130.27,450800.0,4,10 -Dirkschneider & The Old Gang,Face of a Stranger,50.0,0.584,0.854,11.0,-4.13,0,0.0293,0.000999,8.81e-05,0.48,0.584,119.978,297227.0,4,8 -Hyro The Hero,We Believe (feat. David Draiman),49.0,0.513,0.874,2.0,-4.902,0,0.208,0.00166,,0.0647,0.2,149.823,198358.0,4,10 -Burna Boy,Onyeka (Baby),57.0,0.825,0.685,2.0,-5.21,1,0.0776,0.155,0.00977,0.102,0.304,102.03,202147.0,4,9 -The National,Light Years,63.0,0.543,0.316,4.0,-11.666,1,0.0307,0.95,0.672,0.0978,0.178,124.946,213373.0,4,6 -Iggy Pop,Real Wild Child (Wild One),63.0,0.59,0.851,4.0,-11.754,1,0.0297,0.0174,0.0975,0.154,0.968,146.213,218307.0,4,10 -Albert Cummings,Up Your Sleeve - Live,28.0,0.314,0.756,8.0,-9.607,1,0.0646,0.00175,0.0219,0.114,0.656,124.689,324441.0,4,2 -Folamour,Lost In Space (feat. SG Lewis),57.0,0.671,0.649,8.0,-6.869,0,0.379,0.0242,3.76e-06,0.0395,0.512,120.632,143947.0,4,6 -Mr. Breathless,Sugaree,30.0,0.518,0.87,,-7.577,1,0.0339,0.0845,0.00012,0.149,0.899,145.29,188080.0,4,10 -Delta Spirit,To Ramona,30.0,0.575,0.211,1.0,-10.509,1,0.0332,0.842,,0.1,0.215,115.109,308419.0,3,6 -The Kills,Cheap And Cheerful - Sebastian remix,43.0,0.586,0.781,8.0,-5.877,1,0.252,0.00375,3.41e-05,0.133,0.265,128.972,356400.0,4,1 -Smino,MLK Dr,49.0,0.598,0.924,6.0,-4.785,0,0.324,0.693,1.27e-06,0.2,0.538,127.9,90475.0,4,5 -Shordie Shordie,LOVE (feat. Trippie Redd),53.0,0.759,0.613,6.0,-6.167,0,0.0459,0.023,,0.106,0.482,129.011,255093.0,4,5 -Biffy Clyro,Bubbles,,0.351,0.724,3.0,-5.888,1,0.0315,0.00202,0.00144,0.113,0.196,147.343,301080.0,4,6 -Zeev Tene,Beirut,18.0,0.76,0.713,2.0,-11.087,1,0.0318,0.00248,,0.122,0.881,99.032,149813.0,4,6 -Scorpions,Wind Of Change,78.0,0.452,0.524,,-10.108,1,0.0351,0.315,,0.103,0.246,151.505,312360.0,4,10 -Lera Lynn,Shape Shifter,34.0,0.805,0.684,11.0,-8.304,0,0.0295,0.00601,0.0781,0.12,0.962,130.042,231227.0,4,10 -Neil Young,Old Man - 2009 Remaster,67.0,0.702,0.244,4.0,-15.286,0,0.0355,0.431,0.00867,0.0963,0.444,141.317,3.36911667,4,0 -The Wannadies,Hit,27.0,0.342,0.888,7.0,-4.404,1,0.0617,0.00116,1.18e-05,0.214,0.287,159.118,142147.0,4,6 -"Mohammed Aziz, Kavita Krishnamurthy",Tera Bemar Mera Dil,36.0,0.466,0.884,5.0,-6.434,0,0.15,0.573,9.82e-06,0.494,0.637,85.347,7.232216667,4,3 -"Sharada, Mohammed Rafi",Jane Chaman Shola Badan,16.0,0.493,0.624,2.0,-7.271,0,0.0316,0.888,1.31e-05,0.396,0.664,104.761,4.988883333,4,3 -Bathory,Ring of Gold,45.0,0.571,0.376,4.0,-10.433,0,0.0303,0.874,0.0559,0.522,0.18,129.884,334973.0,4,8 -Filter,Hey Man Nice Shot,64.0,0.479,0.588,2.0,-10.773,1,0.0339,0.00214,0.709,0.319,0.305,177.014,314440.0,4,10 -Poison,Nothin' But A Good Time - Remastered 2006,68.0,0.576,0.974,1.0,-2.785,1,0.0828,0.0202,,0.348,0.531,129.088,224867.0,4,8 -Slim Harpo,Shake Your Hips - Single Version,39.0,0.746,0.418,7.0,-13.563,1,0.0708,0.984,0.0925,0.132,0.736,94.459,149800.0,4,2 -"Valentin Silvestrov, Anja Lechner, Silke Avenhaus",Three Postludes (1981/82): Postlude No. 3,,0.0596,0.00121,2.0,-39.952,1,0.0559,0.987,0.262,0.0991,0.0383,62.51,4.266,5,7 -Prince,When Doves Cry,72.0,0.729,0.989,9.0,-4.613,0,0.049,0.0102,4.45e-05,0.443,0.84,126.47,352906.0,4,10 -Ghetts,One Take - Instrumental,21.0,0.579,0.841,10.0,-7.135,1,0.0708,0.147,0.54,0.0912,0.929,174.933,210862.0,5,5 -Idan Amedi,◊û◊†◊°◊ô◊ù,34.0,0.533,0.88,11.0,-5.106,0,0.0557,0.0508,1.62e-05,0.218,0.592,103.01,208587.0,4,9 -WHOKILLEDXIX,Kismet,58.0,0.659,0.743,6.0,-5.59,1,0.326,0.00647,,0.0741,0.849,160.025,171809.0,4,9 -As Everything Unfolds,Grayscale,42.0,0.488,0.875,1.0,-5.371,0,0.0497,0.00737,1.45e-06,0.233,0.174,123.106,216211.0,4,8 -Vistas,Stuck in Your Head,48.0,0.572,0.958,,-3.587,1,0.144,0.00302,1.45e-06,0.14,0.433,116.962,160907.0,4,9 -Clarence Edwards,Still a Fool,20.0,0.414,0.413,4.0,-10.809,1,0.104,0.628,,0.635,0.375,208.16,253427.0,3,2 -The Bamboos,On The Sly,41.0,0.622,0.899,6.0,-9.519,0,0.0516,0.0196,0.00477,0.395,0.885,88.515,217173.0,4,9 -Neon Trees,Used To Like - Acoustic,47.0,0.635,0.637,,-4.119,1,0.0272,0.0109,1.17e-06,0.102,0.472,134.974,265556.0,4,10 -Hanan Ben Ari,◊©◊ë◊ï◊®◊ô ◊ú◊ë,43.0,0.319,0.29,5.0,-9.51,0,0.037,0.445,,0.165,0.152,128.462,234923.0,4,9 -OneRepublic,Apologize,73.0,0.593,0.74,8.0,-6.12,1,0.0339,0.363,2.22e-05,0.102,0.502,118.008,208107.0,4,9 -VINCINT,All Over Again,38.0,0.712,0.748,2.0,-6.215,1,0.116,0.614,7.01e-05,0.113,0.536,120.908,201575.0,4,9 -Elvis Presley,Viva Las Vegas,,0.577,0.612,7.0,-12.181,1,0.0438,0.757,,0.283,0.761,145.029,2.34778333,4,10 -The War and Treaty,Take Me In,41.0,0.433,0.242,,-10.731,1,0.0322,0.353,,0.118,0.163,139.958,227893.0,4,2 -HYUKOH,Hey Sun,41.0,0.787,0.424,1.0,-9.452,0,0.034,0.408,0.022,0.111,0.843,114.977,205598.0,4,10 -Lou Ann Barton,Sugar Coated Love,35.0,0.629,0.471,1.0,-11.197,1,0.0304,0.314,5.91e-06,0.0936,0.814,121.039,236027.0,4,2 -Skegss,Bush TV,42.0,0.353,0.92,9.0,-2.339,1,0.0436,1.65e-05,0.000136,0.157,0.413,95.242,170187.0,4,6 -Low Island,I Do It For You,33.0,0.664,0.496,5.0,-9.51,1,0.0274,0.0551,1.23e-05,0.25,0.61,82.988,213634.0,4,6 -Fleetwood Mac,The Green Manalishi,35.0,0.533,0.564,11.0,-12.91,0,0.0358,0.242,0.0415,0.163,0.361,101.986,274267.0,4,10 -Tippa Irie,Move Your Body,20.0,0.835,0.48,1.0,-16.069,1,0.153,0.177,,0.191,0.697,92.17,252667.0,4,5 -"Sonu Nigam, Roop Kumar Rathod",Sandese Aate Hai,47.0,0.459,0.837,9.0,-9.168,1,0.0592,0.685,,0.173,0.729,88.942,10.54933333,4,3 -Fantastic Negrito,Searching for Captain Save a Hoe,38.0,0.724,0.56,10.0,-7.429,0,0.0375,0.085,,0.153,0.373,74.984,225551.0,4,2 -Josh Morningstar,Sanitarium Lovesick Blues #4702,30.0,0.466,0.673,10.0,-6.373,1,0.106,0.305,3.18e-06,0.322,0.82,202.836,169561.0,4,2 -Noy Alooshe,L.I.E,35.0,0.692,0.903,8.0,-6.041,0,0.0566,0.0525,3.8e-06,0.1,0.304,122.093,167213.0,4,9 -Chelsea Grin,Blind Kings,48.0,0.512,0.988,11.0,-3.62,1,0.137,5.56e-06,0.242,0.32,0.248,106.478,242535.0,3,8 -George Ezra,Blame It on Me,68.0,0.537,0.757,3.0,-3.374,1,0.0274,0.473,,0.341,0.421,103.882,196400.0,4,9 -Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,10 -url,bedroom floor - Moods Remix,33.0,0.765,0.522,,-9.466,1,0.301,0.356,0.00631,0.154,0.541,96.792,175670.0,4,6 -Jenn Champion,O.M.G. (I'm All Over It),43.0,0.8,0.545,11.0,-10.82,0,0.0406,0.365,0.000622,0.161,0.645,128.032,223866.0,4,6 -DNCE,Cake By The Ocean,80.0,0.774,0.753,4.0,-5.446,0,0.0517,0.152,,0.0371,0.896,119.002,219147.0,4,9 -Burning Witches,The Circle Of Five,32.0,0.417,0.902,9.0,-4.406,1,0.0688,3.22e-05,0.00368,0.516,0.405,129.553,325846.0,4,8 -Foxy Shazam,I Like It,24.0,0.517,0.982,1.0,-1.49,1,0.0485,0.000142,0.000234,0.212,0.831,97.991,168093.0,4,10 -Interpol,Rest My Chemistry,64.0,0.471,0.877,11.0,-5.576,0,0.0378,0.0193,0.0847,0.276,0.419,150.092,301093.0,4,1 -Ariana Grande,positions,89.0,0.737,0.802,,-4.771,1,0.0878,0.468,,0.0931,0.682,144.015,172325.0,4,9 -"Megan Davies, Keelan Donovan",Summertime Sadness (Acoustic Cover) feat. Keelan Donovan,57.0,0.62,0.403,1.0,-6.998,0,0.0393,0.636,,0.128,0.528,135.84,3.85023333,4,0 -Biffy Clyro,Weird Leisure,56.0,0.228,0.879,5.0,-4.326,1,0.0701,0.000141,8.7e-06,0.0484,0.352,145.418,248493.0,4,10 -Fightstar,The English Way - Acoustic Version,37.0,0.475,0.423,7.0,-10.163,1,0.0315,0.583,1.62e-06,0.0904,0.657,159.911,193453.0,4,10 -Carlos Cano,Chiclanera,30.0,0.76,0.564,5.0,-7.208,1,0.0479,0.677,,0.146,0.702,119.039,217640.0,4,9 -Berlin,Fenne Lily,38.0,0.526,0.357,8.0,-9.876,1,0.0269,0.54,0.801,0.119,0.293,142.607,3.661333333,4,0 -The Beatles,Come Together - Remastered 2009,78.0,0.533,0.376,9.0,-11.913,0,0.0393,0.0302,0.248,0.0926,0.187,165.007,4.33245,4,10 -Gymshorts,Gotta Get Away,23.0,0.15,0.843,9.0,-8.369,1,0.0439,0.000127,0.502,0.665,0.729,180.034,145932.0,4,10 -Metallica,The Memory Remains,59.0,0.435,0.901,10.0,-3.694,0,0.0429,0.000303,0.0072,0.185,0.547,143.646,279173.0,4,8 -Olivia Rodrigo,"1 step forward, 3 steps back",50.0,0.473,0.203,2.0,-12.627,1,0.102,0.941,,0.126,0.419,168.884,163587.0,4,9 -Noel Gallagher's High Flying Birds,AKA... What A Life!,40.0,0.447,0.927,6.0,-3.3,0,0.0508,0.000297,0.362,0.0972,0.104,119.034,264480.0,4,1 -Rob Base & DJ EZ Rock,It Takes Two,56.0,0.767,0.776,2.0,-8.915,1,0.144,0.0143,,0.326,0.608,111.686,301893.0,4,5 -R.E.M.,Radio Free Europe,42.0,0.361,0.645,4.0,-15.931,1,0.0461,0.00278,0.0248,0.11,0.874,154.868,245667.0,4,6 -The Troggs,Wild Thing,64.0,0.453,0.658,9.0,-13.472,1,0.0539,0.741,0.0288,0.135,0.761,203.871,155333.0,4,10 -◊ï◊ô◊™◊®◊™◊ô,◊°◊ô◊ì◊ï◊®◊ô◊ù ◊©◊ú ◊û◊ë◊ï◊í◊®◊ô◊ù,10.0,0.378,0.895,7.0,-3.922,1,0.151,0.00222,0.0154,0.303,0.405,122.225,156813.0,4,6 -Hole,Celebrity Skin,67.0,0.438,0.905,9.0,-6.161,1,0.0419,9.44e-06,5.4e-05,0.363,0.723,134.163,162667.0,4,6 -Vulfpeck,3 on E,56.0,0.782,0.825,11.0,-8.605,0,0.0436,0.0428,0.378,0.1,0.917,98.273,177792.0,4,9 -Rochelle Jordan,All Along,35.0,0.724,0.755,1.0,-5.936,1,0.08,0.114,0.000692,0.089,0.589,115.029,203425.0,4,1 -Disturbed,Open Your Eyes,56.0,0.579,0.973,5.0,-2.152,0,0.09,0.000145,0.0567,0.226,0.677,116.025,237347.0,4,10 -PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,6 -Queens of the Stone Age,The Lost Art Of Keeping A Secret,54.0,0.549,0.79,1.0,-4.781,1,0.0343,0.0655,0.0118,0.691,0.43,110.79,216013.0,4,10 -Blacktop Mojo,Dream On,53.0,0.49,0.678,5.0,-4.679,0,0.0253,0.0037,1.5e-06,0.0838,0.181,77.014,265477.0,4,10 -Ethan Tasch,Face Again,42.0,0.548,0.543,11.0,-7.309,1,0.0315,0.234,7.64e-06,0.107,0.584,80.979,134780.0,4,1 -God Is An Astronaut,Burial,40.0,0.391,0.684,2.0,-11.35,1,0.0302,0.000724,0.806,0.0913,0.283,107.074,364048.0,4,10 -The GOASTT (The Ghost Of A Saber Tooth Tiger),Animals,33.0,0.44,0.881,5.0,-3.357,1,0.0462,0.015,0.072,0.682,0.218,157.987,258907.0,4,10 -Daughtry,Heavy Is The Crown,58.0,0.188,0.844,1.0,-4.223,0,0.067,0.00135,0.000509,0.0855,0.216,159.336,235013.0,4,10 -Blood Lemon,Whistleblower,17.0,0.444,0.756,5.0,-8.034,1,0.0544,0.00164,0.36,0.101,0.397,109.592,272333.0,4,10 -LOSER,All I Need,27.0,0.374,0.815,8.0,-4.498,1,0.0374,6.9e-05,,0.287,0.501,172.099,184890.0,4,10 -Japandroids,North East South West,37.0,0.167,0.953,7.0,-2.919,1,0.0694,0.0472,,0.0941,0.46,145.06,260867.0,4,6 -John Conlee,Common Man,,0.792,0.605,7.0,-8.008,1,0.0462,0.546,,0.0439,0.899,128.789,2.71845,4,4 -Ducks Ltd.,As Big As All Outside,22.0,0.505,0.837,7.0,-6.843,1,0.0278,2.74e-06,0.81,0.368,0.635,152.039,200040.0,4,10 -K.Flay,Four Letter Words,61.0,0.696,0.83,8.0,-4.866,1,0.146,0.0717,2.39e-06,0.171,0.677,138.057,147562.0,4,9 -The Beatles,Norwegian Wood (This Bird Has Flown) - Remastered,,0.425,0.369,4.0,-11.876,1,0.0379,0.183,0.00126,0.112,0.65,176.625,2.07821667,3,0 -Dawn Landes,Try to Make a Fire Burn Again,5.0,0.498,0.167,,-16.381,1,0.0282,0.896,0.00431,0.136,0.352,85.35,3.03956667,4,0 -Fiddlehead,Heart to Heart,41.0,0.372,0.984,4.0,-5.835,0,0.0628,0.000172,0.00836,0.346,0.267,164.989,257468.0,4,10 -Jack Curley,I‚Äôm Here for You,51.0,0.663,0.649,8.0,-6.936,0,0.0296,0.0173,,0.113,0.594,137.955,198890.0,4,9 -The Rolling Stones,Brown Sugar,,0.637,0.847,,-8.18,1,0.033,0.242,0.000171,0.0806,0.964,128.613,228667.0,4,1 -The Paul Butterfield Blues Band,Driftin' and Driftin',24.0,0.241,0.634,3.0,-9.43,1,0.044,0.25,0.0297,0.0953,0.375,151.263,548270.0,3,10 -Unleash The Archers,Abyss,42.0,0.433,0.985,11.0,-6.361,0,0.173,0.000441,8.26e-06,0.367,0.0891,134.999,404093.0,4,8 -Aretha Franklin,Rock Steady,56.0,0.749,0.752,7.0,-10.3,1,0.126,0.0108,0.0954,0.235,0.887,104.7,193573.0,4,5 -Gravemind,Phantom Pain,33.0,0.394,0.988,3.0,-2.852,1,0.174,0.000309,0.000183,0.412,0.251,160.066,247412.0,4,8 -Late Bloomer,Heaven,24.0,0.178,0.684,,-6.301,1,0.0415,5.82e-05,0.00151,0.172,0.283,201.324,201333.0,4,6 -The Black Crowes,Remedy,60.0,0.411,0.978,10.0,-3.801,0,0.0532,0.00138,3.97e-06,0.0782,0.353,160.478,322640.0,4,10 -Anup Sastry,Where I Belong,40.0,0.411,0.977,5.0,-4.47,0,0.202,0.000449,,0.11,0.388,185.129,304865.0,4,8 -Def Leppard,Two Steps Behind - String / Acoustic Version,58.0,0.456,0.419,2.0,-10.594,1,0.0247,0.117,,0.178,0.425,146.148,256486.0,4,10 -St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,9 -Slayyyter,Cowboys,54.0,0.332,0.789,8.0,-4.788,0,0.0791,0.126,,0.0588,0.276,81.706,218586.0,4,10 -Fleetwood Mac,Over & Over - 2015 Remaster,41.0,0.733,0.212,7.0,-13.685,1,0.0292,0.346,0.271,0.0742,0.498,84.46,274667.0,4,10 -Saxon,Princess of the Night - 2009 Remastered Version,51.0,0.362,0.797,3.0,-8.824,0,0.0424,0.00328,2e-06,0.0668,0.753,107.249,242573.0,4,8 -Bullet For My Valentine,Tears Don't Fall,64.0,0.214,0.931,7.0,-3.347,0,0.143,0.000705,3.09e-06,0.0797,0.233,162.115,348387.0,4,8 -We Three Trio,Lexington Ave. Blues,43.0,0.708,0.188,,-19.226,1,0.0504,0.907,0.902,0.106,0.469,76.522,2.643466667,4,7 -Catfish and the Bottlemen,Hourglass,56.0,0.652,0.302,6.0,-9.949,1,0.0328,0.389,0.000251,0.153,0.398,129.902,138154.0,4,10 -Westlife,Queen of My Heart - Radio Edit,,0.517,0.486,11.0,-6.274,1,0.0267,0.143,,0.143,0.28,109.024,4.323333333,3,9 -CLUBZ,Nagano,52.0,0.588,0.783,5.0,-5.788,0,0.0421,0.0112,0.71,0.101,0.876,79.496,183813.0,4,6 -Sure Sure,Funky Galileo,63.0,0.802,0.325,10.0,-9.327,1,0.0466,0.164,0.162,0.156,0.648,110.995,246200.0,4,6 -Bella Poarch,Build a Bitch,90.0,0.855,0.463,3.0,-7.454,1,0.0367,0.217,1.77e-05,0.347,0.866,102.931,2.046216667,4,9 -The Primitives,Crash,51.0,0.375,0.6,11.0,-9.313,1,0.033,0.0966,0.000972,0.759,0.916,169.976,151693.0,4,1 -Boys Night Out,I Got Punched in the Nose for Sticking My Face in Other People's Business,36.0,0.256,0.968,2.0,-4.597,1,0.346,0.039,,0.311,0.246,190.928,240147.0,5,10 -Run‚ÄìD.M.C.,My Adidas,48.0,0.83,0.907,1.0,-8.508,1,0.2,0.000867,,0.358,0.757,95.263,167880.0,4,5 -Noname,Rainforest,62.0,0.531,0.546,6.0,-10.936,0,0.372,0.26,0.00949,0.379,0.7,92.06,162437.0,4,1 -Suede,Beautiful Ones (Remastered),50.0,0.536,0.985,8.0,-4.982,0,0.0395,0.0489,,0.369,0.826,99.082,230867.0,4,6 -The Goo Goo Dolls,Over You,53.0,0.589,0.633,7.0,-5.15,1,0.0235,0.00506,1.39e-06,0.172,0.479,84.063,174374.0,3,10 -Clay and Friends,Bouge ton thang,42.0,0.837,0.646,5.0,-7.675,1,0.309,0.0851,,0.251,0.492,115.041,194812.0,4,6 -Carl Perkins,Blue Suede Shoes,55.0,0.548,0.675,4.0,-7.318,0,0.0364,0.448,8.53e-05,0.297,0.965,168.891,134446.0,4,10 -Deep Purple,Highway Star,67.0,0.307,0.909,9.0,-7.08,0,0.0574,0.135,0.0336,0.125,0.443,173.674,366136.0,4,10 -Gossip,Standing In the Way of Control,55.0,0.697,0.919,7.0,-6.174,1,0.029,0.00694,0.0621,0.203,0.943,118.341,256400.0,4,1 -Gary Numan,Cars,64.0,0.545,0.578,2.0,-8.745,1,0.0406,0.0114,6.57e-05,0.0692,0.819,128.038,238907.0,4,6 -bennytheghost,Papercut,54.0,0.602,0.516,2.0,-7.575,0,0.0533,0.521,1.69e-06,0.214,0.337,140.057,193448.0,4,6 -Bread,Guitar Man,63.0,0.553,0.506,4.0,-13.271,0,0.046,0.144,3.78e-06,0.438,0.51,143.278,3.77021667,4,0 -Bauhaus,Stigmata Martyr,42.0,0.48,0.438,11.0,-13.568,0,0.0821,0.00696,0.0184,0.424,0.323,141.996,221707.0,4,10 -Roy Hall,Three Alley Cats,7.0,0.651,0.676,5.0,-4.224,0,0.0522,0.785,,0.148,0.779,175.366,148640.0,4,10 -Janis Joplin,"To Love Somebody - Live at The Woodstock Music & Art Fair, August 17, 1969",32.0,0.497,0.5,7.0,-10.225,1,0.0543,0.315,2.56e-05,0.687,0.626,132.526,316800.0,4,10 -Mosh Ben Ari,◊ô◊ï◊®◊ì ◊ú◊°◊ô◊†◊ô,40.0,0.539,0.48,11.0,-11.833,0,0.0705,0.558,0.000139,0.259,0.475,88.883,186928.0,4,9 -Sharon Roter,◊î◊†◊ô◊¶◊ï◊•,20.0,0.353,0.321,5.0,-11.44,1,0.0306,0.453,0.647,0.124,0.171,139.405,423293.0,4,10 -Orchards,Kill The Pain,46.0,0.617,0.901,7.0,-6.637,1,0.0747,0.00158,0.000504,0.202,0.583,108.017,185833.0,4,8 -Heartlay,Bloodright (No Way to Hide) - Moris Blak Remix,38.0,0.498,0.903,7.0,-3.521,1,0.0442,0.00229,0.763,0.134,0.254,95.058,252000.0,4,8 -Gossip,Standing in the Way of Control - Soulwax Nite Version,29.0,0.641,0.939,2.0,-7.822,1,0.0571,0.000223,0.871,0.0777,0.0963,128.015,412603.0,4,6 -Floor Jansen,Let It Go,44.0,0.485,0.835,8.0,-4.173,1,0.0312,0.000969,0.000284,0.0467,0.366,136.909,217600.0,4,8 -Jilted John,Jilted John - Single Version,42.0,0.351,0.883,,-6.952,1,0.0562,0.0363,,0.499,0.88,195.666,175400.0,4,6 -AC/DC,Back In Black,83.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,4.25821667,4,10 -Dermot Kennedy,After Rain,62.0,0.48,0.418,11.0,-9.622,0,0.0312,0.505,0.00416,0.11,0.319,132.404,294000.0,4,9 -HORSKH,Cut the Knot,35.0,0.556,0.939,1.0,-4.56,1,0.086,0.000126,0.0146,0.638,0.307,134.987,185187.0,4,8 -Colleen,Gazing at Taurus - Santa Eulalia,35.0,0.521,0.517,8.0,-18.555,0,0.042,0.678,0.879,0.0961,0.525,183.978,296973.0,4,6 -Afterlife,Burn It Down,43.0,0.508,0.855,4.0,-7.552,1,0.0619,0.000602,0.039,0.389,0.631,153.916,204032.0,4,10 -Noah Cyrus,re: Stacks - Spotify Singles,62.0,0.561,0.299,9.0,-11.392,1,0.0315,0.837,0.000143,0.357,0.107,123.92,309360.0,4,9 -Arlo Parks,Green Eyes,58.0,0.618,0.75,5.0,-6.938,0,0.0641,0.324,0.0168,0.431,0.864,88.179,197525.0,4,6 -Malena Villa,Lindos Problemas,44.0,0.792,0.724,3.0,-5.872,0,0.0442,0.322,0.00146,0.151,0.667,120.005,177818.0,4,6 -Focalistic,Ke Star - Remix,59.0,0.883,0.533,10.0,-12.851,0,0.0547,0.00597,0.00135,0.0731,0.2,112.017,328766.0,4,9 -Colter Wall,The Devil Wears a Suit and Tie,66.0,0.625,0.319,6.0,-12.119,0,0.0805,0.79,0.104,0.0921,0.438,127.799,236027.0,4,2 -Jack Johnson,Better Together,75.0,0.871,0.346,5.0,-9.481,1,0.0522,0.298,9.24e-06,0.108,0.659,110.054,207680.0,4,9 -Polo G,GANG GANG (with Lil Wayne),40.0,0.752,0.563,3.0,-8.066,0,0.209,0.146,,0.103,0.551,145.05,178776.0,4,5 -Static-X,Hollow (Project Regeneration),45.0,0.486,0.986,6.0,-6.466,1,0.0683,3.55e-05,0.201,0.342,0.531,155.65,161893.0,4,8 -shame,Water in the Well,43.0,0.447,0.923,11.0,-4.636,0,0.0669,2.91e-05,1.45e-05,0.171,0.683,131.552,187627.0,4,6 -Vas,Mandara,38.0,0.547,0.571,9.0,-10.075,1,0.0457,0.536,0.000785,0.096,0.694,176.191,383160.0,4,8 -DREAMERS,Still Not Dead,54.0,0.681,0.792,2.0,-3.441,1,0.131,0.00893,,0.234,0.648,97.966,199484.0,4,10 -Gaye Su Akyol,ƒ∞stikrarlƒ± Hayal Hakikattir,36.0,0.595,0.719,6.0,-10.105,1,0.0801,0.246,0.0447,0.113,0.405,99.953,320864.0,4,10 -Negative Gemini,Bad Baby - Satin Sheets Remix,34.0,0.594,0.959,1.0,-9.86,1,0.0366,0.00443,0.44,0.115,0.505,100.788,297143.0,4,6 -Marquise Knox,Sweet Smell (Live),34.0,0.682,0.512,11.0,-8.003,1,0.0797,0.28,3.52e-06,0.176,0.722,104.247,280573.0,4,2 -Alabama,Roll On (Eighteen Wheeler),52.0,0.583,0.456,5.0,-19.116,1,0.0578,0.115,,0.556,0.639,131.815,4.377116667,4,4 -ALESTI,Fooled by a Dream,40.0,0.161,0.973,4.0,-3.553,0,0.142,0.00657,,0.0931,0.216,93.699,217520.0,3,10 -Fontaines D.C.,Big,45.0,0.5,0.947,4.0,-3.602,1,0.0452,0.044,,0.205,0.966,181.834,105516.0,4,1 -Chris Stapleton,Cold,57.0,0.555,0.505,1.0,-7.334,0,0.0333,0.0519,0.00361,0.148,0.293,117.481,309853.0,4,9 -Courtney Marie Andrews,Border,24.0,0.542,0.387,7.0,-9.294,1,0.0301,0.222,0.00283,0.102,0.326,128.792,235067.0,4,2 -Dark Sarah,Melancholia,34.0,0.349,0.936,9.0,-6.301,0,0.0765,2.92e-05,0.0769,0.427,0.209,165.024,388624.0,4,8 -Drake,Passionfruit,83.0,0.809,0.463,11.0,-11.377,1,0.0396,0.256,0.085,0.109,0.364,111.98,298941.0,4,9 -Hellripper,The Affair of the Poisons,29.0,0.149,0.997,1.0,-2.349,0,0.16,0.00194,0.000945,0.0732,0.0954,91.447,295507.0,4,8 -Brownsville Station,Smokin' in the Boy's Room,48.0,0.575,0.756,2.0,-9.414,1,0.0544,0.735,0.0401,0.0755,0.844,127.434,176453.0,4,2 -"Ennio Morricone, Raphaela Gromes, Julian Riem",Cinema Paradiso,42.0,0.241,0.0532,10.0,-21.302,1,0.0439,0.986,0.928,0.141,0.125,66.053,2.725166667,4,7 -Pyrex Pryce,No Chaser,37.0,0.495,0.623,2.0,-9.041,1,0.4,0.126,,0.124,0.421,71.912,146730.0,4,5 -Daze of June,Son,33.0,0.188,0.971,1.0,-3.106,0,0.121,0.000297,,0.0733,0.358,86.666,252927.0,3,8 -Eddie Money,Take Me Home Tonight,69.0,0.608,0.768,1.0,-9.911,1,0.0364,0.101,1.41e-06,0.0942,0.748,132.699,211160.0,4,10 -The Greenhornes,There Is An End,40.0,0.699,0.521,11.0,-6.734,0,0.0268,0.148,0.000952,0.133,0.793,107.053,184893.0,4,9 -Dreamshade,Stone Cold Digital,41.0,0.56,0.946,7.0,-6.106,1,0.0816,0.00146,,0.312,0.334,114.989,198267.0,4,8 -elegant slims,Not Human,46.0,0.52,0.815,11.0,-4.758,0,0.0488,0.00172,1.92e-06,0.089,0.466,91.972,199387.0,4,1 -Myles Kennedy,In Stride,40.0,0.408,0.906,7.0,-4.594,1,0.106,0.00367,,0.329,0.454,135.051,227200.0,4,2 -Tony Spinner,Sweet Thang,12.0,0.549,0.824,6.0,-5.896,1,0.0403,0.117,1.35e-05,0.0467,0.778,170.016,291720.0,4,2 -Ninet Tayeb,◊®◊ß ◊©◊ú◊ê ◊™◊ô◊§◊ï◊ú ◊î◊®◊ï◊ó,38.0,0.233,0.373,9.0,-6.771,0,0.0275,0.526,,0.135,0.274,73.755,238005.0,4,9 -Curtis Harding,Need Your Love,60.0,0.713,0.8,7.0,-5.938,0,0.0349,0.0491,7.96e-05,0.0921,0.814,139.942,177200.0,4,2 -Alice Cooper,Social Debris,32.0,0.565,0.938,9.0,-2.027,0,0.0522,0.00863,1.72e-05,0.337,0.721,121.98,185066.0,4,10 -Fleetwood Mac,My Baby's Good to Me,28.0,0.51,0.683,9.0,-9.015,1,0.0383,0.19,,0.311,0.963,121.018,169693.0,4,2 -Biig Piig,Cuenta Lo,45.0,0.616,0.627,11.0,-9.806,1,0.167,0.197,0.17,0.189,0.237,159.864,185400.0,4,6 -Oh No! Yoko,Mimi Ashi,26.0,0.551,0.921,,-4.37,1,0.0437,0.00193,0.00244,0.174,0.495,94.986,138892.0,4,10 -Coldplay,Fix You,82.0,0.209,0.417,3.0,-8.74,1,0.0338,0.164,0.00196,0.113,0.124,138.178,295533.0,4,9 -Ferdinand Eisner,Horizonte,42.0,0.532,0.117,4.0,-16.777,0,0.0548,0.982,0.943,0.112,0.182,118.955,2.678666667,4,7 -The Strokes,Bad Decisions,68.0,0.374,0.922,,-3.4,1,0.056,0.0135,0.204,0.28,0.393,153.217,293360.0,4,10 -Billy Idol,Eyes Without A Face - Remastered,60.0,0.545,0.647,9.0,-9.693,1,0.0404,0.00823,0.22,0.159,0.552,85.76,297427.0,4,10 -Bernard Allison,Rocket 88 - Live,31.0,0.177,0.724,7.0,-9.536,1,0.0487,0.071,0.0718,0.958,0.657,144.803,446207.0,4,2 -"John Tavener, Nicola Benedetti, London Philharmonic Orchestra, Andrew Litton",Song For Athene,,0.123,0.0155,10.0,-22.164,1,0.0479,0.105,0.914,0.107,0.043,96.884,6.796666667,4,7 -Polo G,GNF (OKOKOK),74.0,0.753,0.659,8.0,-9.671,1,0.416,0.659,,0.098,0.459,146.022,116256.0,4,5 -Tedeschi Trucks Band,Midnight In Harlem (Swamp Raga intro with Little Martha) - Live,39.0,0.307,0.381,4.0,-12.349,1,0.0408,0.449,0.0725,0.962,0.234,150.358,623387.0,4,10 -Rodney Crowell,Frankie Please,51.0,0.538,0.838,4.0,-7.613,0,0.0383,0.215,,0.0875,0.936,157.041,163307.0,4,10 -Eden Ben Zaken,◊ó◊ô◊ô◊ù ◊©◊ú◊ô,44.0,0.292,0.451,3.0,-7.028,0,0.0332,0.792,7.92e-06,0.109,0.366,183.739,262500.0,3,9 -Alexi Murdoch,All My Days,53.0,0.438,0.319,2.0,-15.969,1,0.0305,0.788,0.758,0.106,0.529,88.446,297307.0,4,9 -CAN,Future Days,35.0,0.703,0.664,7.0,-17.789,0,0.0797,0.245,0.906,0.108,0.597,148.718,570613.0,4,10 -blink-182,Dammit,64.0,0.429,0.974,,-5.136,1,0.0899,0.00168,,0.164,0.33,110.373,165373.0,4,10 -Arcade Fire,We Used to Wait,48.0,0.573,0.642,8.0,-7.239,1,0.0279,0.0734,0.0232,0.105,0.49,120.753,301400.0,4,1 -Caleb Landry Jones,All I Am in You / The Big Worm,31.0,0.339,0.725,9.0,-4.506,1,0.0642,0.0121,0.723,0.301,0.689,180.379,204653.0,4,1 -"Christone ""Kingfish"" Ingram",Believe These Blues,44.0,0.645,0.496,9.0,-7.178,0,0.0479,0.541,0.0024,0.107,0.5,81.05,264812.0,4,2 -Michele Leao,Foggy Morning,47.0,0.612,0.0917,9.0,-18.88,1,0.0764,0.984,0.937,0.111,0.333,117.981,3.095833333,3,7 -Beyonc√©,Single Ladies (Put a Ring on It),68.0,0.426,0.584,1.0,-5.293,1,0.296,0.0383,,0.192,0.272,193.438,192587.0,4,9 -Land of Talk,A/B Futures,31.0,0.36,0.679,1.0,-8.924,0,0.0432,0.00531,0.406,0.0998,0.369,148.049,219606.0,4,1 -Carlos Cipa,Playful (variation),48.0,0.326,0.00395,7.0,-34.378,0,0.0355,0.973,0.875,0.0775,0.195,104.609,197507.0,3,6 -Chris Stapleton,Millionaire,69.0,0.616,0.474,10.0,-9.608,1,0.0266,0.192,0.00762,0.0989,0.493,142.689,3.502216667,4,4 -Aaron Lewis,Country Boy (feat. George Jones & Charlie Daniels),9.0,0.595,0.667,6.0,-6.442,1,0.034,0.296,,0.109,0.275,121.943,283347.0,4,10 -Montgomery Gentry,Something to Be Proud Of,63.0,0.645,0.693,,-6.481,1,0.0344,0.0811,1.22e-05,0.175,0.553,97.555,4.276666667,4,4 -Moshe Peretz,◊û◊ï◊ú ◊õ◊ú ◊î◊¢◊ï◊ú◊ù,25.0,0.617,0.895,3.0,-4.207,0,0.0497,0.00353,,0.598,0.471,134.972,260458.0,4,9 -Moshe Peretz,◊ê◊®◊ï◊• ◊¢◊ì ◊ê◊ú◊ô◊ô◊ö,23.0,0.636,0.897,6.0,-1.871,1,0.0379,0.243,,0.335,0.656,127.908,234000.0,4,9 -Cid Rim,Behind The Sun,38.0,0.696,0.63,5.0,-6.691,1,0.0664,0.0721,0.726,0.294,0.497,95.035,209817.0,4,6 -Dream State,Monsters,47.0,0.47,0.862,6.0,-5.494,0,0.112,0.00504,,0.059,0.473,162.226,222836.0,4,10 -Ehud Banai,◊®◊ï◊ó◊ï◊™ ◊î◊¶◊§◊ï◊ü,34.0,0.678,0.676,4.0,-11.606,1,0.0295,0.273,,0.0346,0.944,130.108,295000.0,4,10 -Meadowpoints,Everything I Love,58.0,0.625,0.106,5.0,-20.976,1,0.0351,0.974,0.897,0.0879,0.0785,111.309,3.74175,4,7 -Dust Bolt,Bloody Rain,21.0,0.22,0.97,3.0,-3.589,1,0.0646,1.7e-05,0.000303,0.339,0.431,145.036,316930.0,4,8 -TamaRadah,◊ê◊ì◊ô◊°◊í◊î,19.0,0.691,0.822,,-7.805,0,0.101,0.754,0.0488,0.261,0.733,118.981,186750.0,4,10 -Harvey Danger,"Wine, Women and Song",41.0,0.534,0.607,9.0,-5.097,0,0.0325,0.0685,,0.147,0.586,128.392,195560.0,4,10 -The Blues Magoos,(We Ain't Got) Nothin' Yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,6 -The Pineapple Thief,Far Below,37.0,0.481,0.818,11.0,-10.824,0,0.0325,0.0114,0.0581,0.129,0.559,92.008,275856.0,3,8 -999,Feelin' Alright with the Crew,32.0,0.532,0.675,,-8.526,1,0.0606,0.00968,0.124,0.0765,0.483,142.091,214093.0,4,1 -Westlife,Colour My World,,0.512,0.656,5.0,-4.882,1,0.0321,0.0994,,0.111,0.247,135.923,3.927116667,4,9 -"Shaarib Toshi, Arijit Singh","Bandeya (feat. Arijit Singh) - From ""Dil Juunglee""",60.0,0.465,0.551,7.0,-6.58,1,0.0362,0.619,6.03e-06,0.109,0.415,89.459,3.077766667,4,3 -Coheed and Cambria,Devil In Jersey City,47.0,0.337,0.976,2.0,-3.654,1,0.141,0.000491,,0.0984,0.494,82.22,287867.0,4,10 -Amen,Coma America - Single Version,33.0,0.316,0.994,2.0,-3.255,1,0.344,0.0124,1.64e-05,0.144,0.0398,153.466,138893.0,4,8 -Metallica,Fade To Black,67.0,0.256,0.924,7.0,-6.685,1,0.113,0.00369,0.234,0.114,0.28,113.574,417227.0,4,8 -This Mortal Coil,Song To The Siren (Remastered),55.0,0.215,0.24,10.0,-12.597,1,0.0407,0.842,5.9e-06,0.135,0.0892,128.729,211093.0,5,6 -Stone Sour,St. Marie,48.0,0.537,0.415,6.0,-7.996,1,0.0263,0.174,,0.386,0.421,139.964,267400.0,4,10 -Lonely God,Built For This,40.0,0.734,0.496,7.0,-9.517,1,0.0634,0.641,,0.412,0.496,99.904,145200.0,4,9 -Jimbo J,◊¢◊©◊ô◊™◊ô,34.0,0.594,0.733,7.0,-6.742,1,0.37,0.0183,,0.439,0.741,121.806,177640.0,4,5 -Defocus,Diverge,32.0,0.438,0.992,1.0,-3.754,1,0.135,0.000103,2.36e-06,0.441,0.129,104.953,197040.0,4,8 -Earth Dad,Good Dog,23.0,0.699,0.539,1.0,-9.335,0,0.0293,0.834,0.0985,0.0953,0.454,150.018,178400.0,4,6 -Esteban Delano,Lola,49.0,0.479,0.0572,4.0,-19.814,0,0.0687,0.956,0.928,0.0986,0.21,105.864,2.465783333,3,7 -Snapcase,Caboose,39.0,0.423,0.958,6.0,-4.167,1,0.0984,6.06e-05,9.97e-06,0.376,0.559,98.286,153587.0,4,8 -Pigeons Playing Ping Pong,Dawn A New Day - Jam in the Van Live Session,17.0,0.594,0.675,10.0,-9.939,0,0.0504,0.415,0.000833,0.144,0.965,97.725,402667.0,4,10 -Jimmie Vaughan,The Pleasure's All Mine,30.0,0.738,0.695,7.0,-5.593,0,0.0599,0.118,0.000101,0.174,0.774,116.681,223533.0,4,2 -10k.Caash,Where Do Wanna Go,18.0,0.889,0.345,,-7.957,1,0.521,0.227,,0.443,0.742,120.993,146756.0,4,5 -Blues Pills,Black Smoke,36.0,0.234,0.938,11.0,-2.49,0,0.116,0.00455,8.88e-05,0.225,0.52,176.989,278468.0,4,10 -Dudu Aharon,◊ê◊†◊ô ◊†◊ï◊°◊¢,14.0,0.707,0.939,,-2.193,0,0.0337,0.0707,2.12e-06,0.0868,0.934,121.957,175667.0,4,9 -Midival Punditz,Rebirth,34.0,0.778,0.436,2.0,-11.007,1,0.0297,0.267,0.799,0.128,0.399,123.998,417427.0,4,6 -King King,I Will Not Fall,39.0,0.619,0.779,9.0,-5.582,0,0.031,0.000758,3.92e-05,0.165,0.516,109.052,209760.0,4,2 -Bloc Party,Flux,54.0,0.49,0.963,1.0,-3.755,0,0.148,0.00052,0.00281,0.055,0.317,152.029,216613.0,4,6 -The Apples In Stereo,Energy,43.0,0.199,0.866,6.0,-4.88,1,0.0926,0.0803,6.46e-06,0.435,0.684,209.905,210693.0,4,10 -David Finck,The Best Thing for You (Would Be Me),39.0,0.668,0.224,,-18.794,0,0.0385,0.81,0.932,0.0977,0.511,81.472,3.648733333,4,7 -Lissie,Best Days - Acoustic,39.0,0.655,0.127,5.0,-11.036,1,0.0467,0.919,,0.105,0.436,150.407,2.9844,4,0 -LUI HILL,Creatures,39.0,0.804,0.78,,-6.222,1,0.119,0.126,0.000861,0.379,0.619,116.01,189408.0,4,6 -Rexx Life Raj,State of Mind,40.0,0.754,0.473,11.0,-8.884,0,0.4,0.276,2.18e-06,0.0872,0.148,143.87,206759.0,4,5 -The Monkees,I'm a Believer,5.0,0.789,0.185,7.0,-16.84,1,0.0676,0.982,0.894,0.121,0.47,120.257,183052.0,4,10 -S√≥lstafir,Dr√Ωsill,38.0,0.277,0.571,2.0,-7.954,0,0.0397,0.00664,0.359,0.326,0.157,119.821,532352.0,4,8 -Deftones,Ceremony,55.0,0.281,0.665,4.0,-5.003,1,0.0651,0.000792,0.0841,0.109,0.195,147.122,207752.0,4,10 -Rema,Peace Of Mind - Virgil Abloh Remix with Fela Kuti,42.0,0.757,0.602,7.0,-7.58,1,0.0434,0.00146,0.0209,0.0698,0.472,103.985,291389.0,4,9 -Sutej Singh,Timeless,15.0,0.212,0.623,1.0,-7.984,1,0.0395,0.000216,0.905,0.084,0.151,120.038,547187.0,4,6 -Bo Burnham,All Eyes On Me - Song Only,73.0,0.247,0.442,6.0,-8.703,1,0.041,0.716,,0.0655,0.261,62.952,3.547683333,4,9 -"Patsy Cline, The Jordanaires",I Fall To Pieces - Single Version,62.0,0.54,0.0568,10.0,-20.508,1,0.0351,0.917,1.01e-06,0.12,0.506,111.791,2.85555,4,4 -Molchat Doma,–°—É–¥–Ω–æ (–ë–æ—Ä–∏—Å –†–∏–∂–∏–π),75.0,0.484,0.749,1.0,-4.176,1,0.0687,0.699,0.861,0.105,0.468,160.006,141395.0,4,6 -Elvis Costello,Alison,58.0,0.557,0.32,1.0,-10.792,0,0.0438,0.739,3.99e-05,0.112,0.377,176.647,204533.0,4,1 -Elliott Smith,Between the Bars,64.0,0.522,0.074,7.0,-23.625,0,0.0598,0.929,0.765,0.108,0.342,135.298,141280.0,3,6 -JDM Global,Cake,26.0,0.727,0.801,10.0,-6.562,1,0.0307,0.251,0.817,0.0838,0.928,121.032,167603.0,4,9 -Taake,Myr,39.0,0.111,0.994,11.0,-4.578,0,0.149,5.78e-06,0.091,0.0633,0.0358,155.106,333893.0,4,8 -Shores Of Null,Beyond the Shores (Excerpt III),30.0,0.4,0.718,,-6.308,1,0.0315,0.00138,0.791,0.185,0.114,80.014,336750.0,4,8 -Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,1 -Nirvana,Lounge Act,57.0,0.341,0.964,11.0,-5.327,0,0.107,1.26e-05,0.000103,0.151,0.459,152.192,156427.0,4,10 -The Ting Tings,Shut Up and Let Me Go,54.0,0.852,0.927,7.0,-4.497,1,0.0581,0.0109,0.00268,0.054,0.887,107.993,171227.0,4,6 -The Vaccines,If You Wanna,64.0,0.353,0.866,2.0,-3.274,1,0.0392,3.03e-05,3e-05,0.295,0.544,165.215,174013.0,4,6 -Moshe Peretz,◊ë◊ó◊ï◊® ◊ó◊ì◊©,35.0,0.802,0.738,11.0,-6.08,0,0.0363,0.0478,0.000186,0.0781,0.428,128.021,195527.0,4,9 -Aretha Franklin,Call Me,46.0,0.517,0.375,7.0,-11.527,1,0.0341,0.682,1.28e-06,0.458,0.306,118.391,237067.0,3,5 -Higo,Company,41.0,0.814,0.712,8.0,-6.225,0,0.277,0.344,0.00561,0.0719,0.929,110.15,151898.0,4,9 -The Grogans,Dead Weight,38.0,0.434,0.926,2.0,-7.418,1,0.0556,0.000451,0.014,0.0895,0.545,156.977,223163.0,4,10 -Dudu Aharon,◊î◊õ◊ú ◊ß◊ï◊®◊î ◊ë◊™◊ú ◊ê◊ë◊ô◊ë,24.0,0.6,0.879,4.0,-3.43,0,0.129,0.266,,0.096,0.697,169.977,198360.0,4,9 -Royal & the Serpent,Overwhelmed,75.0,0.804,0.323,,-11.127,0,0.305,0.308,,0.15,0.456,87.019,159293.0,4,9 -Robert Lowe,The Highland,48.0,0.513,0.137,2.0,-19.288,1,0.0564,0.97,0.95,0.109,0.685,141.063,3.002083333,4,7 -Soulwax,Krack,45.0,0.58,0.91,10.0,-5.942,0,0.0316,0.247,0.909,0.0937,0.344,112.816,326387.0,4,6 -"Frederick Delius, English Chamber Orchestra, Benjamin Britten","Two Aquarelles: Lento, ma non troppo",13.0,0.0918,0.108,2.0,-22.925,0,0.0444,0.975,0.762,0.296,0.0327,86.707,2.806,4,7 -Shadecrown,The Loss,24.0,0.19,0.81,9.0,-8.837,0,0.053,0.000571,0.767,0.104,0.0456,121.991,351506.0,4,8 -Shadow and Light,Dhadkan,,0.531,0.553,7.0,-10.379,0,0.04,0.447,0.0603,0.112,0.357,171.962,4.616283333,4,0 -Shemekia Copeland,Givin' Up You,13.0,0.771,0.825,7.0,-4.103,1,0.0828,0.232,,0.099,0.821,94.038,206053.0,4,2 -"Dmitri Shostakovich, Sheku Kanneh-Mason, City Of Birmingham Symphony Orchestra, Mirga Gražinytė-Tyla","The Gadfly Suite, Op. 97a: 10. Nocturne - Live",37.0,0.124,0.0632,9.0,-25.258,0,0.0521,0.967,0.932,0.108,0.0361,82.475,5.056183333,4,7 -Kurtis Blow,The Breaks,47.0,0.818,0.67,11.0,-13.912,0,0.0757,0.122,0.00156,0.31,0.917,112.704,469267.0,4,5 -Pocket,Different Ways To Love You,40.0,0.673,0.704,4.0,-7.381,0,0.0559,0.0154,0.598,0.68,0.0965,136.999,231241.0,4,6 -Powerman 5000,Bombshell,53.0,0.533,0.977,8.0,-1.547,0,0.113,0.00162,,0.241,0.541,147.814,194173.0,4,8 -Peter Murphy,Cuts You Up,56.0,0.634,0.806,4.0,-10.725,0,0.0398,0.0237,0.00521,0.104,0.804,134.473,327133.0,4,10 -Unghetto Mathieu,Plastic,68.0,0.626,0.734,1.0,-3.96,0,0.331,0.023,,0.285,0.692,130.427,181015.0,4,9 -GAUPA,Febersvan,43.0,0.312,0.634,6.0,-6.839,1,0.0307,0.00117,0.882,0.103,0.0788,130.424,447681.0,4,8 -Claud,Guard Down,53.0,0.816,0.625,,-6.477,1,0.0391,0.11,0.000796,0.0935,0.855,126.022,206882.0,4,6 -Sonic Youth,Sugar Kane,54.0,0.345,0.913,7.0,-5.346,1,0.0471,6.46e-05,0.708,0.0756,0.357,134.965,357693.0,4,10 -Charli Baltimore,Stand Up (Featuring Ghostface Killah) (feat. Ghostface Killah),35.0,0.831,0.635,9.0,-10.896,1,0.281,0.285,,0.142,0.799,98.116,284867.0,4,5 -Richard Pryor,Niggers vs. The Police,22.0,0.531,0.674,8.0,-12.158,1,0.955,0.822,,0.908,0.468,78.778,101773.0,3,5 -Ariel Posen,Fade,30.0,0.719,0.591,7.0,-6.855,1,0.0294,0.122,0.000157,0.18,0.573,89.011,250253.0,4,2 -WuW,En souvenir des jours que nous n'aurons pas v√©cus,26.0,0.253,0.845,2.0,-6.982,0,0.0656,0.00142,0.839,0.101,0.164,114.235,431253.0,3,8 -Lizzie No,Please Don't Change Your Mind,42.0,0.473,0.287,9.0,-10.359,1,0.0272,0.268,,0.17,0.353,82.796,3.626,4,0 -Halestorm,Here's to Us,55.0,0.514,0.866,,-3.657,1,0.0449,0.0524,,0.17,0.45,159.973,177547.0,4,10 -Manolo Escobar,¬°ay Mi Sombrero!,32.0,0.583,0.503,7.0,-5.419,0,0.0348,0.793,7.42e-06,0.0779,0.763,117.49,203173.0,4,9 -Lil Peep,Star Shopping,84.0,0.585,0.471,4.0,-9.934,0,0.0616,0.0967,0.0184,0.115,0.323,93.099,142000.0,4,5 -Mohammed Rafi,Megha Re Bole,1.0,0.312,0.584,7.0,-9.241,0,0.0699,0.801,0.0144,0.0736,0.714,183.201,2.157783333,3,3 -Dudu Tassa,◊û◊¢◊ú◊ô◊ï◊™,47.0,0.607,0.333,7.0,-8.303,0,0.0307,0.721,,0.0895,0.416,143.304,182480.0,4,10 -Grace Pettis,Landon,36.0,0.435,0.51,,-6.074,1,0.0363,0.164,2.12e-05,0.183,0.409,85.635,201235.0,4,1 -Shemekia Copeland,I Always Get My Man,18.0,0.751,0.732,1.0,-6.825,0,0.0462,0.612,,0.719,0.909,109.021,229973.0,4,2 -Catfish and the Bottlemen,Heathrow,48.0,0.677,0.304,6.0,-11.669,0,0.036,0.732,9.32e-05,0.113,0.0659,113.889,171533.0,4,10 -Wake up Frankie,Shotgun Prophecy,31.0,0.527,0.96,1.0,-6.097,1,0.0708,0.000115,0.000153,0.281,0.316,125.047,263987.0,4,8 -ILLENIUM,First Time,74.0,0.526,0.667,9.0,-5.451,1,0.0437,0.0505,,0.321,0.43,155.085,165779.0,4,5 -Cut Worms,Every Once In A While,43.0,0.487,0.57,5.0,-9.199,1,0.0294,0.204,0.000115,0.152,0.864,150.184,277261.0,4,6 -Arrested Youth,My Friends Are Robots,53.0,0.544,0.574,,-8.363,0,0.0299,0.0217,0.000155,0.214,0.0902,100.059,188529.0,4,10 -Papa Roach,Born For Greatness (Felmax Remix),43.0,0.591,0.805,,-3.995,1,0.0598,0.0527,,0.259,0.243,150.229,195200.0,4,10 -Tom Morello,Voodoo Child,47.0,0.405,0.841,10.0,-5.023,0,0.067,6.69e-05,0.844,0.305,0.432,89.033,312263.0,4,10 -"Now, Now",MJ,38.0,0.677,0.772,10.0,-7.085,0,0.0359,0.418,0.816,0.0927,0.727,123.981,232360.0,4,6 -Scattered Hamlet,Friends (2020 Anniversary),27.0,0.467,0.937,1.0,-3.978,0,0.0459,6.12e-05,5.94e-05,0.0722,0.781,164.101,214555.0,4,10 -21 Savage,Emergency (feat. Gunna & Young Thug),71.0,0.754,0.817,2.0,-5.283,1,0.254,0.073,,0.379,0.269,142.783,177280.0,4,5 -No Love For The Middle Child,Happy Faces,42.0,0.571,0.654,9.0,-6.342,0,0.0314,0.000559,1.66e-06,0.194,0.383,74.987,196437.0,4,1 -Jerry Lee Lewis,Whole Lot of Shakin' Going On,58.0,0.377,0.626,,-9.662,1,0.033,0.832,6.46e-05,0.188,0.678,161.468,2.87333333,4,10 -Sarit Hadad,◊õ◊©◊î◊ú◊ë ◊ë◊ï◊õ◊î,35.0,0.333,0.407,5.0,-5.16,1,0.0278,0.879,,0.167,0.243,135.717,307187.0,4,9 -Jade Macrae,Handle Me with Care,37.0,0.516,0.401,8.0,-8.017,1,0.0284,0.388,1.17e-05,0.0903,0.274,95.909,435427.0,3,2 -Aric Lavie,◊ñ◊î ◊ß◊ï◊®◊î,37.0,0.334,0.584,,-8.52,1,0.0328,0.834,,0.17,0.261,94.278,241907.0,4,10 -Lenny Kravitz,Are You Gonna Go My Way,73.0,0.619,0.67,11.0,-10.322,0,0.0353,0.00165,0.0109,0.331,0.777,129.269,211933.0,4,10 -"A.R. Rahman, S. P. Balasubrahmanyam, K. S. Chithra",Yeh Haseen Vadiyan Yeh Khula Aasman,56.0,0.64,0.295,5.0,-16.357,1,0.0397,0.425,2.05e-06,0.0804,0.107,121.903,5.33355,4,3 -Lilly Wood and The Prick,In Love for the Last Time,,0.756,0.587,,-7.525,1,0.0335,0.138,9.3e-06,0.0993,0.531,125.015,243133.0,4,6 -Joe Louis Walker,Shake For Me,10.0,0.757,0.645,7.0,-10.069,0,0.0803,0.498,0.0161,0.469,0.893,121.091,410360.0,4,2 -Sigala,Sweet Lovin' - Radio Edit,65.0,0.68,0.85,10.0,-2.785,1,0.0661,0.207,1.98e-06,0.339,0.71,124.942,202213.0,4,9 -Arrested Development,People Everyday,61.0,0.843,0.508,10.0,-13.918,1,0.221,0.00852,2.1e-06,0.648,0.704,91.094,298773.0,4,5 -Glass Animals,Heart-Shaped Box,54.0,0.597,0.225,9.0,-11.588,0,0.0318,0.823,3.47e-05,0.142,0.119,88.956,183748.0,4,6 -Dylan Fraser,I‚Äôd Rather Be Here,42.0,0.608,0.571,2.0,-7.926,1,0.0662,0.423,,0.112,0.568,133.858,208722.0,4,6 -"Bickram Ghosh, Kala Ramnath, Lars Moller, V Suresh",Leela,13.0,0.725,0.625,2.0,-8.484,1,0.0477,0.651,0.92,0.13,0.206,129.992,5.096,4,0 -Gary Clark Jr.,Pearl Cadillac (feat. Andra Day),45.0,0.376,0.509,3.0,-4.995,0,0.0357,0.489,6.63e-06,0.115,0.259,119.47,210887.0,4,2 -"Hariharan, Milind, Santosh, Pratima",Ye Toh Sach Hai Ke Bhagwan,37.0,0.585,0.539,9.0,-10.052,0,0.0335,0.47,4.43e-05,0.319,0.709,95.085,6.80795,4,3 -Declan J Donovan,Fallen so Young,57.0,0.552,0.356,10.0,-7.608,1,0.027,0.852,,0.173,0.196,109.763,3.8694,4,0 -Hank Mizell,Jungle Rock,40.0,0.613,0.775,4.0,-9.302,1,0.0562,0.799,,0.112,0.86,169.198,166227.0,4,10 -Leon Bridges,Motorbike,67.0,0.721,0.485,5.0,-11.213,0,0.0681,0.158,0.275,0.107,0.614,150.027,188617.0,4,6 -Mark Sherman,Ev'rytime We Say Goodbye,43.0,0.448,0.275,8.0,-17.203,1,0.0348,0.765,0.872,0.141,0.119,119.37,7.123866667,4,7 -Gang Starr,Full Clip,66.0,0.875,0.745,1.0,-5.878,1,0.269,0.0227,2.37e-06,0.287,0.749,95.201,217440.0,4,5 -Hollow,Medulla - Barren Gates Remix,36.0,0.314,0.634,6.0,-8.104,0,0.0654,0.0294,0.000309,0.0733,0.164,145.032,248276.0,4,10 -The Black Crowes,Hard To Handle,70.0,0.599,0.79,4.0,-3.58,1,0.043,0.00257,0.00181,0.312,0.961,103.783,188067.0,4,10 -Backstreet Boys,How Did I Fall in Love with You,43.0,0.364,0.157,5.0,-14.76,0,0.0314,0.893,,0.145,0.237,77.561,4.067333333,4,9 -The Rezillos,Top of the Pops,39.0,0.417,0.586,2.0,-12.217,1,0.04,0.000358,0.0457,0.0957,0.966,183.704,175640.0,4,6 -Sufjan Stevens,Meditation V,49.0,0.099,0.149,,-15.156,1,0.0372,0.954,0.937,0.156,0.0392,89.852,130877.0,3,6 -Wardruna,Andvevarljod,45.0,0.382,0.464,7.0,-8.745,1,0.0358,0.557,0.0477,0.227,0.0462,130.048,616080.0,1,8 -Oasis,Live Forever,58.0,0.335,0.776,9.0,-5.32,0,0.0325,9.27e-06,9.51e-06,0.369,0.219,90.59,276867.0,4,6 -St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,6 -Cool Dry Place,Katy Kirby,42.0,0.412,0.348,4.0,-10.229,1,0.029,0.255,0.00145,0.103,0.427,137.469,5.009783333,4,0 -The Clash,London Calling - Remastered,73.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,200480.0,4,6 -Norberg,Abisko,59.0,0.547,0.0608,2.0,-19.962,1,0.0317,0.883,0.552,0.0952,0.132,105.068,2.803166667,4,7 -Fenne Lily,Alapathy,37.0,0.554,0.911,8.0,-6.282,1,0.0292,0.482,0.542,0.0668,0.968,157.621,194973.0,4,9 -BRONCHO,Class Historian,51.0,0.576,0.97,6.0,-5.143,1,0.0507,0.214,0.706,0.262,0.965,158.111,212236.0,4,1 -Trippie Redd,WITHOUT YOU,61.0,0.59,0.838,6.0,-4.896,0,0.0425,0.000141,0.00277,0.115,0.572,118.056,189153.0,4,10 -Reigning Sound,When You Touch Me,15.0,0.195,0.91,2.0,-1.662,1,0.0411,1.03e-05,0.682,0.165,0.427,147.587,177200.0,4,2 -Premiata Forneria Marconi,Appena un po',35.0,0.375,0.206,2.0,-18.468,0,0.0372,0.457,0.139,0.158,0.205,134.45,463827.0,3,10 -Selwyn Birchwood,Living In A Burning House,41.0,0.562,0.912,5.0,-3.838,0,0.061,0.0258,0.000368,0.317,0.717,94.989,248252.0,4,2 -George Jones,The One I Loved Back Then (The Corvette Song),,0.636,0.479,2.0,-11.555,1,0.0812,0.519,,0.408,0.935,159.433,2.488883333,4,4 -Press to MECO,Gold,32.0,0.371,0.945,8.0,-3.422,1,0.0932,4.27e-05,9.45e-05,0.0528,0.418,168.259,241440.0,4,8 -Tune-Yards,Water Fountain,43.0,0.821,0.606,5.0,-9.253,0,0.06,0.00326,0.00386,0.378,0.579,110.48,183462.0,4,6 -Gene Vincent & His Blue Caps,Be-Bop-A-Lula,45.0,0.607,0.561,9.0,-10.099,1,0.0425,0.421,,0.298,0.841,127.638,157207.0,3,10 -Celeste,Tonight Tonight,61.0,0.611,0.834,11.0,-4.528,0,0.0299,0.0544,1.57e-05,0.232,0.643,109.997,219440.0,4,9 -Damu The Fudgemunk,Tulips,47.0,0.437,0.687,6.0,-9.171,1,0.189,0.125,0.000391,0.205,0.371,106.041,334375.0,4,5 -Full Trunk,◊ú◊ô◊©◊ï◊ü ◊ë◊¢◊û◊ô◊ì◊î,35.0,0.71,0.821,11.0,-5.963,0,0.106,0.0683,1.07e-06,0.21,0.331,95.029,189569.0,4,10 -Pit Pony,Dutch Courage,25.0,0.117,0.916,1.0,-3.281,1,0.0723,1.39e-05,0.0992,0.219,0.423,151.886,270205.0,4,6 -Luke Smith,It's Time,37.0,0.764,0.384,7.0,-12.593,0,0.169,0.183,0.00951,0.653,0.765,74.988,322000.0,4,1 -"Antonín Dvořák, Rudolf Kempe, Munich Philharmonic Orchestra","Serenade for Strings in E Major, Op. 22, B. 52: I. Moderato",22.0,0.13,0.0941,4.0,-21.2,1,0.0402,0.55,0.826,0.483,0.107,86.911,4.51445,4,7 -The Tallest Man On Earth,The Running Styles of New York,37.0,0.275,0.524,7.0,-8.656,1,0.0339,0.785,1.46e-05,0.0974,0.291,106.094,311613.0,3,1 -Beach Bunny,Good Girls (Don't Get Used),63.0,0.667,0.901,8.0,-4.221,1,0.0514,0.0178,0.000667,0.0825,0.714,150.015,215402.0,4,6 -"Mahendra Kapoor, Manhar Udhas",Raghupati Raghav Raja Ram,20.0,0.444,0.321,,-13.542,1,0.0632,0.973,,0.0993,0.348,85.654,2.893783333,4,3 -Balthazar,Losers - Purple Disco Machine Remix Edit,49.0,0.749,0.819,5.0,-5.532,0,0.031,0.0351,0.372,0.325,0.466,118.992,222880.0,4,6 -Eden Ben Zaken,◊õ◊©◊™◊ë◊ï◊ê,34.0,0.338,0.509,6.0,-6.736,0,0.0337,0.322,1.3e-06,0.0726,0.297,92.35,176933.0,3,9 -The Walkmen,The Rat,57.0,0.167,0.921,6.0,-4.881,0,0.061,0.000141,0.0716,0.239,0.315,168.225,262227.0,4,1 -Eric Bibb,With My Maker I Am One,41.0,0.791,0.213,3.0,-11.154,0,0.0479,0.773,2.39e-05,0.12,0.597,97.95,221120.0,4,2 -A Boogie Wit da Hoodie,24 Hours (feat. Lil Durk),,0.57,0.439,2.0,-9.238,0,0.166,0.331,3e-06,0.12,0.19,90.992,205702.0,4,5 -Malz Monday,Say It,44.0,0.699,0.583,,-6.953,1,0.131,0.0452,,0.114,0.495,99.934,215920.0,4,5 -Ronnie Milsap,Lost in the Fifties Tonight (In the Still of the Night),,0.508,0.302,5.0,-12.02,1,0.0271,0.573,6.35e-05,0.105,0.154,168.754,4.288216667,3,4 -Skid Row,In a Darkened Room,,0.348,0.668,4.0,-8.97,0,0.0313,0.00275,1.05e-06,0.192,0.364,62.919,235067.0,4,8 -Sharda Sinha,Kahe Toh Se Sajna,15.0,0.426,0.484,9.0,-10.593,0,0.035,0.883,1.78e-05,0.138,0.511,136.21,5.90555,4,3 -Beck,E-Pro,48.0,0.623,0.958,9.0,-6.264,1,0.0752,0.0014,0.131,0.0921,0.716,95.772,202360.0,4,10 -LUNA AURA,HONEY,55.0,0.468,0.902,9.0,-4.838,1,0.132,0.0325,2.65e-06,0.0664,0.451,119.017,155680.0,4,6 -Limp Bizkit,Rollin' (Air Raid Vehicle),75.0,0.603,0.933,1.0,-3.358,1,0.171,0.00591,,0.206,0.709,96.306,213760.0,4,8 -The Chain Gang Of 1974,Run,38.0,0.614,0.806,4.0,-5.03,0,0.0314,0.0313,0.00104,0.0479,0.339,104.938,214857.0,4,6 -Los Suculentos,Barracas Bird,41.0,0.487,0.194,9.0,-15.443,1,0.103,0.983,0.897,0.14,0.3,104.145,2.725,4,7 -DJ Khaled,GREECE (feat. Drake),81.0,0.695,0.343,5.0,-10.798,1,0.0432,0.0743,1.04e-06,0.107,0.229,85.84,218902.0,4,5 -Keith Wallen,Dream Away,43.0,0.401,0.815,2.0,-5.731,1,0.042,0.000139,0.0154,0.104,0.276,74.995,193800.0,4,10 -LaVern Baker,Love Me Right,39.0,0.523,0.482,1.0,-6.862,1,0.0447,0.703,,0.179,0.785,146.057,114947.0,4,2 -Slint,"Don, Aman",41.0,0.469,0.124,,-24.361,0,0.0486,0.164,0.884,0.0988,0.0328,136.59,388400.0,4,10 -PSY,Gangnam Style (Í∞ïÎÇ®Ïä§ÌÉÄÏùº),72.0,0.727,0.937,11.0,-2.871,0,0.286,0.00417,,0.091,0.749,132.067,219493.0,4,9 -Ben Flocks,Ebb Tide,45.0,0.179,0.211,5.0,-11.936,1,0.0326,0.896,0.76,0.431,0.231,174.248,3.101333333,3,7 -Slowdive,Star Roving,52.0,0.326,0.932,9.0,-4.909,1,0.0506,0.0733,0.725,0.293,0.397,143.927,338869.0,4,10 -Darkest Hour,DEMON(S),45.0,0.136,0.957,7.0,-4.391,1,0.144,2.18e-06,0.0892,0.365,0.105,80.773,228920.0,4,8 -Landon B. Fulton,Lineage,41.0,0.171,0.12,8.0,-19.209,1,0.05,0.979,0.937,0.116,0.0339,117.27,2.108333333,5,7 -The Jazz Cultivators,Speak Low,48.0,0.474,0.222,5.0,-18.985,1,0.0388,0.841,0.894,0.0939,0.464,127.623,3.697916667,4,7 -Drake,Toosie Slide,80.0,0.834,0.454,1.0,-9.75,0,0.201,0.321,6.15e-06,0.114,0.837,81.618,247059.0,4,9 -Palehound,How Long,34.0,0.571,0.695,11.0,-5.785,1,0.0579,0.373,,0.133,0.304,100.648,100572.0,4,6 -The Marcus King Band,Rita Is Gone,56.0,0.623,0.44,5.0,-8.216,1,0.0348,0.866,0.0675,0.0891,0.802,86.726,265587.0,4,10 -Pacman da Gunman,Zero Tolerance,57.0,0.787,0.53,6.0,-6.015,0,0.339,0.00545,,0.078,0.39,82.113,257063.0,4,5 -Time Zone,Wildstyle,26.0,0.805,0.942,10.0,-8.607,0,0.0767,0.189,0.254,0.103,0.697,111.876,498827.0,4,5 -August Burns Red,The Legend Of Zelda,46.0,0.126,0.759,11.0,-5.189,0,0.133,0.000566,0.922,0.111,0.113,183.501,248453.0,4,8 -Sugar Blue,Bad Boys Heaven,16.0,0.406,0.43,5.0,-7.702,1,0.0423,0.67,0.00205,0.338,0.417,176.21,548440.0,3,2 -Shalom Gad,◊ë◊©◊ë◊ô◊ú ◊î◊ë◊ô◊ì◊ï◊®,17.0,0.536,0.427,4.0,-10.08,0,0.0316,0.0444,2.42e-06,0.111,0.434,118.029,323276.0,4,6 -Dudu Tassa,◊°◊ó◊®◊ó◊ï◊®◊™,20.0,0.317,0.778,7.0,-7.354,0,0.0562,0.0975,0.00342,0.116,0.222,173.942,384973.0,4,10 -Aldous Harding,The Barrel,62.0,0.732,0.408,11.0,-8.475,1,0.036,0.747,0.000229,0.069,0.663,87.015,299440.0,4,6 -Bush,American Eyes,42.0,0.291,0.599,7.0,-5.05,1,0.0384,0.000171,0.00463,0.0771,0.4,79.063,216493.0,4,10 -Dor Hamabul,◊®◊ï◊¶◊î ◊ì◊ù,19.0,0.695,0.82,,-5.541,1,0.0607,0.00822,4.56e-06,0.367,0.743,118.976,201283.0,4,10 -Code Orange,Swallowing the Rabbit Whole,46.0,0.241,0.973,1.0,-2.103,1,0.171,0.000104,0.0327,0.182,0.453,148.847,227981.0,3,8 -The Bees,A Minha Menina,44.0,0.521,0.808,9.0,-8.201,0,0.052,0.805,0.0105,0.227,0.834,98.867,170733.0,4,6 -Pot√©,Stare,36.0,0.573,0.574,6.0,-10.924,1,0.0563,0.11,0.0438,0.329,0.3,154.01,221679.0,4,1 -Roisha,◊§◊ú◊ê◊©◊ô◊ù,17.0,0.701,0.415,8.0,-10.182,1,0.133,0.815,,0.157,0.471,81.464,194356.0,4,5 -Fortisakharof,◊ê◊ô◊ü ◊ß◊• ◊ú◊ô◊ú◊ì◊ï◊™,34.0,0.57,0.464,2.0,-14.59,0,0.0269,0.286,0.000287,0.229,0.532,103.276,241000.0,4,10 -Immortal,Northern Chaos Gods,32.0,0.325,0.98,4.0,-6.586,0,0.107,0.0,0.909,0.316,0.0378,112.553,265808.0,3,8 -Britney Spears,Piece of Me,67.0,0.769,0.638,11.0,-5.054,1,0.216,0.0902,,0.0857,0.782,115.007,3.535116667,4,9 -Liquid Tension Experiment,Acid Rain,50.0,0.414,0.945,9.0,-4.66,1,0.0897,0.000333,0.479,0.314,0.565,145.014,396067.0,4,8 -The Kid LAROI,TELL ME WHY,73.0,0.6,0.723,6.0,-4.928,0,0.158,0.109,,0.167,0.463,149.881,195268.0,4,5 -The Foxies,Screws,38.0,0.576,0.829,,-4.323,0,0.0593,0.00265,0.00515,0.304,0.652,167.99,165323.0,4,9 -Arcade Fire,No Cars Go,57.0,0.324,0.772,1.0,-6.95,1,0.0371,0.000609,0.173,0.12,0.291,135.737,343627.0,4,6 -Sha Na Na,Teen Angel - Live at Woodstock,21.0,0.299,0.336,,-15.493,1,0.087,0.522,,0.709,0.434,105.931,211067.0,4,10 -The Pom-Poms,Watch Me,48.0,0.783,0.537,6.0,-5.715,0,0.0672,0.0113,0.473,0.126,0.193,109.972,176182.0,4,6 -Faces,Borstal Boys,29.0,0.42,0.956,,-6.475,1,0.0462,0.118,1.51e-05,0.26,0.904,152.758,173027.0,4,2 -Jerry Lee Lewis,Great Balls Of Fire,67.0,0.4,0.818,,-11.238,1,0.08,0.458,3.25e-06,0.132,0.936,166.287,1.82845,4,10 -Greenleaf,Our Mother Ash,37.0,0.212,0.865,10.0,-7.755,1,0.0511,0.00259,0.239,0.0933,0.681,163.335,194867.0,4,10 -Evergrey,The Beholder,49.0,0.512,0.875,9.0,-7.07,0,0.046,0.00161,1.02e-05,0.0957,0.497,137.014,349747.0,4,8 -C.W. McCall,Convoy,60.0,0.68,0.543,5.0,-14.876,1,0.141,0.857,0.000116,0.0881,0.796,111.62,3.843333333,4,4 -DEAR MOTHER,Satellite,41.0,0.469,0.86,1.0,-7.417,1,0.0591,3.95e-05,0.0452,0.152,0.245,122.027,210240.0,4,8 -Sui Uzi,Dangerous,34.0,0.675,0.911,11.0,-8.397,1,0.27,0.015,6.77e-06,0.304,0.578,109.947,221687.0,4,6 -Rich Dunk,Out The Mud,42.0,0.812,0.73,11.0,-4.678,1,0.16,0.0938,,0.126,0.758,140.031,138613.0,4,5 -Day by Day,Old Sea Brigade,37.0,0.65,0.616,6.0,-8.857,0,0.031,0.0923,0.00775,0.118,0.906,149.924,3.20755,4,0 -Don Henley,The Heart Of The Matter,49.0,0.582,0.521,2.0,-11.528,1,0.0249,0.221,,0.21,0.405,88.131,324667.0,4,10 -Russ,3:15 (Breathe),34.0,0.451,0.627,8.0,-4.59,1,0.127,0.591,0.00958,0.118,0.77,74.69,184000.0,4,5 -"Joshua Redman, Brad Mehldau",The Nearness of You,47.0,0.447,0.163,8.0,-14.835,1,0.0707,0.992,0.776,0.654,0.197,74.933,16.74378333,3,7 -Ron Gallo,CAN WE STILL BE FRIENDS? - Sports Remix,30.0,0.759,0.617,9.0,-8.984,0,0.0781,0.0386,0.00119,0.103,0.507,106.639,166853.0,4,6 -Bass Drum of Death,Too High,32.0,0.585,0.953,3.0,-6.2,1,0.0359,0.000135,4.78e-05,0.436,0.732,127.976,227280.0,4,10 -PinkPantheress,Break it off,75.0,0.577,0.788,11.0,-6.737,0,0.0977,0.014,2.56e-06,0.123,0.644,172.926,93970.0,4,9 -Serena-Maneesh,I Just Want To See Your Face,20.0,0.361,0.985,11.0,-6.644,0,0.144,0.000144,0.484,0.566,0.21,153.586,138747.0,4,10 -Rainbow,The Temple Of The King,62.0,0.486,0.487,9.0,-11.633,0,0.0341,0.445,1.44e-05,0.0648,0.373,81.972,282013.0,4,8 -347aidan,Dancing in My Room,82.0,0.98,0.413,8.0,-11.052,0,0.101,0.671,7.95e-05,0.17,0.764,119.993,180139.0,4,9 -The King Khan & BBQ Show,Fishfight,29.0,0.408,0.98,4.0,-0.489,1,0.0456,0.807,0.348,0.287,0.674,150.405,170520.0,4,2 -Ihsahn,Arcana Imperii,34.0,0.329,0.864,4.0,-6.067,0,0.053,0.000188,0.00207,0.0918,0.236,135.734,293173.0,4,8 -TOOL,Schism,69.0,0.567,0.714,9.0,-8.512,0,0.0302,0.0012,0.417,0.186,0.191,107.441,403533.0,3,10 -Current Joys,Breaking the Waves,52.0,0.697,0.621,9.0,-7.206,1,0.0401,0.00499,0.0242,0.0928,0.849,130.482,174623.0,3,6 -CLEWS,Crushed,31.0,0.545,0.78,5.0,-4.975,0,0.0896,0.00753,5.95e-05,0.0817,0.477,126.014,220129.0,4,10 -Songhoy Blues,Sekou Oumarou,37.0,0.635,0.559,4.0,-11.315,1,0.0844,0.335,0.00213,0.102,0.728,78.353,213653.0,4,2 -Creedence Clearwater Revival,I Put A Spell On You,,0.437,0.742,4.0,-7.062,0,0.0291,0.00651,0.037,0.112,0.688,102.186,270360.0,4,10 -T. Rex,Born To Boogie,26.0,0.502,0.787,7.0,-7.767,1,0.0961,0.00964,,0.153,0.801,160.131,124160.0,4,2 -Oliver Malcolm,Skywalker,54.0,0.629,0.773,,-6.965,0,0.0754,0.241,0.00173,0.382,0.489,173.927,242637.0,4,10 -Bladverk Band,Caerulea,61.0,0.475,0.105,9.0,-18.046,0,0.0351,0.962,0.695,0.115,0.0563,54.727,3.111083333,4,7 -Chromeo,Fancy Footwork,48.0,0.686,0.902,5.0,-3.154,0,0.0304,0.00575,0.0427,0.125,0.648,129.971,198020.0,4,6 -The Bravery,Believe,58.0,0.385,0.949,8.0,-3.369,1,0.0459,0.00501,2.13e-06,0.113,0.517,166.137,226347.0,4,10 -Magazine,Shot By Both Sides - Remastered,44.0,0.324,0.967,6.0,-5.655,1,0.0774,0.0278,0.000269,0.0566,0.392,165.92,244320.0,4,6 -Jamie Lenman,I Don't Wanna Be Your Friend,30.0,0.538,0.899,9.0,-5.426,1,0.105,0.000942,0.00509,0.0385,0.267,159.941,154251.0,4,10 -Omer Adam,◊ê◊ñ ◊™◊ë◊ï◊ê◊ô,30.0,0.771,0.737,11.0,-4.398,0,0.0337,0.323,2.84e-06,0.0916,0.923,99.955,216853.0,4,9 -Ghost Iris,Final Tale,32.0,0.52,0.95,2.0,-3.912,1,0.0491,6.78e-06,0.0244,0.287,0.346,125.016,226320.0,4,8 -St. Vincent,Pay Your Way In Pain,59.0,0.677,0.826,9.0,-6.8,1,0.368,0.395,,0.571,0.498,124.821,183880.0,4,1 -The Wreckers,Leave the Pieces,57.0,0.514,0.679,6.0,-6.117,1,0.0273,0.0255,,0.0594,0.496,164.109,3.503883333,4,4 -Mahavishnu Orchestra,Birds of Fire,34.0,0.249,0.986,4.0,-7.656,1,0.115,0.0613,0.473,0.0365,0.0792,108.575,342800.0,5,10 -Nancy Wilson,4 Edward,33.0,0.725,0.403,2.0,-9.113,1,0.0471,0.726,0.859,0.096,0.232,119.947,103078.0,4,2 -Crooked Teeth,Beg,44.0,0.486,0.806,1.0,-3.479,1,0.0384,0.0303,0.0854,0.0621,0.451,99.873,151288.0,4,10 -BLOW,Full Delight,45.0,0.794,0.648,3.0,-7.659,0,0.0651,0.0643,0.419,0.0995,0.94,144.038,196315.0,4,6 -Trudy Lynn,Thru Chasin' You,11.0,0.807,0.585,7.0,-6.702,0,0.0375,0.56,0.00349,0.0894,0.749,97.03,295627.0,4,2 -PUP,Rot,42.0,0.278,0.962,8.0,-5.284,0,0.112,0.00229,1.07e-05,0.32,0.322,169.921,201547.0,4,10 -yaeow,I Need U (Remix),51.0,0.349,0.363,4.0,-11.718,1,0.0394,0.537,0.000282,0.0824,0.103,169.928,149647.0,4,5 -"Manna Dey, Asha Bhosle, Sudha Malhotra, S. D. Batish, Mohammed Rafi",Na To Caravan Ki Talash Hai,13.0,0.471,0.803,1.0,-5.8,1,0.125,0.968,0.817,0.22,0.765,101.028,11.80366667,4,3 -Danielle Nicole,Take It All,38.0,0.607,0.159,1.0,-12.223,1,0.0326,0.879,0.0215,0.182,0.662,162.005,177907.0,3,2 -Daniel Tompkins,The Gift,28.0,0.281,0.914,9.0,-5.805,0,0.0603,0.000668,0.0134,0.236,0.217,122.721,233111.0,4,8 -lady gleep,glorianna,22.0,0.679,0.621,,-6.17,1,0.033,0.0126,,0.104,0.306,120.028,183605.0,4,9 -Carpathian Forest,It's Darker Than You Think,35.0,0.282,0.916,4.0,-6.632,0,0.0749,2.75e-05,0.62,0.141,0.109,82.483,281733.0,4,8 -Causa Sui,Homage,41.0,0.275,0.658,10.0,-10.82,1,0.032,0.0242,0.779,0.121,0.451,159.201,608253.0,4,8 -Two Trains Left,Throw It All Away,35.0,0.35,0.917,,-5.127,1,0.0441,2.42e-05,,0.128,0.424,160.045,211875.0,4,10 -Rockfour,Oranges,11.0,0.318,0.906,1.0,-6.192,1,0.0581,0.0623,,0.155,0.547,134.363,217573.0,4,6 -Spoonie Gee,The Godfather,37.0,0.818,0.739,7.0,-9.991,0,0.0569,0.0117,,0.0653,0.92,104.657,293733.0,4,5 -Goth Babe,Moments / Tides,61.0,0.514,0.632,4.0,-7.544,1,0.145,0.453,0.0118,0.106,0.531,85.018,204127.0,4,6 -Lola Marsh,Like in the Movies,34.0,0.425,0.587,11.0,-6.134,1,0.0284,0.112,0.0114,0.0988,0.288,81.017,229800.0,4,10 -True Tiger,Slang Like This - Instrumental,13.0,0.654,0.607,5.0,-8.047,1,0.0394,0.000176,0.864,0.255,0.499,143.941,277788.0,4,5 -GUMX,HYMN TO LOVE,19.0,0.498,0.939,1.0,-4.934,1,0.0753,4.57e-05,,0.463,0.312,103.974,140320.0,4,10 -Porter Robinson,Look at the Sky,65.0,0.568,0.564,6.0,-8.231,1,0.0273,0.0105,0.000127,0.0766,0.385,115.059,309986.0,4,9 -They Might Be Giants,Birdhouse in Your Soul,59.0,0.61,0.819,8.0,-8.323,1,0.0666,0.00381,7.92e-06,0.285,0.454,100.057,198920.0,4,10 -Just-Ice,Cold Gettin' Dumb,31.0,0.795,0.775,1.0,-7.492,1,0.162,0.0294,0.139,0.0367,0.833,96.027,272787.0,4,5 -ILLENIUM,Feel Something (With I Prevail),63.0,0.428,0.877,5.0,-4.722,0,0.0835,0.00153,0.00372,0.0943,0.113,75.518,221000.0,4,10 -Usha Mangeshkar,Itihas Agar Likhna Chaho Azadi Ke,,0.799,0.303,3.0,-17.956,0,0.0762,0.842,2.7e-05,0.0487,0.965,102.827,2.968216667,4,3 -Delta 5,Mind Your Own Business,47.0,0.871,0.61,7.0,-7.565,1,0.239,0.0307,0.000203,0.0674,0.788,134.507,193373.0,4,6 -Evan Wilson,Starlight Lullaby,45.0,0.153,0.0289,5.0,-23.791,1,0.0405,0.984,0.00398,0.0872,0.0942,167.406,3.655233333,3,7 -Master P,"Bout It, Bout It II",50.0,0.484,0.69,6.0,-6.339,1,0.316,0.00757,,0.181,0.657,80.862,308973.0,3,5 -Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,6 -Jefferson Airplane,"Introduction - Live at The Woodstock Music & Art Fair, August 17, 1969",,0.302,0.211,,-19.351,1,0.105,0.165,6.53e-06,0.197,0.398,159.61,23320.0,4,10 -Fred again..,Diana (You Don't Even Know),42.0,0.837,0.71,2.0,-7.109,1,0.0762,0.0286,0.019,0.0649,0.694,123.021,204878.0,4,9 -Skip James,Devil Got My Woman,43.0,0.508,0.151,2.0,-14.984,1,0.0324,0.986,0.0465,0.172,0.523,85.128,181787.0,4,2 -Paper Idol,Feel Real Pretty,50.0,0.69,0.834,2.0,-4.155,1,0.0672,0.455,0.00038,0.066,0.313,108.032,183128.0,4,1 -Charley Patton,Down The Dirt Road Blues,39.0,0.473,0.281,1.0,-11.337,1,0.0354,0.97,0.0936,0.11,0.523,119.161,174576.0,4,2 -Eagle-Eye Cherry,Save Tonight,72.0,0.547,0.707,,-8.74,1,0.0338,8.14e-05,0.000149,0.285,0.654,119.576,242733.0,4,9 -Liam Gallagher,Wall of Glass,59.0,0.351,0.939,,-4.469,1,0.0564,6.42e-05,0.00113,0.296,0.321,182.067,223547.0,4,10 -Billy Idol,Eyes Without A Face - Remastered,58.0,0.545,0.647,9.0,-9.693,1,0.0404,0.00823,0.22,0.159,0.552,85.76,4.95711667,4,10 -Britney Spears,Now That I Found You,34.0,0.526,0.731,6.0,-4.901,1,0.0459,0.083,0.000787,0.0557,0.491,128.04,4.274,4,9 -brakence,fuckboy,61.0,0.73,0.61,8.0,-7.784,0,0.238,0.373,,0.144,0.8,146.572,157903.0,4,5 -Dawn Of Ashes,Blood of the Titans,39.0,0.584,0.692,,-8.247,0,0.0611,0.000425,0.0112,0.128,0.264,95.029,230500.0,4,8 -Phoebe Bridgers,Friday I‚Äôm In Love - Recorded at Spotify Studios NYC,66.0,0.373,0.123,7.0,-15.193,1,0.0407,0.948,,0.0816,0.138,97.129,220813.0,4,6 -Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,10 -Shinedown,Heroes,50.0,0.379,0.901,,-4.81,0,0.0349,6.84e-05,2.97e-05,0.0933,0.691,168.976,204027.0,4,10 -Henrik Freischlader,Openness,37.0,0.454,0.891,2.0,-5.101,1,0.0621,0.00229,0.0135,0.468,0.752,169.869,266466.0,4,2 -Slomosa,Kevin,45.0,0.472,0.63,5.0,-9.556,0,0.0369,0.00131,0.0012,0.161,0.511,151.913,167389.0,4,1 -Jimi Hendrix,Mannish Boy,50.0,0.568,0.898,8.0,-8.833,0,0.0862,0.0285,0.0787,0.484,0.833,110.824,301520.0,4,2 -Itay Levi,◊§◊¢◊ù,29.0,0.688,0.337,11.0,-10.991,0,0.031,0.758,,0.152,0.364,123.988,220000.0,4,9 -my bloody valentine,Only Shallow,59.0,0.14,0.641,,-10.435,1,0.0422,0.000243,0.837,0.108,0.352,170.207,256573.0,4,10 -Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,6 -MIKA,Grace Kelly,69.0,0.675,0.828,,-5.799,1,0.0454,0.0242,0.0102,0.364,0.669,122.229,187733.0,4,9 -Behemoth,Conquer All,45.0,0.235,0.927,6.0,-5.824,1,0.084,0.000173,0.893,0.0748,0.253,90.497,211267.0,4,8 -renforshort,fall apart (with glaive),55.0,0.572,0.747,10.0,-6.237,1,0.0943,0.13,2.93e-05,0.108,0.3,158.051,155275.0,4,1 -Dead Or Alive,You Spin Me Round (Like a Record),72.0,0.554,0.963,6.0,-3.762,0,0.035,0.000244,0.0702,0.431,0.918,128.175,195147.0,4,9 -Lush,For Love,50.0,0.509,0.611,6.0,-11.036,0,0.0291,0.15,,0.107,0.9,129.926,209133.0,4,6 -Nathan Goshen,◊°◊ô◊§◊ï◊® ◊ê◊ó◊® - ◊©◊ô◊® ◊î◊†◊ï◊©◊ê ◊û◊™◊ï◊ö ◊°◊®◊ò◊ï ◊©◊ú ◊ê◊ë◊ô ◊†◊©◊®,26.0,0.525,0.696,7.0,-5.963,0,0.0331,0.21,,0.259,0.414,92.065,211147.0,4,9 -Markul,2 –º–∏–Ω—É—Ç—ã,47.0,0.756,0.674,7.0,-7.036,0,0.0352,0.0782,0.0511,0.0804,0.429,103.982,150000.0,4,9 -PlayaPhonk,PHONKY TOWN,79.0,0.804,0.803,1.0,-4.673,1,0.346,0.409,0.786,0.119,0.339,125.0,2.356233333,4,9 -2FeetBino,Backstroke,39.0,0.772,0.327,8.0,-11.432,1,0.601,0.0154,,0.129,0.211,176.174,188400.0,4,5 -Zergananda,The Path to Valhalla,48.0,0.312,0.777,1.0,-9.267,0,0.054,9.64e-05,0.0191,0.121,0.286,176.072,290795.0,4,8 -HaBanot Nechama,So Far,49.0,0.628,0.308,9.0,-11.431,1,0.108,0.673,,0.0995,0.209,79.911,229427.0,4,9 -Neil Diamond,Sweet Caroline - Single Version,33.0,0.549,0.255,11.0,-8.823,1,0.0287,0.443,2.17e-05,0.454,0.638,127.368,200240.0,4,10 -IDLES,War,50.0,0.24,0.956,,-3.335,1,0.07,3.39e-05,0.000752,0.0579,0.205,93.486,187451.0,4,10 -Foo Fighters,Waiting On A War,65.0,0.53,0.759,7.0,-7.067,1,0.0351,0.00984,,0.319,0.502,131.999,253840.0,4,1 -Arcana,Inceptus,41.0,0.447,0.742,7.0,-5.015,1,0.0298,0.569,0.0589,0.149,0.214,150.254,389387.0,4,8 -Lou Reed,Perfect Day,69.0,0.4,0.267,10.0,-12.488,1,0.0323,0.744,0.00734,0.103,0.0872,144.799,225000.0,3,1 -Skalpel,Escape - Hania Rani Remix,47.0,0.308,0.361,7.0,-18.788,0,0.0333,0.949,0.913,0.19,0.0516,117.0,267330.0,4,6 -The Dip,Sure Don't Miss You,62.0,0.664,0.586,4.0,-7.985,0,0.0283,0.334,2.96e-06,0.16,0.727,102.991,174520.0,4,2 -Bloc Party,Banquet - Phones Disco Edit,28.0,0.635,0.875,10.0,-8.536,0,0.0421,0.000722,0.111,0.483,0.934,149.98,324667.0,4,6 -Romy,Lifetime,58.0,0.55,0.796,6.0,-5.39,1,0.0495,4.14e-05,,0.103,0.32,128.014,197661.0,4,6 -Marmozets,Captivate You,39.0,0.401,0.904,11.0,-5.297,0,0.098,0.000385,1.63e-06,0.0643,0.251,153.422,240667.0,4,10 -Def Leppard,Love Bites - Remastered 2017,65.0,0.59,0.743,,-7.078,0,0.0347,0.067,0.00093,0.0847,0.412,129.79,346960.0,4,10 -White Zombie,Thunder Kiss '65,66.0,0.684,0.851,9.0,-9.792,1,0.0407,0.000613,0.0029,0.535,0.512,112.662,234080.0,4,8 -Ivri Lider,◊û◊®◊ô ◊ú◊†◊¶◊ó,22.0,0.519,0.876,6.0,-7.49,0,0.05,0.000477,0.0476,0.102,0.378,97.002,223493.0,4,10 -Pepper,Date Rape,44.0,0.582,0.642,,-5.174,1,0.074,0.558,,0.148,0.918,80.745,268627.0,4,10 -Eric Clapton,"Layla - Acoustic; Live at MTV Unplugged, Bray Film Studios, Windsor, England, UK, 1/16/1992; 1999 Remaster",56.0,0.51,0.389,2.0,-14.317,0,0.0384,0.286,0.000398,0.644,0.621,94.04,4.34066667,4,0 -Dilated Peoples,This Way,50.0,0.51,0.863,4.0,-4.56,0,0.402,0.155,2.93e-06,0.375,0.628,85.599,245827.0,4,5 -Status Quo,Spinning Wheel Blues,24.0,0.748,0.538,2.0,-7.715,0,0.0488,0.0172,0.0617,0.11,0.795,130.45,199267.0,4,2 -The Brian Jonestown Massacre,Anemone,63.0,0.527,0.636,5.0,-12.888,0,0.0347,0.0599,0.843,0.204,0.607,83.101,334467.0,4,1 -Spoon,Rent I Pay,15.0,0.697,0.863,5.0,-4.799,1,0.0337,0.216,2.97e-05,0.0629,0.961,96.407,189440.0,4,6 -Folk9,Circles,29.0,0.686,0.598,3.0,-10.062,0,0.0266,0.118,0.129,0.0705,0.869,110.961,222703.0,4,9 -S-X,Woooo,19.0,0.784,0.369,,-9.379,0,0.292,0.752,0.935,0.125,0.568,137.05,243714.0,4,5 -42 Dugg,Still Catching Cases (feat. Fivio Foreign & Rowdy Rebel),,0.792,0.581,5.0,-9.275,0,0.336,0.066,,0.199,0.667,139.92,173494.0,3,5 -The Judds,Cry Myself To Sleep,43.0,0.901,0.354,11.0,-10.153,0,0.0323,0.377,9.87e-06,0.0752,0.878,115.335,3.715333333,4,4 -Roop Kumar Rathod,To Chalun,47.0,0.52,0.766,8.0,-9.242,0,0.085,0.239,0.00021,0.129,0.714,144.13,7.644883333,4,3 -Simple Minds,Mandela Day - Remastered 2002,57.0,0.494,0.693,5.0,-9.781,1,0.0345,0.000897,0.0384,0.32,0.481,94.154,345293.0,4,10 -VANNA,High Hopes - Ran Nir Remix,10.0,0.539,0.527,,-8.656,1,0.0414,0.0691,0.217,0.0923,0.232,75.006,328800.0,4,6 -Stromae,Alors on danse,80.0,0.791,0.59,1.0,-9.206,0,0.0793,0.0994,0.00203,0.065,0.714,119.951,3.43445,4,9 -Angelus Apatrida,Indoctrinate,33.0,0.218,0.982,,-4.3,0,0.224,0.000165,0.0207,0.329,0.319,192.847,339253.0,4,8 -"Camille Saint-Saëns, Gabriel Schwabe, Malmö Symphony Orchestra, Marc Soustrot","Suite in D Minor, Op. 16b, R. 211: IV. Romance",35.0,0.0847,0.0185,4.0,-30.252,1,0.0488,0.973,0.729,0.0718,0.0399,82.833,6.415333333,4,7 -Agam,Manavyalakinchara (Mist of Capricorn),38.0,0.388,0.458,2.0,-10.313,1,0.0292,0.299,4.74e-05,0.101,0.361,85.688,5.829766667,4,0 -Wooden Shjips,Staring At The Sun,49.0,0.556,0.546,9.0,-13.215,1,0.0285,0.117,0.845,0.115,0.427,91.887,447999.0,4,6 -Sylvan Esso,Ferris Wheel,57.0,0.836,0.74,9.0,-4.77,0,0.057,0.0622,0.0034,0.121,0.445,101.986,177920.0,4,9 -Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,6 -Ultravox,My Sex,33.0,0.573,0.304,,-14.31,1,0.0309,0.332,1.27e-06,0.111,0.256,102.686,182653.0,4,6 -Mountain Song,Ava Earl,36.0,0.471,0.211,5.0,-13.377,1,0.0362,0.912,0.000199,0.15,0.299,145.539,4.795116667,4,0 -Ehud Banai,◊ê◊ë◊ê ◊™◊ü ◊ú◊ô ◊ô◊ì,22.0,0.475,0.504,,-8.151,1,0.0282,0.0638,2.5e-05,0.123,0.211,128.959,269014.0,4,10 -Bob Dylan,Like a Rolling Stone,73.0,0.482,0.721,,-6.839,1,0.0321,0.731,,0.189,0.557,95.263,6.16,4,10 -Ed Sheeran,Perfect,86.0,0.599,0.448,8.0,-6.312,1,0.0232,0.163,,0.106,0.168,95.05,263400.0,3,9 -Royal Blood,Hole in Your Heart,53.0,0.596,0.811,1.0,-5.501,0,0.0587,0.00458,1.62e-05,0.0971,0.475,100.032,226093.0,4,10 -Jefferson Airplane,"Come Back Baby - Live at The Woodstock Music & Art Fair, August 16, 1969",26.0,0.456,0.861,2.0,-11.62,0,0.04,0.12,0.922,0.741,0.453,114.957,365080.0,4,10 -Myd,We Found It,57.0,0.724,0.61,7.0,-10.025,1,0.0358,0.413,0.0651,0.243,0.591,123.985,400867.0,4,1 -Robbie Williams,Let Me Entertain You,67.0,0.478,0.965,10.0,-5.022,1,0.0642,0.000169,0.00251,0.0854,0.347,125.152,262000.0,4,9 -Daemonia Nymphe,Deo's Erotas,42.0,0.523,0.394,7.0,-9.403,1,0.0259,0.163,0.665,0.0554,0.22,99.961,266493.0,4,8 -The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,10 -Dr. Feelgood,Going Back Home,31.0,0.386,0.764,9.0,-12.772,1,0.0355,0.0016,0.00258,0.295,0.706,171.713,240867.0,4,2 -Stevie Ray Vaughan,Texas Flood,59.0,0.256,0.423,6.0,-11.994,1,0.035,0.000788,0.402,0.25,0.441,173.27,320907.0,3,2 -ONR,It Gets To A Point,45.0,0.545,0.964,1.0,-4.326,1,0.0565,0.000114,3.87e-06,0.0842,0.698,142.002,233439.0,4,1 -U2,Running To Stand Still,54.0,0.537,0.199,2.0,-18.726,1,0.0287,0.861,0.0259,0.334,0.229,94.634,257366.0,4,10 -A Winged Victory for the Sullen,So That The City Can Begin To Exist,40.0,0.152,0.0625,5.0,-23.396,1,0.0358,0.619,0.904,0.0802,0.0355,85.971,286962.0,3,1 -"Jatin-Lalit, Kumar Sanu",Jab Kisiki Taraf Dil,43.0,0.517,0.584,9.0,-6.431,1,0.0385,0.514,,0.109,0.438,79.146,6.909333333,4,3 -keshi,beside you,76.0,0.711,0.747,,-6.335,1,0.0523,0.459,,0.0957,0.852,136.0,166023.0,4,9 -Nurit Galron,◊û◊¢◊ë◊ô◊® ◊ì◊£,32.0,0.678,0.84,,-6.439,0,0.0279,0.229,,0.329,0.684,132.327,303333.0,4,9 -Hanan Ben Ari,◊ê◊ó◊ô◊ù,33.0,0.423,0.281,2.0,-7.963,1,0.0291,0.846,,0.112,0.347,146.422,240732.0,4,9 -Equilibrium,One Folk,50.0,0.209,0.951,11.0,-8.108,0,0.149,0.000346,0.109,0.372,0.147,179.901,277417.0,4,8 -Villagers,Nothing Arrived - Live from Spotify London,65.0,0.579,0.415,7.0,-11.599,1,0.0397,0.929,0.0018,0.671,0.42,102.713,219093.0,4,9 -Meshuggah,Born in Dissonance,50.0,0.264,0.986,11.0,-5.059,1,0.102,4.1e-06,0.00624,0.0535,0.223,106.161,274587.0,4,8 -Dory-Loup,Nobody Likes You When You're 23,11.0,0.586,0.887,7.0,-6.924,1,0.0769,0.000119,,0.286,0.405,94.965,176082.0,4,10 -Iron Butterfly,Unconscious Power,34.0,0.439,0.561,4.0,-9.507,0,0.0345,0.0026,1.18e-05,0.319,0.794,162.903,150533.0,4,2 -Octopus Montage,"Mother Trucker Dude, That Hurt Like A Buttcheek On A Stick",42.0,0.471,0.971,7.0,-2.546,1,0.242,0.000137,,0.332,0.236,179.951,91000.0,4,8 -Refused,Economy Of Death,32.0,0.508,0.988,6.0,-4.537,0,0.064,7.76e-05,0.0103,0.201,0.262,142.031,241440.0,4,10 -Bukka White,Fixin' To Die Blues,30.0,0.565,0.266,11.0,-11.708,1,0.0375,0.897,0.571,0.103,0.577,109.976,168733.0,4,2 -Alice Merton,No Roots,53.0,0.864,0.656,7.0,-7.286,1,0.104,0.263,0.00495,0.0712,0.821,115.959,235813.0,4,10 -Sindy,BIG SCARE,19.0,0.47,0.416,11.0,-9.31,0,0.0266,0.622,0.00821,0.236,0.26,89.013,272720.0,4,10 -Omer Adam,◊û◊ï◊ì◊î ◊ê◊†◊ô,46.0,0.43,0.486,8.0,-5.776,0,0.0356,0.766,,0.214,0.421,137.992,220253.0,4,9 -Sarit Hadad,◊û◊ë◊®◊ï◊ß,23.0,0.658,0.944,5.0,-3.593,0,0.0305,0.0921,2.47e-05,0.0902,0.844,94.033,185147.0,4,9 -Screaming Trees,Shadow of the Season,48.0,0.163,0.937,,-5.502,1,0.0882,4.63e-05,0.00297,0.372,0.413,184.482,273813.0,4,10 -Asteroid,Garden,38.0,0.478,0.628,,-4.582,1,0.0377,0.000245,0.813,0.0907,0.581,115.07,266920.0,3,8 -Idan Raichel,◊ú◊û◊î ◊õ◊õ◊î ◊¢◊¶◊ï◊ë◊î (Lama Kacha Atzuva),43.0,0.717,0.803,7.0,-4.761,0,0.0589,0.18,,0.0827,0.728,104.024,215192.0,4,9 -Neverland In Ashes,Confined,16.0,0.367,0.96,7.0,-5.078,1,0.104,9.37e-05,0.00104,0.485,0.102,195.045,233841.0,4,8 -Smash Mouth,Walkin' On The Sun,66.0,0.745,0.972,6.0,-5.598,1,0.0316,0.346,,0.148,0.968,123.067,207787.0,4,9 -The Chemical Brothers,Let Forever Be,56.0,0.252,0.872,8.0,-3.752,1,0.0777,0.00912,8.79e-06,0.109,0.399,126.938,236360.0,4,1 -The Devil Wears Prada,Dez Moines,51.0,0.424,0.981,10.0,-2.749,1,0.163,0.000537,,0.357,0.0992,149.955,243600.0,4,8 -Eyal Golan,◊û◊ô◊ú◊î ◊ò◊ï◊ë◊î,29.0,0.702,0.909,6.0,-2.97,1,0.0429,0.0863,,0.0693,0.961,99.99,230573.0,4,9 -John Doe,The Golden State,31.0,0.535,0.726,2.0,-6.097,1,0.0273,0.118,,0.129,0.497,113.749,178867.0,4,10 -Darlingside,Knights Of Cydonia - Recorded at Spotify Studios NYC,46.0,0.214,0.349,11.0,-12.987,0,0.0323,0.8,0.212,0.0745,0.0651,130.291,277113.0,4,6 -Transvision Vamp,I Want Your Love,48.0,0.465,0.821,4.0,-11.115,1,0.0487,0.0133,0.00855,0.447,0.697,149.824,209907.0,4,10 -Jane n' the Jungle,Trouble,42.0,0.235,0.942,9.0,-2.191,0,0.0945,0.000113,,0.112,0.354,131.967,182158.0,4,10 -Part-Time Friends,2:00 AM,32.0,0.917,0.571,4.0,-7.659,1,0.0537,0.0131,,0.126,0.967,125.018,237253.0,4,6 -Phani Narayana,Raghuvamsa Sudha,17.0,0.577,0.636,9.0,-10.157,1,0.13,0.823,0.00173,0.142,0.567,98.055,301933.0,4,6 -Uly,i don't need to understand,37.0,0.737,0.302,4.0,-17.692,1,0.0425,0.814,0.878,0.366,0.688,91.018,146595.0,4,6 -"Asha Bhosle, Mohammed Rafi",Chura Liya Hai Tumne Jo Dil Ko,25.0,0.559,0.318,9.0,-11.106,0,0.0317,0.857,1.88e-06,0.11,0.684,80.242,4.797333333,4,3 -Sorcha Richardson,The Starlight Lounge,43.0,0.83,0.345,2.0,-9.941,1,0.0445,0.37,0.00158,0.11,0.55,120.966,214306.0,4,1 -Charlie Martin,September,32.0,0.695,0.612,6.0,-7.587,1,0.0264,0.136,0.492,0.108,0.801,104.963,227867.0,4,6 -Itzik Kala,Mechapes Et Haderech,26.0,0.7,0.828,10.0,-6.303,0,0.0577,0.00749,3.67e-06,0.044,0.756,110.01,229733.0,4,9 -Sabrina Song,Thaw,20.0,0.676,0.445,1.0,-10.058,1,0.0789,0.693,0.00531,0.089,0.566,157.995,202852.0,4,6 -Gorgeous Bully,I Can See,31.0,0.353,0.725,2.0,-10.131,1,0.0422,0.00681,0.101,0.0289,0.402,82.831,182169.0,4,1 -Nothing But Thieves,Particles - Piano Version,49.0,0.438,0.296,11.0,-6.433,0,0.0432,0.872,1.97e-06,0.105,0.304,111.153,219760.0,4,10 -Logic1000,Like My Way,47.0,0.803,0.581,9.0,-8.054,1,0.17,0.0258,0.84,0.0768,0.163,125.007,253440.0,4,1 -Coldplay,Adventure of a Lifetime,75.0,0.638,0.924,7.0,-3.887,1,0.036,0.00205,0.000175,0.149,0.53,111.995,263787.0,4,9 -Jaja Bu,Bibles,38.0,0.713,0.661,10.0,-6.874,0,0.0271,0.177,0.0473,0.0991,0.83,107.039,273467.0,4,6 -Bare King,Grim Sleep,22.0,0.279,0.975,7.0,-7.294,1,0.124,8.83e-05,0.0603,0.333,0.0447,144.943,204629.0,4,8 -ZXPH XLLXS,XCXD BXMB,27.0,0.247,0.944,3.0,-2.139,0,0.0394,1.71e-05,0.854,0.607,0.614,140.052,292962.0,4,5 -aswekeepsearching,We Sound Like Strangers,20.0,0.454,0.723,8.0,-8.325,1,0.0375,0.134,0.943,0.18,0.159,150.146,357125.0,4,6 -Eyal Golan,◊î◊ú◊ë ◊î◊ñ◊î,45.0,0.714,0.527,11.0,-7.96,0,0.0424,0.243,,0.12,0.606,130.023,204217.0,4,9 -Lindemann,Platz Eins,53.0,0.546,0.916,11.0,-6.737,0,0.0401,0.000282,0.0382,0.0401,0.411,119.997,235413.0,4,8 -diveliner,Gaslight!,53.0,0.494,0.713,3.0,-7.956,0,0.0777,0.0443,5.54e-05,0.168,0.445,90.482,165500.0,4,10 -Crystal Tides,Headcase,37.0,0.619,0.726,8.0,-5.305,0,0.0278,0.0167,0.00018,0.0596,0.831,134.999,191813.0,4,10 -Sabaton,To Hell And Back,68.0,0.536,0.849,,-4.702,1,0.0616,0.00318,0.00197,0.104,0.305,127.002,206547.0,4,8 -Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,1 -Desert Sessions,Crucifire,48.0,0.331,0.904,6.0,-6.297,0,0.0407,0.00629,0.275,0.413,0.923,154.675,104611.0,4,10 -CUBE,chestnut street,34.0,0.414,0.499,4.0,-7.327,0,0.0369,0.00819,,0.133,0.338,118.158,183552.0,4,1 -Gojira,The art of dying,52.0,0.493,0.83,,-5.983,0,0.105,0.000308,0.543,0.102,0.114,137.967,594213.0,4,8 -Hadag Nahash,◊î◊õ◊ê◊§◊î ◊î◊û◊¶◊ú◊¶◊ú◊™,25.0,0.804,0.77,10.0,-6.699,0,0.0438,0.00203,2.04e-05,0.0591,0.873,159.988,223560.0,4,5 -Coldplay,God Put a Smile upon Your Face,63.0,0.611,0.556,9.0,-5.761,1,0.0288,0.175,7.14e-05,0.0359,0.252,126.532,297307.0,4,10 -Solence,Deafening,55.0,0.42,0.949,7.0,-6.214,1,0.189,0.000181,0.00498,0.101,0.171,77.064,227379.0,4,8 -Estrella Morente,Yo Soy Esa,25.0,0.424,0.446,1.0,-7.602,1,0.0666,0.813,1.56e-06,0.0961,0.272,89.098,223635.0,4,9 -Garbage,Stupid Girl,58.0,0.632,0.76,1.0,-4.798,0,0.0342,0.00245,0.000466,0.0494,0.671,119.95,257758.0,4,6 -Kyuss,Supa Scoopa and Mighty Scoop,43.0,0.263,0.679,5.0,-11.883,0,0.0498,0.202,0.776,0.0969,0.406,82.261,355869.0,4,10 -cleopatrick,bernard trigger,48.0,0.374,0.792,11.0,-4.118,1,0.0365,0.00044,0.0822,0.185,0.339,117.548,209049.0,4,10 -The Missing Road,Radical Face,5.0,0.583,0.216,2.0,-13.345,1,0.0324,0.895,0.645,0.102,0.173,88.393,4.139766667,4,0 -Bastille,The Anchor,53.0,0.369,0.76,8.0,-3.901,0,0.0521,0.313,,0.139,0.261,131.605,204819.0,4,10 -Psymon Spine,Milk,34.0,0.765,0.476,,-8.069,0,0.0969,0.213,0.0177,0.106,0.598,107.004,254461.0,4,1 -"Elle King, Miranda Lambert",Drunk (And I Don't Wanna Go Home),76.0,0.612,0.884,5.0,-4.4,1,0.0459,0.00516,,0.0997,0.626,119.991,4.093766667,4,4 -The Ides Of March,Vehicle,51.0,0.474,0.734,10.0,-8.813,0,0.0426,0.0871,0.00356,0.26,0.926,101.751,178067.0,4,10 -Ted Nugent,Wango Tango,46.0,0.494,0.939,2.0,-6.889,1,0.296,0.0385,0.000546,0.708,0.552,171.233,289307.0,4,8 -Nas,N.Y. State of Mind,66.0,0.665,0.91,6.0,-4.682,0,0.223,0.0394,,0.227,0.887,84.099,293973.0,4,5 -Ehud Banai,◊î◊ï◊§◊¢◊™ ◊û◊ô◊ú◊ï◊ê◊ô◊ù,21.0,0.446,0.807,,-4.417,0,0.0302,0.00827,,0.194,0.346,86.003,284693.0,4,10 -Rammstein,ICH TU DIR WEH,62.0,0.295,0.878,2.0,-5.034,1,0.0541,0.00112,0.191,0.113,0.295,165.083,301853.0,3,8 -Goth Babe,Laurelhurst,54.0,0.498,0.887,9.0,-8.501,1,0.171,0.617,2.85e-06,0.144,0.0758,114.936,189382.0,4,6 -Tai Verdes,i deserve 2 b alone,31.0,0.837,0.514,7.0,-6.161,1,0.0518,0.31,,0.0809,0.676,130.004,165533.0,4,9 -Bruce Springsteen,Born in the U.S.A.,75.0,0.398,0.952,4.0,-6.042,1,0.061,0.000373,7.75e-05,0.1,0.584,122.093,278680.0,4,10 -Black Thought,State Prisoner,39.0,0.479,0.891,1.0,-5.067,1,0.392,0.0895,4.79e-06,0.358,0.699,165.428,178086.0,4,5 -DJ Mesh,◊ô◊î◊ô◊î ◊û◊î ◊©◊ô◊î◊ô◊î,27.0,0.682,0.743,7.0,-5.135,1,0.334,0.0865,,0.3,0.793,81.946,205601.0,4,5 -Kid Cudi,Show Out (with Skepta & Pop Smoke),79.0,0.619,0.589,1.0,-6.531,1,0.124,0.43,0.000392,0.378,0.158,143.896,174960.0,4,5 -Falling In Reverse,Popular Monster - NGHTMRE & Galantis Remix,48.0,0.321,0.895,11.0,-4.172,1,0.267,0.0558,0.00314,0.0863,0.248,159.657,176228.0,4,10 -Seventh Crystal,Broken Mirror,26.0,0.477,0.721,6.0,-5.342,0,0.0274,0.00663,,0.113,0.137,85.986,238373.0,4,10 -Japanese Breakfast,Be Sweet,64.0,0.653,0.875,2.0,-5.815,0,0.0274,0.00976,1.03e-05,0.329,0.61,109.988,195371.0,4,6 -Day Sulan,Bailar,58.0,0.852,0.535,7.0,-5.94,0,0.0896,0.439,8.18e-05,0.246,0.483,103.007,205056.0,4,5 -Mohammed Rafi,Tumne Mujhe Dekha Hokar Meherban,26.0,0.314,0.581,2.0,-7.867,1,0.0376,0.896,6.35e-06,0.23,0.458,114.958,4.08245,4,3 -BROS,Tell Me,47.0,0.733,0.568,4.0,-5.938,0,0.0359,0.199,0.000277,0.108,0.944,100.078,231155.0,4,6 -carolesdaughter,Violent,79.0,0.797,0.755,2.0,-5.393,1,0.0293,0.331,2.26e-06,0.124,0.411,129.955,135878.0,4,5 -Chris Stapleton,Midnight Train To Memphis,61.0,0.28,0.93,9.0,-7.573,1,0.104,0.0014,0.011,0.371,0.623,177.258,222653.0,3,10 -Deepayan Deep Maitra,Lost Still Dreaming,17.0,0.476,0.724,8.0,-12.96,0,0.032,0.0201,0.751,0.113,0.41,137.998,311100.0,4,6 -Brett Dennen,Cassidy,54.0,0.602,0.595,8.0,-10.337,1,0.0339,0.182,8.44e-06,0.0812,0.962,84.362,268440.0,4,9 -The Band,The Weight,49.0,0.639,0.431,9.0,-12.494,1,0.0489,0.414,7.11e-06,0.0867,0.526,144.048,4.58111667,4,0 -Adam Chaffins,Now I Don't Know,33.0,0.61,0.6,5.0,-4.465,1,0.0915,0.304,0.00105,0.102,0.757,132.447,211133.0,4,1 -Noga Erez,VIEWS,54.0,0.778,0.63,9.0,-7.135,0,0.182,0.216,,0.0968,0.705,97.035,165862.0,4,6 -Folamour,The Journey (feat. Zeke Manyika),49.0,0.765,0.871,1.0,-7.523,0,0.0536,0.07,0.0251,0.125,0.505,119.989,256467.0,4,1 -Megadeth,No More Mr. Nice Guy,39.0,0.449,0.797,9.0,-9.724,1,0.0831,0.0053,0.268,0.0422,0.731,144.491,183360.0,4,8 -Klaxons,Gravity's Rainbow - Van She Remix,25.0,0.659,0.754,4.0,-3.423,0,0.0375,0.00184,0.836,0.0923,0.0471,130.021,323227.0,4,6 -Rich Brian,Sydney,62.0,0.62,0.476,11.0,-12.759,0,0.0724,0.475,,0.135,0.602,161.168,194240.0,4,5 -Mark Ronson,Daffodils (feat. Kevin Parker),59.0,0.724,0.538,,-8.041,1,0.0381,0.0408,0.0139,0.0343,0.282,108.945,298133.0,4,1 -STARSET,INFECTED,63.0,0.538,0.867,2.0,-4.172,0,0.0618,9.38e-05,,0.055,0.439,107.669,189747.0,4,10 -Kate Bush,This Woman's Work,58.0,0.35,0.113,8.0,-18.804,1,0.0403,0.874,2.68e-05,0.0751,0.151,128.271,218907.0,4,10 -AC/DC,Hard as a Rock,61.0,0.481,0.724,4.0,-5.642,1,0.0324,0.0018,0.177,0.11,0.2,116.322,271000.0,4,8 -Red Hot Chili Peppers,Dark Necessities,73.0,0.7,0.742,5.0,-6.777,0,0.0716,0.0722,0.0199,0.11,0.197,91.959,302000.0,4,10 -Bass Drum of Death,Get Found,42.0,0.477,0.964,2.0,-4.948,0,0.0563,0.0137,0.0932,0.288,0.299,145.949,181400.0,4,10 -Temples,Certainty,43.0,0.488,0.811,5.0,-8.948,1,0.0551,0.00159,0.000576,0.208,0.316,92.493,264733.0,4,6 -Chumbawamba,Tubthumping,63.0,0.348,0.88,2.0,-7.366,1,0.0978,0.128,,0.357,0.606,101.185,278779.0,4,9 -"Travis Scott, HVME",Goosebumps - Remix,88.0,0.841,0.593,1.0,-7.846,1,0.0379,0.418,,0.124,0.808,124.917,2.71338333,4,9 -Brigitte Bardot,Bonnie And Clyde,26.0,0.471,0.632,2.0,-11.844,0,0.0568,0.0896,,0.261,0.582,97.239,253573.0,4,6 -Soulex,Rich Girl,46.0,0.47,0.911,7.0,-3.766,1,0.0591,0.00875,0.000443,0.361,0.308,149.985,225600.0,4,1 -Sleepy Sun,Desert God,38.0,0.312,0.543,9.0,-7.952,1,0.0313,0.0304,0.18,0.107,0.199,133.17,316777.0,4,8 -Movement At Night,Wake-Up Call,9.0,0.424,0.766,2.0,-6.197,1,0.0391,5.79e-05,0.00456,0.208,0.566,154.849,197250.0,4,10 -M√∂tley Cr√ºe,Looks That Kill,63.0,0.485,0.945,,-5.954,1,0.0402,0.0033,0.00525,0.0997,0.731,135.957,249013.0,4,8 -Cut Glass Kings,Shadow of Your Love,40.0,0.502,0.883,9.0,-5.205,1,0.0284,0.000136,0.315,0.154,0.129,129.993,155883.0,4,1 -The Wise Man's Fear,Firefall,30.0,0.302,0.989,5.0,-4.162,1,0.152,0.000156,0.00131,0.327,0.0931,133.737,205260.0,4,8 -Princess Nokia,The Conclusion,44.0,0.603,0.875,11.0,-10.394,0,0.063,0.475,0.936,0.15,0.566,150.008,165333.0,3,6 -Madge,Fight or Flight Club,41.0,0.518,0.873,8.0,-6.557,1,0.2,0.011,0.151,0.105,0.639,150.029,151117.0,4,6 -Snot,Stoopid,46.0,0.496,0.857,1.0,-4.515,1,0.0849,0.00185,0.000597,0.117,0.656,171.795,232427.0,4,8 -Cold,Wasted Years,44.0,0.462,0.574,8.0,-6.516,1,0.0259,0.0496,,0.145,0.128,87.029,247040.0,4,10 -Miri Mesika,◊ú◊ë ◊û◊ï◊ú ◊ú◊ë,15.0,0.566,0.238,6.0,-8.571,0,0.0312,0.893,,0.155,0.22,103.095,171633.0,4,9 -Carly Sands,Serra Calderona,48.0,0.575,0.105,2.0,-15.208,1,0.0662,0.993,0.919,0.108,0.286,92.085,2.986666667,4,7 -The Knack,My Sharona,73.0,0.586,0.7,,-9.558,1,0.0363,0.0589,0.00125,0.0318,0.897,147.245,295400.0,4,9 -Central Cee,Commitment Issues,76.0,0.8,0.71,5.0,-6.403,0,0.295,0.463,,0.339,0.795,147.171,150664.0,4,5 -ZZ Top,Tush - 2006 Remaster,66.0,0.58,0.885,,-5.154,0,0.0715,0.1,0.00157,0.146,0.788,145.405,137933.0,4,10 -Carrie Underwood,Dirty Laundry,59.0,0.456,0.874,10.0,-4.129,0,0.114,0.0595,1.12e-05,0.111,0.5,200.179,3.40155,4,4 -Devin Townsend Project,Failure,44.0,0.571,0.893,7.0,-5.994,0,0.0416,0.00054,0.468,0.386,0.466,128.992,362029.0,3,8 -Vampire Weekend,This Life,65.0,0.62,0.712,9.0,-6.434,1,0.1,0.228,3.39e-06,0.0561,0.83,170.234,268600.0,4,6 -Eclipse,Viva La Victoria,55.0,0.544,0.944,4.0,-6.161,1,0.0522,0.00266,1.48e-06,0.103,0.572,135.076,191670.0,4,8 -little hurricane,Sun Sets West,33.0,0.439,0.698,,-6.764,1,0.0643,0.171,3.73e-06,0.286,0.815,112.726,148800.0,3,2 -Toad The Wet Sprocket,Starting Now,37.0,0.568,0.787,1.0,-4.632,0,0.0285,0.00278,0.000766,0.0825,0.238,119.953,226238.0,4,10 -Machine Gun Kelly,my ex's best friend (with blackbear),85.0,0.731,0.675,5.0,-5.134,0,0.0434,0.00473,,0.141,0.298,124.939,139461.0,4,10 -Softspoken,Where the Heart Belongs,28.0,0.497,0.979,1.0,-3.214,1,0.103,0.00437,,0.177,0.494,140.065,207800.0,4,8 -Steely Dan,Night By Night,46.0,0.588,0.478,,-13.26,1,0.0379,0.227,0.0035,0.286,0.968,156.411,218467.0,4,10 -Iron Maiden,The Trooper - 2015 Remaster,72.0,0.285,0.908,4.0,-4.601,0,0.0705,0.0318,0.00909,0.311,0.669,159.756,252733.0,4,8 -Derek & The Dominos,Have You Ever Loved A Woman?,57.0,0.303,0.648,,-6.795,1,0.0512,0.642,0.053,0.407,0.644,170.379,412960.0,3,2 -Lilla Vargen,Blueprints,46.0,0.584,0.298,4.0,-9.104,1,0.0525,0.792,,0.106,0.227,79.061,212011.0,4,9 -Advaita,Miliha,7.0,0.526,0.453,9.0,-10.678,1,0.027,0.476,0.287,0.103,0.478,95.016,1.027483333,4,0 -Ten Tonnes,Everything You Got,42.0,0.438,0.758,1.0,-3.759,1,0.0302,0.000618,0.00012,0.215,0.552,139.992,216295.0,4,6 -Kiko,goblin,32.0,0.727,0.232,11.0,-19.045,0,0.379,0.628,0.00852,0.111,0.342,144.918,119172.0,4,6 -Low Island,Feel Young Again,37.0,0.681,0.717,9.0,-8.112,0,0.0346,0.143,0.000299,0.409,0.177,124.048,222284.0,4,6 -Dumpstaphunk,In Time,38.0,0.698,0.763,11.0,-5.09,0,0.131,0.00224,0.000443,0.0856,0.672,91.986,422813.0,4,10 -Sade,"Your Love Is King - Live at Live Aid, Wembley Stadium, 13th July 1985",27.0,0.48,0.638,9.0,-7.48,1,0.0406,0.451,7.98e-06,0.986,0.538,137.897,4.679066667,3,9 -Red Hot Chili Peppers,Fight Like A Brave,42.0,0.719,0.936,5.0,-3.936,1,0.0969,0.00524,5.05e-05,0.36,0.276,103.655,233760.0,4,10 -RILEY THE MUSICIAN,Miss America,28.0,0.515,0.787,,-3.151,1,0.162,0.00634,,0.0922,0.58,109.907,178091.0,4,9 -Itzhak Klepter,◊ì◊û◊ô◊ï◊ü ◊ó◊ï◊§◊©◊ô,36.0,0.602,0.81,4.0,-7.877,0,0.0346,0.311,0.0108,0.276,0.636,138.722,273053.0,4,10 -Shinedown,Simple Man - Acoustic,65.0,0.568,0.367,7.0,-8.15,1,0.0318,0.768,,0.279,0.41,121.074,320267.0,4,10 -beabadoobee,Worth It,51.0,0.576,0.751,2.0,-5.256,1,0.0269,0.0125,0.000459,0.0501,0.38,103.009,194173.0,4,1 -Ola Szmidt,C Tactile Afferent,25.0,0.401,0.186,3.0,-11.596,1,0.0315,0.951,0.255,0.108,0.165,101.949,216000.0,3,6 -Andy Mineo,Always In A Rush,43.0,0.628,0.503,1.0,-9.88,1,0.305,0.188,1.82e-05,0.178,0.768,81.594,161431.0,4,5 -Trick Daddy,Take It to da House,54.0,0.935,0.78,6.0,-5.795,0,0.197,0.0158,,0.164,0.918,123.895,226160.0,4,5 -Oasis,Wonderwall - Remastered,78.0,0.378,0.896,2.0,-4.066,1,0.0407,0.000452,,0.194,0.469,174.302,258773.0,4,10 -Black Label Society,Stillborn,62.0,0.585,0.881,5.0,-4.719,0,0.0366,2.27e-05,0.000939,0.376,0.425,107.028,196040.0,4,8 -Sonny Boy Nelson,Street Walkin',26.0,0.627,0.161,5.0,-16.318,1,0.0728,0.991,0.000205,0.109,0.773,122.476,153160.0,4,2 -Laurie Morvan,Stay with Me,30.0,0.27,0.7,9.0,-4.855,0,0.0454,0.182,7.64e-06,0.0924,0.619,188.996,269333.0,3,2 -Sam Fender,Play God,59.0,0.714,0.708,10.0,-6.286,0,0.0483,0.0891,0.0471,0.116,0.601,94.478,225600.0,4,10 -Starflyer 59,A House Wife Love Song,27.0,0.108,0.556,10.0,-7.719,1,0.0494,0.000134,0.854,0.639,0.35,175.661,253013.0,4,10 -Newington Green,In the Days of our Love,54.0,0.522,0.0696,9.0,-20.816,0,0.0419,0.974,0.907,0.111,0.132,106.006,3.666983333,4,7 -Ollie,Emotions,54.0,0.538,0.454,7.0,-9.607,1,0.414,0.044,,0.097,0.514,72.53,165232.0,4,5 -Tenille Arts,Somebody Like That,12.0,0.574,0.792,6.0,-5.868,1,0.0489,0.0135,,0.11,0.562,104.989,3.303483333,4,4 -Asking Alexandria,I Won't Give In,63.0,0.428,0.914,2.0,-3.017,1,0.0762,0.00594,,0.309,0.494,74.989,229600.0,4,10 -Darkthrone,Under A Funeral Moon,36.0,0.153,0.994,4.0,-5.902,1,0.196,0.026,0.0423,0.357,0.174,144.623,306880.0,4,8 -cleopatrick,2008,38.0,0.344,0.264,4.0,-12.228,1,0.0381,0.1,0.00749,0.0731,0.124,117.294,234953.0,4,10 -The Breeders,Cannonball,66.0,0.502,0.758,3.0,-9.76,1,0.0407,0.00915,0.783,0.284,0.729,112.499,213693.0,4,1 -Omer Adam,◊ê◊ï◊î◊ë◊™ ◊ê◊ï◊™◊ô ◊ê◊û◊ô◊™◊ô,43.0,0.56,0.277,9.0,-10.81,1,0.0453,0.931,,0.0915,0.545,101.399,218698.0,4,9 -Lil Nas X,MONTERO (Call Me By Your Name),100.0,0.61,0.508,8.0,-6.682,0,0.152,0.297,,0.384,0.758,178.818,137876.0,4,9 -ECHO,Oh My Life,23.0,0.675,0.548,9.0,-6.857,0,0.0463,0.327,0.00308,0.0699,0.0857,90.023,205333.0,4,9 -"Johann Sebastian Bach, Dmitry Sitkovetsky, Orchestra of the Swan, David le Page","Goldberg Variations, BWV 988: Aria - Arr. for String trio",29.0,0.276,0.0377,7.0,-21.08,1,0.0575,0.919,0.000161,0.123,0.124,83.959,2.418666667,4,7 -Will Paquin,Chandelier,62.0,0.331,0.5,2.0,-9.119,0,0.0514,0.677,6.61e-06,0.116,0.421,86.963,127465.0,4,9 -Witness Trees,Henry Jamison,56.0,0.572,0.243,4.0,-12.085,1,0.0282,0.93,0.00421,0.0908,0.46,99.825,2.68035,4,0 -Pearl Jam,Elderly Woman Behind the Counter in a Small Town - Acoustic Version,46.0,0.318,0.405,7.0,-10.028,1,0.0328,0.305,0.00373,0.117,0.296,180.305,198400.0,3,10 -Monster Magnet,Look To Your Orb For The Warning,47.0,0.419,0.573,8.0,-9.166,1,0.0321,0.00026,0.609,0.597,0.165,145.637,392000.0,4,8 -Jean Grae,Hater's Anthem,39.0,0.773,0.851,,-3.563,0,0.214,0.618,0.00266,0.114,0.835,91.069,313667.0,4,5 -"Sigala, Rita Ora",You for Me,78.0,0.733,0.886,2.0,-1.856,0,0.0426,0.0481,1.81e-06,0.191,0.696,126.031,2.92391667,4,9 -Tutu Jones,Starting All Over,30.0,0.744,0.832,7.0,-4.268,0,0.0242,0.24,0.00391,0.653,0.967,94.68,246600.0,4,2 -Tigress,Power Lines,33.0,0.367,0.885,4.0,-5.201,1,0.0808,0.00274,1.05e-05,0.106,0.593,168.731,184024.0,4,10 -Rob Zombie,Helter Skelter,48.0,0.4,0.968,7.0,-4.421,1,0.0769,1.2e-05,0.155,0.106,0.434,144.054,215938.0,4,8 -Tylor Jay Santos,Cassiopeia,26.0,0.308,0.35,1.0,-11.179,0,0.0328,0.318,1.07e-06,0.125,0.213,143.679,304000.0,3,6 -U2,One,76.0,0.392,0.534,,-8.793,1,0.0369,0.245,0.00104,0.155,0.325,181.305,276187.0,4,10 -Don Diablo,Kill Me Better (feat. Imanbek & Trevor Daniel) - Travis Barker Alt Version,49.0,0.471,0.888,8.0,-3.724,1,0.0727,0.0306,,0.0892,0.46,160.004,195528.0,4,10 -Kalan.FrFr,"No Love ft. Mozzy, ft. Cypress Moreno",45.0,0.598,0.693,10.0,-6.334,0,0.47,0.292,,0.121,0.718,99.509,206430.0,4,5 -"Eric Weissberg, Steve Mandell",Dueling Banjos,47.0,0.417,0.484,9.0,-8.781,1,0.0791,0.409,0.959,0.0663,0.501,149.79,3.248,4,4 -Lightnin' Slim,G.I. Blues,12.0,0.701,0.292,11.0,-17.458,0,0.0461,0.978,0.0275,0.115,0.597,78.9,157431.0,4,2 -Itay Levi,◊¢◊ì◊ô◊ô◊ü ◊ê◊ï◊î◊ë◊™,30.0,0.562,0.319,5.0,-7.378,1,0.0367,0.807,2.58e-06,0.1,0.33,66.762,185000.0,4,9 -I Built the Sky,Translucidus (feat. Sithu Aye),39.0,0.427,0.993,5.0,-3.259,1,0.145,1.31e-06,0.92,0.325,0.195,92.501,219324.0,4,8 -Black Grape,Kelly's Heroes,44.0,0.633,0.939,7.0,-5.158,1,0.0642,0.000642,0.0024,0.0804,0.838,119.669,262400.0,4,1 -Mohammed Rafi,Mehbooba Teri Tasveer,7.0,0.43,0.27,6.0,-13.532,0,0.0332,0.959,0.000186,0.113,0.464,90.02,5.616,4,3 -Wilco,Everyone Hides,47.0,0.728,0.886,2.0,-8.098,1,0.0579,0.311,0.0441,0.0834,0.837,145.75,179976.0,4,10 -"Ricky Kej, Charanraj MR",The Awakening,22.0,0.487,0.773,5.0,-8.194,1,0.0441,0.0516,0.062,0.233,0.565,169.981,2.35765,4,0 -ishi vu,"Brightly burning, yet alone",11.0,0.568,0.45,9.0,-8.355,1,0.338,0.764,3.62e-05,0.181,0.754,88.91,66560.0,3,6 -nicopop.,Happy Again,46.0,0.743,0.608,6.0,-5.705,1,0.0411,0.0225,,0.137,0.801,106.021,192453.0,4,9 -Wiley,Stormy Weather,12.0,0.713,0.606,5.0,-5.041,0,0.104,0.321,1.73e-06,0.108,0.748,133.86,174480.0,4,5 -Gotham,Attention Span,36.0,0.629,0.74,6.0,-7.334,0,0.355,0.0929,,0.134,0.69,96.055,157493.0,4,5 -LBS Kee'vin,That's Life (feat. OMB Peezy),43.0,0.572,0.666,8.0,-6.144,0,0.416,0.193,,0.105,0.515,85.037,187847.0,4,5 -i don't wanna talk!,Philip Brooks,36.0,0.373,0.436,3.0,-14.528,1,0.0344,0.781,0.326,0.149,0.382,99.793,2.74,4,0 -Outloved,Hurt Me,43.0,0.504,0.741,,-4.612,1,0.0363,0.000941,6.76e-05,0.548,0.339,97.494,186535.0,4,8 -Metalite,Hunting High and Low,42.0,0.432,0.949,6.0,-6.262,1,0.0744,1.43e-05,0.000412,0.188,0.436,94.999,277040.0,4,8 -"Emerson, Lake & Palmer",Take A Pebble,31.0,0.405,0.28,3.0,-16.557,1,0.0458,0.5,0.0319,0.36,0.0981,115.959,753893.0,4,10 -Lianne La Havas,Paper Thin,63.0,0.714,0.243,,-13.513,1,0.0478,0.646,0.212,0.11,0.504,125.834,298720.0,4,6 -Conway Twitty,Slow Hand,57.0,0.796,0.337,5.0,-18.041,1,0.0334,0.22,,0.115,0.858,106.923,2.910666667,4,4 -Cherokee Rose,Eddie Berman,36.0,0.431,0.37,3.0,-10.826,1,0.0343,0.424,0.026,0.134,0.384,96.242,3.867783333,4,0 -Asian Doll,Facts (feat. Dreezy),27.0,0.878,0.596,7.0,-6.461,1,0.127,0.0125,0.000738,0.108,0.131,139.941,205776.0,4,5 -No Fit State,On Your Own,42.0,0.326,0.677,9.0,-5.449,1,0.116,0.0109,0.00281,0.385,0.586,184.8,180324.0,4,10 -Yung Fume,Down in Derby,38.0,0.735,0.752,6.0,-7.566,0,0.398,0.603,0.000228,0.0703,0.5,170.033,164067.0,4,5 -Nonpoint,In the Air Tonight,58.0,0.556,0.812,,-4.193,1,0.0469,0.0171,0.143,0.143,0.181,99.935,273067.0,4,8 -Sum 41,Never There,58.0,0.516,0.561,2.0,-5.364,1,0.0351,0.00264,,0.556,0.141,139.95,260094.0,4,10 -Lazerhawk,Electric Groove,47.0,0.656,0.843,6.0,-7.466,0,0.0389,0.06,0.85,0.518,0.88,120.022,290403.0,4,6 -Exhorder,Desecrator,40.0,0.332,0.992,9.0,-5.57,1,0.109,3.37e-06,0.419,0.135,0.185,135.08,368840.0,4,8 -Rave The Reqviem,Colossvs,46.0,0.511,0.947,9.0,-4.485,0,0.0449,0.000639,,0.417,0.84,131.991,217173.0,4,8 -George Jones,The Grand Tour,50.0,0.458,0.275,10.0,-11.498,1,0.0261,0.944,0.0194,0.271,0.449,88.718,3.122883333,4,4 -Dijon,alley-oop,41.0,0.536,0.227,11.0,-14.15,1,0.35,0.692,0.000112,0.112,0.555,116.411,173978.0,3,6 -Twisted Sister,The Kids Are Back,2.0,0.558,0.842,,-4.338,1,0.13,0.00371,1.62e-06,0.218,0.549,138.339,198800.0,4,8 -Smokin' Joe Kubek & Bnois King,"Have Blues, Will Travel",39.0,0.283,0.951,4.0,-3.488,0,0.101,0.000844,0.000551,0.088,0.464,165.969,247373.0,4,2 -The Delta Saints,California,43.0,0.585,0.741,4.0,-6.954,0,0.0326,0.00381,8.96e-06,0.3,0.676,124.678,222653.0,4,2 -umru,popular,39.0,0.67,0.654,4.0,-5.863,0,0.177,0.105,5.51e-06,0.342,0.175,118.979,213771.0,4,6 -Roomful Of Blues,Lower On Your List Of Priorities,27.0,0.565,0.928,,-4.02,1,0.0544,0.254,2.7e-06,0.295,0.91,146.401,200227.0,4,2 -The Coral,In the Morning,57.0,0.644,0.777,6.0,-6.165,0,0.0284,0.0252,,0.0554,0.966,126.257,152520.0,4,10 -Miiesha,Damaged,42.0,0.712,0.496,5.0,-7.329,0,0.0594,0.726,0.000308,0.234,0.389,82.926,196536.0,4,9 -KIRINJI,ÂÜ牺ö,51.0,0.729,0.666,11.0,-11.903,0,0.035,0.0966,0.107,0.222,0.713,105.463,277595.0,4,9 -Brandi Carlile,Whatever You Do,36.0,0.406,0.341,7.0,-7.747,1,0.0349,0.681,0.000568,0.0789,0.286,148.654,4.11888333,4,0 -R.E.M.,Stand - Remastered,59.0,0.653,0.738,4.0,-10.057,1,0.0285,0.397,,0.0931,0.932,109.322,192960.0,4,10 -Son House,John the Revelator,38.0,0.668,0.0423,2.0,-16.374,1,0.369,0.805,,0.433,0.564,129.482,149867.0,4,2 -Wynne,In The Morning,45.0,0.68,0.523,4.0,-5.619,0,0.262,0.148,,0.13,0.312,146.84,173147.0,4,5 -"Julian Arcas, Andrea González Caballero",Bolero in A Minor,41.0,0.323,0.0315,9.0,-30.707,0,0.0384,0.993,0.917,0.11,0.352,83.099,2.274666667,3,7 -Shlomi Bracha,◊ô◊ú◊ì ◊ò◊ï◊ë,21.0,0.796,0.533,7.0,-7.654,1,0.0263,0.538,0.166,0.0966,0.737,110.013,263895.0,4,10 -Haiti Babii,This That Shit,49.0,0.88,0.554,1.0,-7.444,1,0.114,0.125,,0.121,0.372,91.585,178361.0,4,5 -Guitar Shorty,We The People,36.0,0.31,0.863,,-3.094,1,0.0401,0.167,0.000956,0.868,0.747,177.546,260200.0,4,2 -Los Lobos,Framed,31.0,0.601,0.487,,-11.738,1,0.0994,0.285,5.53e-06,0.161,0.735,103.571,154133.0,4,2 -Potter Payper,Topshottas Freestyle,34.0,0.601,0.724,1.0,-6.769,0,0.48,0.0859,,0.14,0.669,125.117,130542.0,5,5 -"Mahesh Raghvan, Shravan Sridhar",Thillana 2.0 - Mohanakalyani (feat. Shravan Sridhar),22.0,0.682,0.747,2.0,-4.948,1,0.0552,0.294,0.0506,0.353,0.869,134.974,3.249183333,4,0 -Run The Jewels,"No Save Point - From ""Cyberpunk 2077""",62.0,0.654,0.848,6.0,-8.121,0,0.382,0.109,0.032,0.103,0.185,163.989,195240.0,4,5 -Yam Refaeli,◊©◊î◊õ◊ê◊ë ◊ô◊û◊¶◊ê ◊ú◊ï ◊ó◊ë◊®◊ô◊ù,44.0,0.764,0.515,10.0,-5.841,0,0.0353,0.031,,0.181,0.614,112.062,204524.0,4,9 -1000mods,Mirrors,35.0,0.333,0.82,5.0,-7.361,1,0.0531,0.000288,0.264,0.0891,0.162,115.12,436333.0,4,8 -B√òRNS,Electric Love,84.0,0.611,0.797,6.0,-7.627,0,0.0533,0.00543,0.00137,0.26,0.518,120.041,218107.0,4,9 -Sugar,If I Can't Change Your Mind,40.0,0.357,0.992,5.0,-3.663,1,0.0555,0.123,0.0128,0.14,0.77,160.916,198933.0,4,6 -Overcoats,Cherry Wine,49.0,0.479,0.177,10.0,-11.266,1,0.036,0.963,,0.116,0.136,124.033,4.10156667,3,0 -"Our Hollow, Our Home",Remember Me,45.0,0.433,0.97,7.0,-3.129,0,0.0767,0.00105,,0.363,0.249,94.999,210841.0,4,8 -Shalom Hanoch,◊©◊ú◊ò◊ï◊ü,29.0,0.6,0.784,11.0,-5.918,1,0.238,0.0736,0.000238,0.11,0.45,169.895,196380.0,4,10 -"Kavita Krishnamurthy, Chetan, Hema Sardesai",Gupt Gupt - Title Extended Version; Remix,25.0,0.742,0.837,,-13.817,0,0.0748,0.109,0.575,0.935,0.624,109.067,4.83745,4,3 -Arctic Monkeys,Do I Wanna Know?,85.0,0.548,0.532,5.0,-7.596,1,0.0323,0.186,0.000263,0.217,0.405,85.03,272394.0,4,1 -The Magic Gang,Think,38.0,0.387,0.772,10.0,-2.064,0,0.0522,0.000348,0.000387,0.0536,0.644,164.107,207429.0,4,6 -The Wallflowers,Roots And Wings,48.0,0.576,0.856,7.0,-5.048,1,0.0312,0.0145,0.0036,0.327,0.843,118.008,234695.0,4,10 -Jonny Lang,Before You Hit The Ground,41.0,0.724,0.876,11.0,-5.854,0,0.0873,0.16,0.00278,0.116,0.812,92.169,234133.0,4,2 -Eden Ben Zaken,◊î◊í◊¢◊†◊ï ◊î◊ë◊†◊ï◊™,46.0,0.534,0.721,9.0,-8.23,1,0.522,0.4,2.38e-05,0.0688,0.762,74.834,147375.0,3,9 -TOOL,Sober,68.0,0.385,0.673,2.0,-8.182,1,0.0329,0.000183,0.149,0.0721,0.187,149.271,306853.0,4,8 -MAGENTA,Monogramme (Edit),35.0,0.485,0.525,7.0,-8.542,0,0.0494,0.00388,0.00723,0.12,0.833,193.8,163918.0,4,6 -Death Blooms,Fuck Everything,40.0,0.599,0.979,1.0,-2.782,0,0.116,0.000425,,0.301,0.226,105.979,190387.0,4,10 -Adele,Chasing Pavements (Live at Hotel Cafe),2.0,0.545,0.267,,-9.492,0,0.0392,0.907,,0.669,0.202,78.075,3.87,4,9 -Cranes,Jewel,41.0,0.707,0.658,3.0,-13.442,0,0.0296,0.19,0.543,0.0908,0.955,117.73,185227.0,4,6 -The White Stripes,Icky Thump,68.0,0.417,0.63,9.0,-7.24,1,0.0898,0.0209,0.0134,0.0543,0.341,94.214,254533.0,4,6 -Dudu Aharon,◊™◊í◊ô◊ì◊ï ◊ú◊î,40.0,0.617,0.926,6.0,-1.654,1,0.0399,0.161,,0.142,0.728,125.027,253373.0,4,9 -Filthy Gears,Magneto,18.0,0.76,0.532,9.0,-9.246,1,0.0427,0.0112,0.715,0.119,0.139,140.079,197221.0,4,5 -Astoria Three,If you could see me now,51.0,0.515,0.0999,8.0,-21.126,1,0.0405,0.957,0.897,0.0928,0.152,113.563,4.533683333,4,7 -Never Not Nothing,Me.TV (feat. Bobby Gillespie),32.0,0.507,0.803,6.0,-6.555,0,0.0606,0.00212,0.571,0.507,0.312,140.047,214286.0,4,10 -Tigercub,Blue Mist in My Head,40.0,0.498,0.939,10.0,-4.354,0,0.087,0.000761,0.0401,0.0931,0.399,139.969,185665.0,4,10 -Yung Baby Tate,Eenie Meenie,66.0,0.884,0.639,1.0,-6.832,0,0.246,0.111,1.66e-06,0.608,0.625,100.049,142176.0,4,5 -Walls of Jericho,A Trigger Full of Promises,44.0,0.322,0.971,7.0,-2.801,1,0.155,3.49e-05,5.89e-05,0.211,0.323,139.94,228720.0,4,8 -Eliad,◊†◊ô◊¶◊ó◊ï◊ü,24.0,0.698,0.716,3.0,-4.281,1,0.046,0.273,,0.366,0.405,95.015,229292.0,4,9 -John Garcia,Jim's Whiskers,32.0,0.343,0.872,5.0,-5.602,0,0.0914,0.0207,0.364,0.147,0.588,115.991,222169.0,4,8 -Gracie Abrams,Mess It Up,68.0,0.765,0.582,,-4.528,1,0.12,0.245,8.21e-05,0.154,0.36,132.992,171280.0,4,6 -The Chemical Brothers,Let Forever Be,56.0,0.252,0.872,8.0,-3.752,1,0.0777,0.00912,8.79e-06,0.109,0.399,126.938,236360.0,4,6 -Sports Team,Going Soft,37.0,0.566,0.882,2.0,-3.597,1,0.0372,0.00112,0.00877,0.0552,0.814,134.973,203400.0,4,6 -Aram Zero,Virtuous Tragedy,36.0,0.413,0.758,7.0,-9.291,1,0.049,5.85e-05,0.939,0.337,0.198,119.944,246047.0,4,8 -The Flys,Got You (Where I Want You),46.0,0.427,0.644,8.0,-6.659,1,0.0294,0.00051,0.121,0.139,0.516,151.313,241933.0,4,10 -The Mars Volta,Inertiatic Esp,52.0,0.22,0.83,6.0,-3.584,0,0.0801,0.00419,3.06e-05,0.654,0.457,169.765,263773.0,3,10 -Duffy,Mercy,68.0,0.793,0.859,,-3.774,1,0.0332,0.266,0.000356,0.133,0.964,129.911,219920.0,4,9 -Bad Religion,The Profane Rights Of Man,31.0,0.538,0.96,2.0,-3.368,0,0.0525,0.00182,0.000826,0.134,0.731,149.023,126375.0,4,10 -Rot Ken,Baby Choppa,52.0,0.79,0.578,,-6.356,1,0.262,0.00299,,0.372,0.705,159.922,144000.0,4,5 -Nate Husser,Teriyaki,41.0,0.564,0.829,8.0,-6.207,1,0.276,0.31,1.27e-05,0.0943,0.546,86.733,176552.0,4,5 -SE SO NEON,Midnight Train Ïã¨ÏïºÌñâ,46.0,0.445,0.615,,-3.009,1,0.053,0.148,0.00196,0.106,0.259,143.768,257125.0,4,10 -Big X,Exodus,30.0,0.685,0.777,1.0,-3.806,1,0.169,0.00469,,0.0865,0.541,97.919,164082.0,4,10 -YG,Drop A Location,,0.427,0.594,,-6.992,1,0.441,0.115,,0.0947,0.222,203.617,134686.0,4,5 -–¢—Ä—É–¥,–î—Ä—É–≥,38.0,0.421,0.903,6.0,-3.213,0,0.0569,0.000385,0.86,0.136,0.913,138.436,208562.0,4,6 -Ruff Ryders,What Ya Want,48.0,0.827,0.847,2.0,-6.089,1,0.222,0.0478,,0.0691,0.769,91.278,261707.0,4,5 -Saint Asonia,Ghost,41.0,0.315,0.875,9.0,-4.709,0,0.0752,0.00194,2.79e-06,0.298,0.142,160.015,272418.0,4,8 -Pattie,I Only Want to Be with You,35.0,0.467,0.563,1.0,-6.199,0,0.0339,0.214,0.000418,0.364,0.431,172.241,221996.0,4,9 -Disturbed,Down with the Sickness,76.0,0.695,0.876,3.0,-4.262,0,0.0553,0.000996,6.89e-06,0.106,0.941,89.954,279213.0,4,8 -Petit Biscuit,Problems,62.0,0.802,0.371,6.0,-9.087,0,0.131,0.571,3.82e-06,0.108,0.263,113.951,219933.0,4,6 -Clark,Small,34.0,0.511,0.25,9.0,-16.821,0,0.0328,0.92,0.00228,0.118,0.385,124.054,144841.0,4,6 -Hanan Ben Ari,◊§◊®◊ì◊° ◊ó◊†◊î,36.0,0.499,0.32,4.0,-11.35,1,0.0282,0.895,2.36e-06,0.0988,0.33,88.883,210233.0,4,9 -The Wild Reeds,Lose My Mind,47.0,0.184,0.644,4.0,-5.958,1,0.0328,0.468,0.000188,0.359,0.289,81.46,228708.0,4,1 -Pop Smoke,Questions,66.0,0.65,0.732,6.0,-7.754,0,0.226,0.498,,0.0557,0.886,95.928,2.41666667,4,9 -Yola,Diamond Studded Shoes,54.0,0.522,0.817,,-6.17,1,0.0512,0.329,1.6e-06,0.0807,0.562,151.106,204693.0,4,1 -Julia Wolf,In My Way,30.0,0.781,0.407,8.0,-9.695,1,0.143,0.325,,0.153,0.314,91.046,123280.0,4,9 -KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,10 -Prophets Of Rage,Unfuck The World,50.0,0.572,0.838,7.0,-5.531,0,0.0318,0.00148,0.0122,0.0518,0.512,101.979,250213.0,4,10 -Kishore Kumar,Mere Bhole Balam,17.0,0.4,0.445,7.0,-16.496,1,0.398,0.954,0.304,0.11,0.597,159.458,3.235116667,3,3 -Sam Gellaitry,Assumptions,51.0,0.639,0.815,11.0,-4.718,1,0.221,0.123,0.00113,0.193,0.443,126.055,220838.0,4,6 -"Frédéric Chopin, Maria Kliegel, Bernd Glemser","Cello Sonata in G Minor, Op. 65: III. Largo",39.0,0.0934,0.02,10.0,-33.082,1,0.0451,0.972,0.892,0.145,0.0452,85.332,3.447116667,4,7 -THE GOA EXPRESS,Second Time,32.0,0.515,0.914,6.0,-5.054,0,0.0288,1.73e-05,0.356,0.11,0.863,128.972,239987.0,4,10 -Snow Patrol,Grazed Knees,42.0,0.525,0.366,5.0,-14.255,1,0.0295,0.0585,0.00193,0.32,0.201,112.99,174600.0,4,10 -Peled,◊î◊ô◊ô◊ì◊î,32.0,0.881,0.691,5.0,-6.431,1,0.379,0.13,,0.469,0.792,134.042,197830.0,4,5 -Klone,Sealed,35.0,0.535,0.761,,-4.354,1,0.0294,0.00889,1.34e-06,0.191,0.191,120.117,286520.0,4,10 -Holly Dunn,Daddy's Hands,49.0,0.551,0.269,2.0,-9.782,1,0.028,0.54,,0.103,0.476,76.511,3.491116667,4,4 -Emarosa,The Past Should Stay Dead,49.0,0.386,0.941,6.0,-2.168,1,0.0515,0.00055,,0.14,0.483,90.913,273653.0,4,10 -Yuval Dayan,◊¢◊ì ◊©◊™◊ó◊ñ◊ï◊®,47.0,0.419,0.449,10.0,-10.064,1,0.0341,0.782,0.0101,0.0829,0.192,155.849,218146.0,4,9 -Lil Baby,We Paid (feat. 42 Dugg),78.0,0.926,0.542,1.0,-5.064,1,0.293,0.135,,0.0877,0.564,135.14,181929.0,4,5 -Parker Millsap,Hades Pleads,48.0,0.568,0.632,9.0,-6.958,1,0.161,0.0245,0.000246,0.401,0.711,164.823,156107.0,4,2 -If I Were You,Rescue Me,51.0,0.417,0.989,6.0,-2.898,1,0.167,6.67e-05,,0.0822,0.293,137.99,208964.0,4,10 -Hadag Nahash,◊ê◊†◊ô ◊û◊ê◊û◊ô◊ü,34.0,0.682,0.911,11.0,-2.719,0,0.0283,0.112,1.05e-06,0.31,0.693,110.977,238947.0,4,5 -Taylor Swift,Tim McGraw,61.0,0.58,0.491,,-6.462,1,0.0251,0.575,,0.121,0.425,76.009,3.86845,4,4 -Gary Numan,Are 'Friends' Electric?,34.0,0.423,0.748,5.0,-9.832,1,0.0387,0.0303,0.223,0.169,0.429,93.973,325200.0,4,1 -K.Flay,Four Letter Words,61.0,0.696,0.83,8.0,-4.866,1,0.146,0.0717,2.39e-06,0.171,0.677,138.057,147562.0,4,1 -Josh Gallagher,Bright Side,38.0,0.287,0.404,6.0,-8.948,1,0.027,0.34,0.0455,0.111,0.0511,94.829,200113.0,4,10 -The 69 Eyes,Brandon Lee,42.0,0.57,0.786,6.0,-5.572,1,0.0349,0.00739,0.838,0.0556,0.389,140.084,208867.0,4,8 -Procol Harum,A Whiter Shade Of Pale,69.0,0.249,0.66,,-6.905,1,0.0342,0.504,0.0026,0.0891,0.435,149.813,248947.0,4,6 -Hadag Nahash,Ma Sheba Ba (What Comes Around),33.0,0.791,0.756,10.0,-5.488,0,0.152,0.163,7.93e-05,0.0849,0.747,105.79,247133.0,4,5 -"Barbra Streisand, Barry Gibb",Guilty (feat. Barry Gibb) - Live Duet With Barry Gibb,31.0,0.625,0.697,6.0,-13.571,1,0.109,0.531,,0.964,0.849,155.653,4.541116667,4,9 -Sammy Arriaga,Something We Can Dance To,43.0,0.755,0.758,7.0,-4.473,1,0.0867,0.0316,,0.183,0.427,99.967,169034.0,4,9 -Holiday Ghosts,Off Grid,24.0,0.481,0.852,2.0,-7.819,1,0.0308,0.0837,0.00252,0.326,0.808,145.494,213187.0,4,10 -Gaia,Boca,63.0,0.815,0.66,4.0,-5.564,0,0.251,0.451,,0.324,0.665,99.958,156000.0,4,9 -Moon Duo,Eye 2 Eye,30.0,0.599,0.972,9.0,-6.614,1,0.0511,0.0103,0.748,0.128,0.638,130.002,261757.0,4,1 -yaeow,Lost In Between,48.0,0.628,0.329,9.0,-13.577,1,0.104,0.8,0.0855,0.256,0.407,79.976,124500.0,4,9 -Dan Evans-Parker,Lost in Orbit,56.0,0.28,0.0656,7.0,-21.513,0,0.0325,0.552,0.54,0.115,0.148,88.03,2.563083333,4,7 -Trippie Redd,PILL BREAKER (feat. blackbear & Machine Gun Kelly),71.0,0.527,0.79,2.0,-6.268,1,0.0788,0.016,,0.37,0.236,153.034,177059.0,3,1 -Edith Whiskers,Home,76.0,0.725,0.199,2.0,-12.478,1,0.0357,0.982,0.00395,0.1,0.264,120.031,195359.0,4,9 -Static-X,Looks That Kill,43.0,0.641,0.956,5.0,-4.006,0,0.0376,0.00037,0.00858,0.16,0.669,136.981,251600.0,4,8 -The Stooges,I Wanna Be Your Dog,60.0,0.527,0.871,4.0,-8.708,1,0.0354,0.0229,0.155,0.419,0.107,120.722,188560.0,4,1 -D-Block Europe,Ferrari Horses,77.0,0.526,0.491,5.0,-9.147,0,0.196,0.558,,0.186,0.336,128.093,225906.0,4,5 -Car Seat Headrest,There Must Be More Than Blood,48.0,0.684,0.711,9.0,-6.476,1,0.0263,0.013,0.24,0.0619,0.477,144.016,453750.0,4,6 -Ayra Starr,Away,55.0,0.596,0.31,3.0,-13.26,0,0.135,0.439,,0.116,0.611,159.85,169400.0,4,9 -Otis Rush,Working Man,52.0,0.633,0.625,,-10.951,1,0.0436,0.492,0.000418,0.204,0.841,103.355,147800.0,4,2 -Hot Milk,Wide Awake,49.0,0.574,0.857,6.0,-3.699,1,0.0779,0.000581,2.81e-06,0.0716,0.54,138.144,193905.0,4,10 -Abdallah Harati,Sons de Carrilhões,41.0,0.495,0.154,7.0,-22.005,1,0.0431,0.937,0.897,0.0944,0.606,151.757,3.618833333,4,7 -Taproot,Poem,59.0,0.364,0.912,7.0,-2.968,1,0.107,0.000104,0.0025,0.086,0.666,105.368,189200.0,4,8 -Ed Sheeran,Beautiful People (feat. Khalid),80.0,0.64,0.648,5.0,-8.113,0,0.187,0.124,,0.0802,0.548,92.977,197867.0,4,9 -Ryan Culwell,Head Like A Hole,,0.561,0.614,4.0,-6.358,0,0.0391,0.621,1.52e-05,0.109,0.164,112.892,230000.0,4,1 -Song for Nick Drake,Skullcrusher,41.0,0.425,0.284,4.0,-12.225,1,0.0287,0.89,0.0423,0.112,0.206,97.976,2.956466667,4,0 -Sapling,Foy Vance,57.0,0.447,0.458,10.0,-8.532,0,0.0702,0.585,0.000422,0.105,0.158,129.861,4.29755,4,0 -Blake Shelton,God Gave Me You,64.0,0.483,0.844,2.0,-5.043,1,0.0314,0.00481,7.29e-05,0.405,0.543,151.977,3.82555,4,4 -The Early November,Narrow Mouth,35.0,0.445,0.891,7.0,-2.573,1,0.0659,0.00461,,0.0849,0.192,130.038,270625.0,4,10 -Leikeli47,Zoom,54.0,0.874,0.392,5.0,-10.884,1,0.153,0.246,,0.359,0.543,76.544,170733.0,4,5 -Taylor Swift,exile (feat. Bon Iver),79.0,0.298,0.38,6.0,-8.426,1,0.0287,0.778,5.62e-05,0.11,0.152,75.602,285634.0,4,9 -Radiohead,Creep,82.0,0.515,0.43,7.0,-9.935,1,0.0372,0.0097,0.000133,0.129,0.104,91.844,238640.0,4,1 -Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,6 -The Sinis Spirit,Hope,40.0,0.44,0.478,2.0,-16.361,1,0.0326,0.363,0.0407,0.121,0.54,160.107,3.708333333,4,0 -White Flowers,Daylight,31.0,0.437,0.631,6.0,-8.87,0,0.0293,0.202,0.754,0.489,0.237,99.971,224947.0,3,6 -Eddie Rabbitt,Two Dollars in the Jukebox - 2008 Remaster,46.0,0.759,0.621,5.0,-12.539,1,0.0314,0.067,0.000291,0.0623,0.921,134.319,2.37955,4,4 -Del Amitri,Roll To Me,60.0,0.567,0.821,6.0,-5.894,1,0.0371,0.418,,0.108,0.895,150.106,132307.0,4,10 -Staind,Mudshovel,4.0,0.485,0.802,1.0,-5.497,1,0.0311,0.000243,0.00115,0.0886,0.361,107.352,281733.0,4,8 -Harry Styles,Watermelon Sugar,90.0,0.548,0.816,,-4.209,1,0.0465,0.122,,0.335,0.557,95.39,174000.0,4,9 -Ov Sulfur,Bathe in the Flame,30.0,0.445,0.995,6.0,-3.79,1,0.134,0.00209,0.000214,0.228,0.0363,129.971,240000.0,4,8 -Toby Lee,The Search For Happiness,29.0,0.657,0.601,11.0,-6.626,0,0.0319,0.252,3.04e-05,0.0817,0.458,133.963,361200.0,4,2 -Tommy B,No Dramas,28.0,0.666,0.765,1.0,-6.589,1,0.285,0.116,,0.0697,0.656,133.008,169624.0,4,5 -Against The Current,weapon,64.0,0.402,0.924,7.0,-4.089,0,0.156,0.00021,,0.237,0.443,180.075,197209.0,4,9 -GH√òSTKID,START A FIGHT,45.0,0.496,0.948,3.0,-5.772,0,0.112,0.000108,0.00261,0.236,0.329,126.364,235187.0,4,8 -CMC 3,Once I Had A Secret Love,58.0,0.276,0.232,5.0,-17.572,0,0.0336,0.966,0.952,0.107,0.157,81.423,4.303083333,3,7 -De La Soul,Breakadawn,50.0,0.839,0.533,2.0,-12.416,1,0.291,0.0197,0.00104,0.108,0.522,95.895,254929.0,4,5 -The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,10 -In The Whale,Drug Dealer,32.0,0.275,0.933,2.0,-5.14,0,0.0879,6.86e-05,0.0457,0.206,0.164,100.47,169284.0,4,10 -Magpie Jazz Trio,After You've Gone,46.0,0.385,0.0787,2.0,-18.747,0,0.0375,0.974,0.848,0.113,0.147,60.327,3.071333333,4,7 -Arlissa,Rules,45.0,0.627,0.688,1.0,-4.883,0,0.0682,0.171,2.29e-06,0.131,0.224,155.955,193875.0,4,9 -Joshoo,Sew Myself Together,39.0,0.649,0.798,5.0,-6.664,1,0.0369,0.00913,0.161,0.375,0.806,123.978,222581.0,4,6 -James Arthur,Falling Like The Stars,76.0,0.296,0.351,6.0,-9.538,1,0.0352,0.823,1.45e-06,0.11,0.19,177.06,212720.0,3,9 -Capital Cities,Safe And Sound,81.0,0.655,0.819,,-4.852,1,0.0316,0.000176,0.00374,0.104,0.766,117.956,192790.0,5,10 -Yung Lean,Acid at 7/11,51.0,0.624,0.421,7.0,-12.602,1,0.066,0.644,0.0673,0.089,0.284,76.004,192507.0,4,6 -Seckou Keita,Abdou N'diaye,30.0,0.336,0.251,4.0,-15.799,1,0.0523,0.935,0.782,0.0898,0.453,82.121,2.81245,3,7 -Hadag Nahash,◊ó◊ú◊ô◊§◊ï◊™,36.0,0.812,0.617,9.0,-6.345,1,0.264,0.154,,0.076,0.761,83.987,262893.0,4,5 -Two Door Cinema Club,What You Know,73.0,0.549,0.754,6.0,-4.011,0,0.0407,0.000675,6.24e-06,0.0912,0.828,139.052,189693.0,4,6 -Vektor,Dead by Dawn,38.0,0.53,0.984,11.0,-3.226,1,0.089,0.00411,0.0515,0.0674,0.225,95.945,375625.0,4,8 -Nothing,Zero Day,40.0,0.316,0.709,7.0,-4.214,0,0.0553,0.0131,0.847,0.0932,0.129,77.466,237133.0,4,6 -Beck,Chemical,43.0,0.546,0.445,9.0,-6.503,1,0.0268,0.0402,0.000307,0.3,0.143,75.012,258660.0,4,6 -Elle King,Drunk (And I Don't Wanna Go Home),76.0,0.612,0.884,5.0,-4.4,1,0.0459,0.00516,,0.0997,0.626,119.991,245626.0,4,10 -Sway,F UR EX,25.0,0.829,0.768,1.0,-6.256,1,0.121,0.0102,,0.0952,0.884,137.909,200772.0,4,5 -"Joe Lovano, Marilyn Crispell, Carmen Castaldi",Seeds Of Change,44.0,0.336,0.0452,8.0,-20.593,0,0.033,0.987,0.086,0.16,0.219,87.25,5.228216667,4,7 -Billy Swan,I Can Help,49.0,0.471,0.675,,-9.07,1,0.0513,0.511,0.019,0.232,0.53,125.313,3.972216667,4,4 -Dustystaytrue,Solar System,57.0,0.77,0.729,11.0,-5.004,0,0.208,0.335,,0.114,0.63,150.112,154225.0,4,5 -Sutej Singh,The Comeback Trail,13.0,0.358,0.793,11.0,-6.997,1,0.0384,0.00021,0.925,0.19,0.278,140.0,402000.0,4,6 -"Ricky Kej, Stewart Copeland, Varijashree Venugopal, Sumarani, Raveolution Strings, Manoj George, Arun Kumar, Jordan Buetov, Vanil Veigas, Devin Ekambaram",Himalayas,22.0,0.494,0.424,6.0,-10.189,1,0.0326,0.143,9.46e-06,0.1,0.176,119.981,3.530566667,4,0 -Waylon Payne,Santa Ana Winds,46.0,0.557,0.433,7.0,-9.104,1,0.0289,0.486,0.0115,0.0972,0.612,124.772,256353.0,4,1 -Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,8 -Family Jools,Georgia,40.0,0.664,0.664,6.0,-7.132,1,0.0498,0.284,0.000244,0.0627,0.674,74.931,211000.0,4,1 -The Cramps,I Can't Hardly Stand It,49.0,0.577,0.916,4.0,-7.305,1,0.101,0.445,,0.156,0.545,94.731,163133.0,4,2 -Jake Owen,Barefoot Blue Jean Night,72.0,0.599,0.807,4.0,-4.679,1,0.0402,0.202,,0.196,0.812,172.017,2.79045,4,4 -Tierra Whack,Link,60.0,0.86,0.547,,-10.638,1,0.0786,0.231,1.02e-06,0.146,0.467,150.074,129505.0,4,5 -Arctic Monkeys,Fluorescent Adolescent,76.0,0.654,0.828,1.0,-5.377,0,0.0281,0.00146,0.000144,0.122,0.79,112.056,183893.0,4,10 -Lou Price,Love Can Pass You By,10.0,0.525,0.51,8.0,-9.667,1,0.0289,0.465,6.21e-05,0.0988,0.575,134.934,239733.0,4,6 -Culture Wars,Hunger,,0.612,0.761,3.0,-6.317,0,0.0481,0.0979,0.108,0.111,0.531,154.042,200809.0,4,1 -Wavves,Help is on the Way,48.0,0.42,0.909,2.0,-2.405,1,0.0476,0.0243,0.0603,0.315,0.396,109.971,203141.0,4,10 -Badfinger,No Matter What,59.0,0.529,0.743,9.0,-5.523,1,0.0481,0.177,,0.0759,0.78,116.817,180547.0,4,10 -Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,1 -VAAV Social Club,Now!!,21.0,0.504,0.756,6.0,-10.444,0,0.0988,0.441,0.929,0.124,0.0592,94.901,267671.0,4,6 -Daft Punk,Technologic,58.0,0.812,0.516,9.0,-6.963,1,0.224,0.000369,1.09e-05,0.0991,0.633,127.498,284280.0,4,1 -Christine and the Queens,Tilted,59.0,0.872,0.361,7.0,-9.88,1,0.0609,0.283,0.00262,0.108,0.489,100.001,233247.0,4,6 -Requiem,Ben Abraham,41.0,0.36,0.332,11.0,-12.87,1,0.029,0.796,0.00274,0.104,0.632,71.516,3.645666667,4,0 -Yahel Doron,◊ú◊ï◊ï◊™◊® ◊ï◊ú◊ê ◊ú◊õ◊ë◊ï◊©,3.0,0.387,0.283,4.0,-11.75,1,0.0357,0.656,0.000738,0.117,0.135,120.1,194000.0,5,9 -Eric Church,Drink In My Hand,73.0,0.626,0.913,,-4.452,1,0.0318,0.00635,,0.293,0.946,113.044,3.18845,4,4 -AC/DC,Dirty Deeds Done Dirt Cheap,73.0,0.668,0.906,11.0,-4.881,0,0.17,0.214,0.00245,0.135,0.507,135.653,231933.0,4,10 -Wu-Tang Clan,Wu-Tang Clan Ain't Nuthing ta F' Wit,66.0,0.826,0.566,10.0,-10.747,0,0.31,0.197,,0.356,0.653,99.13,216133.0,4,5 -AURORA,Runaway - Guitar Version,46.0,0.455,0.186,11.0,-10.869,1,0.0412,0.823,,0.102,0.19,107.1,259800.0,4,9 -grandson,Stick Up,58.0,0.31,0.932,11.0,-4.764,0,0.262,0.000261,3.71e-06,0.349,0.304,135.944,222560.0,4,10 -Superlove,btw! i adore u,37.0,0.536,0.836,,-5.976,1,0.0948,0.000233,0.00177,0.402,0.576,82.526,200909.0,4,1 -Rich Homie Quan,To Be Worried,44.0,0.494,0.647,4.0,-8.424,0,0.375,0.019,,0.113,0.338,158.599,182303.0,4,5 -Boston Manor,Plasticine Dreams,47.0,0.507,0.883,,-3.553,1,0.0424,0.00209,0.0737,0.0728,0.386,103.074,245867.0,4,10 -Lustra,Scotty Doesn't Know,71.0,0.317,0.887,,-4.525,1,0.0472,0.000449,9.23e-06,0.363,0.544,174.009,175200.0,4,9 -Bruce Dickinson,All the Young Dudes,43.0,0.508,0.698,2.0,-8.829,1,0.0345,0.00591,,0.294,0.466,80.47,228160.0,4,8 -"Farhan Zameer, Kiran Waseem, Tehseen W. Chishty",Laapata (Original Soundtrack) [feat. Kiran Waseem & Tehseen W. Chishty],31.0,0.692,0.589,9.0,-9.759,0,0.0528,0.544,,0.0761,0.512,103.034,5.126216667,4,0 -Cookie Levanna,◊î◊õ◊ú ◊ê◊ï◊™◊ï ◊ì◊ë◊®,22.0,0.589,0.724,4.0,-5.865,0,0.0407,0.0159,1.8e-06,0.463,0.496,80.99,208761.0,4,10 -Poison,Something To Believe In - Remastered,57.0,0.52,0.711,3.0,-5.009,1,0.0386,0.266,1.09e-05,0.148,0.226,133.947,328360.0,4,10 -Metric,Youth Without Youth,28.0,0.516,0.933,1.0,-4.541,0,0.149,9.72e-05,0.715,0.149,0.386,128.632,257347.0,4,6 -Thyla,Everything,36.0,0.503,0.584,7.0,-10.464,1,0.0611,0.00166,0.00683,0.101,0.321,157.028,265000.0,4,1 -Bush,Machinehead,58.0,0.142,0.92,9.0,-4.426,1,0.115,2.65e-05,0.00518,0.126,0.193,171.763,256333.0,3,10 -Totemo,Origami,21.0,0.69,0.0905,1.0,-18.256,1,0.039,0.978,0.00951,0.377,0.299,96.988,182000.0,4,9 -I Could've Been Your Lover Too,Rachel Baiman,,0.784,0.213,11.0,-10.78,0,0.0422,0.925,3.48e-05,0.393,0.339,135.854,3.16045,4,0 -Albert Collins,Frosty (Live),27.0,0.205,0.917,2.0,-6.745,1,0.164,0.00494,0.806,0.982,0.493,164.444,350920.0,4,2 -U2,All I Want Is You,63.0,0.239,0.442,1.0,-11.494,1,0.0308,0.106,0.0411,0.0738,0.4,185.723,389933.0,4,10 -Big Jade,Dem Girlz (with Erica Banks feat. Beatking),52.0,0.928,0.749,10.0,-3.965,0,0.224,0.0425,,0.0879,0.47,142.985,189000.0,4,5 -Gaye Su Akyol,ƒ∞syan Manifestosu,40.0,0.602,0.711,5.0,-9.887,0,0.0438,0.166,0.0403,0.1,0.646,121.875,286000.0,4,6 -joe p,Off My Mind,54.0,0.57,0.688,,-7.48,1,0.032,0.308,1.96e-05,0.151,0.749,111.993,213716.0,4,1 -–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–ù–∞ —Ä–µ–∫–µ,33.0,0.304,0.766,1.0,-10.124,0,0.047,0.00238,0.884,0.125,0.269,176.904,313220.0,4,6 -Shungudzo,There's only so much a soul can take,,0.706,0.923,5.0,-3.818,0,0.0347,0.081,0.000599,0.0856,0.831,104.937,168262.0,4,1 -Enchanting,Freaky Deaky (feat. Coi Leray),46.0,0.802,0.759,7.0,-6.195,1,0.256,0.0147,,0.0906,0.635,93.482,163237.0,4,5 -Qoiet,saw BONES,34.0,0.428,0.979,1.0,-0.812,0,0.492,0.000958,0.0187,0.526,0.32,149.863,147200.0,4,8 -Stephen Malkmus & The Jicks,Chartjunk,29.0,0.361,0.795,3.0,-7.563,1,0.0347,0.0348,0.0858,0.114,0.556,143.445,228667.0,4,6 -Zakk Wylde,Sleeping Dogs,50.0,0.497,0.736,7.0,-7.096,0,0.0279,0.0835,0.000627,0.287,0.376,80.943,276400.0,4,8 -FRVRFRIDAY,OKAY (feat. Vory),59.0,0.731,0.41,9.0,-10.666,1,0.083,0.544,,0.11,0.457,114.104,210779.0,4,5 -Jacco Gardner,Clear the Air,33.0,0.601,0.861,4.0,-4.772,1,0.0332,0.00434,0.171,0.0621,0.489,119.998,219190.0,4,9 -Keane,Sovereign Light Caf√©,59.0,0.535,0.725,8.0,-5.861,0,0.0302,0.013,,0.156,0.509,122.84,218840.0,1,10 -Bailey Jehl,The Way She Does,15.0,0.416,0.412,11.0,-10.983,1,0.0486,0.927,2.37e-05,0.11,0.285,125.544,210667.0,4,9 -Ralph Castelli,Running,40.0,0.854,0.578,,-8.786,0,0.053,0.143,0.346,0.0732,0.891,136.019,158988.0,4,9 -Machine Gun Kelly,love race (feat. Kellin Quinn),81.0,0.517,0.848,10.0,-4.054,1,0.0521,0.00581,,0.214,0.429,95.906,188779.0,4,10 -The Workhorse Movement,Keep the Sabbath Dream Alive,27.0,0.57,0.919,2.0,-5.684,1,0.0403,0.00194,0.00387,0.0589,0.451,104.408,255427.0,4,8 -dhruv,double take,85.0,0.663,0.434,8.0,-11.177,1,0.0648,0.828,,0.249,0.225,109.075,2.86238333,4,9 -Tamikrest,Mawarniha Tartit,41.0,0.661,0.693,9.0,-10.965,1,0.0396,0.609,0.799,0.136,0.944,155.125,218076.0,4,2 -Skid Row,Quicksand Jesus,48.0,0.248,0.805,4.0,-7.847,0,0.0463,0.000478,0.00087,0.237,0.384,126.144,324307.0,4,8 -Fugazi,Waiting Room,65.0,0.616,0.727,1.0,-8.176,0,0.0365,0.00401,0.86,0.157,0.54,92.259,173267.0,4,6 -Chris Cornell,Patience,64.0,0.597,0.646,6.0,-7.378,0,0.0344,0.28,,0.111,0.364,126.951,253121.0,4,10 -Hariprasad Chaurasia,Bageshri,40.0,0.519,0.41,9.0,-16.927,1,0.0606,0.847,0.48,0.148,0.327,107.28,491520.0,4,6 -Parachute,Without You,61.0,0.564,0.864,4.0,-5.121,1,0.0341,0.0761,,0.182,0.534,95.984,228933.0,4,10 -The Glow,Heavy Glow,21.0,0.377,0.746,9.0,-5.87,1,0.0376,2.55e-05,0.902,0.153,0.215,95.04,416198.0,4,10 -Hole,Celebrity Skin,67.0,0.438,0.905,9.0,-6.161,1,0.0419,9.44e-06,5.4e-05,0.363,0.723,134.163,162667.0,4,10 -John Anderson,Black Sheep,50.0,0.596,0.626,7.0,-12.945,1,0.0634,0.402,,0.0498,0.962,155.556,2.96155,4,4 -Matthew K. Heafy,Toss A Coin To Your Witcher,45.0,0.574,0.85,10.0,-4.993,0,0.0753,0.00312,5.88e-06,0.12,0.188,120.0,179295.0,4,8 -Gunke,Football,16.0,0.582,0.776,8.0,-9.097,1,0.0319,0.000203,0.674,0.104,0.596,120.069,242261.0,4,10 -Moneybagg Yo,Shottas (Lala),77.0,0.925,0.463,6.0,-9.309,0,0.454,0.0681,,0.101,0.961,133.061,122729.0,4,5 -Black Pumas,Colors - Acoustic,49.0,0.619,0.433,1.0,-7.47,0,0.0309,0.647,3.91e-06,0.319,0.418,171.565,323009.0,4,2 -Brittany Howard,13th Century Metal - Michael Kiwanuka Mix,42.0,0.55,0.602,7.0,-10.286,1,0.0467,0.689,0.92,0.0866,0.681,101.328,302437.0,4,2 -Eden Ben Zaken,◊ê◊í◊®◊ï◊£,46.0,0.534,0.525,5.0,-8.763,0,0.0585,0.544,0.000132,0.208,0.278,120.014,189429.0,4,9 -Chez Kane,Rocket on the Radio,32.0,0.45,0.898,9.0,-7.959,1,0.0364,6.07e-05,0.0863,0.226,0.702,143.988,330481.0,4,8 -OurR,Well,19.0,0.449,0.558,11.0,-5.766,0,0.0281,0.00763,0.0172,0.14,0.172,140.073,279000.0,4,10 -Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,2 -Zeal & Ardor,Tuskegee,38.0,0.431,0.931,7.0,-4.644,1,0.117,0.00215,0.278,0.102,0.0379,142.927,228554.0,4,8 -HarrySong,Konna,40.0,0.809,0.745,7.0,-5.34,1,0.174,0.138,,0.334,0.897,102.967,200388.0,4,9 -Payday,"Beam, Pt. 2 (feat. Jackboy)",50.0,0.619,0.782,6.0,-3.987,1,0.342,0.494,,0.293,0.92,85.188,120713.0,4,5 -Hole,Violet,61.0,0.287,0.78,7.0,-6.493,1,0.0469,0.049,3.71e-05,0.184,0.383,167.278,204933.0,4,10 -Donor Lens,Turn the Fridge On,35.0,0.51,0.809,7.0,-10.134,1,0.0454,0.00895,0.811,0.412,0.598,78.996,157975.0,4,6 -Olivera,I Can't Sleep - Acoustic Version,44.0,0.683,0.274,9.0,-9.859,1,0.0652,0.892,1.48e-06,0.175,0.535,136.169,183165.0,4,9 -Efrat Gosh,◊ê◊î ◊ê◊î ◊ê◊î,35.0,0.733,0.846,5.0,-4.866,1,0.0601,0.0269,1.64e-06,0.147,0.576,104.926,202600.0,4,9 -"Mani Sharma, Amit Heri, Bombay Jayashri, Nandini Srikar, Ranjani Ramakrishnan",Jagado Dharana,17.0,0.613,0.468,2.0,-18.152,1,0.0464,0.0572,0.0321,0.0932,0.461,104.997,6.770933333,4,0 -Bruce Dickinson,Tears of the Dragon - 2001 Remastered Version,61.0,0.496,0.62,4.0,-7.458,0,0.0265,0.00386,1.47e-06,0.114,0.279,140.06,384013.0,4,8 -Amaro Freitas,Vila Bela,51.0,0.594,0.0971,2.0,-18.654,0,0.0384,0.879,0.932,0.116,0.151,139.808,4.7361,4,7 -Leprous,The Sky Is Red,41.0,0.305,0.678,9.0,-8.818,0,0.0688,0.17,0.667,0.0828,0.112,139.898,681560.0,4,10 -IDLES,Grounds,50.0,0.562,0.537,7.0,-6.273,0,0.073,0.00623,,0.316,0.465,100.757,188716.0,4,10 -The Devil Makes Three,Champagne And Reefer,56.0,0.735,0.836,2.0,-7.467,1,0.0451,0.353,0.0143,0.342,0.781,121.251,174248.0,4,10 -David Maxim Micic,Living Room,44.0,0.615,0.883,,-4.649,0,0.027,0.172,0.881,0.105,0.801,130.021,301034.0,4,8 -Bad Moves,The Bones of J.R. Jones,47.0,0.547,0.835,8.0,-7.033,1,0.0372,0.0731,0.589,0.111,0.388,177.143,4.113333333,4,0 -Shalom Hanoch,◊ê◊ï◊û◊®◊ô◊ù ◊©◊ë◊ú◊ô,20.0,0.776,0.467,11.0,-10.524,1,0.0399,0.288,0.000265,0.0646,0.932,95.361,290493.0,4,10 -McFly,Star Girl,60.0,0.481,0.662,3.0,-3.957,1,0.0311,0.00255,,0.0622,0.764,156.2,207507.0,4,10 -Marife De Triana,Encrucijada,27.0,0.48,0.388,,-11.212,0,0.06,0.789,5.79e-06,0.421,0.498,112.947,257800.0,4,9 -Caskets,Lost in Echoes,52.0,0.442,0.937,7.0,-6.693,0,0.0723,0.00368,0.000116,0.0814,0.444,75.034,217815.0,4,8 -Creedence Clearwater Revival,Suzie Q,57.0,0.435,0.618,4.0,-11.391,0,0.0324,0.0601,0.00282,0.167,0.695,129.911,517160.0,4,10 -Jamie Miller,Here's Your Perfect,84.0,0.558,0.454,6.0,-5.335,1,0.0551,0.499,,0.146,0.424,113.12,2.64323333,4,9 -"Our Hollow, Our Home",Remember Me,45.0,0.433,0.97,7.0,-3.129,0,0.0767,0.00105,,0.363,0.249,94.999,210841.0,4,10 -[Alexandros],ÈñÉÂÖâ - English ver.,40.0,0.545,0.961,5.0,-4.233,0,0.0488,3.57e-05,0.000592,0.091,0.448,104.024,265467.0,4,10 -Rhye,Black Rain,52.0,0.859,0.446,,-8.817,1,0.0344,0.131,0.0094,0.149,0.705,111.989,231267.0,4,6 -Jayda G,Both Of Us - Edit,63.0,0.735,0.71,11.0,-10.222,1,0.0766,0.00851,0.762,0.0684,0.507,123.962,229425.0,4,6 -Editors,An End Has A Start,54.0,0.349,0.923,6.0,-2.432,0,0.0539,1.95e-05,0.111,0.336,0.535,149.904,225533.0,4,10 -Backstreet Boys,Lose It All,39.0,0.41,0.803,3.0,-4.662,1,0.0383,0.034,,0.133,0.114,140.148,4.080883333,4,9 -Tunde Jegede,Still Moment,38.0,0.309,0.0531,10.0,-28.994,0,0.0343,0.985,0.942,0.162,0.0756,147.644,5.716666667,4,7 -Kishore Kumar,Yeh Dil Na Hota Bechara,18.0,0.609,0.58,,-12.191,1,0.0671,0.749,7.63e-05,0.0598,0.939,122.229,4.468216667,4,3 -Justin Bieber,Hold On,89.0,0.658,0.634,1.0,-5.797,0,0.0413,0.0106,,0.132,0.29,139.98,170813.0,4,9 -Ludovico Einaudi,Due tramonti,,0.0995,0.0619,2.0,-22.285,1,0.046,0.969,0.856,0.111,0.0596,174.263,4.877116667,3,7 -Del The Funky Homosapien,Mistadobalina,56.0,0.85,0.797,10.0,-7.429,0,0.136,0.0964,8.38e-06,0.34,0.63,99.615,260307.0,4,5 -Margaret Glaspy,Emotions And Math,35.0,0.677,0.543,5.0,-6.468,1,0.0322,0.331,6.25e-06,0.107,0.652,108.572,197267.0,4,6 -Heathen,The Blight,34.0,0.476,0.987,2.0,-3.684,1,0.115,1.33e-06,0.00783,0.316,0.116,104.972,278027.0,4,8 -Zoe Wees,Control,78.0,0.599,0.465,4.0,-4.95,1,0.0314,0.643,1.57e-06,0.149,0.0678,113.82,230880.0,4,9 -The Bamboos,King of the Rodeo,41.0,0.789,0.867,9.0,-6.104,1,0.0551,0.00961,5.15e-05,0.474,0.864,125.868,211347.0,4,9 -Doja Cat,Streets,92.0,0.749,0.463,11.0,-8.433,1,0.0828,0.208,0.0371,0.337,0.19,90.028,226987.0,4,9 -J Dilla,Think Twice - DJ Muro's KG Mix,45.0,0.785,0.448,5.0,-10.795,0,0.0735,0.0786,0.417,0.198,0.524,102.032,231398.0,4,1 -Imarhan,Tahabort,43.0,0.74,0.702,5.0,-6.992,0,0.0455,0.25,0.44,0.146,0.629,121.36,210880.0,4,2 -Astoria Three,On a rainy night,53.0,0.463,0.126,6.0,-20.359,0,0.0307,0.965,0.796,0.112,0.065,105.389,2.9134,4,7 -Danger,AHI,43.0,0.594,0.592,11.0,-8.136,0,0.0454,0.369,,0.13,0.523,100.214,3.422666667,4,0 -◊û◊õ◊ú◊ï◊£,◊ê◊ú ◊™◊ë◊ï◊ê◊ô ◊ê◊ú◊ô◊ô,42.0,0.781,0.437,2.0,-7.213,0,0.0739,0.48,,0.678,0.592,123.96,181890.0,4,9 -Earth Dad,Good Dog,23.0,0.699,0.539,1.0,-9.335,0,0.0293,0.834,0.0985,0.0953,0.454,150.018,178400.0,4,9 -Or Edry,◊ô◊û◊ô ◊®◊ê◊©◊ô◊™ ◊î◊ß◊ô◊•,28.0,0.612,0.676,7.0,-6.977,1,0.0267,0.272,0.00821,0.237,0.557,130.052,230100.0,4,10 -Marie Osmond,Paper Roses,40.0,0.359,0.504,8.0,-10.555,1,0.0349,0.272,1.52e-05,0.332,0.73,114.172,2.64955,4,4 -Enterprise Earth,Foundation of Bones,32.0,0.425,0.937,1.0,-8.555,0,0.128,8.18e-05,0.44,0.0469,0.164,104.931,204000.0,3,8 -The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,1 -The Lumineers,Gloria,28.0,0.379,0.638,11.0,-10.154,1,0.0823,0.577,7.49e-05,0.701,0.325,168.535,213213.0,4,9 -Ghum,Saturn,37.0,0.343,0.701,10.0,-5.365,1,0.0297,0.00225,0.00516,0.115,0.416,91.601,232485.0,4,6 -Eliad,◊™◊û◊ô◊ì ◊ó◊ú◊û◊™◊ô,42.0,0.62,0.586,2.0,-5.873,1,0.0447,0.0133,2.03e-06,0.0986,0.475,171.906,214884.0,4,9 -Together to the Stars,Wither,19.0,0.464,0.965,9.0,-8.258,0,0.0823,1.11e-05,0.0602,0.485,0.074,130.012,640250.0,4,8 -–ö–£–ó–ò–ù–ê,–°—Ç—Ä–∞–Ω–Ω–∏–∫,26.0,0.576,0.955,9.0,-4.122,1,0.123,0.0221,0.635,0.0469,0.624,80.006,262000.0,4,6 -Girls Against Boys,Super-fire,22.0,0.309,0.902,11.0,-6.707,0,0.0645,0.00327,0.219,0.214,0.479,177.235,198067.0,4,10 -Lonely The Brave,Trick of the Light,31.0,0.365,0.981,4.0,-2.948,0,0.0721,0.00029,,0.345,0.444,171.915,218520.0,4,10 -The White Stripes,Icky Thump,68.0,0.417,0.63,9.0,-7.24,1,0.0898,0.0209,0.0134,0.0543,0.341,94.214,254533.0,4,1 -Carpe Diem,Publiphobie,19.0,0.268,0.584,,-11.339,1,0.049,0.0168,0.224,0.199,0.331,97.158,594227.0,3,10 -Sarah Troedsson,Time Remembered,56.0,0.394,0.181,7.0,-20.645,1,0.0322,0.963,0.921,0.11,0.0536,107.234,3.0813,4,7 -The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,10 -To Kill Achilles,There's No Right Way to Say This....,37.0,0.324,0.843,4.0,-9.096,0,0.068,0.00125,2.4e-06,0.36,0.389,190.149,173091.0,3,10 -Manuel Limbucca,Lolita,45.0,0.497,0.0723,,-16.867,1,0.0611,0.984,0.914,0.108,0.169,97.916,2.65365,4,7 -Slightly Stoopid,Collie Man,63.0,0.61,0.706,,-7.084,1,0.0483,0.183,0.000587,0.218,0.344,170.087,133080.0,3,10 -Hemant Kumar,Hai Apna Dil To Aawara - Sad Version,7.0,0.355,0.336,7.0,-8.889,1,0.0314,0.769,0.221,0.175,0.393,107.348,4.01415,4,3 -Gabrielle Graves,Advice,25.0,0.248,0.85,2.0,-8.998,1,0.038,5.97e-06,0.0519,0.315,0.449,130.038,258325.0,4,1 -"Ludwig van Beethoven, Cuarteto Casals","String Quartet No. 13 in B-Flat Major, Op. 130: IV. Alla danza tedesca. Allegro assai",22.0,0.284,0.0557,7.0,-23.209,1,0.0603,0.912,0.0967,0.169,0.204,95.281,3.021116667,3,7 -Murderdolls,White Wedding,42.0,0.435,0.916,9.0,-5.685,1,0.0786,5.3e-05,0.415,0.119,0.502,145.1,196547.0,4,8 -Advaita,Light,9.0,0.558,0.378,5.0,-11.554,1,0.0255,0.579,,0.101,0.247,81.938,5.10645,4,0 -American Flowers,"Birds of Chicago, Allison Russell, JT Nero",37.0,0.595,0.256,4.0,-15.509,1,0.0545,0.895,5.45e-05,0.111,0.457,78.343,6.178883333,4,0 -fun.,Some Nights,71.0,0.672,0.738,,-7.045,1,0.0506,0.0178,6.75e-05,0.0927,0.392,107.938,277040.0,4,10 -Screaming Headless Torsos,Vinnie,36.0,0.569,0.933,8.0,-5.026,1,0.0604,0.0107,0.00417,0.0144,0.818,127.476,264933.0,4,10 -Jamie Lawson,Wasn't Expecting That,50.0,0.591,0.415,6.0,-6.936,1,0.0437,0.424,0.000299,0.111,0.197,90.483,3.3512,4,0 -Cake,The Distance,64.0,0.463,0.749,11.0,-8.118,0,0.0891,0.00796,0.00219,0.0558,0.888,183.048,179653.0,4,9 -KAM-BU,Dumpling,3.0,0.416,0.877,2.0,-5.518,1,0.402,0.159,,0.335,0.594,83.724,183013.0,4,5 -St. Vincent,Digital Witness,42.0,0.782,0.444,5.0,-7.081,1,0.0489,0.00904,0.0101,0.0887,0.882,104.975,202000.0,4,6 -Ravid Plotnik,◊ô◊ê◊ú◊î ◊ë◊ï◊ê◊ï! (◊†◊¶'◊ô ◊†◊¶'),28.0,0.443,0.851,1.0,-6.56,1,0.282,0.0202,,0.461,0.481,81.804,197213.0,4,5 -Rolling Blackouts Coastal Fever,Read My Mind,31.0,0.443,0.761,2.0,-5.338,1,0.043,0.0399,0.000316,0.359,0.562,123.026,263668.0,4,1 -Luke Wylde,God Damn,18.0,0.53,0.814,5.0,-4.981,0,0.0494,0.0541,,0.42,0.285,153.975,163636.0,4,2 -Iguana Death Cult,Miami Sun,20.0,0.618,0.595,8.0,-7.261,0,0.028,0.81,0.049,0.111,0.744,86.189,262893.0,4,10 -DUSTY LOCANE,ROLLIN N CONTROLLIN FREESTYLE,80.0,0.69,0.514,8.0,-11.81,0,0.328,0.0975,0.497,0.346,0.307,72.791,191209.0,4,5 -Iron Angel,Sacred Slaughter,2.0,0.279,0.963,2.0,-5.753,1,0.0747,6.96e-06,0.224,0.561,0.179,181.947,262213.0,4,8 -Kenny Wayne Shepherd,True Lies,50.0,0.367,0.769,9.0,-7.258,1,0.0317,0.00032,0.628,0.0631,0.7,173.186,348040.0,4,2 -Pulp,Common People,69.0,0.314,0.797,,-9.026,1,0.038,0.0057,5.59e-05,0.0718,0.569,145.393,351627.0,4,1 -The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,6 -MY BABY,Sunroof Diesel Blues,22.0,0.695,0.636,1.0,-9.238,1,0.0401,0.453,0.000557,0.0851,0.883,104.41,224511.0,4,2 -HEALTH,ISN‚ÄôT EVERYONE,63.0,0.459,0.698,2.0,-8.079,0,0.051,0.0294,0.777,0.139,0.165,147.954,314719.0,4,6 -Oneohtrix Point Never,Nothing‚Äôs Special,45.0,0.197,0.28,7.0,-8.395,1,0.0332,0.672,0.000937,0.0905,0.0718,90.639,213180.0,4,9 -Lamb of God,Laid to Rest,65.0,0.366,0.956,10.0,-3.725,0,0.108,0.000293,0.00447,0.449,0.159,104.016,230127.0,3,8 -toe,two moons,44.0,0.339,0.464,11.0,-11.205,1,0.0283,0.789,0.733,0.086,0.473,141.019,250253.0,4,10 -Superego,Riders,17.0,0.498,0.653,11.0,-5.61,1,0.029,0.00871,0.0591,0.393,0.619,150.05,210985.0,4,10 -Aviv Geffen,◊û◊ú◊ô◊ê◊®◊ì ◊ò◊ï◊¢◊ô◊ù,28.0,0.431,0.351,7.0,-14.336,1,0.0272,0.158,3.07e-06,0.0726,0.315,166.934,182827.0,4,10 -Baby Queen,Dover Beach,53.0,0.581,0.831,1.0,-5.484,1,0.057,0.0814,,0.078,0.665,99.913,218053.0,4,9 -Duran Duran,Hungry Like the Wolf - 2009 Remaster,73.0,0.691,0.812,,-7.772,1,0.0558,0.0433,1.16e-06,0.299,0.685,127.568,220627.0,4,10 -Chris Cornell,Nearly Forgot My Broken Heart,59.0,0.593,0.781,,-5.472,1,0.0285,0.0944,2.23e-06,0.173,0.657,119.522,234427.0,4,10 -"Rajery, Ballaké Sissoko, Driss El Maloumi",Kouroukanfouga,25.0,0.684,0.0742,,-17.855,0,0.0686,0.894,0.692,0.0784,0.185,83.718,5.218,4,7 -Stellie,22 Pieces,32.0,0.617,0.666,7.0,-7.403,1,0.0381,0.204,,0.223,0.424,109.979,197289.0,4,9 -India.Arie,Strength Courage & Wisdom,53.0,0.64,0.6,7.0,-6.341,1,0.0948,0.075,7.9e-05,0.0752,0.627,175.832,297800.0,4,5 -In Deception,Forever // Always,36.0,0.395,0.954,5.0,-5.497,0,0.19,0.000172,0.00116,0.207,0.17,161.075,211707.0,4,8 -"Medeski, Martin & Wood",Shine It,49.0,0.623,0.66,10.0,-9.175,0,0.0376,0.484,0.918,0.0631,0.562,110.221,299067.0,4,10 -Howlin' Wolf,I Ain't Superstitious,42.0,0.593,0.864,7.0,-7.829,1,0.032,0.0607,0.00028,0.114,0.785,96.361,210827.0,4,2 -Phafner,Plea From The Soul,33.0,0.457,0.546,7.0,-10.836,0,0.0434,0.952,0.264,0.118,0.382,113.591,329693.0,4,10 -iogi,so sad,33.0,0.608,0.617,11.0,-8.017,1,0.0315,0.111,0.0102,0.159,0.595,88.027,267837.0,4,6 -The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,6 -Junior Wells,She's A Sweet One,50.0,0.705,0.483,1.0,-12.209,1,0.0542,0.15,0.0265,0.202,0.713,122.863,181786.0,4,2 -As Everything Unfolds,On the Inside,54.0,0.479,0.963,8.0,-4.564,1,0.059,0.000306,3.63e-05,0.111,0.573,131.931,191338.0,4,10 -Eleine,Where Your Rotting Corpse Lie (W.Y.R.C.L.),42.0,0.553,0.977,4.0,-6.422,1,0.0663,1.44e-05,0.0205,0.0853,0.18,119.98,355880.0,4,8 -Five Horse Johnson,Mississippi King,44.0,0.41,0.95,,-4.09,1,0.0379,0.00133,0.000379,0.123,0.7,150.133,214600.0,4,8 -U2,Out Of Control - Remastered 2008,45.0,0.208,0.878,1.0,-8.731,1,0.13,0.000378,0.012,0.0935,0.401,155.162,254040.0,4,10 -Omer Adam,◊ê◊ñ ◊î◊ú◊õ◊™◊ô,38.0,0.837,0.549,11.0,-5.229,0,0.0328,0.445,,0.0582,0.702,100.021,194707.0,4,9 -The Selecter,On my Radio,48.0,0.783,0.706,7.0,-7.544,1,0.0434,0.0493,0.0617,0.158,0.96,141.021,185199.0,4,1 -OMNIA,Shaman of Chaos,43.0,0.552,0.536,7.0,-11.684,1,0.0302,0.211,0.883,0.114,0.207,100.039,251107.0,4,8 -Beartooth,Fed Up,,0.366,0.969,8.0,-3.49,1,0.162,3.41e-05,0.000672,0.358,0.227,179.92,201813.0,4,8 -VUKOVI,SLO,43.0,0.374,0.769,8.0,-4.691,1,0.0556,0.00024,,0.248,0.37,107.024,229393.0,4,10 -HAIM,Now I'm In It - Bonus Track,60.0,0.717,0.707,4.0,-9.495,1,0.0628,0.384,0.000117,0.161,0.206,105.014,204280.0,4,6 -Tango,Rodrigo Amarante,44.0,0.566,0.646,5.0,-9.456,1,0.0308,0.646,0.581,0.168,0.572,114.844,3.708233333,4,0 -Ehud Banai,◊ñ◊û◊†◊ö ◊¢◊ë◊®,29.0,0.661,0.901,7.0,-8.28,1,0.0339,0.0468,2.17e-06,0.0795,0.872,135.165,246800.0,4,10 -Idan Amedi,◊†◊í◊û◊®,45.0,0.434,0.445,8.0,-8.026,1,0.0295,0.657,,0.0957,0.291,94.503,259067.0,4,9 -IDK,SHOOT MY SHOT,72.0,0.76,0.52,4.0,-7.639,0,0.0417,0.00394,,0.179,0.668,91.984,174585.0,4,5 -Van Halen,Jump - 2015 Remaster,79.0,0.572,0.835,,-6.219,1,0.0317,0.171,0.000377,0.0702,0.795,129.981,241600.0,4,9 -Leikeli47,Girl Blunt,54.0,0.856,0.665,1.0,-4.618,1,0.189,0.0128,0.00508,0.0695,0.367,93.953,205480.0,4,5 -Thomas Rhett,Country Again,70.0,0.467,0.481,2.0,-6.947,1,0.0255,0.227,0.000189,0.11,0.248,147.886,3.687333333,4,4 -Pierce The Veil,King For A Day,72.0,0.403,0.965,6.0,-2.238,1,0.0964,3.81e-05,0.000276,0.341,0.431,112.363,236293.0,4,10 -New Dialogue,Flesh & Blood (feat. Smallpools),46.0,0.677,0.737,4.0,-6.143,1,0.0623,0.525,,0.139,0.783,115.954,178966.0,4,10 -Jimi Hendrix,All Along the Watchtower,77.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,4.01333333,4,10 -J.B. Lenoir,The Devil Is A Busy Man,24.0,0.468,0.531,11.0,-8.337,1,0.579,0.989,0.00262,0.702,0.633,70.417,287991.0,4,2 -Asher Roth,Flowers On The Weekend,45.0,0.541,0.596,9.0,-6.487,1,0.39,0.568,,0.172,0.6,80.469,152227.0,4,5 -Kygo,Happy Now,73.0,0.693,0.575,9.0,-6.998,1,0.0801,0.374,,0.252,0.492,117.999,211362.0,4,9 -Amos Milburn,Thinking And Drinking (01-29-52),32.0,0.765,0.317,7.0,-12.264,1,0.0992,0.992,0.00281,0.183,0.72,110.4,148880.0,4,2 -Moose Blood,It's Too Much,50.0,0.532,0.598,8.0,-5.826,0,0.0276,1.32e-05,2.33e-05,0.0729,0.133,92.036,236560.0,4,10 -Judas Priest,Living After Midnight,64.0,0.61,0.824,4.0,-6.046,1,0.0534,0.0136,1.75e-06,0.0606,0.819,134.992,210133.0,4,8 -Annie Lennox,I Put A Spell On You,65.0,0.563,0.383,2.0,-7.544,0,0.0322,0.283,2.59e-06,0.127,0.357,173.984,210520.0,3,10 -The Used,Buried Myself Alive,56.0,0.26,0.923,7.0,-5.023,1,0.157,0.00108,,0.763,0.387,170.605,242133.0,4,10 -Mexican Institute Of Sound,El Ant√≠doto,37.0,0.638,0.688,7.0,-7.672,1,0.161,0.0936,0.000159,0.116,0.59,172.203,181768.0,4,6 -Saosin,It's Far Better To Learn,48.0,0.32,0.94,2.0,-4.823,0,0.0866,0.000402,0.14,0.235,0.0724,182.189,234547.0,4,10 -Jack Rosenbaum,A Love Like No Other,48.0,0.483,0.156,,-20.994,0,0.0323,0.941,0.953,0.108,0.298,117.305,4.2625,3,7 -The Revivalists,All My Friends,55.0,0.602,0.837,4.0,-4.897,0,0.0408,0.111,3.01e-06,0.58,0.357,90.038,218333.0,4,10 -Juan Pablo Vega,Matando (feat. Vic Mirallas),,0.691,0.67,2.0,-7.093,0,0.0941,0.0757,0.0352,0.197,0.635,89.965,200000.0,4,6 -Chet Faker,Get High,61.0,0.699,0.573,5.0,-9.042,1,0.0431,0.543,0.145,0.196,0.565,81.024,222936.0,4,6 -Bow Down,At the Throne of Azathoth,20.0,0.492,0.977,6.0,-6.891,1,0.139,0.00326,0.899,0.296,0.171,107.528,240279.0,4,8 -Airwaves on Fire,Make Me Feel (All These Feelings),23.0,0.552,0.871,2.0,-6.548,1,0.0443,0.056,,0.339,0.695,146.932,228273.0,4,10 -The Rolling Stones,Gimme Shelter,75.0,0.634,0.63,1.0,-8.277,0,0.031,0.447,0.039,0.17,0.489,118.628,270773.0,4,10 -Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,10 -Asteroid,Garden,38.0,0.478,0.628,,-4.582,1,0.0377,0.000245,0.813,0.0907,0.581,115.07,266920.0,3,10 -Richie Kotzen,Make It Easy,37.0,0.505,0.908,5.0,-4.717,0,0.0561,3.71e-05,0.0092,0.207,0.494,123.928,204733.0,4,2 -Neil Cowley,Don‚Äôt Walk Alone,41.0,0.448,0.154,10.0,-23.811,1,0.0405,0.795,0.878,0.275,0.154,79.955,278436.0,4,1 -DICKPUNKS,Addicted to TV,35.0,0.718,0.658,9.0,-6.399,0,0.0546,0.314,,0.0966,0.71,137.984,224503.0,4,10 -Louyah,I Used to Care,68.0,0.698,0.558,9.0,-8.004,1,0.0324,0.395,,0.1,0.488,130.014,3.60193333,4,9 -BAD DESIRE,Noah Gundersen,,0.593,0.273,,-9.239,1,0.0292,0.893,0.00214,0.104,0.209,60.983,4.23035,4,0 -Bobby Lee,Four Skies Above,22.0,0.388,0.452,2.0,-8.704,1,0.036,0.858,0.816,0.111,0.0381,84.924,166367.0,4,6 -Suray Sertin,Super Good Times,50.0,0.837,0.518,6.0,-8.914,1,0.333,0.318,0.082,0.101,0.247,115.06,221217.0,4,6 -Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,6 -Led Zeppelin,Immigrant Song - Remaster,77.0,0.564,0.932,11.0,-10.068,1,0.0554,0.013,0.169,0.349,0.619,112.937,146250.0,4,6 -tortugan√≥nima,Espejos Dorados,25.0,0.587,0.917,9.0,-4.099,1,0.0335,0.0133,0.84,0.261,0.773,129.918,258137.0,4,10 -Nickelback,How You Remind Me,79.0,0.446,0.764,10.0,-5.042,1,0.033,0.00135,,0.099,0.543,172.094,223840.0,4,10 -E the profit,Bluegrass,32.0,0.781,0.479,,-8.385,1,0.411,0.0249,,0.168,0.72,149.904,117200.0,4,5 -The Lumineers,Have You Ever Seen The Rain - Recorded at Electric Lady Studios NYC,49.0,0.771,0.221,10.0,-10.144,1,0.0382,0.908,2.2e-06,0.294,0.431,99.793,2.5794,4,0 -Days Of The New,"Touch, Peel And Stand",64.0,0.58,0.627,11.0,-8.017,1,0.0316,0.05,1.68e-06,0.297,0.825,82.151,297147.0,4,10 -Moshe Peretz,◊ò◊ô◊°◊î 5325,31.0,0.727,0.856,3.0,-4.611,0,0.0463,0.324,,0.139,0.823,127.982,224793.0,4,9 -Motion City Soundtrack,The Future Freaks Me Out,53.0,0.661,0.874,5.0,-5.904,0,0.0456,0.0168,,0.41,0.682,127.915,216667.0,4,10 -Eagles Of Death Metal,Family Affair,47.0,0.736,0.55,8.0,-5.823,0,0.0292,0.248,,0.0815,0.969,92.926,224560.0,4,6 -JUBEE,Spotlight (feat. BIM),26.0,0.618,0.888,2.0,-6.312,1,0.0505,0.592,2.11e-05,0.176,0.614,159.934,185438.0,4,9 -1349,I Am Abomination,32.0,0.176,0.963,10.0,-4.817,0,0.154,2.97e-06,0.775,0.194,0.0512,123.779,250507.0,4,8 -Grimes,So Heavy I Fell Through the Earth - Art Mix,56.0,0.334,0.554,7.0,-9.366,1,0.0374,0.0185,0.359,0.344,0.191,179.997,368278.0,4,6 -Seether,Beg,53.0,0.514,0.911,7.0,-4.189,1,0.0493,2.41e-05,0.827,0.0716,0.651,147.956,220200.0,4,10 -Monie Love,It's a Shame (My Sister),47.0,0.858,0.609,1.0,-10.695,1,0.113,0.0542,9.04e-05,0.315,0.478,107.978,222840.0,4,5 -The 1975,She Lays Down,49.0,0.513,0.122,7.0,-22.008,1,0.04,0.792,0.000652,0.0871,0.501,82.865,238695.0,4,10 -DJ Snake,Turn Down for What,73.0,0.818,0.799,1.0,-4.1,0,0.156,0.00107,0.128,0.057,0.0815,100.014,213733.0,4,9 -Migos,Slippery (feat. Gucci Mane),72.0,0.92,0.674,1.0,-5.662,0,0.264,0.307,,0.104,0.741,141.967,304041.0,4,5 -Fatherson,Always,33.0,0.395,0.975,5.0,-3.255,0,0.12,0.000185,0.000174,0.0769,0.336,140.046,191657.0,4,10 -Zozo Ginzburg,Boots,16.0,0.31,0.911,7.0,-5.255,1,0.0621,0.000104,0.508,0.0927,0.345,107.009,113688.0,4,6 -Steve Kuhn,Lonely Town,37.0,0.572,0.107,7.0,-22.123,0,0.0335,0.963,0.883,0.123,0.194,93.049,5.783933333,4,7 -The Everly Brothers,Wake up Little Susie,61.0,0.709,0.62,2.0,-9.382,1,0.034,0.318,,0.0426,0.936,93.723,2.05866667,4,10 -Bathory,A Fine Day to Die,48.0,0.232,0.931,9.0,-8.804,1,0.0808,0.00413,0.756,0.0927,0.0371,122.684,516267.0,4,8 -Red Band,Baby Can I Hold You,36.0,0.497,0.483,4.0,-7.15,1,0.0279,0.0612,,0.238,0.229,152.057,204253.0,4,9 -Imelda May,Johnny Got A Boom Boom,44.0,0.809,0.749,9.0,-7.14,1,0.0408,0.0194,0.423,0.0936,0.829,110.561,179400.0,4,10 -LIONFIGHT,Heaviness,38.0,0.462,0.875,11.0,-6.767,0,0.0406,3.71e-05,0.000353,0.0891,0.433,150.041,235500.0,4,8 -Noy Fadlon,◊ê◊ú ◊™◊í◊ô◊ì,32.0,0.734,0.458,3.0,-7.45,0,0.313,0.338,,0.38,0.412,137.865,188116.0,4,9 -The Presidents Of The United States Of America,Peaches,64.0,0.417,0.849,1.0,-4.199,0,0.0481,0.0146,0.000387,0.0673,0.594,94.267,171693.0,4,10 -The Lovin' Spoonful,Do You Believe in Magic?,68.0,0.553,0.738,,-7.963,1,0.0457,0.213,,0.339,0.759,138.602,125827.0,4,10 -BAND-MAID,about Us,43.0,0.478,0.925,6.0,-4.73,1,0.0574,0.00186,0.00157,0.0877,0.354,100.0,278400.0,4,10 -Vintage Trouble,Shows What You Know,28.0,0.42,0.444,10.0,-6.357,1,0.0508,0.484,,0.0949,0.398,83.212,252489.0,3,2 -Angelus Apatrida,Betrayed,24.0,0.471,0.983,8.0,-3.092,1,0.0814,6.59e-06,0.173,0.35,0.336,92.489,365867.0,4,8 -Shinedown,State of My Head,66.0,0.486,0.94,7.0,-4.237,0,0.0605,0.00919,,0.0777,0.42,79.727,205653.0,4,10 -Itay Levi,◊î◊ô◊ô ◊ê◊™,29.0,0.292,0.687,2.0,-4.154,0,0.0805,0.112,,0.0977,0.136,61.185,230930.0,3,9 -Egg Drop Soup,Hard to Hold On,25.0,0.676,0.515,11.0,-7.987,0,0.0278,0.135,0.000248,0.123,0.624,108.008,232513.0,4,10 -Bryan Adams,Summer Of '69,81.0,0.508,0.834,2.0,-6.205,1,0.0386,0.0183,,0.0732,0.774,139.131,3.60088333,4,10 -Asobi Seksu,Thursday,39.0,0.359,0.721,2.0,-5.233,1,0.0362,0.000117,0.615,0.151,0.231,147.438,257173.0,4,6 -Nia Archives,Headz Gone West,48.0,0.609,0.868,7.0,-4.975,1,0.101,0.205,0.00129,0.106,0.705,175.11,142629.0,4,6 -Bat For Lashes,Daniel,55.0,0.593,0.658,8.0,-8.393,0,0.0364,0.0118,0.0204,0.137,0.422,135.053,251120.0,4,6 -The Veils,Low Lays the Devil,46.0,0.518,0.729,4.0,-5.231,0,0.11,0.0897,0.463,0.117,0.68,99.952,197520.0,4,10 -Frozen Crown,Towards the Sun,38.0,0.488,0.964,2.0,-4.292,0,0.053,7.31e-05,0.000174,0.294,0.47,99.966,339707.0,4,8 -Rasco,Flowers,10.0,0.43,0.763,7.0,-6.489,1,0.0457,0.151,0.301,0.148,0.383,124.91,177187.0,4,6 -"Sadhana Sargam, Sonali","Hanste Hanste Kat Jaye Raaste, Pt. 2",30.0,0.449,0.541,7.0,-10.609,0,0.0359,0.483,0.000328,0.324,0.725,103.689,4.073783333,4,3 -Lootpack,Whenimondamic,49.0,0.618,0.711,2.0,-6.841,1,0.342,0.41,,0.615,0.659,97.337,165693.0,4,5 -chemical club,double down,31.0,0.7,0.542,9.0,-4.986,1,0.0294,0.0283,0.0977,0.246,0.945,93.981,129139.0,4,6 -Stevie Ray Vaughan,Life By The Drop,51.0,0.659,0.163,6.0,-11.864,0,0.0388,0.766,1.41e-05,0.0735,0.473,95.882,147507.0,4,2 -Eve 6,can we combine,42.0,0.424,0.873,6.0,-5.404,1,0.0542,0.202,3.47e-06,0.0741,0.759,180.042,154813.0,4,10 -Charlie Beale,Stick Em Up,13.0,0.589,0.925,7.0,-4.276,1,0.0748,0.00334,0.643,0.185,0.646,194.056,236289.0,4,2 -ZZ Top,Arrested for Driving While Blind,39.0,0.553,0.672,2.0,-10.917,0,0.0438,0.215,0.0127,0.103,0.582,137.414,186587.0,4,2 -Battle Tapes,Last Resort & Spa,51.0,0.478,0.899,5.0,-4.114,1,0.143,0.124,0.0035,0.109,0.679,186.028,254270.0,4,10 -pg.lost,Suffering,29.0,0.513,0.637,,-7.424,1,0.0293,0.000342,0.944,0.11,0.0844,110.018,351920.0,4,10 -–°–ø–∞—Å–∏–±–æ,–°—á–∏—Ç–∞–ª–æ—á–∫–∞,34.0,0.522,0.938,11.0,-4.23,0,0.0497,0.000672,0.145,0.125,0.304,111.093,255078.0,4,6 -The Arcs,Outta My Mind,44.0,0.519,0.737,11.0,-6.451,1,0.0615,0.00936,7.76e-05,0.378,0.763,131.042,214693.0,4,10 -The Pretty Things,Midnight To Six Man,27.0,0.529,0.671,4.0,-12.812,1,0.0313,0.469,0.00201,0.493,0.945,126.833,139240.0,4,2 -Moshe Peretz,◊ê◊†◊ô ◊©◊ú◊ö,22.0,0.683,0.856,5.0,-3.98,0,0.0309,0.0267,,0.365,0.928,119.993,220413.0,4,9 -Ben Howard,Only Love,70.0,0.545,0.485,8.0,-9.941,1,0.151,0.3,0.00137,0.119,0.341,80.401,4.15288333,4,0 -SpotemGottem,Federal,55.0,0.723,0.616,5.0,-6.224,0,0.428,0.265,,0.106,0.411,81.914,128832.0,4,5 -Atlas Genius,Elegant Strangers,,0.439,0.863,2.0,-5.242,1,0.0466,0.000964,,0.292,0.498,170.017,232853.0,4,1 -Da√∞i Freyr,Think About Things,70.0,0.871,0.341,3.0,-8.932,0,0.0576,0.0311,0.000124,0.0838,0.612,127.001,173386.0,4,1 -POORSTACY,Public Enemy,,0.52,0.967,3.0,-3.837,0,0.489,0.00248,2.62e-06,0.328,0.477,179.924,149500.0,4,6 -Les Petits Pilous,Wake Up - Original,17.0,0.815,0.729,7.0,-6.594,0,0.422,0.00909,0.0181,0.0562,0.0284,132.02,238400.0,4,6 -Shlomi Shabat,◊ë◊í◊ú◊ú ◊î◊®◊ï◊ó,30.0,0.684,0.51,7.0,-11.856,1,0.0274,0.161,,0.171,0.784,115.143,270000.0,4,9 -Aaron Lewis,State I‚Äôm In,43.0,0.605,0.561,1.0,-5.225,1,0.0248,0.109,,0.172,0.276,127.903,181173.0,4,10 -Black Eyed Peas,Imma Be,,0.597,0.519,,-6.963,1,0.366,0.178,,0.309,0.415,92.032,257560.0,4,9 -Pixey,The Mersey Line,40.0,0.568,0.791,10.0,-6.525,1,0.0417,0.00667,1.43e-06,0.124,0.656,125.921,134015.0,4,6 -Charli XCX,1999,63.0,0.739,0.742,7.0,-4.586,1,0.0329,0.0227,1.39e-06,0.229,0.659,124.016,189000.0,4,9 -Arctic Monkeys,Snap Out Of It,73.0,0.728,0.638,5.0,-6.455,0,0.0336,0.249,,0.116,0.872,130.014,193030.0,4,1 -Gregory Alan Isakov,San Luis,66.0,0.567,0.434,7.0,-12.755,0,0.0349,0.86,0.257,0.115,0.254,82.459,4.53911667,4,0 -Dorothy,Dark Nights,48.0,0.163,0.843,2.0,-4.175,1,0.0561,0.00107,,0.279,0.616,167.872,189770.0,3,10 -Adrian Younge,Light on the Horizon,29.0,0.258,0.446,,-6.747,0,0.0341,0.612,,0.0749,0.272,175.466,186984.0,3,5 -Django Django,Default,54.0,0.747,0.875,1.0,-5.635,1,0.0282,0.00733,1.1e-06,0.184,0.913,115.967,185640.0,4,6 -Poppy Ackroyd,Parallel (feat. Manu Delago),34.0,0.709,0.239,,-21.361,1,0.0427,0.946,0.923,0.0826,0.364,110.0,231285.0,4,1 -The Judds,Grandpa (Tell Me 'Bout The Good Old Days),54.0,0.565,0.456,4.0,-8.124,1,0.031,0.426,8.08e-06,0.0612,0.588,201.644,4.244,4,4 -Ed Sheeran,Castle on the Hill - Acoustic,59.0,0.563,0.26,2.0,-5.856,1,0.0391,0.518,,0.146,0.616,145.561,3.77045,4,0 -Agam Buhbut,◊¢◊ë◊®◊ï ◊ó◊ï◊ì◊©◊ô◊ô◊ù,44.0,0.638,0.465,1.0,-6.13,0,0.035,0.557,,0.118,0.522,137.649,168691.0,4,9 -Guvna B,Kingdom Skank,20.0,0.591,0.765,10.0,-3.661,0,0.246,0.0636,,0.059,0.589,129.04,190067.0,4,5 -Seals and Crofts,Summer Breeze,67.0,0.49,0.581,5.0,-6.566,1,0.0388,0.553,0.0177,0.0764,0.318,88.718,205480.0,4,10 -Peled,◊ó◊®◊ß◊ï◊™,22.0,0.624,0.706,11.0,-6.004,0,0.275,0.0314,,0.413,0.363,94.167,207467.0,4,5 -Dizzy,Sunflower,35.0,0.517,0.895,7.0,-3.411,1,0.0399,0.0255,0.232,0.129,0.325,97.932,214653.0,4,9 -English Teacher,R&B,30.0,0.587,0.789,,-5.764,1,0.0339,0.000262,0.449,0.264,0.777,151.012,171280.0,4,10 -Accept,The Undertaker,46.0,0.625,0.737,4.0,-8.438,0,0.0351,0.00939,0.0205,0.228,0.224,124.999,338255.0,4,8 -The Weeknd,In Your Eyes,84.0,0.667,0.719,7.0,-5.371,0,0.0346,0.00285,8.1e-05,0.0736,0.717,100.021,237520.0,4,9 -Shania Twain,You're Still The One - Live,41.0,0.539,0.845,2.0,-4.474,1,0.0307,0.0712,,0.702,0.679,134.016,3.59645,4,9 -War & Pierce,The Map,31.0,0.722,0.454,2.0,-8.61,1,0.0739,0.806,4.24e-06,0.0896,0.344,77.98,215705.0,4,2 -Hanan Ben Ari,◊ê◊†◊î ◊ê◊ú◊ö,32.0,0.391,0.628,9.0,-6.874,1,0.0394,0.545,1.09e-05,0.185,0.155,159.91,257050.0,4,9 -DJ Enimoney,Sugar Daddy,47.0,0.91,0.559,1.0,-10.883,1,0.0876,0.0205,0.509,0.103,0.412,114.005,153684.0,4,9 -The Byrds,5D (Fifth Dimension),34.0,0.186,0.546,2.0,-9.947,1,0.0373,0.451,,0.201,0.533,177.526,152453.0,3,10 -Terrace Martin,Freeze Tag (feat. Phoelix),65.0,0.653,0.598,11.0,-6.928,1,0.113,0.0596,,0.253,0.137,82.911,191937.0,4,6 -The Kid LAROI,SO DONE,78.0,0.719,0.598,9.0,-6.254,1,0.077,0.232,,0.115,0.303,142.592,126521.0,4,5 -Staind,It's Been Awhile,65.0,0.509,0.774,6.0,-4.054,1,0.0338,0.00189,0.000549,0.143,0.0824,116.529,264707.0,4,10 -Gengahr,Icarus,43.0,0.667,0.65,,-8.015,1,0.0353,0.337,2.48e-05,0.139,0.408,125.994,234000.0,4,6 -Mr. Big,Wild World - 2009 Remastered Version,63.0,0.573,0.722,5.0,-6.518,1,0.0295,0.182,,0.29,0.59,144.209,208560.0,4,10 -Brandi Carlile,"Take Me Home, Country Roads",53.0,0.327,0.168,9.0,-13.988,0,0.0499,0.912,0.0245,0.0973,0.0999,76.779,3.09036667,4,0 -Sum 41,The Hell Song,65.0,0.359,0.935,8.0,-5.529,0,0.0817,0.000143,0.0141,0.351,0.658,173.429,198493.0,4,10 -Sfera Ebbasta,Baby (with J Balvin),71.0,0.755,0.882,10.0,-1.957,0,0.0532,0.125,0.00142,0.103,0.606,99.984,193555.0,4,9 -Amitabh Bachchan,"Mere Angne Mein, Pt. 1",29.0,0.581,0.518,11.0,-13.427,1,0.0714,0.693,,0.481,0.851,116.35,5.290666667,4,3 -Hatchie,Sure,38.0,0.399,0.794,2.0,-5.693,1,0.0342,0.000986,0.00204,0.425,0.369,94.962,249022.0,4,6 -Chicken Shack,The Way It Is,38.0,0.627,0.282,4.0,-10.107,0,0.0263,0.189,0.00123,0.152,0.413,83.443,264293.0,3,2 -Sagol 59,◊ñ◊î◊ë ◊ï◊õ◊°◊£,15.0,0.868,0.878,6.0,-4.996,1,0.102,0.165,,0.145,0.868,110.015,251053.0,4,5 -Max Richter,Follower,,0.124,0.0693,2.0,-24.594,0,0.0387,0.77,0.931,0.0706,0.0329,86.891,303127.0,4,6 -"Aaron Parks, Ben Street, Billy Hart",Song For Sashou,39.0,0.509,0.145,11.0,-22.768,0,0.0317,0.93,0.898,0.116,0.317,134.676,6.366883333,4,7 -Corrosion Of Conformity,Albatross,53.0,0.344,0.911,10.0,-5.997,1,0.054,5.05e-05,0.00166,0.0642,0.51,135.213,320333.0,4,10 -Q-Tip,Vivrant Thing - Club Mix,48.0,0.914,0.698,9.0,-8.619,1,0.0541,0.00631,0.000295,0.0575,0.613,99.034,190440.0,4,5 -Johnny Shines,Travelling Back Home,29.0,0.499,0.132,4.0,-17.278,0,0.0403,0.852,0.00108,0.0621,0.362,89.165,238440.0,4,2 -Kacy Hill,Arm's Length,44.0,0.631,0.537,1.0,-6.896,1,0.0242,0.448,2.22e-06,0.0819,0.379,96.969,200947.0,4,6 -Deftones,Wax and Wane - 2005 Remaster,30.0,0.356,0.984,5.0,-4.548,1,0.175,0.00121,0.181,0.101,0.436,199.423,249013.0,4,6 -Sports Team,Happy (God‚Äôs Own Country),49.0,0.464,0.919,1.0,-2.497,1,0.111,0.00315,0.000497,0.154,0.703,167.865,151588.0,4,10 -Vistas,Comfort,41.0,0.729,0.745,2.0,-4.686,1,0.0488,0.0012,0.0642,0.0434,0.673,137.954,176173.0,4,6 -Westlife,Moments,2.0,0.57,0.371,4.0,-8.507,1,0.0296,0.499,,0.389,0.565,133.819,4.279333333,4,9 -Spin Doctors,What Time Is It?,38.0,0.544,0.885,7.0,-9.975,1,0.0732,0.0383,0.0121,0.369,0.208,115.302,289893.0,4,10 -Witchrider,Black,44.0,0.439,0.872,10.0,-7.367,0,0.0493,0.0307,0.339,0.189,0.207,105.304,407647.0,4,10 -OneRepublic,Kids,,0.633,0.853,2.0,-2.798,1,0.0537,0.13,,0.0774,0.444,102.077,195307.0,4,10 -Fenne Lily,Top to Toe,,0.569,0.184,1.0,-12.842,1,0.0584,0.908,,0.114,0.309,110.916,3.60693333,4,0 -Simon Provencher,Mesures,7.0,0.321,0.43,,-12.999,0,0.0336,0.726,0.889,0.142,0.244,132.396,155705.0,3,6 -Jay Portal,Turbulence,44.0,0.621,0.804,,-6.304,1,0.0296,0.289,,0.126,0.5,159.017,110204.0,4,5 -Homecomings,Here,32.0,0.638,0.515,10.0,-6.633,1,0.0272,0.0063,0.00907,0.0848,0.404,109.967,326907.0,4,9 -Narrow Head,Night Tryst,34.0,0.309,0.889,6.0,-3.529,0,0.0828,7.42e-06,0.49,0.0617,0.529,118.891,203600.0,4,10 -Creedence Clearwater Revival,Ramble Tamble,52.0,0.347,0.8,7.0,-6.651,1,0.0294,0.00147,0.769,0.0975,0.66,103.725,431227.0,4,10 -Jerry Reed,East Bound and Down,42.0,0.495,0.929,7.0,-9.373,1,0.065,0.396,,0.238,0.788,121.348,2.795116667,4,4 -Pavement,Gold Soundz,53.0,0.448,0.614,9.0,-9.357,1,0.031,0.0675,,0.14,0.479,126.459,159707.0,4,1 -The Snuts,Summer In the City,41.0,0.54,0.846,,-2.101,0,0.0328,0.019,,0.0581,0.434,105.79,188513.0,4,10 -Spinall,Sere - Remix,58.0,0.778,0.66,7.0,-6.662,0,0.0592,0.156,,0.137,0.747,110.016,194182.0,4,9 -Sharon Van Etten,Like I Used To,,0.534,0.712,4.0,-5.162,1,0.0364,0.122,0.000503,0.373,0.518,110.95,263754.0,4,6 -Creedence Clearwater Revival,Proud Mary - Live At The Woodstock Music & Art Fair / 1969,43.0,0.494,0.865,2.0,-7.761,1,0.0512,0.183,0.0334,0.8,0.418,125.655,231667.0,4,10 -Arik Einstein,Don Kishot,22.0,0.578,0.331,5.0,-14.938,1,0.0312,0.695,0.00456,0.0742,0.432,98.325,214152.0,4,10 -Little Snake,FEVER DREAM,30.0,0.277,0.552,1.0,-10.329,1,0.133,0.048,0.0219,0.101,0.0495,101.348,299000.0,4,6 -Olivia Rodrigo,enough for you,29.0,0.638,0.259,7.0,-10.706,1,0.0898,0.753,,0.219,0.269,88.485,202827.0,4,9 -Britney Spears,If U Seek Amy,70.0,0.717,0.587,4.0,-7.296,0,0.0339,0.0192,,0.0523,0.544,129.954,3.608666667,4,9 -David Allan Coe,The Ride,53.0,0.531,0.381,5.0,-13.142,1,0.0587,0.52,2.88e-06,0.213,0.554,167.117,3.11445,4,4 -Pop Smoke,The Woo (feat. 50 Cent & Roddy Ricch),81.0,0.49,0.618,1.0,-5.655,1,0.104,0.0221,3.77e-06,0.259,0.286,99.7,201600.0,4,5 -Bad Boy Chiller Crew,Clothes,50.0,0.808,0.809,7.0,-5.731,1,0.113,0.171,,0.207,0.881,130.013,161411.0,4,9 -Coldplay,Charlie Brown,67.0,0.43,0.74,10.0,-7.072,1,0.0375,0.0212,0.00165,0.33,0.0948,137.978,285160.0,4,10 -Mob Rich,Funeral,41.0,0.515,0.876,9.0,-7.278,1,0.0884,0.00703,0.00305,0.329,0.686,154.994,188882.0,4,10 -Dead Poet Society,.getawayfortheweekend.,42.0,0.472,0.859,,-6.551,0,0.0465,4.09e-05,0.0364,0.148,0.315,145.937,218733.0,4,10 -? & The Mysterians,96 Tears,44.0,0.681,0.499,7.0,-6.894,1,0.034,0.0589,6.39e-06,0.0743,0.841,123.458,177427.0,4,10 -George Ogilvie,Foreign Hands,56.0,0.406,0.449,3.0,-8.738,0,0.0321,0.52,,0.0942,0.335,140.008,258531.0,4,9 -Supertramp,Bloody Well Right,,0.596,0.551,,-9.603,0,0.134,0.441,0.0158,0.0491,0.529,75.03,274267.0,4,10 -Shenandoah,Two Dozen Roses,51.0,0.695,0.502,4.0,-12.01,1,0.0279,0.327,,0.097,0.543,117.083,3.726883333,4,4 -Fickle Friends,IRL,46.0,0.666,0.815,5.0,-5.692,1,0.0622,0.0702,3.57e-05,0.762,0.788,101.972,204065.0,4,6 -Moonspell,The Greater Good,38.0,0.469,0.679,2.0,-11.528,1,0.0335,0.00373,0.408,0.442,0.129,134.087,304360.0,4,8 -The Sleepy Jackson,Good Dancers,44.0,0.529,0.841,11.0,-4.724,0,0.0301,0.0426,0.0136,0.144,0.725,111.997,252133.0,4,6 -Merle Haggard,If We're Not Back In Love By Monday,39.0,0.696,0.193,3.0,-16.637,0,0.0299,0.813,1.34e-05,0.103,0.701,76.55,3.266666667,4,4 -The Derek Trucks Band,Crow Jane,35.0,0.508,0.526,8.0,-9.617,1,0.147,0.416,1.3e-05,0.113,0.716,143.804,233773.0,4,2 -2 Chainz,Spend It (Remix) (feat. T.I.),42.0,0.801,0.842,1.0,-5.245,1,0.329,0.0826,,0.263,0.791,138.426,211279.0,4,5 -Kate Bush,Running Up That Hill (A Deal With God) - 2018 Remaster,60.0,0.625,0.533,10.0,-11.903,0,0.0596,0.659,0.00266,0.0546,0.139,108.296,300840.0,4,6 -Denzel Curry,Pyro [Sango Leak Feat. Kenny Mason],49.0,0.723,0.785,7.0,-6.303,1,0.375,0.243,,0.216,0.52,85.991,163708.0,4,5 -Deep Sea Diver,Impossible Weight,47.0,0.606,0.62,8.0,-5.787,1,0.0461,0.0107,0.000903,0.106,0.667,124.169,202493.0,4,1 -Mr. Mister,Broken Wings,70.0,0.286,0.5,1.0,-14.281,0,0.0357,0.134,4.57e-05,0.108,0.443,99.162,343933.0,4,10 -Fu Manchu,Eatin' Dust,48.0,0.292,0.927,7.0,-5.142,0,0.081,0.000126,0.0417,0.178,0.403,92.236,190800.0,4,8 -DJ Khaled,LET IT GO (feat. Justin Bieber & 21 Savage),81.0,0.877,0.444,8.0,-7.547,1,0.172,0.24,,0.169,0.658,129.06,165527.0,4,9 -Guns N' Roses,November Rain,79.0,0.294,0.641,11.0,-9.316,1,0.0291,0.0163,0.22,0.112,0.226,79.759,536067.0,4,10 -Cedric Burnside,The World Can Be So Cold,,0.629,0.229,7.0,-6.663,1,0.0459,0.893,2.21e-05,0.122,0.514,138.775,206040.0,4,2 -Biffy Clyro,Space - Acoustic Version,52.0,0.562,0.324,7.0,-7.883,1,0.0274,0.552,,0.199,0.457,101.883,245427.0,4,10 -ABIR,Inferno,40.0,0.598,0.661,1.0,-3.597,0,0.0946,0.0106,3.33e-06,0.302,0.671,121.281,174205.0,5,9 -Kan Sano,Natsume,54.0,0.759,0.622,8.0,-8.956,1,0.039,0.419,0.138,0.0952,0.966,159.944,157999.0,4,9 -Dire Straits,Money for Nothing,61.0,0.674,0.649,2.0,-9.321,0,0.0356,0.0456,0.000766,0.0644,0.645,134.212,505333.0,4,10 -Ministry,Just One Fix,51.0,0.539,0.982,,-4.495,1,0.0592,1.42e-05,0.462,0.371,0.145,132.984,310293.0,4,8 -"Franz Schubert, Tanguy de Williencourt, Bruno Philippe","Ständchen, D. 889",43.0,0.151,0.019,2.0,-26.726,1,0.0371,0.983,0.94,0.0882,0.0866,75.676,3.814883333,3,7 -Crumb,Part III,55.0,0.333,0.506,1.0,-8.78,1,0.0281,0.197,0.84,0.235,0.187,83.807,222920.0,4,9 -Chris Cornell,Jump Into The Fire,42.0,0.644,0.94,11.0,-5.446,0,0.0427,0.0188,0.0571,0.0545,0.807,142.981,215693.0,4,10 -Claude McKay,Part II - The Glory: If We Must Die,4.0,0.71,0.0563,5.0,-18.856,0,0.84,0.949,,0.202,0.516,107.619,65827.0,3,5 -Imagine Dragons,Believer,87.0,0.776,0.78,10.0,-4.374,0,0.128,0.0622,,0.081,0.666,124.949,204347.0,4,10 -FVLCRVM,Come Get Some,,0.701,0.896,,-6.743,1,0.0523,0.000393,0.00166,0.211,0.294,123.983,213131.0,4,6 -Hannah Grace,Missing the Show,37.0,0.417,0.361,2.0,-6.996,1,0.0308,0.37,,0.0962,0.141,135.116,237839.0,4,9 -Tame Impala,Elephant,70.0,0.598,0.553,9.0,-6.742,0,0.0397,0.562,0.157,0.257,0.533,123.075,211227.0,4,6 -Westlife,Another World,1.0,0.331,0.512,,-4.793,1,0.0317,0.275,,0.335,0.13,141.523,3.277783333,4,9 -AJ Ghent [ j-ent ],Power,40.0,0.462,0.859,11.0,-5.34,0,0.043,0.00269,4.61e-05,0.36,0.69,147.982,221106.0,4,10 -The Sonics,Have Love Will Travel,58.0,0.506,0.948,10.0,-5.626,1,0.105,0.727,,0.0904,0.934,130.195,160400.0,4,10 -Av9,Sasuke,55.0,0.858,0.596,11.0,-7.587,0,0.399,0.621,,0.113,0.677,146.033,198904.0,4,5 -Van Halen,Runnin' With The Devil,70.0,0.472,0.9,8.0,-6.406,0,0.0582,0.148,0.000297,0.34,0.42,95.826,214960.0,4,10 -Kill The Lights,Battery,33.0,0.175,0.972,1.0,-6.033,1,0.137,2.23e-05,0.28,0.0828,0.141,195.084,310547.0,4,8 -Jme,Jme's Pattern,38.0,0.582,0.846,8.0,-5.053,0,0.358,0.215,,0.419,0.885,86.809,55775.0,5,5 -H.E.R.,Come Through (feat. Chris Brown),82.0,0.615,0.422,5.0,-8.019,0,0.0504,0.604,,0.112,0.185,135.859,214094.0,5,9 -Eric Clapton,Wonderful Tonight,76.0,0.572,0.214,7.0,-15.625,1,0.0293,0.649,0.129,0.125,0.485,95.542,225027.0,4,10 -Charlie Puth,We Don't Talk Anymore (feat. Selena Gomez),80.0,0.728,0.563,1.0,-8.053,0,0.134,0.621,,0.179,0.352,100.017,217707.0,4,9 -Robert Plant,In the Mood - 2006 Remaster,53.0,0.607,0.723,7.0,-7.452,1,0.0282,0.17,0.0492,0.0779,0.298,101.558,322960.0,4,10 -Snow Patrol,Just Say Yes,61.0,0.54,0.887,9.0,-5.518,1,0.0324,0.0187,3.19e-05,0.0275,0.255,108.02,281347.0,4,10 -Yuval Mendelson,◊í◊û◊ï◊® ◊ï◊û◊†◊ï◊ô,22.0,0.565,0.769,9.0,-6.617,0,0.0332,0.0151,,0.347,0.69,103.874,156350.0,4,10 -Y&T,Rescue Me,33.0,0.37,0.93,4.0,-4.377,0,0.1,0.128,,0.0974,0.209,110.642,283373.0,4,10 -Bino Rideaux,Incredible (feat. Drakeo the Ruler),56.0,0.767,0.56,9.0,-6.135,1,0.216,0.0322,,0.0675,0.232,96.04,153750.0,4,5 -LiL Lotus,Fake Love,50.0,0.661,0.686,9.0,-6.312,1,0.176,0.236,,0.646,0.8,174.017,136464.0,4,5 -Southern Avenue,Savior,45.0,0.48,0.641,11.0,-3.996,0,0.042,0.0694,,0.107,0.487,68.184,223490.0,4,2 -Boosie Badazz,Period (feat. DaBaby),61.0,0.863,0.61,1.0,-4.972,1,0.349,0.0655,,0.151,0.584,140.062,200013.0,4,5 -The Cars,Good Times Roll - 2016 Remaster,38.0,0.631,0.689,4.0,-8.358,1,0.0284,0.0731,0.000357,0.102,0.645,107.667,225227.0,4,10 -Black Sabbath,God Is Dead?,56.0,0.379,0.726,3.0,-4.935,0,0.0332,0.000193,0.00266,0.0578,0.178,120.012,532267.0,4,8 -Dillon Francis,"Hello There - ETC!ETC! x Whyel's ""It's not a phase MOM!"" Remix",32.0,0.399,0.922,7.0,0.732,1,0.0486,0.08,0.00165,0.906,0.329,110.137,192000.0,4,10 -Calvin Harris,How Deep Is Your Love,78.0,0.738,0.868,11.0,-4.373,0,0.0731,0.0392,0.00169,0.388,0.336,122.003,212640.0,4,9 -Mr. Airplane Man,Commit a Crime,25.0,0.428,0.725,6.0,-13.572,1,0.0459,0.186,0.76,0.108,0.633,153.655,210233.0,4,2 -Ormiston,Step from the Limelight,22.0,0.503,0.7,5.0,-7.907,0,0.0342,0.000801,0.000213,0.376,0.789,163.038,207086.0,4,10 -Yeah Yeah Yeahs,Maps,68.0,0.502,0.941,7.0,-5.194,1,0.0716,0.000346,0.319,0.553,0.124,119.783,219987.0,4,1 -Rauw Alejandro,Todo De Ti,95.0,0.78,0.718,3.0,-3.605,0,0.0506,0.31,0.000163,0.0932,0.342,127.949,3.32673333,4,9 -Kaiser Chiefs,Everyday I Love You Less And Less,51.0,0.481,0.956,1.0,-4.557,0,0.0394,0.00465,8.48e-06,0.285,0.57,160.015,217707.0,4,1 -Twin Shadow,Alemania,51.0,0.533,0.686,1.0,-5.686,0,0.069,0.0885,5.2e-05,0.105,0.804,173.938,235920.0,4,6 -Backstreet Boys,Intro,28.0,0.252,0.0974,8.0,-14.898,0,0.0321,0.938,,0.103,0.121,156.495,0.979333333,3,9 -Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,6 -"John McLaughlin, Shankar Mahadevan, Zakir Hussain",The Search,20.0,0.394,0.372,7.0,-9.941,1,0.0395,0.919,0.565,0.0963,0.123,129.59,10.82266667,4,0 -Dylan Scott,Nobody,72.0,0.573,0.747,,-6.46,1,0.0319,0.519,1.13e-06,0.0867,0.645,79.952,2.67845,4,4 -Lean Logic,Living Beings Pt.2 (Metronomy Remix),17.0,0.565,0.661,2.0,-9.641,1,0.0395,0.00896,0.117,0.0667,0.339,160.052,201000.0,4,6 -Danny Vera,Pressure Makes Diamonds,38.0,0.376,0.472,1.0,-7.54,1,0.0307,0.0417,0.0299,0.196,0.491,168.666,209775.0,3,2 -Greenleaf,Our Mother Ash,37.0,0.212,0.865,10.0,-7.755,1,0.0511,0.00259,0.239,0.0933,0.681,163.335,194867.0,4,8 -Cat Lee King & His Cocks,Far Too Far Away,30.0,0.669,0.747,7.0,-4.528,0,0.0414,0.78,1.62e-05,0.108,0.628,109.744,157160.0,4,10 -Tash Sultana,Jungle,67.0,0.589,0.699,1.0,-5.883,0,0.0291,0.285,8.11e-05,0.0881,0.496,145.997,315603.0,4,9 -Kingsmen,Louie Louie,,0.622,0.706,1.0,-9.86,0,0.065,0.104,,0.0926,0.961,122.405,2.75555,4,10 -Pink Floyd,See Emily Play - 2016 Remastered Version,32.0,0.439,0.755,2.0,-7.035,1,0.0382,0.208,,0.122,0.427,123.74,174573.0,4,10 -Backstreet Boys,I Want It That Way,78.0,0.689,0.694,6.0,-5.83,0,0.027,0.257,,0.148,0.482,99.039,3.555116667,4,9 -Thunder,Last One Out Turn Off the Lights,37.0,0.338,0.932,,-4.408,1,0.0548,1.44e-05,0.0229,0.274,0.729,180.115,254909.0,4,10 -The Rolling Stones,Brown Sugar,,0.637,0.847,,-8.18,1,0.033,0.242,0.000171,0.0806,0.964,128.613,228667.0,4,6 -Chuck Berry,Big Boys,41.0,0.557,0.962,,-4.268,1,0.142,0.0488,,0.12,0.699,161.873,185845.0,4,10 -Jethro Tull,Aqualung - Steven Wilson Stereo Remix,38.0,0.455,0.57,7.0,-10.118,0,0.0486,0.0882,0.000118,0.246,0.668,122.83,395253.0,4,10 -Joel Hoekstra‚Äôs 13,Hard to Say Goodbye,30.0,0.433,0.885,6.0,-3.897,0,0.0618,0.00427,3.55e-06,0.214,0.493,123.104,284268.0,4,8 -Sharon Van Etten,Seventeen,63.0,0.538,0.77,5.0,-7.376,1,0.0487,0.0158,0.214,0.0686,0.238,127.103,265920.0,4,6 -Moneybagg Yo,Free Promo (with Polo G & Lil Durk),71.0,0.774,0.627,1.0,-6.874,1,0.246,0.0236,,0.181,0.437,155.116,179398.0,4,5 -MOSES,Cause You Got Me,46.0,0.494,0.805,1.0,-6.437,1,0.0293,0.000595,7.12e-05,0.0636,0.571,96.996,232526.0,4,1 -The Flaming Lips,She Don't Use Jelly,60.0,0.33,0.556,7.0,-11.494,1,0.0796,0.207,4.39e-05,0.315,0.506,173.828,222279.0,4,1 -Aynsley Lister,Soundman,37.0,0.436,0.801,10.0,-5.257,0,0.0391,0.000688,0.00406,0.0782,0.753,128.738,223640.0,4,2 -Caroline Polachek,So Hot You're Hurting My Feelings,64.0,0.795,0.576,6.0,-4.971,1,0.0289,0.0787,1.01e-05,0.121,0.847,111.975,183861.0,4,6 -The Black Crowes,Soul Singing,38.0,0.382,0.615,5.0,-11.285,1,0.037,0.0298,9.8e-05,0.228,0.578,168.614,255107.0,4,10 -New New New...Next Next Next,T. Hardy Morris,32.0,0.51,0.415,6.0,-13.368,0,0.0322,0.703,0.568,0.1,0.204,120.889,3.71355,4,0 -Myles Kennedy,A Thousand Words,43.0,0.457,0.932,4.0,-4.402,0,0.0629,0.00193,0.000146,0.337,0.327,110.013,221952.0,4,8 -The Ataris,The Boys of Summer,67.0,0.251,0.954,6.0,-2.879,1,0.0691,0.000674,0.000132,0.0975,0.264,191.059,258000.0,4,9 -Jethro Tull,Locomotive Breath,61.0,0.68,0.53,11.0,-13.105,0,0.0889,0.417,0.011,0.0559,0.352,124.551,266013.0,4,10 -Vistas,Start Again,48.0,0.609,0.895,2.0,-2.809,1,0.0375,0.000324,0.000438,0.0831,0.368,123.044,177560.0,4,6 -Crowded House,Don't Dream It's Over - Live at Sydney Opera House / 2006 Remaster,39.0,0.271,0.746,3.0,-8.828,1,0.0559,0.131,0.00202,0.765,0.173,79.02,6.379116667,4,9 -Maren Morris,My Church,69.0,0.517,0.743,9.0,-4.336,1,0.0363,0.243,3.36e-06,0.107,0.664,76.979,3.29885,4,4 -Vistas,Like An American,42.0,0.602,0.81,8.0,-4.562,1,0.0272,0.000151,0.00063,0.125,0.509,130.028,183440.0,4,6 -Christian Lindquist,It's for You Evelina,48.0,0.693,0.155,,-16.426,0,0.0601,0.99,0.948,0.11,0.68,75.985,3.258716667,4,7 -Panic! At The Disco,Hallelujah,62.0,0.578,0.886,11.0,-4.348,1,0.0633,0.011,,0.143,0.615,80.008,180627.0,4,10 -Roxy Music,Virginia Plain,52.0,0.588,0.708,6.0,-7.823,1,0.0351,0.445,3.94e-05,0.293,0.579,131.197,178376.0,4,6 -Tate McRae,bad ones,74.0,0.692,0.431,6.0,-11.884,1,0.0335,0.305,1.39e-05,0.132,0.327,138.925,183133.0,4,9 -The Night Flight Orchestra,White Jeans,45.0,0.514,0.823,,-5.336,1,0.0425,0.000273,9.97e-05,0.337,0.456,153.035,251507.0,4,8 -Spiritual Beggars,Wise As a Serpent,32.0,0.32,0.96,7.0,-7.01,1,0.055,0.00116,0.0986,0.334,0.562,140.861,154307.0,4,8 -Doctor & The Medics,Spirit in the Sky,50.0,0.619,0.546,11.0,-10.206,0,0.042,0.0192,,0.0676,0.479,120.675,3.46843333,4,10 -Alicia Keys,"Empire State of Mind (Part II) Broken Down - Live at Metropolis Studios, New York, NY - May 2013",38.0,0.509,0.439,5.0,-8.011,1,0.0395,0.294,3.46e-05,0.725,0.258,89.241,4.300666667,4,9 -Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,6 -Kxllswxtch,Disaster,3.0,0.877,0.628,9.0,-10.189,0,0.0349,0.84,0.0121,0.117,0.876,128.008,139219.0,4,5 -Jake Bugg,All I Need,64.0,0.5,0.732,5.0,-3.578,0,0.0418,0.000397,0.0554,0.0759,0.637,169.9,216218.0,4,6 -Lucy‚Äôs Pussy,◊®◊ß ◊ú◊ê ◊ê◊¶◊ú◊†◊ï ◊ë◊©◊õ◊ï◊†◊î,6.0,0.45,0.98,9.0,-1.585,1,0.13,0.0131,5.16e-06,0.0634,0.626,140.033,149123.0,4,6 -DJ Counselling,Cool Air,47.0,0.76,0.682,4.0,-8.906,0,0.134,0.209,0.877,0.0719,0.216,122.018,270506.0,4,1 -Designer Disguise,Undercurrent,45.0,0.384,0.885,2.0,-7.436,0,0.501,0.00465,,0.498,0.294,155.151,204269.0,4,8 -"Ola W Jansson, W JAZZ TRIO",Days Of Wine And Roses,47.0,0.399,0.234,7.0,-15.739,0,0.0316,0.957,0.834,0.116,0.172,96.005,3.5,4,7 -Ludacris,Southern Hospitality (Featuring Pharrell),53.0,0.623,0.896,,-4.719,1,0.247,0.035,,0.0941,0.613,95.158,300933.0,4,5 -Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,1 -Cody Fry,I Hear a Symphony,79.0,0.207,0.243,10.0,-8.181,1,0.0306,0.925,0.0342,0.118,0.394,171.648,185176.0,4,9 -David Bowie,Changes - 1999 Remaster,37.0,0.537,0.355,,-11.241,1,0.0363,0.357,,0.132,0.39,113.994,214573.0,4,1 -The Killers,I Can't Stay,52.0,0.588,0.812,8.0,-8.553,1,0.0696,0.182,,0.163,0.714,94.032,185360.0,4,10 -"Nitin Mukesh, Sadhana Sargam","Hanste Hanste Kat Jaye Raaste, Pt. 1",34.0,0.42,0.521,7.0,-11.354,0,0.0327,0.497,0.00338,0.752,0.702,104.765,5.746,4,3 -Lil Eazzyy,Onna Come Up,71.0,0.796,0.426,1.0,-13.207,1,0.285,0.356,2.73e-05,0.0941,0.649,150.043,128014.0,4,5 -Brian Dale Allen Strouse,Shot of Something,20.0,0.67,0.555,10.0,-8.985,1,0.0318,0.04,0.00133,0.14,0.503,121.067,174260.0,4,10 -The Velvet Underground,Heroin,58.0,0.201,0.777,1.0,-10.167,1,0.0705,0.304,0.78,0.0981,0.235,145.733,433573.0,4,6 -Robert Randolph & The Family Band,Shake It,35.0,0.351,0.964,4.0,-3.745,0,0.12,0.000697,0.0304,0.181,0.496,185.923,239853.0,4,2 -Royal Thunder,Parsonz Curse,37.0,0.168,0.813,1.0,-6.856,1,0.051,0.000361,0.00401,0.0922,0.291,156.969,417720.0,4,8 -Ben Harper And The Innocent Criminals,Call It What It Is,39.0,0.615,0.56,,-7.721,1,0.0389,0.442,3.99e-06,0.132,0.502,131.859,227600.0,4,10 -Michigander,Better,46.0,0.375,0.914,8.0,-3.241,1,0.0589,0.000558,4.55e-05,0.101,0.254,138.934,294072.0,4,1 -Bill Evans Trio,If You Could See Me Now,46.0,0.528,0.115,10.0,-21.438,0,0.0328,0.927,0.557,0.232,0.0874,61.512,4.49755,4,7 -Britney Spears,Swimming In The Stars,48.0,0.496,0.825,1.0,-5.251,1,0.0673,0.00105,,0.0809,0.521,139.824,3.353183333,4,9 -The Lemonheads,Mrs. Robinson,63.0,0.494,0.936,11.0,-7.195,0,0.0398,0.0112,0.000693,0.276,0.834,107.543,224480.0,4,6 -G√∂k√ße Kƒ±lƒ±n√ßer,Neyleyim,42.0,0.588,0.667,4.0,-7.483,0,0.0319,0.27,4.72e-06,0.105,0.307,96.064,245074.0,4,10 -RALPH TV,Making Movements,33.0,0.647,0.701,9.0,-10.689,0,0.0497,0.407,0.808,0.144,0.369,120.048,293900.0,4,6 -Nicola Wincenc,SXSPLXN,26.0,0.317,0.905,2.0,-7.521,1,0.0687,0.000639,0.162,0.0721,0.197,135.822,187200.0,4,10 -"Ben Webster, Oscar Peterson",Bye Bye Blackbird,42.0,0.613,0.213,7.0,-18.525,1,0.0414,0.778,0.0236,0.112,0.466,139.878,6.708883333,4,7 -Steppenwolf,Born To Be Wild,73.0,0.438,0.71,2.0,-12.412,1,0.0919,0.262,0.537,0.221,0.53,145.928,210373.0,4,10 -Bachelor,Sick of Spiraling,36.0,0.655,0.649,7.0,-7.805,1,0.0285,0.34,0.0721,0.143,0.718,137.937,267922.0,4,6 -Koevary,◊©◊ë◊ú◊ï◊†◊î,20.0,0.621,0.787,6.0,-5.149,0,0.0383,0.0199,,0.566,0.589,128.941,187827.0,4,10 -Grandbrothers,What We See,42.0,0.489,0.502,3.0,-12.99,0,0.0305,0.829,0.924,0.11,0.245,109.993,332653.0,3,6 -Roosevelt Collier,Sun up Sun Down,35.0,0.357,0.766,5.0,-6.491,0,0.214,0.0104,0.85,0.149,0.499,176.358,327634.0,4,10 -Aya Korem,◊ô◊î◊ú◊ï◊û◊ô◊ù,27.0,0.44,0.341,1.0,-7.309,1,0.033,0.738,,0.105,0.228,124.815,299389.0,4,9 -Senser,Age of Panic,33.0,0.657,0.845,10.0,-5.581,0,0.047,0.00049,0.00157,0.043,0.537,125.608,248960.0,4,10 -Narrow Head,Ponderosa Sun Club,35.0,0.249,0.979,4.0,-4.063,1,0.0975,0.000202,0.0174,0.343,0.247,159.907,236869.0,4,1 -Lake Street Dive,Hypotheticals - Edit,53.0,0.703,0.691,1.0,-6.121,1,0.0417,0.00544,0.0914,0.23,0.715,164.101,190648.0,4,9 -Tim Montana,Cars On Blocks,42.0,0.565,0.887,11.0,-4.112,1,0.0355,0.0623,,0.143,0.802,146.068,189067.0,4,10 -Brothers Osborne,Younger Me,,0.55,0.683,4.0,-6.914,1,0.0362,0.0361,1.75e-06,0.334,0.24,87.053,206853.0,4,1 -Stan Getz,Nobody Else But Me,46.0,0.451,0.156,,-15.422,0,0.0415,0.964,0.0478,0.0993,0.379,137.405,4.189116667,4,7 -The Beverly Chills,Girlfriend,23.0,0.381,0.886,2.0,-4.174,1,0.0719,2.58e-05,0.654,0.056,0.429,144.99,157820.0,4,6 -Mr. Max,Sidekick,26.0,0.503,0.853,11.0,-6.097,1,0.0443,5.72e-06,0.000779,0.144,0.619,124.93,177591.0,4,10 -"Nitin Mukesh, Alka Yagnik, Shabbir Kumar",So Gaya Yeh Jahan,45.0,0.53,0.51,4.0,-10.439,1,0.0307,0.93,0.189,0.107,0.491,141.621,6.067783333,4,3 -Steely Dan,Do It Again,71.0,0.682,0.537,2.0,-10.254,0,0.0323,0.218,3.07e-05,0.0556,0.963,124.574,356733.0,4,10 -The Cure,The Lovecats,60.0,0.747,0.571,9.0,-12.9,0,0.086,0.48,1.05e-06,0.242,0.965,91.838,220093.0,4,6 -Des Rocs,Used to the Darkness,61.0,0.676,0.747,4.0,-4.639,0,0.0342,0.177,,0.221,0.449,106.021,256344.0,4,10 -Blackbriar,The S√©ance,46.0,0.35,0.835,5.0,-6.243,1,0.0515,0.00424,3.78e-05,0.295,0.314,140.076,222367.0,4,8 -The Subways,Fight,42.0,0.446,0.963,6.0,-5.972,1,0.0987,0.0612,,0.323,0.727,165.028,161613.0,4,6 -Van Morrison,Latest Record Project,44.0,0.667,0.543,10.0,-7.467,1,0.0329,0.416,4e-06,0.102,0.818,118.332,306467.0,4,10 -The Devil and the Almighty Blues,The Ghosts of Charlie Barracuda,40.0,0.298,0.584,11.0,-7.257,1,0.0322,0.0435,0.328,0.1,0.388,143.927,466382.0,3,8 -Britney Spears,Body Ache,39.0,0.696,0.587,3.0,-6.992,0,0.059,0.128,2.17e-05,0.106,0.581,128.003,3.426666667,4,9 -Joy Oladokun,Shelter,41.0,0.639,0.463,4.0,-7.737,1,0.0336,0.721,,0.0789,0.323,94.064,235048.0,4,2 -Young RJ,Black Is Beautiful,35.0,0.743,0.462,11.0,-6.806,0,0.496,0.287,,0.035,0.785,89.521,189326.0,4,5 -The Monolith Deathcult,Gone Sour Doomed,26.0,0.264,0.904,7.0,-7.795,1,0.113,0.000107,0.597,0.21,0.145,117.494,303502.0,4,8 -Town Portal,Bonus Trigger,26.0,0.31,0.821,,-7.226,1,0.0338,1.16e-05,0.716,0.363,0.379,94.154,187027.0,3,10 -T. Rex,Life's A Gas,44.0,0.606,0.475,7.0,-9.344,1,0.044,0.224,0.000901,0.113,0.844,125.963,143147.0,4,10 -Rainbow,Long Live Rock N Roll,55.0,0.345,0.924,7.0,-7.767,0,0.0553,0.00376,,0.122,0.434,142.378,261733.0,4,8 -Trivium,Strife,59.0,0.461,0.987,1.0,-1.711,0,0.108,3.58e-05,8.48e-05,0.359,0.309,142.031,269266.0,4,8 -The Smiths,There Is a Light That Never Goes Out - 2011 Remaster,73.0,0.523,0.769,4.0,-5.855,1,0.0269,0.04,,0.136,0.876,136.162,244587.0,4,1 -System Of A Down,Suite-Pee,60.0,0.263,0.89,,-2.913,1,0.177,0.0022,0.00348,0.306,0.286,190.389,151733.0,4,8 -Lord Huron,Love Me Like You Used To,17.0,0.507,0.715,7.0,-5.93,0,0.0267,0.576,0.00416,0.155,0.793,76.01,220738.0,4,9 -Action Bronson,Latin Grammys,56.0,0.543,0.803,7.0,-4.013,1,0.348,0.184,,0.696,0.738,170.069,169813.0,4,5 -The Used,The Taste of Ink,67.0,0.541,0.904,7.0,-3.001,1,0.0435,0.00143,,0.193,0.541,98.122,208693.0,4,10 -Lissie,Dreams - Piano Version,39.0,0.562,0.187,,-9.156,1,0.0313,0.921,,0.0813,0.199,117.594,4.58321667,4,0 -Benny Esterkin,◊ß◊ó ◊ê◊™ ◊ñ◊î,18.0,0.68,0.599,11.0,-8.799,1,0.299,0.407,1.24e-06,0.145,0.617,82.335,187500.0,4,5 -October Drift,Losing My Touch,29.0,0.22,0.457,2.0,-8.8,1,0.0754,0.000765,0.0176,0.0972,0.258,134.094,238346.0,4,10 -Jimmy Eat World,Hear You Me,63.0,0.465,0.517,4.0,-6.189,1,0.0284,0.00854,0.0403,0.209,0.137,136.176,284373.0,3,10 -Eli Sostre,Sun Don't Shine,44.0,0.371,0.329,7.0,-11.794,0,0.036,0.234,0.00021,0.0977,0.0838,114.783,146071.0,4,5 -Friday Pilots Club,I Don't Care,40.0,0.583,0.573,8.0,-5.42,1,0.0811,0.208,,0.285,0.783,184.062,233630.0,4,1 -Black Joe Lewis & The Honeybears,Black Snake,45.0,0.778,0.718,,-4.556,1,0.0297,0.00674,0.00257,0.14,0.969,104.728,182880.0,4,9 -Elmore James,It Hurts Me Too,41.0,0.623,0.623,11.0,-8.403,0,0.0392,0.848,0.00114,0.0572,0.604,89.031,200240.0,3,2 -Tee Grizzley,Never Bend Never Fold,57.0,0.607,0.704,1.0,-4.433,1,0.225,0.0214,,0.0858,0.338,183.904,150000.0,4,5 -Kito,Recap (with VanJess & Channel Tres),65.0,0.771,0.553,11.0,-8.741,0,0.121,0.0166,3.78e-05,0.145,0.484,115.002,177725.0,4,6 -U2,Promenade - Remastered 2009,32.0,0.519,0.284,,-15.035,1,0.0304,0.283,2.23e-05,0.0881,0.141,131.427,152320.0,4,10 -Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,1 -Brandi Carlile,The Story,66.0,0.544,0.5,11.0,-8.253,1,0.026,0.0325,3.78e-06,0.109,0.177,93.621,238493.0,4,10 -Bon Jovi,Livin' On A Prayer,83.0,0.532,0.887,,-3.757,1,0.0335,0.0778,0.000214,0.294,0.795,122.511,249293.0,4,10 -Trash Boat,Silence Is Golden,55.0,0.463,0.908,10.0,-4.373,0,0.0756,0.00893,2.82e-06,0.366,0.459,99.993,204745.0,4,1 -Nectar,Birthday,24.0,0.467,0.896,4.0,-3.31,1,0.0441,7.97e-05,0.358,0.3,0.145,109.953,242116.0,4,1 -Groovy Kaiju,Chillin' With Some Koi Fish,31.0,0.673,0.748,7.0,-9.14,1,0.619,0.306,0.00107,0.323,0.671,119.961,240000.0,4,6 -Luna Li,cloud castle,58.0,0.556,0.563,,-6.731,1,0.0523,0.04,0.9,0.245,0.349,83.9,63214.0,4,1 -Khalid,New Normal,78.0,0.39,0.534,,-9.575,1,0.0709,0.0807,,0.184,0.244,92.047,3.31275,4,9 -The Kinks,You Really Got Me,,0.567,0.959,8.0,-3.822,1,0.102,0.0995,6.07e-05,0.1,0.961,137.377,2.23221667,4,10 -Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,1 -Olivia Rodrigo,drivers license,95.0,0.585,0.436,10.0,-8.761,1,0.0601,0.721,1.31e-05,0.105,0.132,143.874,242014.0,4,9 -Myd,Moving Men,54.0,0.815,0.661,10.0,-8.208,1,0.0996,0.106,0.266,0.284,0.699,124.991,167787.0,3,6 -American Head Charge,A Violent Reaction,43.0,0.463,0.965,1.0,-5.063,1,0.0734,9.6e-06,0.000347,0.582,0.296,92.995,252200.0,4,8 -Alice In Chains,Would?,71.0,0.305,0.833,6.0,-7.981,1,0.0398,0.000327,2.36e-05,0.091,0.586,100.675,206773.0,4,10 -The Steel Woods,All of Your Stones,52.0,0.554,0.449,2.0,-7.17,1,0.0336,0.0245,1.65e-06,0.257,0.441,137.946,290556.0,3,1 -Hayes McMullan,Goin' Away Mama Blues,23.0,0.701,0.205,3.0,-13.458,1,0.0582,0.959,0.00359,0.0716,0.839,101.734,145853.0,4,2 -The Grodeck Whipperjenny,Put Your Thing On Me,33.0,0.509,0.961,9.0,-4.845,1,0.0713,0.0897,0.769,0.253,0.753,110.1,276826.0,5,10 -Dolly Parton,Coat of Many Colors,57.0,0.624,0.257,5.0,-13.341,1,0.0444,0.93,7.56e-05,0.138,0.681,85.617,3.061116667,4,4 -Westlife,Maybe Tomorrow,,0.465,0.523,2.0,-6.491,1,0.0268,0.0231,,0.105,0.325,75.085,3.135116667,3,9 -Rotem Cohen,◊õ◊ï◊ú◊ù ◊ê◊ï◊û◊®◊ô◊ù,39.0,0.612,0.482,6.0,-10.056,0,0.0379,0.698,,0.0897,0.462,95.961,175935.0,4,9 -Built To Spill,Mountain Top,29.0,0.503,0.759,7.0,-8.7,1,0.0315,0.00755,2.15e-06,0.338,0.965,142.856,125765.0,4,1 -Shakey Graves,A World So Full of Love,52.0,0.744,0.391,,-8.374,1,0.0266,0.769,0.000762,0.109,0.533,104.874,171958.0,4,1 -"Meet Bros., Palak Muchhal, Altamash Faridi",Ik Mulaqaat,58.0,0.634,0.648,3.0,-6.781,0,0.0412,0.361,,0.619,0.667,95.989,4.1302,4,3 -"Ali Farka Touré, Toumani Diabaté",Mamadou boutiquier,35.0,0.711,0.404,,-10.059,1,0.0342,0.801,0.95,0.0597,0.449,96.591,5.05955,3,7 -Lil Tjay,Run It Up (feat. Offset & Moneybagg Yo),84.0,0.88,0.575,6.0,-6.091,1,0.163,0.415,,0.109,0.671,120.031,232048.0,4,5 -Asylums,The Distance Between Left And Right,23.0,0.378,0.724,1.0,-6.706,0,0.0499,3.23e-06,0.247,0.172,0.603,102.996,200405.0,4,6 -COUCOU CHLOE,NOBODY,46.0,0.844,0.787,11.0,-7.044,1,0.132,0.0941,0.000853,0.0841,0.54,110.985,116757.0,4,6 -Elles Bailey,Woman Like Me,35.0,0.61,0.574,5.0,-8.307,0,0.0349,0.123,6.68e-05,0.295,0.554,109.982,244429.0,4,2 -Meshuggah,Combustion,49.0,0.455,0.997,1.0,-4.992,0,0.0633,8.36e-06,0.898,0.138,0.529,110.021,248933.0,4,8 -Little Big Town,Boondocks,70.0,0.41,0.78,9.0,-5.391,1,0.0332,0.211,,0.48,0.695,88.016,4.539116667,4,4 -Mooski,Track Star,81.0,0.641,0.598,7.0,-5.7,0,0.324,0.381,,0.0921,0.285,131.459,199706.0,5,9 -Great White,Once Bitten Twice Shy,61.0,0.723,0.541,,-14.021,1,0.0303,0.028,0.00339,0.133,0.607,131.675,5.38161667,4,10 -Whitesnake,Here I Go Again - 2018 Remaster,69.0,0.292,0.823,7.0,-6.763,1,0.0407,0.0117,7.79e-05,0.155,0.244,89.939,4.58991667,4,10 -International Harvester,It's Only Love,14.0,0.389,0.0801,10.0,-22.977,1,0.0373,0.837,0.00325,0.135,0.125,124.164,100253.0,4,2 -Eminem,The Way I Am,71.0,0.785,0.871,4.0,-2.692,0,0.265,0.144,,0.309,0.315,87.248,290427.0,4,5 -Jayshri Prakash,Ennathavam Seidanai,20.0,0.623,0.833,7.0,-1.541,1,0.0765,0.662,,0.164,0.525,149.827,5.873333333,4,0 -The Prodigy,Breathe,65.0,0.673,0.808,9.0,-6.183,1,0.0491,0.0121,0.878,0.037,0.303,130.041,336280.0,4,6 -Whethan,Freefall (feat. Oliver Tree),54.0,0.559,0.674,7.0,-6.554,1,0.0552,0.00681,,0.546,0.808,127.009,155498.0,4,10 -Black Grape,Reverend Black Grape,41.0,0.606,0.923,8.0,-6.842,1,0.0661,0.000676,0.00289,0.081,0.599,108.107,313067.0,4,6 -Thyla,Blue,23.0,0.566,0.686,9.0,-8.101,1,0.0403,9.78e-05,3.62e-05,0.372,0.738,120.952,180224.0,4,6 -Annie Taylor,Where The Grass Is Greener,25.0,0.625,0.728,9.0,-8.276,1,0.0263,0.0553,0.466,0.129,0.868,110.005,221389.0,4,10 -Arik Einstein,◊ú◊û◊î ◊ú◊ô ◊ú◊ß◊ó◊™ ◊ú◊ú◊ë - ◊©◊ë◊ú◊ï◊ú - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,31.0,0.221,0.243,9.0,-15.376,0,0.0304,0.618,1.33e-06,0.137,0.0685,80.393,293419.0,4,10 -Younger Hunger,Charlie Kaufman,42.0,0.712,0.629,6.0,-6.461,1,0.0365,0.0181,,0.126,0.407,97.486,201973.0,4,10 -The Libertines,Gunga Din,45.0,0.596,0.727,6.0,-5.763,0,0.0405,0.00481,3.28e-05,0.0554,0.678,135.091,178813.0,4,10 -Paulo Mendonca,Going Up,40.0,0.613,0.793,,-6.82,0,0.0666,0.0319,,0.341,0.806,180.026,187532.0,4,10 -Lorenzo_BITW,Pantea,31.0,0.789,0.695,7.0,-9.499,1,0.0532,0.00412,0.904,0.14,0.355,109.996,226909.0,4,6 -marinelli,Pity Party,46.0,0.386,0.933,9.0,-2.129,1,0.118,0.204,,0.236,0.447,175.515,91399.0,4,6 -Alice Cooper,Poison,72.0,0.28,0.908,2.0,-5.509,0,0.109,0.0327,8.85e-06,0.18,0.26,118.698,270080.0,4,8 -Guy Mar,◊©◊ï◊ë ◊ë◊õ◊ï◊™◊®◊ï◊™,16.0,0.727,0.684,1.0,-9.095,1,0.183,0.242,0.0075,0.0728,0.651,172.028,152093.0,4,5 -You Me At Six,Glasgow,50.0,0.53,0.676,7.0,-4.1,1,0.0285,0.448,0.000106,0.0883,0.234,88.206,339760.0,4,10 -Lil Durk,Still Trappin' (with King Von),77.0,0.877,0.677,5.0,-4.969,0,0.356,0.0439,,0.0986,0.627,144.941,172185.0,4,5 -The Black Keys,The Lengths,51.0,0.404,0.508,8.0,-5.893,0,0.0265,0.952,0.000807,0.164,0.278,143.911,294933.0,4,2 -"Antonio Vivaldi, Harriet Krijgh, Amsterdam Sinfonietta, Candida Thompson","Nisi Dominus, RV 608: 4. Cum dederit dilectis suis (Arr. Cello)",49.0,0.158,0.0122,7.0,-27.822,0,0.0458,0.927,0.829,0.0874,0.0394,106.244,5.239783333,3,7 -Band of Horses,The Funeral,71.0,0.319,0.757,,-6.117,0,0.0432,0.016,,0.102,0.101,122.465,322173.0,4,10 -Ben & Katsy,Charming,41.0,0.533,0.274,8.0,-13.971,1,0.0321,0.933,0.804,0.122,0.348,153.356,2.241466667,3,7 -Estrellita Castro,Mi jaca,26.0,0.689,0.424,7.0,-6.599,1,0.217,0.964,7.27e-06,0.578,0.545,129.533,211053.0,4,9 -3House,On The Floor,28.0,0.876,0.497,1.0,-6.001,0,0.147,0.587,0.00436,0.0718,0.407,103.944,131611.0,4,9 -Homeschool,Smartest Man (feat. Samia),40.0,0.581,0.576,1.0,-6.938,1,0.0276,0.207,1.74e-05,0.109,0.526,77.001,221760.0,4,6 -Old Dominion,Break Up with Him,64.0,0.617,0.632,8.0,-5.381,1,0.0371,0.0675,,0.108,0.564,151.988,3.462216667,4,4 -Macklemore & Ryan Lewis,"Downtown (feat. Melle Mel, Grandmaster Caz, Kool Moe Dee & Eric Nally)",68.0,0.828,0.609,1.0,-4.402,1,0.0694,0.0916,1.21e-06,0.291,0.707,109.725,292593.0,4,9 -Vertilizar,Nobody's Favorite,26.0,0.426,0.961,6.0,-2.859,1,0.066,7.66e-06,0.18,0.118,0.344,95.0,236000.0,4,8 -Joy Denalane,Be Here In The Morning,36.0,0.567,0.631,,-8.739,1,0.0451,0.216,2.49e-06,0.426,0.673,135.858,243867.0,4,1 -Alice Merton,Vertigo,58.0,0.429,0.854,5.0,-5.404,1,0.0426,0.0012,0.00023,0.239,0.683,135.008,186014.0,4,10 -Imminence,Temptation,58.0,0.173,0.929,2.0,-4.231,1,0.0727,0.00177,0.0253,0.175,0.2,80.041,223188.0,4,8 -The Bobby Fuller Four,I Fought the Law - Single Version,57.0,0.593,0.804,7.0,-5.497,1,0.0319,0.105,2.22e-06,0.047,0.962,148.959,138360.0,4,1 -Iggy Pop,Sister Midnight,43.0,0.513,0.655,,-7.499,1,0.0428,0.0756,0.0323,0.246,0.736,108.712,260031.0,4,10 -Twiddle,When It Rains It Poors,51.0,0.524,0.872,5.0,-6.77,1,0.0528,0.462,1.62e-05,0.124,0.215,108.126,243160.0,4,10 -The Cold Stares,Any Way The Wind Blows,42.0,0.607,0.802,7.0,-7.345,1,0.0488,0.000645,0.000206,0.242,0.636,85.98,181218.0,4,2 -Switchfoot,Dare You To Move,4.0,0.421,0.891,4.0,-4.05,1,0.0386,0.00512,0.121,0.331,0.296,139.999,246813.0,4,10 -Diesel,Sausalito Summernight,48.0,0.629,0.846,5.0,-8.497,0,0.0927,0.0812,0.00265,0.103,0.569,125.462,309373.0,4,10 -"Tate McRae, Khalid",working,80.0,0.783,0.435,7.0,-7.78,1,0.0588,0.282,,0.0833,0.512,106.974,3.50366667,4,9 -Savatage,Edge of Thorns,42.0,0.407,0.668,7.0,-10.101,1,0.0378,0.00298,0.000119,0.217,0.303,92.375,356160.0,4,8 -U2,The Troubles,42.0,0.397,0.542,5.0,-9.699,1,0.0295,0.0427,0.00575,0.117,0.509,150.189,285843.0,4,10 -Everyone You Know,Just for the Times,53.0,0.616,0.824,6.0,-3.646,0,0.128,0.00658,0.0257,0.3,0.206,125.024,205208.0,4,1 -Celia Hollander,5:59 PM,29.0,0.295,0.357,8.0,-12.385,0,0.0424,0.98,0.826,0.0995,0.0652,65.584,204000.0,4,6 -Strange Overtones,Whitney,49.0,0.728,0.572,2.0,-10.043,1,0.0348,0.242,4.1e-05,0.102,0.744,110.346,3.449916667,4,0 -Edward Sharpe & The Magnetic Zeros,Home,73.0,0.541,0.591,2.0,-6.688,1,0.0336,0.289,0.000431,0.124,0.116,111.676,306320.0,4,6 -Far East Family Band,Timeless,6.0,0.23,0.725,,-8.635,1,0.047,0.00174,0.189,0.858,0.421,149.602,278627.0,4,10 -Heath Sanders,Old School‚Äôs In,,0.489,0.819,8.0,-5.081,1,0.0589,0.0265,5.58e-05,0.376,0.332,146.02,233587.0,4,10 -St. Marys,Promise,27.0,0.643,0.289,9.0,-15.184,1,0.0471,0.326,0.000711,0.112,0.155,154.013,187013.0,4,6 -Seal,Crazy - Live,30.0,0.524,0.789,2.0,-6.783,1,0.114,0.263,1.65e-05,0.732,0.344,102.958,7.361116667,4,9 -Zara McFarlane,Everything Is Connected,33.0,0.699,0.53,9.0,-10.244,0,0.0983,0.746,0.183,0.147,0.472,147.996,219933.0,4,1 -Nathan Evans,Wellerman - Sea Shanty / 220 KID x Billen Ted Remix,89.0,0.722,0.893,,-3.255,0,0.0475,0.0441,0.000937,0.0673,0.439,119.932,116750.0,4,9 -Mother Song,Westerman,45.0,0.573,0.113,7.0,-16.915,1,0.0461,0.965,0.00113,0.11,0.252,136.246,2.8988,4,0 -Led Zeppelin,Stairway To Heaven,78.0,0.338,0.34,9.0,-12.049,0,0.0339,0.58,0.0032,0.116,0.197,82.433,482830.0,4,10 -Black Star,Definition,59.0,0.65,0.9,1.0,-4.099,0,0.374,0.0252,,0.176,0.659,89.788,206493.0,4,5 -The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,6 -Annihilator,Armed To The Teeth,43.0,0.362,0.974,1.0,-4.481,0,0.105,4.4e-05,0.0149,0.231,0.521,199.999,266015.0,4,8 -Run River North,Spiders,48.0,0.663,0.435,1.0,-7.2,1,0.0278,0.0912,,0.0539,0.391,92.016,198040.0,4,6 -Vampire Weekend,A-Punk,70.0,0.551,0.819,2.0,-4.489,1,0.0525,0.0103,0.0437,0.153,0.846,174.917,137760.0,4,6 -NOROZ,◊†◊®◊ß◊ï◊û◊ü,31.0,0.638,0.594,4.0,-6.103,0,0.0732,0.519,,0.0825,0.108,129.861,204827.0,4,5 -Ravid Plotnik,◊ê◊ô◊ô◊ì◊ô◊©◊¢ ◊®◊ê◊°◊ò◊î ◊û◊ê◊ü (◊†◊¶'◊ô ◊†◊¶'),35.0,0.42,0.62,6.0,-5.785,0,0.157,0.0194,,0.123,0.742,78.774,199747.0,4,5 -Marilyn Manson,The Fight Song,,0.499,0.983,1.0,-3.662,0,0.0882,0.000123,0.000246,0.0728,0.0378,129.903,177440.0,4,8 -Florence + The Machine,Kiss With A Fist,54.0,0.406,0.778,2.0,-5.383,1,0.114,0.00154,0.000287,0.0565,0.692,106.933,124240.0,4,6 -Itay Levi,◊§◊®◊ó ◊ë◊©◊û◊û◊î,35.0,0.834,0.692,1.0,-6.707,1,0.0784,0.304,,0.155,0.66,94.97,249781.0,4,9 -Motion City Soundtrack,True Romance,32.0,0.543,0.917,5.0,-4.302,0,0.0392,0.0373,,0.118,0.82,156.923,201640.0,4,10 -Spiritbox,Circle With Me,65.0,0.422,0.874,8.0,-4.606,0,0.0534,0.000166,0.231,0.143,0.392,102.743,233880.0,4,8 -Allison,Jamie Drake,37.0,0.535,0.0598,5.0,-17.601,1,0.0319,0.977,0.000375,0.108,0.322,91.891,3.271283333,4,0 -The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,1 -Tomer Yeshayahu,◊†◊ò◊ú◊ô,33.0,0.711,0.505,3.0,-11.035,1,0.0291,0.61,0.00132,0.101,0.605,125.961,208944.0,3,9 -allusinlove,Just Like Hell,37.0,0.542,0.904,,-5.002,0,0.0691,4.81e-05,0.000559,0.181,0.375,98.98,166093.0,4,10 -BOYTOY,NY Rip Off,25.0,0.709,0.783,5.0,-7.073,0,0.0334,0.0533,0.00162,0.11,0.899,128.031,204406.0,4,1 -Geeder,I ́ll Be Seing You,46.0,0.535,0.173,3.0,-13.55,1,0.043,0.981,0.67,0.11,0.364,77.992,3.1498,1,7 -KID BRUNSWICK,When You Were Young,49.0,0.51,0.718,1.0,-6.129,0,0.0439,0.00183,,0.14,0.713,199.992,187907.0,4,9 -Grip,Peaks N Pitfalls,50.0,0.642,0.595,,-10.019,0,0.546,0.604,,0.0972,0.833,79.727,191482.0,4,5 -Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,6 -IBY,Drop In the Water,,0.845,0.33,7.0,-10.74,0,0.119,0.6,0.199,0.136,0.623,117.996,235680.0,4,9 -Planet of Zeus,Leftovers,38.0,0.452,0.915,11.0,-3.836,1,0.0355,9.51e-06,0.000188,0.0709,0.522,104.995,230653.0,3,10 -Arlo Guthrie,Coming into Los Angeles (Taking Woodstock - Original Motion Picture Soundtrack) - Live,34.0,0.62,0.848,,-7.201,1,0.0391,0.354,0.00103,0.698,0.732,133.557,132880.0,4,10 -Lindemann,Steh auf,59.0,0.396,0.956,,-4.726,1,0.042,8e-05,6.91e-05,0.0602,0.445,74.992,184080.0,4,8 -The Pretty Things,Get Yourself Home,27.0,0.689,0.715,9.0,-9.431,0,0.0732,0.419,,0.239,0.731,103.182,136905.0,4,2 -Ice Cube,True To The Game,35.0,0.786,0.91,7.0,-4.384,1,0.29,0.229,,0.266,0.435,91.447,250493.0,4,5 -Randy Travis,It's Just a Matter of Time,49.0,0.259,0.59,3.0,-8.343,1,0.0363,0.472,0.00128,0.135,0.474,201.016,3.932,3,4 -Jos√© Gonz√°lez,El Invento,60.0,0.518,0.365,9.0,-11.614,1,0.0381,0.949,0.0591,0.104,0.373,78.85,153413.0,4,6 -The Smashing Pumpkins,1979 - Remastered 2012,75.0,0.767,0.787,3.0,-9.897,1,0.0331,0.0163,0.583,0.0513,0.964,126.879,266200.0,4,1 -Sada Baby,Whole Lotta Choppas,65.0,0.926,0.762,1.0,-1.887,1,0.205,0.000718,,0.117,0.277,127.931,153750.0,4,9 -Barns Courtney,Hard To Be Alone,44.0,0.414,0.476,3.0,-6.52,1,0.0302,0.91,,0.0863,0.24,94.087,182053.0,4,10 -Swamp Dogg,Please Let Me Go Round Again,34.0,0.716,0.33,,-13.283,1,0.046,0.193,2.94e-05,0.124,0.572,139.927,280840.0,4,1 -Kyoto - Spotify Singles,"Phoebe Bridgers, Jackson Browne",51.0,0.362,0.268,11.0,-11.272,1,0.0351,0.926,0.0576,0.346,0.327,123.587,3.505883333,4,0 -The Peanut Butter Conspiracy,Too Many Do,22.0,0.436,0.482,2.0,-14.546,1,0.0385,0.0658,0.00318,0.177,0.501,119.249,392440.0,4,2 -Moshe Peretz,◊ë◊ó◊ú◊ï◊û◊ï◊™ ◊©◊ú◊ô,18.0,0.539,0.693,7.0,-5.245,1,0.0289,0.271,,0.105,0.452,144.049,238000.0,4,9 -Larry Gatlin & The Gatlin Brothers,All the Gold In California,47.0,0.471,0.445,2.0,-12.062,1,0.0456,0.631,,0.163,0.452,113.305,2.62555,4,4 -David Bowie,Space Oddity - 2015 Remaster,73.0,0.31,0.403,,-13.664,1,0.0326,0.0726,9.27e-05,0.139,0.466,134.48,318027.0,4,6 -Blind Willie McTell,I Got the Cross the River Jordan,38.0,0.538,0.177,,-14.158,1,0.0447,0.91,0.00825,0.0927,0.415,77.396,240360.0,4,2 -Holly Humberstone,The Walls Are Way Too Thin,33.0,0.763,0.599,6.0,-6.194,1,0.12,0.519,1.08e-06,0.148,0.614,122.802,220840.0,4,6 -Jaded Star,A Pain all Mine,36.0,0.72,0.573,1.0,-7.598,0,0.0347,0.0421,1.02e-06,0.0678,0.484,96.066,222251.0,4,8 -Borito,Nice & Slowly,9.0,0.61,0.832,5.0,-9.514,1,0.0403,0.000294,0.0427,0.0829,0.559,132.972,269938.0,4,6 -Richie Kotzen,Stand Tall,36.0,0.606,0.679,5.0,-6.091,0,0.0684,0.075,0.00274,0.677,0.964,183.8,238667.0,4,2 -R.L. Burnside,Shake 'Em on Down,29.0,0.25,0.804,,-6.873,1,0.0723,0.0963,0.844,0.531,0.729,174.232,350947.0,4,2 -Backstreet Boys,I Promise You (With Everything I Am),40.0,0.646,0.531,4.0,-6.626,1,0.0265,0.342,,0.132,0.187,130.009,4.382216667,4,9 -FCG Heem,Hood Story (feat. NoCap),,0.475,0.501,6.0,-11.287,0,0.474,0.418,,0.224,0.34,78.036,227973.0,4,5 -The Beta Band,Inner Meet Me,37.0,0.518,0.729,2.0,-11.856,1,0.174,0.469,0.803,0.302,0.369,90.661,380027.0,4,1 -The Normal,Warm Leatherette,34.0,0.482,0.368,2.0,-13.35,1,0.307,0.344,1.75e-05,0.0489,0.62,197.807,203907.0,4,1 -Them Crooked Vultures,No One Loves Me and Neither Do I,54.0,0.231,0.904,2.0,-5.506,1,0.0895,0.0304,2.74e-06,0.15,0.598,176.073,310377.0,4,10 -Hamish Anderson,Morning Light,28.0,0.486,0.75,11.0,-6.235,0,0.0492,0.0217,5.19e-05,0.361,0.872,202.334,203653.0,4,2 -Arcade Fire,Afterlife,58.0,0.64,0.868,11.0,-5.527,1,0.0341,0.0986,0.0454,0.242,0.798,115.968,353086.0,4,6 -Caroline Rose,Freak Like Me,42.0,0.634,0.747,6.0,-7.378,0,0.0495,0.336,0.189,0.0996,0.529,91.981,222294.0,4,1 -Tom Petty and the Heartbreakers,American Girl,75.0,0.55,0.824,2.0,-5.988,1,0.0334,0.448,0.000127,0.366,0.777,114.512,214733.0,4,10 -The Creation,Making Time,38.0,0.356,0.899,3.0,-6.211,1,0.243,0.00755,,0.28,0.456,140.82,177547.0,4,6 -Dwight Yoakam,Honky Tonk Man,44.0,0.673,0.84,4.0,-5.114,1,0.0381,0.126,5.88e-05,0.175,0.749,144.184,2.790433333,4,4 -Redlight,Every,,0.601,0.937,8.0,-4.314,0,0.0495,0.00349,0.908,0.0509,0.755,126.013,217143.0,4,6 -The Vaughan Brothers,Telephone Song,41.0,0.722,0.785,8.0,-12.155,1,0.0677,0.0659,0.00447,0.315,0.843,118.035,208240.0,4,2 -Backstreet Boys,Straight Through My Heart,51.0,0.634,0.836,,-4.601,0,0.0289,0.0396,,0.113,0.587,124.006,3.454666667,4,9 -Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,1 -Ben Abraham,War In Your Arms,49.0,0.345,0.484,10.0,-8.164,0,0.091,0.219,,0.115,0.429,69.643,213760.0,4,1 -Foushe√©,Deep End,79.0,0.711,0.592,4.0,-7.136,0,0.23,0.758,,0.156,0.535,124.749,141224.0,4,9 -YAMANTAKA // SONIC TITAN,Yandere,21.0,0.323,0.815,11.0,-10.172,0,0.0627,1.54e-05,0.639,0.444,0.524,159.922,291187.0,4,8 -Langhorne Slim,The Way We Move,58.0,0.539,0.836,11.0,-5.365,1,0.0654,0.217,0.000168,0.303,0.759,135.596,168760.0,4,6 -Five,Everybody Get Up - Radio Edit,54.0,0.724,0.867,,-5.913,1,0.08,0.00145,,0.135,0.681,96.015,183733.0,4,9 -Jay Som,Superbike,30.0,0.426,0.883,7.0,-5.597,1,0.0429,0.0512,0.839,0.121,0.657,95.042,233583.0,4,6 -Adam Zoolod,◊ñ◊ï◊ú◊ï◊ì ◊ê◊ì◊ù - ◊®◊ô◊°◊§◊ß◊ò,9.0,0.713,0.404,10.0,-11.395,1,0.0592,0.609,,0.125,0.579,96.993,153402.0,4,5 -Vern Gosdin,Mother Country Music,36.0,0.562,0.448,9.0,-13.113,1,0.0358,0.189,,0.144,0.603,132.622,2.89755,4,4 -The Rolling Stones,Angie,74.0,0.429,0.554,9.0,-6.128,0,0.0291,0.67,0.000152,0.105,0.407,136.302,272000.0,4,10 -Dead Meadow,What Needs Must Be,45.0,0.274,0.606,4.0,-6.493,1,0.03,0.00962,0.0264,0.115,0.685,77.336,256960.0,4,8 -Sisters of Mercy,Dominion / Mother Russia - New Version for Digital,48.0,0.613,0.937,5.0,-10.13,1,0.0498,0.00209,0.0501,0.518,0.414,121.062,420301.0,4,10 -Curtis Salgado,The Longer That I Live,35.0,0.757,0.86,,-4.648,1,0.0438,0.47,4.46e-06,0.0941,0.923,128.095,231244.0,4,2 -Pure Reason Revolution,New Obsession,31.0,0.569,0.804,6.0,-6.921,0,0.0542,0.000482,0.000289,0.321,0.148,120.014,307100.0,4,10 -Kresten Osgood,CRAZY WITCH GAME,2.0,0.523,0.503,4.0,-10.796,0,0.0384,0.627,0.0344,0.089,0.644,109.919,3.203783333,4,7 -Alice Cooper,$1000 High Heel Shoes,41.0,0.654,0.822,4.0,-3.16,1,0.0949,0.0228,3e-05,0.11,0.591,108.076,209071.0,4,10 -Engelwood,Lovin' Is Everywhere,42.0,0.638,0.896,,-6.411,0,0.102,0.0107,0.73,0.892,0.83,123.552,173232.0,4,6 -Beartooth,In Between,66.0,0.462,0.972,7.0,-2.642,0,0.138,0.00285,,0.666,0.449,128.092,213576.0,4,10 -Little Hurt,Messed Up,44.0,0.59,0.762,2.0,-5.559,1,0.0361,0.0503,,0.317,0.662,95.017,156947.0,4,1 -Night Tempo,Tokyo,33.0,0.937,0.86,10.0,-10.833,0,0.443,0.595,0.044,0.135,0.673,119.974,208000.0,4,6 -Antariksh,Quest,27.0,0.305,0.8,11.0,-7.152,1,0.0435,0.000908,0.00631,0.0693,0.273,114.007,374689.0,4,8 -Rafa El Tachuela,La Moraima,39.0,0.644,0.418,4.0,-14.548,0,0.0586,0.8,0.897,0.105,0.797,158.08,3.91845,1,7 -"Jatin-Lalit, Abhijeet, Alka Yagnik",Aaj Hai Sagaai,40.0,0.388,0.913,5.0,-5.155,1,0.218,0.469,0.000392,0.205,0.905,171.414,7.18,4,3 -Waterparks,Just Kidding,48.0,0.677,0.87,11.0,-4.569,0,0.0356,0.199,,0.304,0.737,94.984,149050.0,4,9 -Sick Puppies,Gunfight,61.0,0.386,0.812,,-5.435,1,0.054,7.19e-05,0.00036,0.0809,0.508,173.102,175720.0,4,10 -Kings of Leon,Radioactive,59.0,0.408,0.925,5.0,-4.88,1,0.0533,0.00877,0.000454,0.12,0.361,126.405,206187.0,4,6 -IDLES,Great,40.0,0.4,0.986,1.0,-3.248,1,0.145,6.17e-05,1.5e-06,0.105,0.238,108.352,164133.0,4,6 -"Calum Martin, Craig Armstrong, Cecilia Weston, Scottish Ensemble, Daniel Pioro",Ballantyne - Movement 5 Your Shadow,30.0,0.169,0.0612,3.0,-22.327,1,0.0397,0.846,0.719,0.0976,0.0337,74.525,2.535116667,4,7 -Princess Nokia,It's Not My Fault,65.0,0.957,0.737,8.0,-3.829,1,0.0857,0.0743,0.000107,0.0639,0.874,132.987,126440.0,4,5 -Megan Thee Stallion,Stalli (Freestyle),56.0,0.866,0.794,1.0,-5.085,1,0.207,0.0753,,0.091,0.225,140.043,116612.0,4,5 -The Rolling Stones,Bitch - 2009 Mix,51.0,0.655,0.972,7.0,-3.502,1,0.0362,0.257,0.297,0.165,0.973,135.922,217093.0,4,10 -Lit,My Own Worst Enemy,72.0,0.494,0.946,4.0,-2.757,1,0.0637,0.00129,,0.398,0.741,103.408,169027.0,4,9 -Dudu Tassa,◊¢◊ù ◊ó◊ú◊ï◊û◊ï◊™ ◊õ◊ê◊ú◊î,29.0,0.45,0.735,9.0,-6.289,0,0.0319,0.0358,0.000564,0.0686,0.149,77.528,211947.0,3,10 -InAbell,It Sends Me Home,15.0,0.604,0.818,4.0,-5.76,0,0.0295,0.569,0.761,0.103,0.434,114.999,211298.0,4,6 -Born Of Ire,Marionette,12.0,0.18,0.965,3.0,-6.382,0,0.153,4.87e-05,0.0209,0.0698,0.223,172.935,300600.0,4,8 -Armik,Solo Guitarra,42.0,0.337,0.374,11.0,-7.664,0,0.0434,0.974,0.839,0.114,0.621,86.998,3.108333333,4,7 -Buddy Holly & The Crickets,Maybe Baby,50.0,0.607,0.477,9.0,-12.904,1,0.0333,0.708,,0.253,0.887,136.614,122600.0,4,10 -Miles Davis,"All Blues (feat. John Coltrane, Cannonball Adderley & Bill Evans)",51.0,0.499,0.149,,-18.305,1,0.0314,0.771,0.00469,0.115,0.363,139.815,692747.0,3,2 -Jejune,This Afternoons Malady,22.0,0.247,0.786,2.0,-10.022,1,0.0508,3.55e-05,0.00501,0.106,0.449,143.386,261320.0,4,10 -Chris Smither,What They Say,40.0,0.566,0.57,2.0,-6.42,1,0.0329,0.688,1.73e-06,0.0943,0.96,83.403,166240.0,4,2 -Yves Tumor,Strawberry Privilege,48.0,0.751,0.528,5.0,-10.874,0,0.0495,0.5,0.799,0.125,0.342,117.969,232760.0,4,6 -George Clinton,Atomic Dog,,0.899,0.491,6.0,-11.043,0,0.259,0.148,3.82e-06,0.411,0.826,107.706,287107.0,4,10 -Imperio Argentina,Los piconeros,28.0,0.463,0.336,,-6.488,0,0.0644,0.989,0.00149,0.149,0.758,80.253,181653.0,4,9 -Tami Neilson,You Were Mine,45.0,0.374,0.542,,-8.136,0,0.0552,0.699,8.79e-05,0.102,0.419,183.745,223577.0,3,2 -The Silhouettes Project,Eucalyptus,35.0,0.545,0.348,8.0,-16.53,1,0.172,0.606,0.017,0.0935,0.346,88.91,213533.0,4,5 -Argonaut & Wasp,Dog Days,42.0,0.78,0.653,2.0,-7.085,1,0.0311,0.42,0.0316,0.0997,0.527,116.008,215293.0,4,6 -Another Now,Outflow,31.0,0.478,0.9,11.0,-6.973,0,0.0857,0.000694,0.00159,0.425,0.192,105.047,206857.0,4,8 -"Sushma Shrestha, Padmini Kolhapure, R. D. Burman",Teri Hai Zameen Tera Aasman,34.0,0.415,0.245,2.0,-13.207,1,0.0282,0.496,,0.157,0.612,90.861,5.841116667,4,3 -Exodus,The Toxic Waltz,53.0,0.262,0.988,11.0,-4.922,0,0.253,0.00655,0.897,0.132,0.227,91.319,290280.0,4,8 -Pinkshinyultrablast,Holy Forest,39.0,0.392,0.885,2.0,-7.725,1,0.0894,0.00156,0.798,0.11,0.589,169.892,248744.0,3,6 -Yes-R,Galini,29.0,0.617,0.822,7.0,-4.543,0,0.251,0.39,,0.175,0.606,104.489,149598.0,4,9 -August Burns Red,Pangaea,57.0,0.195,0.991,11.0,-3.615,1,0.209,1.4e-05,0.0181,0.33,0.0853,96.541,270050.0,4,8 -Howling Giant,Rooster,33.0,0.186,0.922,5.0,-6.812,1,0.0877,0.000113,0.0505,0.119,0.174,153.376,341786.0,4,8 -WARGASM (UK),Rage All Over,46.0,0.563,0.944,7.0,-7.634,1,0.0923,0.00112,0.00012,0.293,0.35,106.483,212714.0,4,10 -McCoy Tyner,Satin Doll,22.0,0.721,0.238,,-17.28,1,0.0532,0.863,0.926,0.111,0.431,119.9,5.61445,4,7 -Elsmore Carey,Come on Love,41.0,0.481,0.174,2.0,-15.988,1,0.0342,0.826,7.81e-05,0.128,0.246,85.34,4.53623333,4,0 -Naushad,"Ram Aur Shyam Theme, Pt. 6 - Instrumental",2.0,0.511,0.357,5.0,-14.752,0,0.0334,0.807,0.058,0.181,0.673,155.158,3.31245,4,3 -Bruce Hornsby,The Rat King (feat. Rob Moose),23.0,0.28,0.276,3.0,-10.403,1,0.0446,0.901,1.89e-05,0.127,0.282,171.345,152333.0,5,10 -Faster Pussycat,House of Pain,54.0,0.519,0.61,,-10.256,1,0.036,0.0766,6.49e-05,0.248,0.232,121.324,346627.0,4,10 -Tuna,◊õ◊†◊§◊ô◊ô◊ù,42.0,0.6,0.563,2.0,-7.644,0,0.0907,0.387,3.02e-06,0.347,0.181,170.065,333256.0,4,5 -"The Kid LAROI, Justin Bieber",STAY (with Justin Bieber),97.0,0.591,0.764,1.0,-5.484,1,0.0483,0.0383,,0.103,0.478,169.928,2.36343333,4,9 -"Asha Bhosle, Mohammed Rafi",Aaja Aaja Main Hoon Pyar Tera,21.0,0.482,0.59,4.0,-13.831,1,0.143,0.823,0.057,0.394,0.772,112.685,6.686,4,3 -Cage The Elephant,Back Against The Wall,58.0,0.598,0.743,1.0,-6.163,1,0.0305,0.000643,,0.112,0.534,110.334,228320.0,4,10 -Hadag Nahash,◊í◊ü ◊î◊™◊ï◊™,25.0,0.77,0.664,7.0,-4.646,1,0.205,0.242,,0.0829,0.597,77.047,268067.0,4,5 -DENM,My Wave,58.0,0.65,0.606,1.0,-6.778,0,0.0294,0.478,,0.117,0.65,137.986,189264.0,4,10 -Status Quo,Rockin' All Over The World,64.0,0.632,0.933,,-7.874,1,0.0326,0.236,0.00151,0.604,0.968,131.487,215333.0,4,2 -Bury Tomorrow,Black Flame - Single Edit,56.0,0.376,0.982,5.0,-3.779,0,0.0625,5.7e-05,5.41e-06,0.16,0.15,148.926,233964.0,4,8 -Dirty Heads,That's All I Need,56.0,0.765,0.657,11.0,-6.394,0,0.0829,0.0175,,0.345,0.553,91.998,213147.0,4,10 -"Speed, Glue & Shinki",Big Headed Woman,16.0,0.4,0.45,7.0,-11.342,1,0.0597,0.0619,0.0293,0.109,0.514,139.294,375800.0,3,2 -William Elliott Whitmore,Johnny law,41.0,0.687,0.322,4.0,-13.015,1,0.06,0.962,,0.0818,0.312,107.753,269907.0,4,2 -The Dandy Warhols,Ride,33.0,0.11,0.729,9.0,-7.247,1,0.0395,0.000413,0.137,0.108,0.498,182.476,249963.0,4,6 -KALEO,Way down We Go,80.0,0.489,0.505,10.0,-8.022,0,0.117,0.579,0.000333,0.104,0.337,163.255,213707.0,4,10 -King Tuff,Eyes of the Muse,30.0,0.292,0.95,2.0,-4.567,1,0.134,0.000577,0.00889,0.198,0.221,115.298,254947.0,4,6 -Rad Horror,Narration of a Lost Millennial,27.0,0.584,0.754,11.0,-8.482,0,0.0404,0.0315,0.856,0.127,0.398,139.964,185143.0,4,6 -Bambounou,Up a While,29.0,0.695,0.757,2.0,-10.814,1,0.072,0.00182,0.0951,0.0997,0.4,127.009,215330.0,4,6 -Ski Lift,Portal,30.0,0.436,0.897,9.0,-3.695,1,0.0377,0.000192,3e-06,0.327,0.919,161.971,123104.0,4,6 -Victor Manu,Kékes,44.0,0.403,0.0652,,-15.494,1,0.054,0.989,0.902,0.0957,0.181,86.118,3.297716667,4,7 -Anup Ghoshal,Tujhse Naraz Nahin Zindagi - Male Vocals,25.0,0.569,0.428,7.0,-12.176,1,0.0327,0.225,2.83e-05,0.0773,0.574,97.97,5.678883333,4,3 -James Welburn,Raze,7.0,0.233,0.461,3.0,-13.837,1,0.0508,0.00969,0.788,0.113,0.0392,127.947,431126.0,3,6 -Megan Thee Stallion,Body,82.0,0.914,0.732,8.0,-6.1,0,0.241,0.0166,,0.107,0.469,94.066,171067.0,4,5 -Placebo,Nancy Boy,53.0,0.391,0.958,10.0,-5.494,1,0.0832,0.000181,0.000899,0.122,0.326,89.88,210933.0,4,6 -SpotemGottem,No Tik Tok,6.0,0.81,0.372,5.0,-8.965,1,0.402,0.00846,2.36e-05,0.193,0.254,160.024,94385.0,4,5 -Westlife,Don't Say It's Too Late,,0.501,0.617,10.0,-6.216,1,0.0304,0.369,,0.174,0.204,75.053,4.19045,4,9 -Hila Ruach,◊û◊ï◊°◊ô◊ß◊î ◊ú◊§◊®◊°◊ï◊û◊ï◊™,22.0,0.516,0.649,2.0,-7.21,1,0.0267,0.00498,0.0656,0.31,0.49,92.097,264960.0,4,9 -Cavetown,Sharpener,58.0,0.671,0.405,5.0,-10.811,1,0.0342,0.676,0.00053,0.122,0.272,105.971,237642.0,4,6 -Static-X,Push It,65.0,0.557,0.978,,-3.965,1,0.0493,0.000393,4.42e-06,0.287,0.499,149.887,154907.0,4,8 -Gossip,Standing in the Way of Control - Soulwax Nite Version,29.0,0.641,0.939,2.0,-7.822,1,0.0571,0.000223,0.871,0.0777,0.0963,128.015,412603.0,4,1 -Alexisonfire,Accidents,49.0,0.312,0.92,5.0,-5.729,0,0.0662,8.39e-06,0.000273,0.322,0.369,105.305,249067.0,4,10 -Lennon Stella,Kissing Other People - Acoustic,55.0,0.669,0.193,,-9.553,1,0.06,0.945,7.36e-06,0.107,0.435,79.721,192375.0,3,9 -Still Life (feat. Joseph),"Henry Jamison, JOSEPH",37.0,0.522,0.54,4.0,-8.743,1,0.0356,0.0513,0.000206,0.0788,0.267,132.087,3.81445,4,0 -Dawda Jobarteh,Winter Trees Stand Sleeping,34.0,0.439,0.162,2.0,-13.163,1,0.0429,0.938,0.943,0.111,0.224,140.249,2.348883333,3,7 -Miss Grit,Impostor,39.0,0.323,0.672,4.0,-7.079,1,0.0386,0.269,0.217,0.198,0.0545,148.143,265836.0,4,1 -Joeboy,Celebration,42.0,0.832,0.636,,-6.128,0,0.061,0.448,0.0516,0.11,0.681,109.996,159273.0,4,9 -John The Conqueror,All Alone,28.0,0.582,0.469,7.0,-9.062,1,0.0266,0.387,0.00787,0.0809,0.617,140.191,229720.0,4,2 -The Cult,Love Removal Machine,53.0,0.323,0.857,7.0,-6.972,1,0.109,0.00217,0.000502,0.0567,0.64,137.537,258907.0,4,10 -Tate McRae,wish i loved you in the 90s,66.0,0.435,0.481,1.0,-8.787,1,0.0327,0.871,,0.136,0.38,77.398,176853.0,4,9 -John Rae,We Will Never Meet Again,46.0,0.476,0.104,9.0,-19.165,0,0.0348,0.899,0.0625,0.0801,0.238,84.93,4.28975,4,7 -Yusuf / Cat Stevens,Wild World,12.0,0.484,0.508,,-9.308,1,0.0364,0.376,0.000791,0.0961,0.554,151.867,3.33621667,4,0 -Alka Yagnik,Ek Do Teen Char,41.0,0.423,0.903,1.0,-7.596,1,0.149,0.612,1.43e-05,0.923,0.774,130.675,7.621333333,4,3 -Smol Data,Salaried (Bankruptcy Eve),21.0,0.44,0.849,6.0,-3.981,1,0.104,0.00274,3.6e-05,0.101,0.459,77.514,185349.0,4,10 -thomTide,madMan,25.0,0.65,0.486,7.0,-9.517,1,0.0522,0.631,,0.088,0.262,96.017,119962.0,4,9 -Foster The People,Pumped Up Kicks,84.0,0.733,0.71,5.0,-5.849,0,0.0292,0.145,0.115,0.0956,0.965,127.975,239600.0,4,9 -Bastille,Good Grief,67.0,0.73,0.758,1.0,-4.888,1,0.0653,0.147,,0.311,0.877,120.041,206493.0,4,10 -UGK,One Day,53.0,0.813,0.544,4.0,-9.816,1,0.232,0.224,,0.134,0.699,146.073,324173.0,4,5 -young friend,PINCH ME,58.0,0.777,0.465,6.0,-10.55,0,0.0501,0.621,,0.0932,0.757,113.003,179363.0,4,9 -Westlife,When You're Looking Like That - Single Remix,,0.599,0.933,6.0,-4.588,1,0.0495,0.019,,0.0727,0.926,147.932,3.879333333,4,9 -"Arijit Singh, Asees Kaur",Ve Maahi,62.0,0.65,0.551,,-6.906,1,0.0274,0.405,,0.219,0.294,102.934,3.733316667,4,3 -Fake Blood,I Think I Like It,63.0,0.727,0.847,1.0,-6.021,1,0.217,0.014,0.128,0.144,0.64,128.015,335800.0,4,1 -Accuser,Phantom Graves,11.0,0.528,0.985,2.0,-3.665,1,0.0799,0.000171,0.103,0.445,0.208,101.995,239387.0,4,8 -Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,10 -j ember,Sleep Well,37.0,0.586,0.718,7.0,-7.834,1,0.0281,0.128,0.0273,0.197,0.763,90.972,248675.0,4,9 -Briston Maroney,Freakin' Out On the Interstate,73.0,0.45,0.794,4.0,-5.015,1,0.0538,0.388,,0.303,0.362,143.861,251906.0,4,10 -Anwar,Off@Night,46.0,0.42,0.759,7.0,-5.318,1,0.0355,0.00757,,0.117,0.108,173.919,148825.0,4,10 -Dream Theater,Space-Dye Vest,48.0,0.564,0.615,2.0,-8.957,0,0.0293,0.174,0.179,0.199,0.0814,101.888,449107.0,4,8 -Jimmie Allen,Best Shot,67.0,0.629,0.464,4.0,-8.72,1,0.0334,0.75,,0.0853,0.523,156.051,3.250883333,4,4 -Meir Ariel,◊†◊©◊ú ◊î◊†◊ó◊©,37.0,0.52,0.324,7.0,-10.974,1,0.0529,0.88,0.000151,0.655,0.166,70.531,325707.0,4,10 -Fozzy,Painless,54.0,0.391,0.93,2.0,-4.16,0,0.0509,4.9e-05,0.000569,0.674,0.502,179.99,239780.0,4,10 -Riton,Turn Me On (feat. Vula),78.0,0.737,0.828,11.0,-4.711,1,0.0396,0.0149,0.000588,0.0862,0.517,124.051,208474.0,4,9 -W.C. Clark,Stronger Than You Need To Be,14.0,0.687,0.718,,-3.796,1,0.0289,0.251,4.47e-05,0.202,0.777,111.142,245600.0,4,2 -Gathering in Jazz,The Shape of Blue,,0.613,0.357,10.0,-10.35,0,0.0452,0.841,0.447,0.11,0.71,80.871,3.294433333,3,7 -Eden Derso,◊™◊û◊ô◊ì,24.0,0.759,0.643,,-6.886,1,0.271,0.372,1.34e-05,0.226,0.638,176.068,132955.0,4,5 -Karsh Kale,Milan,33.0,0.603,0.864,11.0,-11.832,1,0.0524,0.427,0.892,0.329,0.49,165.033,8.905116667,4,0 -Gurr,She Says,36.0,0.63,0.768,6.0,-5.667,1,0.0294,0.353,0.0814,0.108,0.519,119.978,212638.0,4,1 -"Asha Bhosle, Vinod Rathod",Parbat Se Kali Ghata Takraee,17.0,0.401,0.727,7.0,-7.953,0,0.039,0.9,0.0116,0.0985,0.663,101.419,4.538,4,3 -Los Lobos,Chains Of Love,17.0,0.464,0.528,2.0,-8.528,1,0.0347,0.00119,0.000363,0.117,0.518,186.71,313627.0,3,2 -Frank Ocean,Cayendo (Side A - Acoustic),66.0,0.35,0.12,3.0,-11.104,0,0.0393,0.982,0.000289,0.103,0.121,68.995,202200.0,4,6 -Fugees,Fu-Gee-La,67.0,0.681,0.505,1.0,-11.709,1,0.138,0.137,,0.234,0.399,89.953,260067.0,4,5 -Extreme,Get The Funk Out,49.0,0.573,0.91,4.0,-7.515,1,0.0489,0.00259,0.0697,0.106,0.813,107.907,263760.0,4,10 -Waka Flocka Flame,Hard in Da Paint,67.0,0.611,0.66,11.0,-5.883,1,0.0839,0.198,,0.365,0.583,71.544,246387.0,4,5 -RedHook,Kamikaze,47.0,0.567,0.954,1.0,-2.502,1,0.0796,0.000224,0.000586,0.317,0.48,90.015,192920.0,4,8 -"Roman Alexander, Ashley Cooke",Between You & Me (feat. Ashley Cooke),72.0,0.629,0.615,4.0,-7.645,1,0.0326,0.00709,,0.0905,0.639,99.968,2.816983333,4,4 -John Michael Montgomery,I Swear,60.0,0.628,0.496,1.0,-7.103,1,0.0233,0.242,1.2e-05,0.147,0.266,85.523,4.375333333,4,4 -The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,10 -"Them, Van Morrison","Baby, Please Don't Go (feat. Van Morrison)",57.0,0.72,0.705,5.0,-6.82,1,0.0408,0.506,1.12e-06,0.147,0.775,106.332,2.70488333,4,10 -Premium Leisure,Easy FM,19.0,0.602,0.867,7.0,-6.511,1,0.0705,0.346,0.0014,0.225,0.877,90.04,187744.0,4,10 -Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,1 -Whookilledkenny,Gucci Umbrella,45.0,0.989,0.54,11.0,-7.02,0,0.176,0.000261,0.000275,0.265,0.604,120.004,112981.0,4,5 -Osaka Blue,Use Me Up,15.0,0.657,0.806,11.0,-6.665,1,0.0519,0.102,0.0157,0.106,0.748,154.848,147600.0,4,6 -Tate McRae,you broke me first,89.0,0.667,0.373,4.0,-9.389,1,0.05,0.785,,0.0906,0.0823,124.148,169266.0,4,9 -Westlife,Another Life,35.0,0.584,0.355,1.0,-5.373,1,0.0283,0.373,1.45e-06,0.0999,0.305,76.097,3.82245,3,9 -chloe moriondo,I Want To Be With You,1.0,0.746,0.434,4.0,-6.981,1,0.0388,0.0222,8.21e-06,0.101,0.389,119.974,178373.0,4,6 -Chris Carter,Solidit,29.0,0.391,0.0552,5.0,-30.558,1,0.0778,0.843,0.952,0.102,0.513,113.407,230165.0,4,6 -Spike 1000,Make Me Suffer,30.0,0.579,0.934,6.0,-4.324,1,0.0673,0.000469,,0.234,0.638,93.978,179160.0,4,8 -Triathalon,GARDEN 2,,0.647,0.535,3.0,-10.802,0,0.024,0.00573,0.497,0.144,0.523,95.036,89437.0,4,6 -Royal Blood,Boilermaker,66.0,0.446,0.778,7.0,-4.774,1,0.173,0.000201,0.662,0.0492,0.683,94.508,209480.0,4,10 -Gary Clark Jr.,Bright Lights,50.0,0.515,0.752,9.0,-1.853,0,0.0336,0.00207,2.5e-06,0.129,0.503,83.541,324787.0,4,10 -THE DRIVER ERA,A Kiss,64.0,0.696,0.923,6.0,-4.647,1,0.272,0.207,0.000741,0.158,0.635,170.003,271854.0,4,10 -Helices,Crucemos los Puentes...,22.0,0.335,0.817,2.0,-6.814,1,0.0412,0.0018,0.854,0.126,0.544,139.334,226173.0,4,10 -Career Woman,Teacher's Pet,28.0,0.427,0.931,,-4.202,1,0.0487,9.15e-06,0.024,0.169,0.383,150.102,236650.0,4,1 -Run River North,Mr. Brightside,57.0,0.387,0.182,2.0,-12.077,1,0.0336,0.876,0.00302,0.115,0.163,122.351,272000.0,4,10 -Frances Forever,Space Girl,75.0,0.67,0.399,9.0,-9.137,1,0.0306,0.32,0.000126,0.38,0.211,125.981,231429.0,4,9 -DURDN,The Last Day,1.0,0.762,0.447,,-8.36,1,0.0398,0.682,,0.074,0.335,115.939,237672.0,3,9 -DJ Jazzy Jeff & The Fresh Prince,Summertime,63.0,0.677,0.539,7.0,-14.439,1,0.063,0.0455,1.84e-06,0.845,0.469,95.116,270973.0,4,5 -Kishore Kumar,Is Mod Se Jate Hain,13.0,0.35,0.379,8.0,-10.811,1,0.0413,0.973,0.000158,0.158,0.503,89.709,4.9037,4,3 -Prospective,Deadman,,0.438,0.987,1.0,-4.83,1,0.151,8.16e-05,0.0546,0.348,0.158,100.009,204002.0,4,8 -Royal Blood,Limbo,64.0,0.563,0.865,8.0,-5.573,1,0.0572,0.00022,0.0124,0.214,0.393,125.011,293093.0,4,10 -Incubus,Summer Romance (Anti-Gravity Love Song),50.0,0.667,0.721,7.0,-7.17,1,0.0329,0.00915,0.0137,0.105,0.567,110.094,265733.0,4,10 -Lightnin' Hopkins,Hello Central (Give Me Central),41.0,0.641,0.35,8.0,-12.653,1,0.0308,0.953,0.000214,0.127,0.351,69.537,178172.0,4,2 -Duran Duran,Falling Down (feat. Justin Timberlake),39.0,0.55,0.697,11.0,-4.602,1,0.0258,6.69e-05,0.03,0.0958,0.543,85.995,339933.0,4,10 -Omer Adam,◊¶◊ú◊ô◊ú ◊û◊ô◊™◊®,38.0,0.534,0.112,1.0,-9.528,0,0.0409,0.929,,0.104,0.358,132.008,222017.0,3,9 -Olivia Rodrigo,happier,49.0,0.395,0.443,6.0,-9.72,1,0.133,0.765,9.67e-06,0.0839,0.338,168.924,175933.0,3,9 -DUSTY LOCANE,"ROLLIN N CONTROLLIN, Pt.2 (PICTURE ME)",61.0,0.858,0.625,8.0,-4.666,1,0.404,0.225,,0.18,0.659,130.05,121837.0,4,5 -Rae Sremmurd,Unlock The Swag,44.0,0.922,0.54,6.0,-5.917,0,0.0677,0.135,1.32e-05,0.0772,0.255,113.969,322787.0,4,5 -Regina Costa,Seed,46.0,0.418,0.15,2.0,-16.706,1,0.0596,0.988,0.951,0.109,0.291,63.946,3.433333333,3,7 -KRS-One,Step into a World (Rapture's Delight),59.0,0.803,0.806,,-7.805,1,0.265,0.00761,0.00544,0.101,0.624,94.994,289907.0,4,5 -Juanse,Foxtrot,47.0,0.693,0.496,2.0,-11.323,1,0.0455,0.0763,0.00158,0.157,0.554,121.618,202571.0,4,2 -Juice WRLD,Real Shit (with benny blanco),74.0,0.703,0.703,1.0,-4.672,1,0.133,0.605,,0.12,0.697,76.017,183783.0,4,5 -Dr. Dre,Still D.R.E.,81.0,0.816,0.775,11.0,-3.323,1,0.234,0.16,0.00031,0.0543,0.527,93.431,270587.0,4,5 -Architects,Meteor,58.0,0.431,0.957,1.0,-3.071,0,0.106,0.000214,1.77e-06,0.0718,0.263,136.108,241034.0,4,10 -Caleborate,Clicquot Shower,46.0,0.824,0.524,5.0,-9.823,0,0.379,0.438,,0.0782,0.415,96.984,161478.0,4,5 -Gavin James,Boxes - Acoustic,44.0,0.303,0.337,3.0,-7.378,1,0.0315,0.776,,0.124,0.237,187.411,185782.0,4,9 -Miranda Lambert,Holding On to You,51.0,0.491,0.352,,-9.856,1,0.0426,0.388,5.87e-06,0.103,0.325,188.861,4.544,3,4 -Steve Miller Band,My Own Space,33.0,0.487,0.344,8.0,-14.834,1,0.0264,0.0249,0.00946,0.384,0.17,84.322,184533.0,4,10 -Luis Villegas,Daydream,46.0,0.725,0.417,8.0,-9.144,0,0.0849,0.802,0.901,0.12,0.789,216.02,6.36045,4,7 -Islander,What Do You Gotta Lose?,54.0,0.528,0.926,6.0,-4.49,0,0.0971,0.000253,,0.147,0.389,129.976,221986.0,4,10 -Os Mutantes,A Minha Menina,51.0,0.463,0.926,7.0,-3.204,1,0.122,0.0555,,0.478,0.437,91.197,284987.0,4,6 -Kyuss,Supa Scoopa and Mighty Scoop,43.0,0.263,0.679,5.0,-11.883,0,0.0498,0.202,0.776,0.0969,0.406,82.261,355869.0,4,8 -Rodney Atkins,If You're Going Through Hell (Before The Devil Even Knows),62.0,0.566,0.898,9.0,-3.659,1,0.0634,0.0613,,0.126,0.791,115.954,3.612883333,4,4 -JT Money,Who Dat,49.0,0.831,0.834,11.0,-5.327,0,0.222,0.0148,,0.303,0.381,87.027,231800.0,4,5 -LUCY,Jogging,48.0,0.698,0.872,5.0,-2.887,1,0.0405,0.386,3.22e-06,0.0853,0.937,138.016,203720.0,4,10 -Television,Marquee Moon - Remastered,47.0,0.494,0.657,7.0,-7.543,1,0.0397,0.0632,0.449,0.0849,0.737,118.194,645000.0,4,6 -Aviv Geffen,◊î◊ê◊ù ◊ú◊î◊ô◊ï◊™ ◊ë◊ö ◊û◊ê◊ï◊î◊ë,34.0,0.499,0.262,7.0,-14.224,1,0.0281,0.905,0.000485,0.122,0.24,106.679,158093.0,4,10 -YonYon,Beautiful Women,18.0,0.616,0.788,6.0,-6.384,0,0.117,0.132,0.453,0.125,0.397,164.979,337000.0,4,6 -LUHA,I Will Find You,32.0,0.445,0.657,1.0,-6.862,1,0.0271,0.0282,0.12,0.108,0.28,80.117,207378.0,4,6 -Pink Floyd,"Another Brick in the Wall, Pt. 2",76.0,0.694,0.394,,-15.881,1,0.0428,0.0781,0.000677,0.247,0.719,104.126,238747.0,4,10 -Rammstein,ZEIG DICH,62.0,0.545,0.942,,-4.283,0,0.0417,0.00108,0.0246,0.0585,0.365,165.066,255845.0,4,8 -T.I.,Why You Wanna,53.0,0.802,0.772,1.0,-4.893,0,0.192,0.358,,0.0603,0.654,96.046,215000.0,4,5 -Kelsea Ballerini,I Hate Love Songs,57.0,0.386,0.446,11.0,-7.807,1,0.0297,0.252,,0.18,0.4,179.995,3.18645,3,4 -Hidden Intent,Dead End Destiny,25.0,0.3,0.992,1.0,-2.401,0,0.285,0.000117,1.81e-06,0.342,0.466,185.264,184053.0,4,8 -The Chemical Brothers,The Darkness That You Fear - Edit,62.0,0.576,0.894,9.0,-4.659,1,0.0404,0.0351,0.0896,0.23,0.304,128.077,237772.0,4,6 -Leon Bridges,Like a Ship,57.0,0.313,0.846,5.0,-7.109,0,0.139,0.0179,0.127,0.18,0.509,174.074,353507.0,4,1 -Yehudit Ravitz,◊¢◊õ◊©◊ô◊ï ◊î◊õ◊ú ◊ë◊°◊ì◊®,30.0,0.604,0.54,9.0,-14.006,0,0.0359,0.171,0.0588,0.0602,0.864,114.143,281000.0,4,10 -Styx,Come Sail Away,68.0,0.324,0.335,,-15.595,1,0.0355,0.099,1.08e-06,0.0995,0.141,119.513,367000.0,4,10 -Jim-E Stack,Can We (with Kacy Hill),50.0,0.798,0.61,4.0,-4.983,1,0.0301,0.171,0.0688,0.105,0.52,95.343,171425.0,4,6 -Great Peacock,Let You Go,32.0,0.616,0.616,7.0,-8.662,1,0.0282,0.00104,0.0806,0.178,0.598,117.997,286891.0,4,2 -ZZ Top,Sharp Dressed Man - 2019 Remaster,41.0,0.647,0.787,5.0,-7.476,1,0.0255,0.00043,0.00247,0.105,0.393,125.111,252747.0,4,10 -Jasmin Moallem,◊ê◊ï◊® ◊î◊ô◊®◊ó,51.0,0.625,0.624,9.0,-8.391,1,0.14,0.179,7.15e-05,0.22,0.394,150.005,208200.0,4,9 -Eddie Berman,Joann,34.0,0.444,0.257,1.0,-11.913,1,0.0314,0.308,0.0382,0.191,0.267,95.038,4.19778333,4,0 -GFOTY,PAPER BOYFRIEND,34.0,0.937,0.706,9.0,-9.951,1,0.371,0.0137,0.488,0.0407,0.84,119.966,123571.0,4,6 -A Thousand Horses,Livin' My Best Life,48.0,0.578,0.948,7.0,-3.486,1,0.0407,0.000963,0.015,0.289,0.751,115.951,185191.0,4,10 -Surf Curse,Freaks,88.0,0.345,0.941,9.0,-9.918,1,0.0466,3.84e-05,0.633,0.0511,0.407,179.626,2.45103333,4,9 -Biffy Clyro,Instant History,1.0,0.588,0.761,8.0,-3.78,0,0.0324,0.000753,,0.648,0.41,133.009,197912.0,4,10 -Modest Mouse,Float On,72.0,0.649,0.888,6.0,-4.807,1,0.0293,0.013,2.23e-06,0.0888,0.553,100.975,208467.0,4,1 -The Verve,Lucky Man,65.0,0.407,0.663,2.0,-7.591,1,0.0305,0.255,0.000166,0.0913,0.211,75.989,293587.0,4,10 -Tony Spinner,Walkin' The Dawg,40.0,0.626,0.923,1.0,-4.448,1,0.0474,0.0132,0.000771,0.0331,0.845,87.377,224640.0,4,10 -Haich Ber Na,87 Days,35.0,0.73,0.864,1.0,-4.575,1,0.0806,0.00406,0.234,0.272,0.812,110.002,221130.0,4,6 -Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,6 -WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,6 -Talk Talk,Life's What You Make It - 1997 Remaster,60.0,0.525,0.804,1.0,-7.575,1,0.0321,0.00367,0.285,0.0382,0.935,91.951,268893.0,4,10 -Warrant,Cherry Pie,66.0,0.472,0.946,2.0,-4.591,1,0.145,0.0372,,0.352,0.486,177.489,201027.0,4,10 -Bitch Falcon,Turn to Gold,20.0,0.328,0.707,7.0,-8.066,1,0.0358,0.000274,0.086,0.0977,0.119,84.48,289334.0,4,10 -Lowgo,Control,39.0,0.769,0.517,,-9.419,0,0.543,0.373,,0.595,0.846,114.991,179413.0,4,6 -Kanye West,Jesus Walks,68.0,0.637,0.834,3.0,-4.686,0,0.323,0.614,,0.317,0.715,87.312,193733.0,4,5 -J. Cole,a p p l y i n g . p r e s s u r e,82.0,0.699,0.759,1.0,-5.302,1,0.311,0.0814,,0.312,0.404,83.092,177337.0,4,5 -The Swallows,It Ain't The Meat,31.0,0.67,0.357,10.0,-10.512,1,0.0657,0.861,6.14e-05,0.0828,0.834,149.257,156653.0,4,2 -Songhoy Blues,Worry,45.0,0.349,0.827,7.0,-6.915,1,0.0473,0.0431,0.0048,0.217,0.854,96.186,185160.0,4,10 -Chronixx,Black Is Beautiful,43.0,0.742,0.656,9.0,-7.091,0,0.058,0.257,0.000212,0.286,0.307,97.245,219640.0,4,5 -Eddie Boyd,Lovesick Soul,28.0,0.608,0.565,2.0,-7.807,1,0.0411,0.684,0.00136,0.145,0.775,87.583,236733.0,4,2 -Mudvayne,Happy?,69.0,0.546,0.97,5.0,-2.661,0,0.097,0.000823,2.08e-05,0.275,0.383,100.065,216427.0,4,8 -Queen Latifah,U.N.I.T.Y.,49.0,0.671,0.745,4.0,-4.095,0,0.343,0.00592,,0.288,0.503,94.261,252407.0,4,5 -Kishore Kumar,Tere Jaisa Yaar Kahan - Yaarana / Soundtrack Version,44.0,0.372,0.595,7.0,-11.152,1,0.0747,0.863,0.00221,0.31,0.393,104.427,4.646216667,4,3 -Beautify Junkyards,Reverie,31.0,0.545,0.647,1.0,-9.257,0,0.0333,0.721,0.817,0.173,0.177,111.011,258420.0,4,6 -"Mohammed Rafi, Asha Bhosle",Ek Pardesi Mera Dil Le Gaya,19.0,0.542,0.536,5.0,-8.708,0,0.0387,0.805,3.33e-06,0.306,0.916,116.202,4.039333333,4,3 -Baiju Dharmajan,Moham,20.0,0.688,0.441,7.0,-11.179,1,0.0393,0.362,0.00158,0.0949,0.652,140.026,316553.0,3,6 -Zella Day,Purple Haze,51.0,0.65,0.672,11.0,-7.964,0,0.0393,0.0387,0.0114,0.139,0.593,125.03,198763.0,4,9 -David Guetta,"Hey Mama (feat. Nicki Minaj, Bebe Rexha & Afrojack)",75.0,0.596,0.73,9.0,-4.091,1,0.151,0.24,,0.325,0.525,85.979,192560.0,4,9 -Concha Piquer,No Me Quieras Tanto,35.0,0.449,0.253,11.0,-9.819,0,0.0416,0.92,6.53e-05,0.0929,0.502,140.756,290373.0,4,9 -Bee Gees,"More Than A Woman - From ""Saturday Night Fever"" Soundtrack",76.0,0.601,0.703,7.0,-6.24,1,0.0379,0.175,8.4e-05,0.571,0.673,106.164,3.270216667,4,9 -Eagles,Hotel California - 2013 Remaster,82.0,0.579,0.508,2.0,-9.484,1,0.027,0.00574,0.000494,0.0575,0.609,147.125,6.52293333,4,10 -Monster Magnet,Powertrip,49.0,0.522,0.853,11.0,-5.861,1,0.0383,7.44e-05,0.582,0.131,0.637,140.727,211440.0,4,10 -"Abhijeet Srivastava, Amit Trivedi","Phisal Jaa Tu (From ""Haseen Dillruba"")",56.0,0.694,0.563,7.0,-10.421,1,0.0317,0.641,0.00105,0.16,0.203,132.118,4.021116667,4,3 -Bnny,Time Walk,24.0,0.617,0.501,2.0,-9.235,1,0.0341,0.051,0.759,0.0841,0.927,118.872,93470.0,4,6 -Writing The Future,As Above So Below,48.0,0.489,0.962,5.0,-5.497,0,0.105,0.000414,4.27e-05,0.252,0.34,160.055,210000.0,4,8 -Weezer,Buddy Holly,73.0,0.556,0.92,8.0,-4.606,1,0.0367,0.00271,0.00021,0.117,0.771,121.138,159227.0,4,6 -ne√†nder,aas,30.0,0.201,0.74,9.0,-7.263,0,0.0427,0.000756,0.899,0.0859,0.107,104.003,543760.0,4,8 -Howie Lee,The Door of Aspiration,19.0,0.282,0.231,,-14.456,1,0.0402,0.827,0.462,0.121,0.0414,71.538,218376.0,3,6 -Moneybagg Yo,Said Sum (feat. City Girls & DaBaby) - Remix,70.0,0.913,0.625,10.0,-6.901,0,0.334,0.0168,,0.125,0.298,126.915,177704.0,4,5 -Shuko,I Ain't Finished Yet,41.0,0.671,0.644,9.0,-5.126,0,0.421,0.317,,0.105,0.555,171.73,158137.0,4,5 -Ayron Jones,Mercy,55.0,0.238,0.946,10.0,-4.054,0,0.126,0.000147,0.000706,0.166,0.276,158.757,205831.0,4,10 -The OBGMs,Not Again,25.0,0.463,0.957,2.0,-4.55,1,0.0491,0.000469,0.00193,0.368,0.663,95.048,140691.0,4,1 -Thieves Like Us,Drugs in My Body - Designer Drugs Remix,19.0,0.751,0.624,7.0,-3.366,1,0.0519,0.000117,0.0566,0.305,0.71,125.854,279360.0,4,1 -Dani Wilde,Bumble Bee (Live),44.0,0.471,0.244,,-9.023,0,0.063,0.814,4.25e-05,0.116,0.444,75.727,220227.0,4,2 -Lola Flores,"Ay, pena, penita, pena",37.0,0.558,0.357,2.0,-9.382,1,0.0983,0.896,,0.342,0.691,119.958,211947.0,4,9 -Komsomolsk,–í—Å—ë –∏—Å—á–µ–∑–ª–æ,38.0,0.552,0.809,7.0,-5.013,1,0.045,0.135,,0.106,0.495,126.019,172881.0,4,6 -TOTALFAT,Better Luck,35.0,0.564,0.933,2.0,-4.045,1,0.0666,0.00571,,0.0744,0.767,141.028,225404.0,4,10 -Des Rocs,This is Our Life,58.0,0.367,0.877,7.0,-3.92,1,0.109,0.00108,1.08e-05,0.351,0.395,157.68,224307.0,4,10 -The Neighbourhood,Staying Up,54.0,0.394,0.855,2.0,-4.204,1,0.0554,0.0339,0.0132,0.243,0.316,175.902,268173.0,4,10 -Omer Adam,◊°◊ï◊§◊® ◊¢◊ï◊ì ◊ô◊ï◊ù,31.0,0.61,0.458,8.0,-6.963,0,0.046,0.829,,0.359,0.462,135.883,240000.0,4,9 -Snow Patrol,Set The Fire To The Third Bar,46.0,0.547,0.368,11.0,-7.053,0,0.0255,0.537,,0.0955,0.367,96.05,203613.0,4,10 -Black Stone Cherry,Blame It on the Boom Boom,57.0,0.574,0.889,10.0,-3.44,1,0.0524,0.00207,1.12e-05,0.0333,0.784,116.007,189133.0,4,10 -Pavement,Cut Your Hair (Remastered),20.0,0.469,0.825,4.0,-6.612,0,0.0319,0.00554,0.00199,0.133,0.659,110.841,185693.0,4,1 -RAY BLK,Dark Skinned,50.0,0.82,0.653,7.0,-4.261,1,0.157,0.116,0.00155,0.655,0.37,91.985,180100.0,4,5 -Mike Bloomfield,Albert's Shuffle,49.0,0.303,0.492,,-10.716,1,0.039,0.197,0.63,0.288,0.677,200.018,414960.0,3,2 -Britney Spears,Up N' Down,43.0,0.856,0.743,4.0,-4.71,0,0.054,0.085,,0.0739,0.833,120.006,3.704883333,4,9 -CKY,Disengage the Simulator,43.0,0.324,0.846,4.0,-8.883,1,0.0596,0.000187,9.11e-05,0.093,0.558,151.256,183653.0,4,8 -Glass Animals,Your Love (D√©j√† Vu),63.0,0.854,0.671,7.0,-7.158,1,0.0543,0.019,0.383,0.105,0.631,107.994,234372.0,4,6 -"Inalab, Dhruv Sangari",Sitaron Se Aage,17.0,0.305,0.646,5.0,-8.794,0,0.0421,0.0918,0.118,0.119,0.397,179.766,4.04,3,0 -Emanuel,Make Tonight,43.0,0.431,0.915,3.0,-4.048,0,0.0893,0.00444,,0.302,0.416,122.347,224560.0,4,10 -Cheat Codes,No Chill (feat. Lil Xxel),65.0,0.712,0.748,7.0,-4.866,1,0.0283,0.0143,,0.203,0.845,122.22,167223.0,4,9 -Killing Joke,Eighties - 2007 Digital Remaster,54.0,0.393,0.964,3.0,-8.838,1,0.144,0.000735,0.0196,0.34,0.352,151.898,239280.0,4,10 -POORSTACY,Nothing Left,53.0,0.527,0.973,11.0,-3.203,0,0.19,0.000756,8.93e-05,0.361,0.131,134.942,122222.0,4,6 -Faith No More,Midlife Crisis,59.0,0.669,0.656,9.0,-10.549,1,0.0413,0.00113,0.000252,0.0989,0.464,108.098,259866.0,4,8 -John Mayer,New Light,77.0,0.828,0.689,7.0,-7.878,1,0.0326,0.325,0.0384,0.0808,0.853,123.931,216015.0,4,9 -The Quireboys,I Don't Love You Anymore,35.0,0.549,0.452,4.0,-11.945,1,0.0265,0.0745,,0.331,0.446,134.818,301747.0,4,10 -"Thaikkudam Bridge, Anandraj Benjamin Paul",Kanne - Namah,27.0,0.52,0.448,,-7.037,1,0.0314,0.189,1.44e-05,0.259,0.101,149.904,4.924266667,4,0 -American Authors,Brick By Brick,50.0,0.542,0.869,6.0,-4.047,0,0.086,0.00182,1.01e-05,0.488,0.61,81.966,205248.0,4,9 -Sixx:A.M.,"Maybe It‚Äôs Time (feat. Corey Taylor, Joe Elliott, Brantley Gilbert, Ivan Moody, Slash, AWOLNATION, Tommy Vext)",58.0,0.396,0.781,,-5.148,1,0.0377,0.00158,,0.185,0.201,145.06,254201.0,4,8 -Jean Loup,Valerio Benustelli,31.0,0.482,0.862,8.0,-4.236,1,0.0367,0.0109,2.24e-05,0.156,0.772,150.0,206007.0,4,10 -This Is The Kit,Coming to Get You Nowhere,49.0,0.688,0.523,7.0,-10.659,1,0.0401,0.898,0.375,0.127,0.864,94.89,200480.0,4,1 -The Last Shadow Puppets,In The Heat Of The Morning,51.0,0.339,0.881,7.0,-6.524,1,0.0668,3.04e-05,4.83e-05,0.119,0.59,126.367,161333.0,4,10 -serpentwithfeet,Fellowship,50.0,0.861,0.642,7.0,-8.634,0,0.0793,0.421,0.000262,0.0828,0.775,113.976,219320.0,4,6 -SPINN,Billie,40.0,0.462,0.911,11.0,-5.576,1,0.0538,0.000382,2.68e-06,0.151,0.899,161.979,214737.0,4,6 -Amythyst Kiah,Black Myself,53.0,0.553,0.828,9.0,-4.091,1,0.0609,0.11,,0.2,0.902,152.638,201194.0,4,1 -Vintage Trouble,You Better Believe It,25.0,0.659,0.782,10.0,-6.135,1,0.0278,0.0136,,0.105,0.879,117.14,250227.0,4,2 -Big Scarr,Frozone,51.0,0.854,0.817,11.0,-3.621,0,0.299,0.0302,,0.14,0.552,131.08,134757.0,4,5 -Rina Sawayama,Chosen Family (with Elton John),64.0,0.5,0.587,4.0,-6.979,1,0.0408,0.489,,0.0827,0.276,72.98,279680.0,4,9 -"Jeff Rupert, George Garzone, Jeremy Allen, Marty Morell, Richard Drexler",Detour Ahead,45.0,0.461,0.228,8.0,-12.875,1,0.0358,0.851,0.738,0.133,0.238,132.456,5.440216667,4,7 -Dharmasoul,Love Again,34.0,0.635,0.405,9.0,-8.682,1,0.0407,0.572,0.00767,0.444,0.525,137.67,223835.0,4,2 -Waldkauz,Dimna Juda,38.0,0.489,0.522,11.0,-9.878,0,0.0313,0.856,0.000123,0.1,0.0972,139.966,221493.0,4,8 -Luna Li,Cherry Pit,46.0,0.71,0.649,9.0,-7.058,1,0.0367,0.218,0.000109,0.105,0.772,120.798,253067.0,4,1 -"Does It Offend You, Yeah?",We Are Rockstars,35.0,0.603,0.954,10.0,-3.027,0,0.0417,0.000536,0.308,0.246,0.389,127.999,231634.0,4,6 -The Jam,Start!,50.0,0.633,0.351,,-8.896,1,0.0506,0.00675,6.38e-05,0.108,0.913,139.335,149867.0,4,10 -"Salim–Sulaiman, Rashid Khan",Cheene Re Mora Chain,21.0,0.494,0.844,,-4.431,1,0.0452,0.0376,2.39e-06,0.13,0.361,119.977,5.612,4,0 -Devour the Day,The Bottom,46.0,0.316,0.948,6.0,-2.06,1,0.108,0.00489,,0.0787,0.539,167.768,182893.0,4,10 -Gruntruck,Crazy Love,44.0,0.43,0.885,,-6.418,1,0.0354,2.11e-05,6.97e-05,0.447,0.56,106.096,294133.0,4,10 -Nine Inch Nails,Everything,30.0,0.515,0.911,1.0,-3.502,1,0.059,1.87e-05,0.646,0.131,0.912,155.028,199559.0,4,10 -Blue Stahli,Lakes of Flame,48.0,0.521,0.929,1.0,-6.135,0,0.05,1.03e-05,0.00492,0.365,0.45,104.004,218203.0,4,8 -Cory Hanson,Angeles,31.0,0.487,0.316,6.0,-12.778,0,0.0308,0.713,0.484,0.154,0.195,83.54,301545.0,4,9 -Adam Melchor,Last Time,52.0,0.493,0.556,7.0,-11.351,1,0.102,0.714,0.0439,0.287,0.409,146.057,3.23288333,4,0 -Southern Avenue,Switchup,22.0,0.799,0.917,4.0,-3.235,0,0.136,0.143,6.06e-05,0.331,0.728,104.1,147904.0,4,2 -Crowded House,Don't Dream It's Over,29.0,0.502,0.683,,-8.19,0,0.0472,0.71,1.98e-06,0.18,0.734,82.626,194948.0,4,10 -Jeki Mekayten,◊î◊û◊¢◊†◊ò◊ñ◊™,26.0,0.859,0.5,2.0,-14.216,1,0.0371,0.274,8.25e-06,0.0904,0.963,106.009,306133.0,4,9 -Killitorous,Married with Children,25.0,0.401,0.989,5.0,-3.144,1,0.165,1.06e-05,0.926,0.0771,0.103,125.011,196325.0,4,8 -Bloodhound Gang,It's Tricky,35.0,0.586,0.989,2.0,-7.808,1,0.111,2.72e-05,0.854,0.317,0.51,147.0,156240.0,4,10 -The Bob Davis Group,A Nightingale Sang In Berkeley Square,48.0,0.375,0.119,3.0,-16.209,1,0.0382,0.986,0.953,0.098,0.294,96.837,3.098616667,4,7 -Dieter Huber,Zitronen Garten,50.0,0.435,0.0767,9.0,-16.805,1,0.0498,0.992,0.9,0.123,0.178,77.242,2.3843,1,7 -Landwerm,Child's Play #1,45.0,0.605,0.0219,5.0,-24.082,1,0.044,0.98,0.787,0.15,0.145,120.026,1.775,4,7 -Joan As Police Woman,Kiss,36.0,0.429,0.507,7.0,-7.839,1,0.0741,0.779,6.16e-05,0.194,0.545,182.878,308560.0,4,6 -Erland Cooper,Haar over Hamnavoe - Bill Ryder-Jones Rework,42.0,0.0906,0.0817,8.0,-24.389,1,0.0375,0.969,0.927,0.062,0.0757,165.349,233253.0,4,1 -Erica Banks,Buss It,35.0,0.918,0.434,9.0,-9.541,1,0.173,0.569,3.14e-06,0.123,0.75,109.997,3.145583333,4,9 -Barry Harris Trio,Embraceable You,43.0,0.381,0.243,5.0,-13.277,1,0.0359,0.951,0.865,0.112,0.161,75.043,3.933333333,4,7 -Maeve,Bleach,38.0,0.757,0.401,11.0,-11.017,0,0.0412,0.476,0.0298,0.0952,0.456,104.014,143747.0,4,10 -The Beatles,Tomorrow Never Knows - Remastered,56.0,0.38,0.829,5.0,-6.105,1,0.0405,8.4e-05,0.00208,0.342,0.0534,125.887,179547.0,4,6 -Frank Carter & The Rattlesnakes,Battlefield,38.0,0.274,0.947,5.0,-5.729,1,0.104,0.000291,0.000445,0.192,0.191,79.917,111373.0,4,6 -Eddie Vedder,Growin' Up - acoustic at home,45.0,0.376,0.483,,-8.879,1,0.0289,0.666,,0.139,0.494,134.255,194427.0,4,10 -Starflyer 59,A House Wife Love Song,27.0,0.108,0.556,10.0,-7.719,1,0.0494,0.000134,0.854,0.639,0.35,175.661,253013.0,4,6 -Nick Leng,One More Time,43.0,0.667,0.757,,-6.818,1,0.0285,0.155,2.68e-05,0.414,0.77,112.029,199440.0,4,1 -M√©lonade,Best In Me,32.0,0.789,0.669,1.0,-11.276,1,0.11,0.00388,0.434,0.0981,0.722,125.968,186667.0,4,6 -Static & Ben El,◊ß◊ï◊ë◊ô◊ï◊™,47.0,0.803,0.693,1.0,-6.053,1,0.056,0.0383,1.17e-05,0.0453,0.43,105.049,142857.0,4,9 -The Primitives,Crash,51.0,0.375,0.6,11.0,-9.313,1,0.033,0.0966,0.000972,0.759,0.916,169.976,151693.0,4,6 -Philip Sayce,Fits Me Good,29.0,0.523,0.963,8.0,-4.594,1,0.0713,0.000434,0.00115,0.416,0.489,128.007,171646.0,4,2 -Muddy Waters,Good Morning Little School Girl,48.0,0.626,0.307,9.0,-14.645,1,0.0836,0.689,0.00663,0.0843,0.62,173.652,196040.0,4,2 -Queens of the Stone Age,Feel Good Hit Of The Summer,49.0,0.432,0.642,1.0,-7.069,0,0.0342,0.177,0.0277,0.0936,0.422,165.534,265347.0,4,6 -Zatua,Harimau,31.0,0.656,0.639,10.0,-12.546,0,0.0331,0.256,0.483,0.0763,0.626,100.995,313838.0,5,6 -Blackberry Smoke,Waiting for the Thunder,23.0,0.278,0.807,9.0,-6.251,1,0.04,0.0125,0.00152,0.976,0.665,140.83,258331.0,4,10 -"Anuradha Paudwal, Kumar Sanu",Main Duniya Bhula Doonga,50.0,0.361,0.716,9.0,-8.219,0,0.0399,0.765,0.00362,0.308,0.648,156.6,5.304883333,3,3 -The Hoosiers,Goodbye Mr A,60.0,0.468,0.841,4.0,-3.263,1,0.0294,0.085,0.00195,0.187,0.574,185.966,266813.0,4,6 -Lionel Hampton,Rag Mop - Single Version,40.0,0.715,0.341,,-11.612,1,0.0439,0.371,,0.123,0.889,94.602,169493.0,4,2 -The Record Company,Off The Ground,56.0,0.543,0.696,7.0,-4.572,1,0.0426,0.601,0.215,0.384,0.849,92.15,253747.0,4,2 -The Cranberries,Zombie,80.0,0.307,0.635,7.0,-8.957,1,0.0339,0.0154,0.00483,0.366,0.304,166.973,306427.0,4,10 -The Ocean,Pleistocene,36.0,0.456,0.841,7.0,-7.015,0,0.0546,0.00371,0.00314,0.0898,0.533,139.981,400200.0,4,8 -"Ludwig van Beethoven, Guido Schiefen, Alfredo Perl","Cello Sonata No. 4 in C Major, Op. 102 No. 1: I. Andante",34.0,0.158,0.0181,,-33.395,1,0.0447,0.987,0.956,0.107,0.177,158.152,2.55445,4,7 -Mot√∂rhead,Whiplash,48.0,0.408,0.973,11.0,-5.605,0,0.135,2.44e-05,0.00134,0.172,0.329,163.156,229500.0,4,8 -Alastair Greene,The Sweetest Honey (Live),34.0,0.216,0.954,,-5.659,1,0.146,0.000283,0.0161,0.953,0.483,138.647,227253.0,4,2 -Viagra Boys,Creatures,45.0,0.772,0.611,9.0,-6.52,1,0.0339,0.146,0.0082,0.142,0.865,120.029,212911.0,4,6 -Squeeze,Cool For Cats,54.0,0.792,0.747,,-15.366,1,0.149,0.202,0.00429,0.221,0.968,144.15,219827.0,4,1 -Johnny Cosmic,Sun and the Moon (with Collie Buddz),48.0,0.38,0.497,2.0,-9.827,1,0.0528,0.0751,0.0864,0.106,0.401,80.043,212995.0,4,10 -LEACH,Serenade (For the Broken Brave),,0.326,0.998,1.0,-1.382,1,0.102,0.00234,,0.417,0.139,174.91,255747.0,4,8 -The Hoosiers,Goodbye Mr A,60.0,0.468,0.841,4.0,-3.263,1,0.0294,0.085,0.00195,0.187,0.574,185.966,266813.0,4,9 -Winnetka Bowling League,barcelona,56.0,0.549,0.86,10.0,-4.147,1,0.0498,0.017,4.26e-06,0.206,0.512,83.971,225413.0,4,10 -Green Lung,Let the Devil In,36.0,0.361,0.8,5.0,-5.253,1,0.0446,2.2e-05,0.00859,0.0835,0.436,141.907,300227.0,4,8 -–î—É—Ä–Ω–æ–π –í–∫—É—Å,–∑–≤—É–∫ –∏ —Ç–µ–º–Ω–æ—Ç–∞,45.0,0.537,0.751,4.0,-6.36,0,0.0331,0.346,0.845,0.0944,0.776,163.963,210732.0,4,6 -Action Bronson,Golden Eye,47.0,0.584,0.904,11.0,-5.895,1,0.251,0.0571,,0.399,0.374,149.99,167693.0,4,5 -Denzel Curry,DIET_,60.0,0.724,0.771,5.0,-6.208,0,0.369,0.0889,,0.362,0.867,90.565,143733.0,4,5 -Jamie Lin Wilson,T Total Tommy,34.0,0.488,0.444,2.0,-9.412,1,0.0245,0.558,0.000461,0.108,0.547,93.474,252013.0,4,1 -Imagine Dragons,Shots,13.0,0.737,0.781,11.0,-7.101,0,0.0332,0.392,0.0696,0.0969,0.545,120.018,191573.0,4,10 -Half Waif,Party's Over,33.0,0.532,0.47,1.0,-8.564,1,0.0718,0.775,9.8e-06,0.142,0.297,152.762,203200.0,4,6 -Arik Einstein,◊ê◊†◊ô ◊®◊ï◊ê◊î ◊ê◊ï◊™◊î ◊ë◊ì◊®◊ö ◊ú◊í◊ô◊û◊†◊°◊ô◊î - ◊ë◊ì◊©◊ê ◊ê◊¶◊ú ◊ê◊ë◊ô◊í◊ì◊ï◊®-◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,32.0,0.504,0.442,9.0,-12.402,1,0.0338,0.119,,0.0746,0.632,148.722,187691.0,4,10 -Izabo,◊°◊ï◊õ◊®,16.0,0.603,0.637,9.0,-6.24,0,0.0274,0.516,6.68e-06,0.156,0.555,108.057,197886.0,4,10 -The Shins,Simple Song,62.0,0.546,0.878,7.0,-5.137,1,0.0525,0.0133,,0.135,0.35,119.945,255400.0,4,6 -Centaur,The Same Place,34.0,0.375,0.721,8.0,-9.487,1,0.0359,0.000751,0.9,0.12,0.12,147.932,455000.0,4,6 -Acceptance,So Contagious,51.0,0.411,0.702,1.0,-4.702,1,0.0334,0.133,,0.0973,0.407,178.493,184440.0,4,10 -The Blues Magoos,(We Ain't Got) Nothin' Yet,38.0,0.398,0.864,10.0,-8.199,1,0.0492,0.523,,0.0985,0.782,148.47,135747.0,4,1 -Kyuss,Space Cadet,52.0,0.461,0.168,11.0,-16.225,0,0.042,0.449,0.886,0.265,0.309,169.675,422464.0,4,10 -Steven Wilson,The Same Asylum As Before,44.0,0.479,0.831,4.0,-9.242,0,0.044,0.00912,0.00124,0.341,0.531,78.975,314479.0,4,8 -Le Vitates,Wherever You Will Go,57.0,0.711,0.195,8.0,-8.167,1,0.0285,0.809,,0.119,0.369,91.903,223441.0,4,9 -Fall Out Boy,"Sugar, We're Goin Down",,0.5,0.887,7.0,-3.74,1,0.0726,0.00467,,0.114,0.631,162.003,230933.0,4,10 -Zig Zags,The Shout,19.0,0.196,0.893,8.0,-1.844,0,0.0484,1.62e-05,0.000313,0.0782,0.26,91.327,271667.0,4,8 -Brent Cobb,Black Crow,,0.706,0.329,5.0,-11.603,1,0.0676,0.718,0.0194,0.0958,0.625,131.312,270413.0,4,10 -Manfred Mann,I Put A Spell On You,31.0,0.302,0.51,3.0,-10.496,0,0.0373,0.164,2.68e-06,0.119,0.497,182.091,215453.0,3,2 -Meg Myers,Numb,46.0,0.51,0.693,5.0,-3.192,1,0.0284,0.006,2.04e-06,0.11,0.291,81.981,262815.0,4,1 -YG,Surgery,57.0,0.88,0.436,6.0,-10.07,1,0.108,0.184,,0.278,0.501,124.063,216954.0,4,5 -BLOXX,Everything I‚Äôve Ever Learned,46.0,0.379,0.949,11.0,-3.377,0,0.149,0.000673,0.000453,0.325,0.416,157.967,234410.0,4,6 -Jane's Addiction,Jane Says,66.0,0.402,0.597,2.0,-9.258,1,0.0327,0.0385,2.09e-06,0.109,0.496,81.806,287000.0,4,6 -"Mahesh Raghvan, Sharanya Srinivas",Thillana 2.0 - Dhanashree (feat. Sharanya Srinivas),34.0,0.747,0.567,4.0,-8.188,0,0.0436,0.545,,0.163,0.453,107.021,3.95175,4,0 -Bob Dylan,The Times They Are A-Changin',69.0,0.389,0.396,7.0,-7.999,1,0.0332,0.887,,0.0828,0.585,171.86,192053.0,3,10 -Ehud Banai,◊©◊ú◊ï◊© ◊î◊ü ◊ë◊†◊ï◊™ ◊î◊§◊ú◊ê,18.0,0.573,0.778,2.0,-6.509,1,0.0258,0.302,0.00468,0.162,0.641,90.065,228139.0,3,10 -Sl√∏tface,Luminous,27.0,0.426,0.538,10.0,-8.154,1,0.0367,0.00751,0.0031,0.0729,0.507,171.693,228507.0,4,6 -Squeeze,Cool For Cats,54.0,0.792,0.747,,-15.366,1,0.149,0.202,0.00429,0.221,0.968,144.15,219827.0,4,10 -Boubacar Traor√©,Hona,40.0,0.429,0.455,3.0,-10.092,0,0.0369,0.587,0.397,0.118,0.597,183.624,338747.0,4,2 -Shlomo Ydov,◊ô◊û◊ô◊ù ◊ú◊ë◊†◊ô◊ù,38.0,0.522,0.194,2.0,-15.228,1,0.0328,0.713,,0.0985,0.187,112.218,242373.0,4,10 -Pattie,Hey,14.0,0.437,0.475,6.0,-7.297,0,0.0284,0.00469,0.0206,0.0907,0.193,88.987,199870.0,4,6 -"Ólafur Arnalds, Alice Sara Ott",Verses,42.0,0.14,0.159,1.0,-17.845,0,0.0401,0.867,0.917,0.392,0.0331,142.239,4.052666667,3,7 -Tygers Of Pan Tang,Love Potion No. 9,40.0,0.542,0.925,9.0,-5.357,1,0.0871,0.0137,,0.49,0.419,143.156,124960.0,4,8 -Daniel Ash,Get Out of Control,33.0,0.566,0.975,9.0,-6.806,1,0.0471,0.00136,0.000543,0.435,0.574,119.659,264893.0,4,10 -WurlD,WAYO (KPE LE WU),41.0,0.696,0.535,4.0,-8.053,0,0.146,0.421,1.84e-05,0.107,0.662,91.943,196093.0,4,9 -Beastie Boys,So What'Cha Want,58.0,0.7,0.942,5.0,-7.355,0,0.237,0.0469,2.93e-05,0.0666,0.766,171.37,216941.0,4,5 -Pappo's Blues,Ruta 66,50.0,0.606,0.973,,-3.371,1,0.0834,0.255,,0.0858,0.813,153.99,186907.0,4,2 -SebastiAn,Walkman,42.0,0.77,0.748,2.0,-8.906,1,0.21,0.00217,0.881,0.0905,0.729,118.931,299947.0,4,1 -Visionist,Cast,11.0,0.158,0.134,8.0,-22.355,1,0.0371,0.971,0.977,0.1,0.303,88.363,190558.0,3,6 -Imagine Dragons,Natural,81.0,0.704,0.611,2.0,-6.112,1,0.0409,0.217,,0.0812,0.22,100.0,189467.0,4,10 -The Atomic Bitchwax,So Come On,41.0,0.293,0.928,2.0,-4.865,0,0.095,4.2e-05,0.0325,0.197,0.507,106.113,251973.0,4,8 -Franz Ferdinand,Take Me Out,78.0,0.277,0.663,4.0,-8.821,0,0.0377,0.000409,0.00051,0.136,0.527,104.561,237027.0,4,10 -Jack Pe√±ate,Torn On The Platform,44.0,0.498,0.893,9.0,-4.558,1,0.114,0.00519,,0.112,0.451,116.142,233680.0,4,6 -Nirvana,Lake Of Fire,67.0,0.541,0.618,1.0,-9.652,0,0.179,0.277,4.02e-05,0.413,0.68,145.464,175973.0,4,10 -Q-Tip,Let's Ride,59.0,0.775,0.795,5.0,-4.171,1,0.206,0.148,0.00119,0.0411,0.796,95.212,246493.0,4,5 -Ronnie Atkins,Scorpio,34.0,0.465,0.979,7.0,-7.443,1,0.0575,1.08e-05,2.22e-06,0.0917,0.433,137.029,274547.0,4,8 -Robot Koch,Stars As Eyes - Hugar Rework,26.0,0.0756,0.0891,9.0,-25.279,0,0.0383,0.82,0.926,0.0847,0.0347,74.897,243431.0,5,6 -Backstreet Boys,The One,58.0,0.663,0.934,5.0,-4.227,0,0.0348,0.0646,,0.164,0.621,110.031,3.782216667,4,9 -Destroy Boys,Fences,55.0,0.377,0.991,4.0,-1.205,0,0.0932,0.00081,4.84e-06,0.298,0.258,122.147,238040.0,4,10 -Kati Ran,Unnr | MINDBEACH,44.0,0.412,0.402,9.0,-11.421,0,0.0335,0.795,0.365,0.089,0.0362,121.076,576250.0,4,8 -Slightly Stoopid,If You Want It,38.0,0.565,0.875,2.0,-5.905,0,0.0458,0.1,0.000325,0.244,0.891,155.546,241307.0,4,10 -my bloody valentine,All I Need,44.0,0.304,0.953,6.0,-7.701,0,0.128,0.000444,0.862,0.258,0.0865,107.395,185027.0,4,1 -Zaytoven,"The Click (feat. Zaybang, Lil Bean, KxNG LLAMA, Lil Yee, Prezi & Lil Pete)",48.0,0.859,0.544,7.0,-7.465,0,0.291,0.174,0.00528,0.373,0.43,100.024,150379.0,4,5 -"N.O.T Playing, Shubham Bharti, Vibhor Mathur",Raag Arambol,9.0,0.357,0.447,8.0,-12.069,1,0.0443,0.538,0.22,0.352,0.159,89.998,4.970833333,4,0 -Savannah Conley,Being Around You,26.0,0.598,0.591,8.0,-5.387,1,0.0262,0.179,0.00066,0.0714,0.467,93.071,178484.0,3,6 -Jet,She's A Genius,52.0,0.498,0.943,9.0,-2.394,1,0.137,0.0218,7.69e-06,0.112,0.569,152.216,178840.0,4,10 -Ben Stevenson,Yellow Bird,43.0,0.503,0.363,6.0,-10.625,0,0.0287,0.689,0.33,0.105,0.0682,114.019,222842.0,4,9 -Knapsack,Courage Was Confused,30.0,0.428,0.916,2.0,-7.75,1,0.0805,0.00038,0.001,0.104,0.241,114.819,231307.0,4,10 -Eddie Rabbitt,Every Which Way but Loose - 2009 Remaster,52.0,0.598,0.483,7.0,-7.474,1,0.0292,0.458,7.88e-06,0.36,0.452,130.663,2.860883333,4,4 -Metallica,I Disappear,59.0,0.536,0.928,1.0,-3.64,1,0.0498,0.000213,6.56e-05,0.0411,0.46,122.655,266240.0,4,10 -A Day To Remember,Paranoia,64.0,0.409,0.992,3.0,-2.803,0,0.108,4.82e-05,2.03e-06,0.1,0.344,149.859,200677.0,4,10 -John Mayer,Waiting On the World to Change,73.0,0.578,0.756,2.0,-5.82,1,0.115,0.157,0.000232,0.249,0.663,176.739,201173.0,4,9 -Machine Head,Is There Anybody out There?,63.0,0.408,0.953,7.0,-3.883,1,0.226,0.00532,,0.338,0.291,177.94,272666.0,4,8 -Deftones,Back to School (Mini Maggit),58.0,0.3,0.986,8.0,-3.022,1,0.107,0.000386,0.000136,0.0924,0.256,85.117,237360.0,4,8 -Fleetwood Mac,Child of Mine,27.0,0.482,0.649,4.0,-13.424,1,0.0298,0.223,0.145,0.294,0.717,143.13,327867.0,4,10 -Itay Levi,◊ô◊ó◊¶◊ü ◊©◊ú ◊î◊û◊ì◊ô◊†◊î,27.0,0.676,0.916,9.0,-4.094,0,0.0621,0.149,,0.281,0.695,129.968,241962.0,4,9 -Common,Say Peace Feat. Black Thought,35.0,0.568,0.847,5.0,-7.953,0,0.332,0.403,0.000436,0.173,0.833,188.001,251227.0,4,5 -Savage After Midnight,Remedy,44.0,0.493,0.908,,-5.582,1,0.0913,0.000623,3.04e-06,0.497,0.257,144.021,217867.0,4,10 -Hildegard,Jour 1,28.0,0.698,0.514,2.0,-9.574,1,0.0315,0.0187,0.538,0.113,0.141,137.985,294025.0,4,1 -Brad Paisley,We Danced,55.0,0.592,0.39,9.0,-10.642,1,0.027,0.477,,0.12,0.143,146.039,3.77045,4,4 -Love Renaissance (LVRN),"LVRN Cypher - Spotify Singles (feat. BRS Kash, OMB Bloodbath & NoonieVsEverybody)",62.0,0.9,0.487,8.0,-12.087,1,0.449,0.0165,,0.443,0.644,120.022,350505.0,4,5 -Ghost,If You Have Ghosts,52.0,0.508,0.782,6.0,-4.838,0,0.0385,0.00271,0.0004,0.0812,0.565,135.02,214880.0,4,8 -Jake Whiskin,Heavy,32.0,0.74,0.386,11.0,-9.698,1,0.0326,0.472,0.00073,0.129,0.209,129.995,225083.0,4,6 -I Prevail,Every Time You Leave (Feat. Delaney Jane) - Live Acoustic,45.0,0.553,0.449,7.0,-5.857,1,0.0322,0.635,,0.255,0.381,77.633,187401.0,4,10 -Nebula,To the Center,37.0,0.279,0.899,5.0,-6.588,1,0.0494,0.00135,0.807,0.107,0.402,132.209,391160.0,4,8 -The Smashing Pumpkins,Landslide - Remastered,59.0,0.422,0.208,10.0,-15.886,1,0.0318,0.896,0.0265,0.192,0.354,111.549,190587.0,3,10 -Bibio,Petals,59.0,0.359,0.286,9.0,-10.172,0,0.0338,0.908,0.0036,0.109,0.229,152.205,152333.0,4,6 -Charles Bradley,The World (Is Going Up In Flames),59.0,0.715,0.6,5.0,-7.728,0,0.0264,0.0714,0.00165,0.0876,0.77,86.989,202492.0,4,9 -Kayzo,Never Let You Down (with TELLE),44.0,0.446,0.999,9.0,-1.59,0,0.313,0.0289,0.0566,0.612,0.0624,149.919,166800.0,4,10 -Keef Hartley Band,Sinnin' For You,24.0,0.396,0.436,5.0,-15.616,1,0.0411,0.254,0.469,0.125,0.389,139.664,350760.0,4,10 -SASAMI,Not The Time,33.0,0.42,0.79,6.0,-7.824,0,0.06,0.00384,0.41,0.0943,0.507,137.968,170760.0,4,6 -T Derose,Naughty,35.0,0.683,0.473,5.0,-10.159,0,0.0723,0.201,,0.212,0.154,139.998,152633.0,4,5 -Parkwood,Screwdriver,34.0,0.446,0.989,7.0,-4.131,1,0.155,0.00125,9.2e-06,0.102,0.0437,105.955,197264.0,4,8 -Riverside,Vale of Tears,38.0,0.513,0.678,9.0,-8.697,1,0.0368,0.0405,0.123,0.126,0.432,140.052,288610.0,4,10 -Lime Cordiale,Reality Check Please,53.0,0.703,0.639,,-7.341,1,0.0316,0.00976,0.468,0.165,0.622,138.048,220597.0,4,6 -JP Cooper,Wait,,0.527,0.577,4.0,-8.112,1,0.0487,0.184,,0.111,0.291,79.95,3.85888333,4,0 -Sepultura,Tainted Love,44.0,0.532,0.953,6.0,-4.09,1,0.102,0.000113,3.49e-05,0.118,0.416,137.036,182188.0,4,8 -Joan Jett & The Blackhearts,I Love Rock 'N Roll,74.0,0.535,0.716,4.0,-5.025,1,0.0431,0.326,,0.659,0.901,94.379,175173.0,4,10 -Blind Melon,Change,62.0,0.433,0.46,2.0,-10.441,1,0.0343,0.606,4.36e-05,0.175,0.536,77.525,221867.0,4,10 -Noel Gallagher's High Flying Birds,Holy Mountain,42.0,0.429,0.974,1.0,-4.04,1,0.0419,4.51e-06,0.563,0.577,0.724,137.01,234880.0,4,10 -Jackie Payne Steve Edmonson Band,The Real Deal,8.0,0.561,0.715,5.0,-5.918,0,0.146,0.437,1.41e-05,0.0896,0.801,116.995,208747.0,4,2 -More Than We Know,"Aoife O'Donovan, The Milk Carton Kids",46.0,0.619,0.248,1.0,-15.649,0,0.0274,0.844,5.28e-05,0.137,0.289,104.872,3.179116667,4,0 -The Shaggs,Philosophy of the World,34.0,0.393,0.649,4.0,-9.103,0,0.0541,0.69,,0.159,0.697,114.054,177840.0,4,1 -The Cold Stares,Sleeping with Lions,36.0,0.365,0.778,5.0,-6.117,0,0.039,6.42e-05,1.35e-06,0.299,0.712,73.93,199787.0,4,10 -Animals As Leaders,An Infinite Regression,43.0,0.404,0.903,2.0,-6.237,1,0.108,0.000123,0.812,0.138,0.352,131.768,205853.0,5,8 -Love,The Red Telephone,46.0,0.471,0.258,7.0,-19.476,1,0.0346,0.576,8.16e-05,0.11,0.0908,110.634,284320.0,4,10 -Harmony Byrne,Sweeter Than Sugar,25.0,0.501,0.818,,-4.631,1,0.0317,0.00203,0.000957,0.0877,0.338,92.01,221880.0,4,1 -Kenny Wayne Shepherd,Diamonds & Gold - Live,33.0,0.342,0.828,1.0,-6.802,1,0.0327,0.00383,0.00031,0.77,0.681,93.139,387347.0,4,2 -DREAMERS,Palm Reader,60.0,0.813,0.774,9.0,-3.923,0,0.0341,0.012,4.53e-06,0.0616,0.909,105.997,180667.0,4,10 -The Libertines,Time For Heroes,56.0,0.344,0.925,2.0,-4.157,1,0.0554,0.0106,0.000211,0.0136,0.712,152.395,160280.0,4,10 -Bruno Mars,Marry You,75.0,0.62,0.832,10.0,-4.848,1,0.036,0.332,,0.104,0.481,144.926,230120.0,4,9 -Sister,Scream for Pleasure,32.0,0.438,0.964,8.0,-4.634,1,0.0715,1.59e-05,0.181,0.0307,0.664,169.957,232431.0,4,10 -In Flames,Cloud Connected,58.0,0.48,0.908,,-5.466,0,0.0452,5.45e-06,0.856,0.0932,0.313,95.084,220707.0,4,8 -Elvis Presley,Don't Be Cruel,60.0,0.697,0.55,2.0,-11.496,1,0.179,0.856,3.44e-05,0.0907,0.844,84.802,2.04821667,4,10 -Ramones,Sheena Is a Punk Rocker - 2001 Remaster,17.0,0.534,0.866,,-6.013,1,0.0309,0.213,,0.0921,0.792,176.268,167840.0,4,1 -Kylesimps,S.I.M.P,65.0,0.631,0.714,5.0,-10.218,0,0.186,0.613,,0.185,0.601,160.509,131944.0,4,6 -John Legend,All of Me,86.0,0.422,0.264,8.0,-7.064,1,0.0322,0.922,,0.132,0.331,119.93,269560.0,4,9 -Windows 96,Glass Prism,37.0,0.654,0.757,10.0,-9.208,1,0.0919,0.0498,0.918,0.493,0.183,133.951,210896.0,4,6 -Harakiri for the Sky,And Oceans Between Us,33.0,0.352,0.966,5.0,-6.302,0,0.0722,3.34e-05,0.917,0.403,0.393,155.019,537203.0,4,8 -"Hank Williams, Jr.",All My Rowdy Friends (Have Settled Down),54.0,0.711,0.542,,-10.319,1,0.0287,0.23,5.2e-06,0.28,0.813,127.002,4.006216667,4,4 -Destiny's Child,"Bills, Bills, Bills",82.0,0.845,0.576,11.0,-5.15,0,0.153,0.139,,0.0764,0.461,127.641,4.267116667,4,9 -Microwave,Mirrors,32.0,0.248,0.982,5.0,-7.208,0,0.123,2.07e-05,0.28,0.597,0.0722,80.952,177046.0,4,10 -easy life,have a great day,53.0,0.776,0.574,5.0,-5.971,0,0.0351,0.431,7.9e-05,0.147,0.427,102.895,202090.0,4,6 -Asking Alexandria,The Violence,60.0,0.646,0.851,8.0,-4.22,0,0.0662,0.00618,,0.629,0.333,129.921,208396.0,4,10 -George Bar,◊ï◊ï◊ê◊ú◊ô,19.0,0.648,0.872,,-6.924,0,0.0372,0.245,5.66e-06,0.0403,0.984,164.908,276133.0,4,9 -Stone Temple Pilots,Perdida,40.0,0.414,0.31,4.0,-11.54,0,0.0329,0.943,0.0217,0.1,0.11,128.243,209213.0,3,10 -Cedric Burnside,The Other Side (feat. J.R. & the Allnighters),29.0,0.739,0.219,7.0,-13.652,0,0.122,0.945,6.13e-05,0.112,0.49,143.695,192348.0,4,2 -The Backyard,◊î◊§◊°◊ô◊ß◊ï ◊ê◊™ ◊î◊û◊ï◊ñ◊ô◊ß◊î,35.0,0.755,0.746,6.0,-5.73,0,0.0861,0.198,,0.237,0.854,91.964,232764.0,4,6 -Harrison Storm,Breathe Again - Acoustic,53.0,0.651,0.433,10.0,-7.826,0,0.0362,0.631,,0.146,0.182,123.027,3.30636667,4,0 -"Doja Cat, SZA",Kiss Me More (feat. SZA),95.0,0.762,0.701,8.0,-3.541,1,0.0286,0.235,0.000158,0.123,0.742,110.968,3.48111667,4,9 -Of Monsters and Men,Visitor,58.0,0.57,0.866,7.0,-4.587,0,0.0344,0.00332,0.000709,0.116,0.477,81.995,207227.0,4,6 -"Asha Bhosle, Mohammed Rafi","Uden Jab Jab Zulfen Teri, Pt. 1",18.0,0.559,0.551,6.0,-10.307,1,0.0731,0.745,0.858,0.0878,0.909,137.15,4.951133333,4,3 -Touch√© Amor√©,Lament,42.0,0.308,0.916,10.0,-7.455,0,0.153,1.57e-05,0.0127,0.095,0.361,167.078,200872.0,4,10 -Plastic Bertrand,√áa Plane Pour Moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,6 -Dinosaur Jr.,Start Choppin',53.0,0.373,0.755,2.0,-7.574,1,0.103,0.00411,0.000799,0.0635,0.57,111.813,340187.0,4,10 -Bring Me The Horizon,Throne,73.0,0.426,0.888,,-3.72,0,0.0987,0.000455,,0.306,0.387,144.111,191520.0,4,10 -Martha and the Muffins,Echo Beach,58.0,0.54,0.746,7.0,-9.412,1,0.045,0.13,8.73e-06,0.0976,0.826,163.809,219867.0,4,1 -Greta Van Fleet,Safari Song,65.0,0.362,0.928,2.0,-4.015,1,0.0503,0.164,1.61e-05,0.315,0.678,175.868,234600.0,4,10 -The Kooks,Always Where I Need To Be,58.0,0.331,0.961,11.0,-4.627,1,0.0663,0.000146,,0.322,0.882,168.355,161720.0,4,10 -Cut Copy,Hearts On Fire - Calvin Harris Remix,18.0,0.783,0.82,1.0,-6.102,1,0.0489,0.00054,0.499,0.0628,0.235,129.015,339213.0,4,1 -The Beatles,I Will - Remastered 2009,63.0,0.631,0.387,5.0,-11.529,1,0.0262,0.742,0.000406,0.0822,0.832,103.11,105933.0,4,10 -Au√∞n,Ver√∞ur von a√∞ br√°√∞,22.0,0.236,0.876,4.0,-6.487,0,0.0866,4.75e-05,0.0864,0.186,0.105,85.618,350027.0,4,8 -Tony Spinner,Walkin' The Dawg,40.0,0.626,0.923,1.0,-4.448,1,0.0474,0.0132,0.000771,0.0331,0.845,87.377,224640.0,4,2 -Ohhms,Alive! - Radio Edit,12.0,0.187,0.777,11.0,-5.267,0,0.0476,0.000669,0.896,0.167,0.293,139.905,312617.0,4,8 -Tuff Crew,My Part of Town,34.0,0.944,0.805,6.0,-9.578,0,0.327,0.182,,0.468,0.833,113.993,271333.0,4,5 -Code Orange,Forever,44.0,0.306,0.883,7.0,-4.205,1,0.0855,1.21e-05,0.774,0.185,0.43,81.188,187947.0,4,8 -36 Crazyfists,Renegades,39.0,0.506,0.964,,-2.494,0,0.215,2.21e-05,0.305,0.213,0.324,90.086,208907.0,4,8 -Backstreet Boys,Panic,31.0,0.567,0.873,9.0,-3.312,0,0.0411,0.0285,,0.326,0.799,76.0,2.88045,4,9 -Fred again..,Chika (Scared),50.0,0.687,0.413,6.0,-11.68,1,0.145,0.554,0.006,0.123,0.183,119.968,168245.0,4,6 -Bloomsday,Samantha Crain,19.0,0.458,0.529,8.0,-6.566,1,0.0286,0.286,3.22e-06,0.107,0.0767,119.924,3.3191,4,0 -TT Grace,Baby Come Back,42.0,0.402,0.913,9.0,-4.913,1,0.0644,0.00294,0.602,0.175,0.687,179.704,201667.0,4,10 -Lonely The Brave,Bound,39.0,0.364,0.776,2.0,-5.236,1,0.04,0.000648,0.000114,0.177,0.306,157.15,213125.0,3,10 -Westlife,Uptown Girl - Radio Edit,,0.649,0.9,6.0,-5.81,0,0.0311,0.0108,0.000395,0.523,0.893,128.995,3.1,4,9 -Oli Bloom,Sancy,47.0,0.618,0.088,2.0,-17.014,1,0.06,0.993,0.908,0.108,0.24,87.853,2.391083333,4,7 -Outloved,It's All Hate,,0.471,0.9,,-3.876,0,0.043,0.000922,5.59e-05,0.109,0.267,171.941,208657.0,4,8 -Adi Ulmansky,◊ê◊ô◊ö ◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ô,23.0,0.689,0.522,4.0,-7.795,0,0.043,0.755,,0.173,0.396,114.89,201391.0,4,9 -Sui Uzi,Your Secrets,35.0,0.755,0.895,5.0,-7.8,0,0.0538,0.000236,0.00247,0.223,0.672,134.081,240527.0,4,6 -Crystal Castles,Crimewave,67.0,0.746,0.691,4.0,-7.533,0,0.0403,0.184,0.0259,0.205,0.888,119.982,258453.0,4,6 -Shlomo Artzi,◊î◊ê◊ô◊© ◊î◊î◊ï◊ê,29.0,0.407,0.367,,-13.74,1,0.0356,0.752,,0.32,0.581,139.821,290000.0,4,10 -M.A.G.S.,Sunrise,37.0,0.653,0.843,4.0,-8.688,1,0.0327,0.211,0.46,0.161,0.767,103.053,135728.0,4,1 -Stephen Oaks,Es Amor (What Is Love) (feat. Nicky Jam & Emy Perez),46.0,0.729,0.922,6.0,-3.695,0,0.109,0.0857,6.12e-06,0.278,0.443,108.976,185947.0,4,9 -Katori Walker,INDEPENDENT,43.0,0.696,0.696,10.0,-6.257,1,0.285,0.461,,0.231,0.402,150.191,153652.0,4,5 -Khalid,Free Spirit,74.0,0.627,0.446,2.0,-9.477,0,0.0332,0.308,0.00077,0.111,0.11,139.994,182080.0,4,9 -Devil Electric,All My Friends Move Like The Night,33.0,0.418,0.886,,-3.6,1,0.0325,0.00112,0.00253,0.0886,0.551,113.65,173808.0,4,8 -Def Leppard,Pour Some Sugar On Me - Remastered 2017,74.0,0.267,0.953,1.0,-4.899,0,0.096,0.00211,,0.283,0.568,84.989,267307.0,4,10 -Grouplove,Deadline,56.0,0.627,0.94,11.0,-5.563,0,0.29,0.148,0.00333,0.623,0.592,158.012,218680.0,4,10 -Perila,Fallin Into Space,12.0,0.504,0.264,,-17.572,1,0.0579,0.812,0.888,0.112,0.0335,114.629,298909.0,4,6 -Kree Harrison,That's How Hearts Get Broken,39.0,0.713,0.506,2.0,-5.975,1,0.0242,0.15,2.42e-06,0.362,0.669,108.884,221840.0,4,1 -Divitius,Lucid - Instrumental,35.0,0.39,0.984,5.0,-4.257,0,0.149,0.000719,0.566,0.153,0.0973,149.922,270400.0,4,8 -The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,1 -Eyal Golan,◊õ◊û◊ï ◊ë◊°◊§◊®◊ô◊ù ◊î◊î◊ù,28.0,0.528,0.538,10.0,-5.054,1,0.0335,0.286,,0.25,0.343,189.841,210275.0,3,9 -The Cadets,I Want You,34.0,0.733,0.451,3.0,-8.006,1,0.127,0.698,5.31e-06,0.139,0.917,154.443,169250.0,4,2 -Moshe Peretz,◊õ◊û◊ï ◊û◊ú◊ö,23.0,0.639,0.961,5.0,-1.265,0,0.0597,0.0904,,0.351,0.588,127.967,234560.0,4,9 -Arlo McKinley,Die Midwestern,45.0,0.483,0.659,9.0,-5.583,1,0.0291,0.0442,6.73e-06,0.333,0.554,109.024,249280.0,4,1 -The Teskey Brothers,So Caught Up,51.0,0.744,0.693,4.0,-6.563,0,0.0261,0.293,0.00056,0.305,0.896,99.048,228553.0,4,9 -Ethan Gruska,Maybe I'll Go Nowhere,48.0,0.557,0.289,1.0,-17.424,1,0.0693,0.86,0.118,0.0929,0.454,160.914,243987.0,4,6 -Twisted Sister,We're Not Gonna Take It,,0.306,0.932,8.0,-6.602,1,0.13,0.000265,,0.381,0.571,167.719,208994.0,4,9 -Hinds,Good Bad Times,45.0,0.646,0.668,,-3.476,1,0.0281,0.04,1.31e-05,0.648,0.872,109.985,198547.0,4,6 -Charles Daisey & Friends,I Cover the Waterfront,56.0,0.406,0.1,7.0,-20.82,1,0.047,0.982,0.922,0.111,0.314,163.277,2.471716667,3,7 -Boj,Abracadabra,48.0,0.735,0.696,,-7.097,0,0.0574,0.0562,0.0292,0.0594,0.955,94.973,195789.0,4,9 -Nikita Stashevskiy,Tenderness,31.0,0.53,0.923,8.0,-3.911,1,0.0372,0.000587,0.884,0.151,0.365,132.964,291333.0,4,6 -Sarit Hadad,◊û◊ô◊©◊î◊ï ◊ô◊ó◊ë◊ß ◊ê◊ï◊™◊ô,22.0,0.519,0.647,3.0,-4.859,0,0.0373,0.741,,0.132,0.385,122.983,194043.0,4,9 -Russ,Give Up,54.0,0.865,0.457,11.0,-11.294,1,0.29,0.344,7.23e-05,0.0767,0.465,143.916,153333.0,4,5 -Martin Harley,Roll With the Punches,24.0,0.629,0.466,11.0,-9.969,1,0.0397,0.446,0.00995,0.258,0.91,124.88,191880.0,4,2 -Scarecrow Blues Hip Hop,Code Name Loppsi - My Lowd demo,24.0,0.653,0.711,4.0,-8.126,0,0.402,0.143,,0.0961,0.762,92.537,253000.0,4,2 -The End of Electronics,Proletarian Gothic,39.0,0.341,0.601,1.0,-14.393,1,0.0361,0.613,0.832,0.36,0.841,180.101,213333.0,4,6 -Methods of Mayhem,Get Naked,47.0,0.78,0.919,9.0,-4.751,1,0.156,0.0389,1.77e-05,0.025,0.902,100.006,201667.0,4,10 -Alonso Librado,Volar con el viento,45.0,0.695,0.102,4.0,-17.316,1,0.0618,0.94,0.92,0.0931,0.0375,121.391,2.620833333,3,7 -MAY-A,Apricots,56.0,0.688,0.629,4.0,-5.802,1,0.0878,0.585,,0.192,0.211,88.058,192715.0,4,9 -The Tracks,Strange Moments,22.0,0.329,0.905,7.0,-5.728,1,0.0546,8.63e-05,0.0037,0.11,0.711,145.149,183560.0,4,1 -Tim Franks Trio,Late Lament,53.0,0.348,0.168,3.0,-19.254,0,0.0353,0.985,0.917,0.0854,0.149,82.508,5.34765,3,7 -Luke Jordan,Church Bells Blues,14.0,0.729,0.0564,11.0,-19.28,0,0.0595,0.996,0.683,0.113,0.547,130.184,196653.0,4,2 -ASHES dIVIDE,The Stone,41.0,0.353,0.944,6.0,-5.013,1,0.0625,0.000298,0.246,0.102,0.362,95.072,229080.0,4,10 -Interpol,Slow Hands,55.0,0.245,0.974,11.0,-2.523,0,0.0496,0.00045,0.438,0.363,0.644,141.885,184133.0,4,10 -Muzz,Fade Into You,39.0,0.491,0.363,9.0,-9.267,1,0.0274,0.529,0.553,0.103,0.172,77.504,284665.0,3,6 -SOAK,Bloodbuzz Ohio,43.0,0.441,0.267,6.0,-8.171,1,0.031,0.715,1.48e-06,0.11,0.0566,140.076,279968.0,4,6 -Brothers Osborne,Back On The Bottle,,0.552,0.885,4.0,-5.339,1,0.0657,0.0111,0.0106,0.36,0.536,100.295,196333.0,4,10 -The Fray,How to Save a Life - Live in NYC - 2009,57.0,0.54,0.294,10.0,-12.181,1,0.0323,0.775,,0.708,0.204,119.134,290267.0,4,10 -Stone Temple Pilots,Plush - Acoustic,67.0,0.643,0.364,5.0,-11.018,0,0.04,0.715,,0.659,0.283,133.377,230293.0,4,10 -"Manuel de Falla, Mischa Maisky, Pavel Gililov",7 Canciones populares españolas - Arranged by Mischa Maisky: No.5: Nana,,0.179,0.0119,9.0,-31.3,0,0.0472,0.993,0.9,0.0548,0.0475,90.397,3.00555,4,7 -TransFixion,Tremolo,8.0,0.546,0.881,7.0,-5.045,1,0.0328,0.000181,0.000802,0.0962,0.421,99.998,294000.0,4,10 -Kodaline,All I Want,1.0,0.209,0.412,,-9.733,1,0.0443,0.172,0.15,0.0843,0.162,86.26,5.09578333,3,0 -Shlomo Artzi,◊©◊†◊ô◊ô◊ù,34.0,0.771,0.42,6.0,-6.696,0,0.0291,0.615,9.61e-06,0.0989,0.441,96.018,218707.0,3,10 -The Luka State,[Insert Girls Name Here],23.0,0.297,0.913,3.0,-7.853,0,0.128,1.71e-05,0.317,0.157,0.361,169.856,188267.0,4,10 -Red Garland,Back Slidin',31.0,0.572,0.183,5.0,-19.793,0,0.047,0.884,0.903,0.127,0.336,119.079,414667.0,4,2 -Dorothy,Who Do You Love,37.0,0.22,0.848,10.0,-3.686,1,0.0501,0.0429,0.000175,0.142,0.389,121.948,253613.0,4,10 -Deafheaven,Dream House,45.0,0.1,0.804,7.0,-4.669,1,0.0768,6.84e-06,0.916,0.384,0.0954,82.211,554573.0,4,8 -Elvie Shane,County Roads,51.0,0.658,0.813,8.0,-3.305,1,0.0486,0.0463,,0.388,0.518,116.06,191765.0,4,10 -Accept,Zombie Apocalypse,46.0,0.392,0.977,4.0,-6.009,0,0.101,3.78e-05,0.0776,0.119,0.207,195.984,335360.0,4,8 -Pink Mario,Eachday,31.0,0.454,0.643,3.0,-7.377,1,0.0344,0.261,0.0879,0.243,0.224,91.055,255147.0,4,6 -Iggy Pop,Lust For Life,67.0,0.383,0.97,9.0,-5.638,1,0.0435,0.0276,,0.0942,0.62,101.603,313926.0,4,6 -Black Sabbath,War Pigs,65.0,0.464,0.612,9.0,-12.019,1,0.0591,0.116,0.00559,0.171,0.496,91.499,474400.0,4,8 -Pretty Sick,Bet My Blood,1.0,0.423,0.984,9.0,-4.261,0,0.1,2.29e-05,0.00676,0.321,0.199,103.218,179785.0,4,1 -J. Cole,a m a r i,86.0,0.725,0.713,4.0,-6.173,0,0.187,0.127,,0.617,0.207,65.988,148421.0,4,9 -Alka Yagnik,Kahe Sataye,29.0,0.314,0.0643,,-17.086,1,0.044,0.973,0.0135,0.115,0.181,98.353,2.306216667,4,3 -Kuttem Reese,All 10 (feat. Chief Keef),46.0,0.807,0.773,11.0,-3.675,1,0.309,0.0657,,0.222,0.46,147.961,172399.0,4,5 -Fleet Foxes,Sunblind,61.0,0.562,0.686,7.0,-8.48,1,0.0249,0.31,0.0225,0.125,0.466,103.054,253613.0,4,6 -Drown This City,Borderline Existence,38.0,0.393,0.937,1.0,-3.562,1,0.0872,0.00105,0.185,0.269,0.152,155.035,187000.0,4,8 -Thessa,Rigel,34.0,0.234,0.943,1.0,-9.927,1,0.065,2.96e-06,0.868,0.116,0.29,114.823,283009.0,4,8 -Melvins,Revolve,52.0,0.448,0.796,2.0,-7.896,1,0.0283,0.000274,0.443,0.171,0.565,97.178,284907.0,4,10 -Nothing But Thieves,Forever & Ever More,55.0,0.289,0.841,8.0,-4.33,1,0.146,0.00582,0.00769,0.267,0.399,183.17,208134.0,3,10 -Mustasch,You Are Killing Me,41.0,0.663,0.835,,-5.194,1,0.0446,0.0039,0.000388,0.594,0.327,140.023,232313.0,4,8 -Donald Byrd,Sudwest Funk - Rudy Van Gelder Edition/Digital Remaster/2006,37.0,0.567,0.463,10.0,-7.91,1,0.0362,0.747,0.00776,0.151,0.499,130.207,6.857333333,4,7 -Nina Simone,Just Like a Woman,50.0,0.457,0.379,6.0,-13.618,1,0.0342,0.434,0.000276,0.202,0.363,78.49,4.83466667,3,0 -Backyard Babies,Brand New Hate,22.0,0.382,0.957,8.0,-2.859,1,0.0613,7.24e-05,0.000102,0.0902,0.7,181.094,179293.0,4,8 -–ó–∞–≥–æ–≤–æ—Ä,–ù–µ –∑–Ω–∞—é,26.0,0.619,0.706,10.0,-10.396,0,0.034,0.0918,0.629,0.0781,0.6,130.001,204000.0,4,6 -Strawberry Alarm Clock,Incense And Peppermints,45.0,0.473,0.735,9.0,-8.921,1,0.0296,0.0603,,0.15,0.754,132.506,169800.0,4,10 -Super Whatevr,dwell on the guilt of saving myself,23.0,0.675,0.844,4.0,-5.92,0,0.0895,0.0212,,0.113,0.668,120.076,173741.0,4,10 -Dennis Lloyd,Like A Stone (feat. Tom Morello) - Recorded at Electric Lady Studios NYC,50.0,0.356,0.205,9.0,-7.617,0,0.0304,0.756,,0.0916,0.177,107.057,259189.0,4,10 -Satyricon,Black Crow on a Tombstone,41.0,0.629,0.914,2.0,-5.199,1,0.0461,2.79e-05,0.708,0.325,0.322,119.904,230000.0,4,8 -David Bowie,Starman - 2012 Remaster,73.0,0.486,0.449,5.0,-10.298,1,0.0267,0.166,2.23e-06,0.54,0.549,100.456,254293.0,4,10 -Lenny Kravitz,Let Love Rule,51.0,0.689,0.452,,-12.927,1,0.0407,0.0293,0.26,0.0672,0.696,152.814,342160.0,4,10 -Arcade Fire,Rebellion (Lies),65.0,0.401,0.933,8.0,-5.682,1,0.0344,0.00744,0.627,0.318,0.734,127.193,310893.0,4,10 -Eyal Golan,◊û◊õ◊ú ◊î◊õ◊ï◊õ◊ë◊ô◊ù ◊ë◊ú◊ô◊ú◊î,42.0,0.563,0.272,6.0,-7.821,0,0.0559,0.946,,0.108,0.406,130.633,192036.0,4,9 -Chris Brown,"Go Crazy (Remix) (feat. Young Thug, Future, Lil Durk & Mulatto)",72.0,0.721,0.565,,-9.157,0,0.28,0.248,,0.284,0.597,93.8,227234.0,4,5 -Chris Lane,Fill Them Boots,69.0,0.611,0.765,1.0,-5.122,1,0.0293,0.0473,,0.288,0.766,146.102,2.71475,4,4 -? & The Mysterians,96 Tears,44.0,0.681,0.499,7.0,-6.894,1,0.034,0.0589,6.39e-06,0.0743,0.841,123.458,177427.0,4,6 -Jason Bieler And The Baron Von Bielski Orchestra,Apology,15.0,0.18,0.919,2.0,-7.315,1,0.118,8.34e-05,2.52e-05,0.151,0.252,169.951,287800.0,4,8 -Richie Kotzen,Venom,42.0,0.471,0.886,8.0,-3.627,1,0.0496,0.00261,0.0942,0.124,0.473,100.025,236719.0,4,2 -The Faint,The Geeks Were Right,37.0,0.737,0.668,5.0,-6.261,0,0.0323,0.00405,6.04e-05,0.385,0.961,131.009,176240.0,4,1 -Shlomo Artzi,◊ú◊ê ◊î◊§◊°◊ß◊™◊ô ◊ú◊ó◊§◊© ◊ê◊ï◊™◊ö,41.0,0.597,0.666,7.0,-5.323,0,0.0372,0.183,,0.12,0.436,136.81,238421.0,4,9 -Motenko,The Thief,31.0,0.728,0.604,3.0,-6.788,1,0.0362,0.278,0.000337,0.11,0.75,76.078,276547.0,4,9 -GRiZ,Good Times Roll,49.0,0.677,0.874,1.0,-5.445,1,0.129,0.0219,0.00738,0.973,0.58,100.012,244828.0,4,10 -FEVER 333,SUPREMACY,47.0,0.662,0.774,2.0,-5.746,1,0.054,0.424,,0.221,0.718,100.006,174600.0,4,10 -Born Of Osiris,Angel Or Alien,55.0,0.447,0.979,4.0,-4.129,0,0.118,0.000893,0.00125,0.393,0.17,109.056,267649.0,4,10 -CHVRCHES,He Said She Said,56.0,0.574,0.625,7.0,-6.249,1,0.0304,0.0366,0.000243,0.114,0.281,126.923,189385.0,4,6 -ITZY,WANNABE,77.0,0.809,0.911,6.0,-4.41,0,0.0617,0.00795,0.000179,0.181,0.64,122.035,191242.0,4,9 -Genesis,Supper's Ready - Digital Remastered 2008,43.0,0.31,0.61,4.0,-9.415,0,0.0723,0.147,0.000476,0.179,0.144,88.132,1385907.0,4,10 -Parquet Courts,Black And White,37.0,0.318,0.975,9.0,-4.21,1,0.0926,0.00562,0.826,0.345,0.668,174.206,182987.0,4,6 -The Cadillac Three,Tabasco & Sweet Tea,54.0,0.674,0.754,7.0,-5.807,1,0.113,0.0382,,0.113,0.824,159.906,280066.0,4,10 -The Big Moon,Formidable,11.0,0.401,0.65,,-5.204,1,0.037,0.447,2.56e-06,0.105,0.385,144.802,175800.0,4,6 -DJ Chose,THICK (feat. Megan Thee Stallion) - Remix,64.0,0.877,0.747,4.0,-5.873,1,0.365,0.0288,,0.273,0.679,145.162,205296.0,4,5 -Los Retros,Amtrak,33.0,0.438,0.703,7.0,-7.069,1,0.0265,0.493,0.000979,0.0866,0.645,175.881,176751.0,4,6 -Lewis Capaldi,Bruises - Guitar Acoustic,53.0,0.745,0.308,3.0,-6.825,1,0.0498,0.806,,0.106,0.344,100.073,226453.0,4,9 -Pain,Gimme Shelter,47.0,0.523,0.891,9.0,-5.726,1,0.0368,0.000347,0.0088,0.128,0.228,120.011,238317.0,4,8 -Boys Night Out,Medicating,40.0,0.461,0.934,11.0,-5.187,0,0.0653,0.00353,,0.71,0.777,167.126,240187.0,4,10 -MANIK MC,Alchemy,46.0,0.677,0.221,3.0,-11.004,0,0.309,0.827,1.14e-05,0.11,0.561,89.905,193362.0,4,5 -MASTER BOOT RECORD,Virdem,34.0,0.31,0.921,11.0,-5.294,0,0.0598,1.27e-05,0.903,0.103,0.106,112.199,201350.0,4,8 -Kelly Lee Owens,Re-Wild,43.0,0.443,0.429,6.0,-10.169,0,0.0392,0.227,0.0083,0.112,0.185,111.968,222200.0,4,6 -Aviv Geffen,◊ó◊ú◊ï◊ú◊ô◊ù,16.0,0.144,0.288,4.0,-8.902,0,0.0301,0.152,0.127,0.126,0.0388,76.206,146267.0,3,10 -Eyeliner,Pictures,36.0,0.624,0.494,8.0,-11.319,1,0.0332,0.346,0.92,0.0995,0.128,99.991,162000.0,4,6 -Orla Gartland,Zombie!,52.0,0.525,0.739,7.0,-5.917,1,0.229,0.00678,1.18e-05,0.0815,0.62,88.202,177091.0,4,6 -$NOT,Whipski (feat. Lil Skies & Internet Money),76.0,0.841,0.545,9.0,-8.013,1,0.222,0.268,,0.25,0.305,94.528,183983.0,4,5 -Coast Contra,AF1,27.0,0.806,0.698,,-6.483,1,0.4,0.123,,0.443,0.738,147.07,133940.0,4,5 -Sultan of the Disco,Waiting For Your Calling Back,18.0,0.782,0.722,9.0,-4.803,0,0.0596,0.227,6.86e-06,0.0993,0.782,120.009,238758.0,4,10 -King Gizzard & The Lizard Wizard,Automation,50.0,0.375,0.661,6.0,-7.113,0,0.0362,2.29e-05,0.0135,0.23,0.512,91.611,209804.0,4,1 -Soda State,Gold - Club Soda Mix,44.0,0.755,0.725,2.0,-4.886,0,0.041,0.0947,0.261,0.22,0.458,121.022,245950.0,4,6 -The Expendables,Bowl For Two,62.0,0.728,0.5,4.0,-6.214,0,0.0344,0.0749,5.84e-06,0.108,0.382,138.528,283427.0,4,10 -Guns N' Roses,Mama Kin,40.0,0.335,0.916,3.0,-8.521,1,0.0914,0.00397,0.584,0.938,0.67,155.115,235173.0,4,10 -Roger Eno,Moss,38.0,0.212,0.00124,1.0,-30.245,1,0.0467,0.992,0.826,0.118,0.0391,71.665,200210.0,3,6 -The Doors,The End,61.0,0.347,0.302,,-12.104,1,0.0291,0.163,9.17e-05,0.14,0.0332,105.702,703373.0,4,10 -Fear No Empire,Revolt,31.0,0.488,0.99,6.0,-2.874,1,0.219,0.00494,,0.127,0.169,160.089,154962.0,4,10 -The Rolling Stones,Paint It Black,79.0,0.464,0.795,1.0,-9.267,1,0.0926,0.0493,0.00244,0.399,0.612,158.691,202267.0,4,10 -Iron Maiden,Run to the Hills - 2015 Remaster,70.0,0.249,0.943,,-5.188,1,0.0669,0.0286,0.00401,0.162,0.458,173.671,233507.0,4,10 -Data,Rapture,27.0,0.541,0.882,3.0,-3.929,0,0.219,0.158,,0.079,0.423,142.867,218373.0,4,6 -Shivansh Jindal,Pata Nahin,29.0,0.763,0.498,9.0,-7.278,1,0.0746,0.192,0.0025,0.0781,0.603,143.949,3.497583333,4,0 -Erick the Architect,Let It Go,63.0,0.674,0.61,8.0,-8.156,0,0.45,0.12,0.00264,0.287,0.572,139.722,223642.0,4,5 -"Alka Yagnik, Udit Narayan",Tip Tip Barsa Paani (With Jhankar Beats),41.0,0.656,0.918,5.0,-9.747,0,0.0352,0.308,0.0103,0.0817,0.782,103.225,6.014883333,4,3 -Evolfo,Strange Lights,24.0,0.421,0.784,3.0,-8.457,1,0.0466,0.015,0.00204,0.186,0.648,176.659,211520.0,4,1 -Mukesh,Yeh Mera Diwanapan Hai,30.0,0.583,0.398,,-6.814,1,0.0326,0.928,4.72e-06,0.152,0.528,99.244,3.778,4,3 -Nirvana,Oh Me,61.0,0.538,0.51,8.0,-13.192,1,0.102,0.726,0.0187,0.205,0.262,72.471,206160.0,4,10 -Aviv Geffen,◊ñ◊î ◊®◊ß ◊î◊ú◊ë ◊©◊õ◊ï◊ê◊ë ◊ú◊ö,30.0,0.322,0.719,7.0,-5.142,1,0.0337,0.0328,9.76e-05,0.137,0.391,77.44,232627.0,4,10 -Rich Boy,Throw Some D's,58.0,0.697,0.86,11.0,-5.181,1,0.43,0.0368,,0.0721,0.433,160.895,263920.0,4,5 -John Lee Hooker,Let's Make It,33.0,0.441,0.598,11.0,-12.105,0,0.14,0.675,0.0496,0.188,0.904,164.848,246493.0,4,2 -Meredith Brooks,Bitch,68.0,0.617,0.886,9.0,-5.953,1,0.055,0.0112,9.63e-05,0.0523,0.629,96.328,252760.0,4,9 -"Akhil, Dhvani Bhanushali, Abhijit Vaghani, Bob","Duniyaa (From ""Luka Chuppi"")",65.0,0.435,0.658,7.0,-5.949,0,0.0368,0.699,,0.125,0.524,77.17,3.70835,4,3 -Ayoni,The Patriots,34.0,0.565,0.375,2.0,-8.647,1,0.033,0.639,,0.0943,0.417,138.745,255500.0,4,6 -Palma Violets,Best of Friends,44.0,0.237,0.88,,-3.945,1,0.0505,8.54e-06,0.842,0.085,0.309,130.128,210067.0,4,1 -Ruger,Bounce,50.0,0.757,0.709,1.0,-5.961,0,0.0928,0.314,,0.111,0.642,98.008,184687.0,4,9 -Tiberius b,Big Deal,43.0,0.696,0.571,1.0,-5.472,1,0.0545,0.0285,,0.0917,0.456,136.036,258337.0,4,1 -Britney Spears,Blur,41.0,0.601,0.717,7.0,-5.458,1,0.0259,0.0155,0.000164,0.114,0.658,138.042,3.13155,4,9 -Greg Puciato,Down When I'm Not,31.0,0.209,0.928,10.0,-5.885,0,0.0783,8.57e-06,0.498,0.088,0.35,90.258,186584.0,4,1 -The Violent Youth,–°–æ–ª–Ω—Ü–µ,28.0,0.485,0.94,3.0,-4.598,1,0.294,0.0031,0.835,0.349,0.666,120.104,228111.0,4,6 -Munn,UTOP√çA,21.0,0.569,0.592,9.0,-9.99,0,0.0483,0.296,0.209,0.126,0.189,128.004,286000.0,4,6 -Tomorrow Is Lost,Hideaway,34.0,0.509,0.837,,-4.86,0,0.0371,0.000435,1.13e-06,0.337,0.569,97.568,242067.0,4,8 -Michl,Better With You,51.0,0.784,0.437,5.0,-7.868,1,0.0509,0.265,6.98e-05,0.126,0.47,90.003,196018.0,4,6 -XTC,Making Plans For Nigel,60.0,0.632,0.893,7.0,-6.04,1,0.0455,0.0143,5.24e-06,0.0741,0.773,149.97,253800.0,4,6 -Berry Sakharof,◊¢◊ï◊ì ◊ó◊ï◊ñ◊® ◊î◊†◊ô◊í◊ï◊ü,42.0,0.419,0.621,11.0,-6.833,0,0.0287,0.432,,0.098,0.307,154.016,228307.0,4,10 -Maroon 5,She Will Be Loved - Live,36.0,0.226,0.87,2.0,-6.907,1,0.0512,0.0353,,0.397,0.481,201.099,6.316883333,4,9 -Sofi Tukker,Swing - Mahmut Orhan Remix,56.0,0.814,0.674,5.0,-6.673,0,0.0494,0.488,0.1,0.102,0.263,118.018,269432.0,3,6 -Grrrl Gang,"Honey, Baby",40.0,0.366,0.866,7.0,-4.084,1,0.0706,0.000292,0.000292,0.324,0.221,124.895,272347.0,4,6 -Eviatar Banai,◊í◊†◊ë,26.0,0.513,0.853,9.0,-5.187,0,0.0317,0.0269,0.000153,0.0961,0.745,100.049,202427.0,4,10 -Eliad,◊ê◊ù ◊†◊ô◊í◊¢,20.0,0.613,0.671,11.0,-8.19,0,0.0698,0.563,2.77e-06,0.104,0.471,164.015,236653.0,4,9 -Broken Bells,Holding on for Life,55.0,0.342,0.587,11.0,-7.273,0,0.0537,0.00648,0.0995,0.207,0.484,168.847,236867.0,4,1 -Creedence Clearwater Revival,Fortunate Son,82.0,0.64,0.663,,-7.516,1,0.0374,0.201,0.00806,0.152,0.663,132.77,140773.0,4,6 -Red Lorry Yellow Lorry,Hollow Eyes,35.0,0.541,0.789,,-11.187,1,0.0707,5.67e-05,0.917,0.0821,0.83,156.263,219427.0,4,10 -Steppenwolf,Magic Carpet Ride,71.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,271573.0,4,6 -"Ennio Morricone, Renaud Capuçon, Stéphane Denève, Brussels Philharmonic","Gabriel's Oboe (From ""The Mission"")",50.0,0.186,0.183,2.0,-16.074,1,0.0369,0.925,0.821,0.0926,0.0661,86.283,3.706666667,4,7 -NEEDTOBREATHE,Brother (feat. Gavin DeGraw),65.0,0.526,0.803,11.0,-3.989,1,0.127,0.135,,0.119,0.564,157.887,208205.0,4,10 -Crazy Town,Butterfly,72.0,0.736,0.811,9.0,-4.17,0,0.081,0.00132,0.000142,0.107,0.609,103.502,216733.0,4,8 -The Stranglers,Golden Brown,71.0,0.562,0.383,6.0,-15.474,1,0.0304,0.143,0.124,0.138,0.599,93.764,206760.0,3,6 -Massimo Faraò Trio,Easy Living,9.0,0.523,0.188,5.0,-14.701,1,0.0345,0.609,0.597,0.285,0.0744,112.092,4.88755,4,7 -Amythyst Kiah,Black Myself,53.0,0.553,0.828,9.0,-4.091,1,0.0609,0.11,,0.2,0.902,152.638,201194.0,4,2 -Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,10 -Survivor,Eye of the Tiger,76.0,0.817,0.599,,-9.249,0,0.0328,0.132,0.000311,0.0873,0.548,108.873,245640.0,4,10 -Wooden Shjips,Back to Land,39.0,0.414,0.725,9.0,-8.713,1,0.0279,0.000179,0.69,0.157,0.317,141.083,317960.0,4,10 -Iggy Pop,Lust For Life,67.0,0.383,0.97,9.0,-5.638,1,0.0435,0.0276,,0.0942,0.62,101.603,313926.0,4,1 -Dumpstaphunk,In Time,38.0,0.698,0.763,11.0,-5.09,0,0.131,0.00224,0.000443,0.0856,0.672,91.986,422813.0,4,2 -Shocking Blue,Send Me A Postcard,53.0,0.344,0.81,11.0,-8.098,1,0.0448,0.0017,0.000409,0.119,0.667,153.801,160827.0,4,6 -Nio Garcia,Am,93.0,0.83,0.517,6.0,-6.416,0,0.333,0.399,8.95e-05,0.0916,0.616,171.959,182496.0,4,9 -Trinidad Cardona,Dinero,88.0,0.708,0.782,2.0,-4.687,1,0.0674,0.00772,,0.107,0.484,119.997,2.681333333,4,9 -Lewis Del Mar,Rosalie (CH. II),48.0,0.7,0.74,5.0,-6.547,0,0.041,0.152,0.000633,0.213,0.584,101.994,257627.0,4,1 -Corrosion Of Conformity,Albatross,53.0,0.344,0.911,10.0,-5.997,1,0.054,5.05e-05,0.00166,0.0642,0.51,135.213,320333.0,4,8 -theAngelcy,Mona Lisa,37.0,0.743,0.786,4.0,-7.522,0,0.0645,0.61,,0.0903,0.865,99.799,203199.0,4,6 -Smith & Thell,Nangilima,54.0,0.567,0.893,11.0,-5.747,1,0.0408,0.00941,,0.0873,0.706,77.492,226947.0,4,9 -CORPSE,Cat Girls Are Ruining My Life!,71.0,0.644,0.883,1.0,-6.985,1,0.473,0.0119,,0.377,0.522,164.158,97317.0,4,9 -Kelvyn Boy,Visa - Remix,50.0,0.63,0.557,1.0,-6.164,1,0.131,0.311,,0.155,0.603,103.68,242129.0,4,9 -Desert Sessions,Something You Can't See,45.0,0.617,0.588,11.0,-8.202,0,0.0263,0.0534,0.0599,0.101,0.587,99.05,206378.0,4,6 -M83,Kim & Jessie,45.0,0.492,0.567,5.0,-6.159,1,0.0327,0.000114,0.536,0.358,0.245,111.01,323373.0,4,10 -Nathan Day,Fade Like You,44.0,0.489,0.957,11.0,-5.604,1,0.0598,0.00303,0.00185,0.78,0.334,135.049,204444.0,4,1 -Elles Bailey,Medicine Man,47.0,0.644,0.433,2.0,-7.568,1,0.0346,0.742,,0.129,0.611,85.799,206003.0,4,2 -Jo Harman,Sideways,41.0,0.555,0.178,4.0,-11.771,0,0.0386,0.805,,0.131,0.161,115.737,261493.0,4,2 -Eliza & The Delusionals,Just Exist,36.0,0.542,0.872,9.0,-2.553,1,0.0402,0.0495,9.81e-05,0.0823,0.311,137.976,237086.0,4,1 -Pelican,Midnight and Mescaline,33.0,0.398,0.971,9.0,-5.34,1,0.0527,4.32e-05,0.639,0.257,0.276,156.237,296907.0,4,8 -Sarit Hadad,◊™◊ú◊ö ◊õ◊§◊®◊î ◊¢◊ú◊ô,22.0,0.725,0.981,1.0,-3.126,0,0.0417,0.121,6.75e-05,0.0641,0.932,134.947,197440.0,4,9 -Gorgon City,Never Let Me Down,62.0,0.706,0.824,1.0,-7.036,1,0.133,0.0547,0.00162,0.0448,0.536,123.965,185133.0,4,9 -Chronologist,N√©v√©,33.0,0.296,0.892,11.0,-5.584,0,0.0925,0.00129,0.648,0.186,0.302,93.834,260225.0,3,8 -Rise Against,Swing Life Away,57.0,0.487,0.427,6.0,-6.949,1,0.0405,0.545,,0.0909,0.803,185.117,200067.0,3,10 -Hudson Harris & Haim,Blue in Green,54.0,0.557,0.0593,10.0,-23.714,1,0.0383,0.827,0.772,0.108,0.15,117.939,3.831416667,4,7 -Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,9 -Dudu Aharon,◊ú◊ê ◊ê◊ó◊ì ◊©◊ú ◊ê◊ó◊®◊ï◊™,39.0,0.608,0.48,5.0,-8.347,0,0.0317,0.402,,0.11,0.423,141.976,234355.0,4,9 -Warrant,The Bitter Pill,36.0,0.383,0.737,1.0,-8.357,0,0.0442,0.0131,1.73e-06,0.0919,0.334,165.52,246493.0,4,10 -Kings of Leon,Molly's Chambers,61.0,0.598,0.911,11.0,-3.97,1,0.0515,0.222,3.84e-06,0.216,0.953,146.469,134907.0,4,10 -Britney Spears,I'm a Slave 4 U,71.0,0.847,0.843,5.0,-3.579,0,0.106,0.415,0.000134,0.107,0.963,110.027,3.393333333,4,9 -Steve Aoki,"Mambo (feat. Sean Paul, El Alfa, Sfera Ebbasta & Play-N-Skillz)",62.0,0.718,0.93,6.0,-4.719,0,0.088,0.0166,,0.206,0.765,128.003,245098.0,4,9 -Yo La Tengo,Autumn Sweater,59.0,0.628,0.455,7.0,-12.436,1,0.0427,0.142,0.693,0.135,0.858,102.09,318373.0,4,1 -Yellowcard,Lights And Sounds,61.0,0.344,0.972,11.0,-3.675,0,0.116,8.48e-05,,0.293,0.387,167.819,208187.0,4,10 -Lalalar,Hi√ß Mutlu Olmam Daha ƒ∞yi,41.0,0.592,0.585,7.0,-10.582,1,0.0535,0.00318,0.707,0.389,0.597,140.01,339104.0,4,10 -Nirvana,All Apologies,69.0,0.446,0.632,1.0,-12.197,1,0.034,0.0793,0.000266,0.0881,0.359,113.176,233173.0,4,10 -The FaNaTiX,These Streets (Don't Luv U) (feat. Popcaan),54.0,0.562,0.64,11.0,-7.848,0,0.366,0.345,,0.296,0.539,142.767,149957.0,4,5 -Lil' Kim,"Not Tonight (feat. Da Brat, Left Eye, Missy ""Misdemeanor"" Elliott and Angie Martinez) - Remix",55.0,0.854,0.602,6.0,-10.162,0,0.32,0.0689,,0.292,0.592,99.429,252520.0,4,5 -AG Club,QUESO,51.0,0.715,0.817,7.0,-5.591,1,0.32,0.18,,0.432,0.728,90.015,150413.0,4,5 -Marilyn Manson,mOBSCENE,52.0,0.548,0.954,9.0,-4.008,1,0.0806,5.49e-05,0.000137,0.245,0.488,130.086,205720.0,4,8 -Samantha Fish,Love Your Lies,26.0,0.43,0.844,,-6.564,1,0.0577,0.08,0.00161,0.0995,0.595,175.647,167680.0,4,2 -Big & Rich,Save a Horse (Ride a Cowboy),69.0,0.7,0.896,2.0,-2.276,1,0.191,0.108,,0.453,0.817,102.065,3.33845,4,4 -Greta Van Fleet,Rolling In The Deep - Recorded At Spotify Studios NYC,60.0,0.614,0.474,11.0,-10.133,0,0.0264,0.00563,0.00285,0.1,0.388,104.987,237653.0,4,10 -Ali Gatie,Do You Believe,72.0,0.665,0.707,11.0,-5.144,1,0.03,0.193,,0.219,0.391,144.952,156331.0,4,9 -Chimaira,Power Trip,49.0,0.504,0.939,4.0,-4.357,1,0.0507,9.36e-05,,0.103,0.402,94.048,166147.0,4,8 -Juice WRLD,Come & Go (with Marshmello),84.0,0.625,0.814,,-5.181,1,0.0657,0.0172,,0.158,0.535,144.991,205485.0,4,10 -Backstreet Boys,Yes I Will,38.0,0.725,0.617,10.0,-5.549,1,0.0305,0.0432,,0.118,0.637,116.046,3.844,4,9 -Karen Nyame KG,Koko,38.0,0.812,0.725,8.0,-8.947,1,0.0579,0.0277,0.574,0.0826,0.617,115.038,172489.0,4,6 -Jay Som,Superbike,30.0,0.426,0.883,7.0,-5.597,1,0.0429,0.0512,0.839,0.121,0.657,95.042,233583.0,4,10 -Toronzo Cannon,Earnestine,10.0,0.645,0.872,1.0,-5.338,0,0.0419,0.105,0.00458,0.154,0.959,115.627,213920.0,4,2 -38 Special,Caught Up In You,66.0,0.425,0.681,1.0,-8.604,0,0.0316,0.0229,0.000219,0.0543,0.933,131.011,279333.0,4,10 -The Velvet Underground,Pale Blue Eyes,,0.636,0.107,5.0,-18.738,1,0.037,0.913,0.00123,0.103,0.31,82.641,5.65888333,4,0 -Rose Cousins,The Grate,36.0,0.318,0.254,5.0,-10.868,1,0.0331,0.926,0.0214,0.0968,0.201,111.821,273199.0,3,6 -NEFFEX,Are You Ok?,66.0,0.674,0.831,2.0,-6.654,0,0.065,0.0315,,0.183,0.415,148.02,135962.0,4,1 -Finish Ticket,Timebomb,40.0,0.515,0.826,1.0,-4.268,1,0.0414,0.0319,6.37e-05,0.077,0.685,149.954,220889.0,4,10 -Sui Uzi,Change,23.0,0.645,0.88,1.0,-8.493,1,0.325,0.0343,2.11e-05,0.404,0.416,124.252,175638.0,4,6 -Kelly Joe Phelps,Talkin' To Jehova,36.0,0.72,0.142,4.0,-18.26,0,0.05,0.941,0.0969,0.09,0.64,107.134,276107.0,4,2 -For All You Give (feat. Lucy Rose),"The Paper Kites, Lucy Rose",51.0,0.498,0.141,11.0,-17.14,0,0.0386,0.956,0.00348,0.109,0.352,139.099,3.18725,4,0 -Porcupine Tree,Lazarus,52.0,0.354,0.581,9.0,-6.074,1,0.0302,0.203,0.655,0.177,0.337,171.961,258587.0,4,8 -The Moody Blues,Legend Of A Mind,43.0,0.33,0.461,2.0,-12.407,1,0.0314,0.154,0.184,0.151,0.322,127.058,396613.0,4,10 -Stone Sour,Fabuless,52.0,0.429,0.995,1.0,-4.353,0,0.139,0.00301,9.46e-05,0.321,0.183,158.355,240707.0,4,10 -OCTAVIO the Dweeb,Someday I'll Be Happy,57.0,0.586,0.873,2.0,-2.442,1,0.119,0.0652,,0.143,0.458,145.992,165680.0,4,6 -Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,6 -Doug Kaufman,The Garden,43.0,0.214,0.243,6.0,-17.301,1,0.0319,0.917,0.912,0.0657,0.0381,80.187,2.934366667,4,7 -Trina,Here We Go (feat. Kelly Rowland),54.0,0.814,0.494,8.0,-7.167,1,0.0846,0.624,,0.0888,0.607,128.083,230973.0,4,5 -Blac Rabbit,Seize the Day,34.0,0.368,0.715,5.0,-7.718,1,0.0452,0.00394,0.000383,0.313,0.498,146.105,302877.0,4,6 -Ravid Plotnik,◊ë◊ï◊ù-◊©◊ê◊ß◊î-◊ú◊ê◊ß (◊†◊¶'◊ô ◊†◊¶'),29.0,0.638,0.874,11.0,-1.642,0,0.298,0.0328,,0.18,0.565,84.775,207613.0,4,5 -Unknown Mortal Orchestra,American Guilt,41.0,0.281,0.918,1.0,-3.845,1,0.32,0.166,0.00669,0.323,0.36,99.455,273137.0,4,6 -Mahesh Raghvan,Manasa Sancharare,21.0,0.566,0.751,2.0,-7.28,1,0.0374,0.227,0.000375,0.184,0.377,146.022,4.448033333,4,0 -Entombed,"To Ride, Shoot Straight and Speak the Truth",40.0,0.166,0.995,6.0,-5.137,0,0.161,3.52e-05,0.859,0.639,0.0382,111.763,190813.0,4,8 -"Ryan Hurd, Maren Morris",Chasing After You (with Maren Morris),77.0,0.596,0.679,4.0,-6.395,1,0.0394,0.723,,0.116,0.479,131.912,3.466233333,4,4 -Joy Williams,Sweet Love of Mine (Acoustic),43.0,0.565,0.136,11.0,-12.179,1,0.0299,0.943,1.68e-06,0.0952,0.349,83.013,2.91866667,4,0 -David Jacobs-Strain,Shoot The Devil,25.0,0.561,0.72,,-3.877,1,0.0357,0.0995,7.83e-06,0.152,0.472,119.98,258133.0,4,2 -Russell Dickerson,Yours,2.0,0.555,0.722,11.0,-6.005,1,0.034,0.119,,0.0861,0.559,134.058,3.616,4,4 -Berlin,Take My Breath Away - Live,33.0,0.159,0.76,1.0,-5.09,1,0.0402,0.485,0.00369,0.933,0.551,189.333,6.124883333,4,9 -Japanese Breakfast,Dreams - Recorded at Spotify Studios NYC,48.0,0.525,0.551,4.0,-9.131,1,0.0341,0.000297,0.0124,0.0789,0.575,128.055,279232.0,4,6 -Lazlo Bane,Superman,52.0,0.577,0.688,6.0,-8.735,1,0.032,0.109,2.78e-06,0.0788,0.843,81.032,225080.0,4,10 -There For Tomorrow,Pages,44.0,0.424,0.934,5.0,-5.813,0,0.0648,0.000146,,0.223,0.359,168.025,211933.0,4,10 -William Clarke,Lonesome Bedroom Blues,35.0,0.384,0.455,7.0,-13.386,0,0.0312,0.29,0.00241,0.116,0.481,179.803,345667.0,3,2 -Shannon Lay,Rare to Wake,44.0,0.486,0.391,3.0,-9.131,1,0.0333,0.832,5.45e-05,0.107,0.501,123.082,278317.0,4,6 -True God,Money Mitch,28.0,0.464,0.68,7.0,-9.297,0,0.483,0.342,,0.325,0.522,172.771,234632.0,4,5 -X-Ecutioners,It's Goin' Down (feat. Mike Shinoda & Mr. Hahn),47.0,0.685,0.89,8.0,-3.943,0,0.253,0.00183,0.0107,0.0473,0.878,104.919,248267.0,4,10 -Charlie Overbey,Ode to John Prine,35.0,0.512,0.858,4.0,-5.717,0,0.0349,0.0479,1.83e-05,0.374,0.392,125.065,225093.0,4,10 -A Light Divided,Radio Silence,38.0,0.53,0.959,9.0,-7.005,0,0.0553,0.000114,0.0104,0.394,0.392,120.012,188135.0,4,8 -"Felix Mendelssohn, Jacqueline du Pré, Gerald Moore","Mendelssohn: Song Without Words in D Major, Op. 109, MWV Q34",30.0,0.184,0.039,2.0,-24.906,1,0.0434,0.989,0.908,0.131,0.0396,92.631,5.502,4,7 -OneRepublic,All Fall Down,38.0,0.502,0.816,7.0,-4.826,1,0.03,0.241,,0.107,0.419,92.512,244440.0,4,10 -Hard Working Americans,The High Price of Inspiration,33.0,0.575,0.188,11.0,-16.499,0,0.0586,0.875,0.00205,0.166,0.322,130.63,208439.0,4,2 -10 Years,The Unknown,50.0,0.484,0.807,11.0,-5.386,1,0.0566,0.00299,1.19e-05,0.107,0.253,120.223,180592.0,4,10 -Kool Moe Dee,Go See the Doctor,34.0,0.781,0.447,10.0,-13.725,0,0.195,0.00502,0.000804,0.0352,0.736,89.264,333787.0,4,5 -Queen,We Will Rock You - Remastered,78.0,0.692,0.497,2.0,-7.316,1,0.119,0.676,,0.259,0.475,81.308,122067.0,4,10 -Alan Jackson,Don't Rock the Jukebox,61.0,0.641,0.637,7.0,-10.92,1,0.0262,0.0495,0.000138,0.267,0.793,147.502,2.851116667,4,4 -Paul Geremia,Devil Got My Woman,24.0,0.494,0.264,7.0,-14.155,1,0.0298,0.868,0.0012,0.109,0.42,93.673,269733.0,4,2 -Aviv Geffen,◊ê◊ï◊® ◊î◊ô◊®◊ó,39.0,0.305,0.597,9.0,-9.055,1,0.0307,0.0739,0.000129,0.098,0.415,150.558,226160.0,4,10 -Thirty Seconds To Mars,100 Suns,44.0,0.617,0.0608,6.0,-19.316,1,0.0295,0.424,,0.144,0.616,79.974,118107.0,4,10 -Debbie Davies,Life Of The Party,33.0,0.749,0.732,11.0,-7.897,0,0.0389,0.217,0.000469,0.0981,0.952,102.063,231080.0,4,2 -Lillian Hepler,I Only Love You When I'm Sad,55.0,0.818,0.439,5.0,-10.829,0,0.0759,0.273,0.000387,0.125,0.861,144.005,142933.0,4,9 -Red Hot Chili Peppers,Dani California,77.0,0.556,0.913,,-2.36,1,0.0437,0.0193,8.59e-06,0.346,0.73,96.184,282160.0,4,10 -Shiv Hari,Title Music - Silsila,21.0,0.182,0.21,7.0,-16.766,0,0.0358,0.987,0.977,0.11,0.175,64.633,2.211783333,4,3 -The Kooks,She Moves In Her Own Way,71.0,0.41,0.803,7.0,-5.363,1,0.0623,0.239,,0.103,0.814,153.315,169307.0,4,6 -Luke Combs,Beer Never Broke My Heart,2.0,0.54,0.863,1.0,-4.483,1,0.0481,0.0138,,0.0874,0.64,77.0,3.112216667,4,4 -Fabianossa,Crowd,34.0,0.607,0.817,,-5.561,1,0.0415,0.00409,0.000123,0.0851,0.749,125.005,204853.0,4,10 -Mansionair,MORE,41.0,0.45,0.803,1.0,-7.647,1,0.0421,0.000158,0.259,0.0876,0.334,157.0,159543.0,5,6 -Caravan,Magic Man - Stereo Version,35.0,0.167,0.539,,-10.654,1,0.0367,0.0567,0.0282,0.254,0.289,144.565,240840.0,3,10 -Killswitch Engage,My Last Serenade,52.0,0.441,0.943,3.0,-4.996,1,0.138,0.000506,0.0397,0.122,0.142,177.971,253760.0,4,8 -Lysistrata,Asylum,26.0,0.552,0.954,10.0,-2.56,1,0.0735,0.000771,0.000656,0.0775,0.587,105.186,191707.0,4,10 -Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,10 -Lucy Dacus,Hot & Heavy,63.0,0.551,0.78,,-6.659,1,0.055,0.0941,1.15e-06,0.11,0.421,135.023,250613.0,4,1 -Ringo Starr,Zoom In Zoom Out,40.0,0.743,0.619,,-6.187,1,0.0313,0.128,,0.156,0.763,115.069,237240.0,4,2 -Frankie Goes To Hollywood,Relax,71.0,0.676,0.695,11.0,-13.395,0,0.0392,0.326,1.09e-05,0.0462,0.691,114.93,236800.0,4,10 -Michael Kiwanuka,One More Night,60.0,0.684,0.764,6.0,-5.342,0,0.0254,0.0129,0.000171,0.141,0.944,107.806,233413.0,4,2 -"Giacomo Puccini, Metropolitan Opera Orchestra, James Levine",Manon Lescaut / Act 2: Intermezzo,30.0,0.0644,0.077,4.0,-19.871,1,0.0459,0.957,0.6,0.127,0.0357,63.164,5.256,4,7 -Scorpions,Rock You Like a Hurricane - 2015 - Remaster,67.0,0.402,0.873,4.0,-3.209,0,0.0586,0.00484,7.3e-05,0.157,0.684,125.443,253667.0,4,8 -Wayward Sons,Even up the Score,31.0,0.364,0.968,1.0,-2.792,1,0.0547,6.92e-06,0.0655,0.0904,0.626,166.857,185527.0,4,8 -The Teardrop Explodes,Reward,49.0,0.389,0.746,,-4.353,1,0.0321,0.000637,0.000322,0.31,0.899,159.876,162267.0,4,1 -Twin Atlantic,Whispers,31.0,0.493,0.604,9.0,-6.452,1,0.0345,0.434,0.00509,0.186,0.119,136.009,338286.0,4,10 -Steve Winwood,While You See A Chance,61.0,0.602,0.732,2.0,-8.29,1,0.0282,0.36,0.000314,0.0755,0.411,129.355,312773.0,4,10 -Steve Hackett,Ace Of Wands - Remastered 2005,35.0,0.208,0.87,2.0,-8.141,1,0.0643,0.0759,0.179,0.337,0.182,83.831,323040.0,4,10 -Roxette,It Must Have Been Love - Live from Santiago 2012,38.0,0.371,0.792,,-7.265,1,0.0468,0.0188,1.21e-06,1.0,0.38,160.013,5.632,4,9 -Shadow of Intent,Dirge of the Void (Instrumental),34.0,0.431,0.978,10.0,-3.851,0,0.163,3.48e-06,0.584,0.0514,0.254,139.988,198661.0,4,8 -Jax Anderson,Good Day (feat. MisterWives & Curtis Roach),49.0,0.557,0.673,1.0,-6.616,1,0.246,0.279,2.03e-05,0.0719,0.501,76.241,216000.0,4,9 -Big Jay McNeely,Deacon Rides Again,8.0,0.55,0.658,1.0,-4.166,1,0.0344,0.81,1.02e-05,0.113,0.828,92.96,167867.0,4,2 -Mohammed Rafi,Aayee Hai Baharen Mite Zulmo Sitam,5.0,0.552,0.483,8.0,-13.129,1,0.0366,0.994,0.854,0.138,0.932,108.177,4.74,4,3 -LCD Soundsystem,Daft Punk Is Playing at My House - Radio Edit,9.0,0.921,0.856,7.0,-6.267,1,0.0482,0.0205,0.000307,0.0215,0.976,135.978,201587.0,4,6 -Beck,Fuckin With My Head (Mountain Dew Rock),38.0,0.657,0.813,7.0,-7.861,1,0.216,0.00834,0.0492,0.208,0.589,82.035,219587.0,4,10 -Spinall,Sere - Remix,58.0,0.778,0.66,7.0,-6.662,0,0.0592,0.156,,0.137,0.747,110.016,194182.0,4,5 -Warpaint,Love Is to Die,52.0,0.331,0.639,11.0,-9.07,0,0.0361,0.253,0.356,0.0856,0.428,84.545,291758.0,4,6 -Nothing But Thieves,Impossible,58.0,0.51,0.52,5.0,-7.022,1,0.03,0.0435,6.76e-05,0.0971,0.132,82.99,248399.0,4,10 -The Judds,Why Not Me,57.0,0.732,0.667,10.0,-9.278,1,0.0278,0.502,4.07e-06,0.0524,0.727,125.6,3.521116667,4,4 -Sleater-Kinney,Worry With You,51.0,0.607,0.758,9.0,-6.855,1,0.0306,0.00505,0.435,0.372,0.727,90.031,231783.0,4,10 -"Shruti Iyer, Chintan Trivedi",Vilaiyada Idu Nerama,23.0,0.523,0.472,11.0,-10.578,0,0.0691,0.838,,0.103,0.359,169.994,4.623533333,4,0 -Black Orchid Empire,Death from Above,30.0,0.424,0.856,7.0,-6.342,1,0.0566,4.14e-05,0.028,0.39,0.0695,120.026,188413.0,4,8 -ANNA,Bando,60.0,0.97,0.739,10.0,-4.917,0,0.295,0.155,,0.111,0.414,120.061,168000.0,4,9 -Pierre Lune,Silberberg,45.0,0.554,0.0867,2.0,-16.493,0,0.0533,0.991,0.949,0.109,0.278,51.197,3.418216667,4,7 -Kisnue,BICCOY (Baby I Can‚Ä≤t Concentrate On You),11.0,0.545,0.865,9.0,-4.739,1,0.037,0.00551,0.0312,0.103,0.819,145.981,191650.0,4,10 -Peter Bradley Adams,My Arms Were Always Around You,51.0,0.643,0.436,1.0,-12.245,1,0.0273,0.724,0.459,0.11,0.422,91.485,3.34666667,4,0 -Within The Ruins,Black Heart,40.0,0.412,0.995,5.0,-2.851,0,0.216,9.19e-05,0.00126,0.344,0.0936,145.02,275875.0,4,8 -WARGASM (UK),Spit. (Hyper's Deconstruction Remix),41.0,0.378,0.947,10.0,-4.441,1,0.0917,0.000668,0.261,0.346,0.172,99.97,229924.0,4,8 -Unprocessed,Fear,40.0,0.385,0.848,2.0,-7.009,0,0.0837,0.000185,0.529,0.0878,0.322,131.338,282566.0,4,8 -Shovels & Rope,I Know,47.0,0.545,0.908,,-6.548,1,0.0512,0.115,,0.0877,0.391,120.155,218778.0,4,10 -This Is Turin,Absolution,16.0,0.514,0.962,5.0,-4.14,1,0.137,0.000208,,0.399,0.175,110.023,237886.0,4,8 -Switchfoot,i need you (to be wrong),58.0,0.696,0.434,7.0,-9.954,1,0.0333,0.692,0.122,0.113,0.463,116.011,213289.0,4,1 -La Roux,Bulletproof,72.0,0.674,0.882,3.0,-2.771,0,0.0477,0.000441,6.47e-05,0.068,0.682,123.016,205733.0,4,9 -Otis Rush,All Your Love (I Miss Loving),23.0,0.459,0.67,1.0,-9.568,0,0.0483,0.836,0.00171,0.23,0.665,127.855,157813.0,4,2 -Mustasch,You Are Killing Me,41.0,0.663,0.835,,-5.194,1,0.0446,0.0039,0.000388,0.594,0.327,140.023,232313.0,4,10 -Sufjan Stevens,Video Game,51.0,0.674,0.796,9.0,-8.139,0,0.0526,0.648,0.0101,0.111,0.155,129.986,255722.0,4,6 -Caleb Elliott,Makes Me Wonder,33.0,0.636,0.51,2.0,-8.955,0,0.0244,0.0688,0.371,0.131,0.718,84.198,213440.0,4,1 -Stray Cats,Wild Saxophone,35.0,0.56,0.423,11.0,-16.309,0,0.131,0.117,0.0591,0.0939,0.625,113.48,181493.0,4,10 -Yemi Alade,I Choose You,46.0,0.703,0.813,1.0,-4.016,0,0.0987,0.287,0.00659,0.0958,0.711,107.875,203310.0,4,9 -Guns N' Roses,Since I Don't Have You,63.0,0.466,0.632,6.0,-6.94,1,0.0326,0.465,0.000256,0.135,0.246,68.893,259907.0,4,10 -La Dispute,Such Small Hands,56.0,0.648,0.732,5.0,-5.194,1,0.0821,0.225,0.00132,0.0682,0.324,159.88,95587.0,4,10 -Of Monsters and Men,Alligator,60.0,0.581,0.934,8.0,-5.511,1,0.0547,0.000169,0.00297,0.0901,0.391,120.024,184027.0,4,10 -Transatlantic,The World We Used to Know,30.0,0.276,0.836,,-7.396,0,0.0511,0.00266,0.00467,0.219,0.411,136.62,561707.0,4,8 -Dani Wilde,Masters of War,34.0,0.426,0.352,8.0,-7.185,0,0.0401,0.55,,0.0744,0.329,139.105,296413.0,3,2 -Westside Gunn,Liz Loves Luger (feat. Armani Caesar),44.0,0.549,0.464,1.0,-7.375,0,0.079,0.0652,6.79e-06,0.112,0.553,71.658,200969.0,1,5 -Kamal.,lose,49.0,0.406,0.196,2.0,-13.202,1,0.0347,0.689,,0.119,0.107,127.719,176367.0,4,9 -The 1975,Somebody Else,73.0,0.618,0.793,,-5.711,1,0.0601,0.204,0.0154,0.126,0.459,101.015,347526.0,4,6 -The Bellamy Brothers,If I Said You Had A Beautiful Body Would You Hold It Against Me,43.0,0.741,0.508,4.0,-15.703,1,0.0294,0.0334,2.75e-06,0.12,0.872,116.572,3.200666667,4,4 -Czarina Frost,Solstice,50.0,0.456,0.112,1.0,-23.175,1,0.0361,0.955,0.845,0.0981,0.332,85.122,2.258466667,4,7 -Arik Einstein,◊¢◊ï◊£ ◊í◊ï◊ñ◊ú,37.0,0.514,0.267,6.0,-14.426,1,0.0268,0.788,9.34e-06,0.113,0.388,73.149,264493.0,4,10 -Prajakta Shukre,Ka Karoon Sajni - The Unwind Mix,21.0,0.634,0.486,1.0,-9.403,0,0.039,0.736,3.46e-05,0.0681,0.158,119.942,4.492883333,4,0 -Katla,S√°larsvefn,20.0,0.27,0.692,,-7.614,1,0.0478,0.00262,0.459,0.446,0.039,119.926,405147.0,4,8 -Moshiko Mor,◊§◊®◊û◊ô◊ò◊ô◊ë◊ô,37.0,0.536,0.619,11.0,-5.899,0,0.189,0.609,,0.146,0.634,168.046,178929.0,4,9 -"Jules Massenet, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd",Méditation de Thaïs,,0.0653,0.0547,2.0,-25.575,1,0.0481,0.975,0.862,0.113,0.0381,52.181,4.865116667,4,7 -A Tribe Called Quest,Electric Relaxation,67.0,0.866,0.534,11.0,-9.201,1,0.229,0.184,0.266,0.0929,0.841,98.243,226133.0,4,5 -Tuna,◊ê◊ó◊®◊ô ◊î◊ê◊î◊ë◊î,35.0,0.454,0.645,4.0,-8.201,1,0.258,0.365,,0.147,0.647,97.408,207107.0,4,5 -Prong,"Snap Your Fingers, Snap Your Neck",55.0,0.668,0.788,5.0,-6.752,1,0.0424,7.48e-05,0.108,0.0792,0.692,137.38,251533.0,4,8 -"Massimo Faraò, Jimmy Cobb, John Webber",Easy Living,46.0,0.502,0.175,5.0,-22.095,1,0.0379,0.62,0.0359,0.152,0.329,63.082,6.360883333,4,7 -Firewind,Maniac,51.0,0.3,0.884,10.0,-3.836,1,0.0504,0.000553,,0.065,0.407,160.011,295440.0,4,8 -Tate McRae,that way,78.0,0.453,0.383,,-11.015,1,0.163,0.728,,0.387,0.333,105.029,2.91711667,4,9 -Rami Kleinstein,◊î◊ô◊ô ◊ê◊™,24.0,0.549,0.401,1.0,-12.696,1,0.0289,0.499,4.1e-05,0.186,0.422,78.062,223132.0,4,9 -Nothing But Thieves,Trip Switch,57.0,0.615,0.798,10.0,-4.163,0,0.0815,0.0188,0.0081,0.0995,0.753,88.465,181133.0,4,10 -The Greyboy Allstars,V Neck Sweater,40.0,0.691,0.748,10.0,-8.414,0,0.109,0.0217,0.25,0.134,0.908,82.861,155280.0,4,10 -Powderfinger,My Kind Of Scene,,0.463,0.459,,-8.218,1,0.029,0.0134,0.0149,0.0723,0.144,159.541,277667.0,4,10 -The Black Keys,Shine A Little Light,62.0,0.44,0.719,8.0,-6.645,0,0.0445,0.0217,5.09e-06,0.0663,0.523,111.398,196777.0,4,10 -Wes Nelson,See Nobody - Acoustic,44.0,0.546,0.59,7.0,-5.37,0,0.0564,0.902,0.00298,0.0754,0.628,105.204,176000.0,4,9 -"Sur Theka, Shubham Bharti",Kaari Ratiyan,7.0,0.575,0.645,7.0,-6.421,1,0.0348,0.204,0.00013,0.194,0.166,123.955,5.658033333,3,0 -Os Mutantes,A Minha Menina,51.0,0.463,0.926,7.0,-3.204,1,0.122,0.0555,,0.478,0.437,91.197,284987.0,4,1 -Ben Woodward,Memories (Acoustic),52.0,0.802,0.183,8.0,-17.1,1,0.403,0.809,,0.109,0.664,91.078,183338.0,4,9 -Frisco,Sleepless Nights,38.0,0.634,0.78,1.0,-6.273,1,0.233,0.154,,0.0505,0.318,140.117,236571.0,4,5 -Big Head Todd and The Monsters,All True Man,49.0,0.726,0.385,9.0,-9.047,0,0.121,0.516,0.000924,0.332,0.713,101.704,244501.0,4,2 -Johnny Cash,Home of the Blues,32.0,0.508,0.373,4.0,-11.822,1,0.0265,0.86,8e-05,0.149,0.768,84.121,158373.0,4,10 -Ten Years After,I Woke up This Morning,37.0,0.326,0.545,9.0,-8.82,1,0.032,0.724,0.735,0.15,0.902,173.29,330400.0,3,2 -Afterlife,Burn It Down,43.0,0.508,0.855,4.0,-7.552,1,0.0619,0.000602,0.039,0.389,0.631,153.916,204032.0,4,8 -Murda,Bi Sonraki Hayatƒ±mda Gel,58.0,0.933,0.448,8.0,-4.491,0,0.136,0.0253,,0.104,0.737,103.981,167350.0,4,9 -John Lee Hooker,Boogie Chillen,54.0,0.679,0.367,4.0,-6.946,1,0.0534,0.857,0.0181,0.103,0.406,148.959,189640.0,4,2 -Cowboys & Aliens,Ghost In My Speaker,35.0,0.25,0.976,5.0,-5.978,0,0.0508,5.25e-06,0.77,0.238,0.737,161.61,257693.0,4,8 -Beta Radio,White Fawn,33.0,0.536,0.288,10.0,-9.212,1,0.0289,0.956,4.28e-05,0.112,0.119,115.725,3.1,4,0 -Rxmance,Second Chances,,0.506,0.701,5.0,-11.482,0,0.0336,0.000691,,0.125,0.174,152.972,171000.0,4,10 -Kezia Gill,The Mess I Made,29.0,0.305,0.658,4.0,-4.841,0,0.0388,0.252,,0.243,0.24,80.718,182117.0,4,2 -Wiley,Igloo,24.0,0.877,0.809,,-8.809,1,0.0365,0.0385,0.894,0.0817,0.581,137.063,198520.0,4,5 -BRS Kash,Kash App (feat. Mulatto),60.0,0.777,0.815,1.0,-5.365,1,0.0609,0.0598,,0.0768,0.495,101.984,137034.0,4,5 -The Birthday,„Éí„Éû„ÉØ„É™,32.0,0.455,0.812,,-3.19,1,0.0476,0.00829,0.00149,0.103,0.378,134.049,231933.0,4,10 -Sun Tailor,Losing Days,19.0,0.642,0.516,11.0,-7.804,1,0.0458,0.36,0.399,0.0835,0.695,83.442,222235.0,4,6 -Ben Platt,Imagine,72.0,0.541,0.41,1.0,-6.816,1,0.0411,0.0434,1.81e-06,0.0884,0.298,130.152,164203.0,5,9 -Palehound,How Long,34.0,0.571,0.695,11.0,-5.785,1,0.0579,0.373,,0.133,0.304,100.648,100572.0,4,1 -Millie B,M to the B,64.0,0.897,0.513,10.0,-6.973,0,0.309,0.571,,0.101,0.692,139.935,137744.0,4,9 -Black Rebel Motorcycle Club,Whatever Happened To My Rock 'N' Roll (Punk Song),49.0,0.176,0.974,2.0,-3.312,1,0.0798,0.00126,5.3e-05,0.681,0.102,146.393,278160.0,4,10 -Talib Kweli,Joy,37.0,0.685,0.718,6.0,-6.869,0,0.222,0.0281,,0.27,0.813,93.304,254627.0,4,5 -Madison Cunningham,In My Life,50.0,0.609,0.143,8.0,-12.388,1,0.0282,0.893,,0.156,0.189,87.153,2.93866667,4,0 -The 1975,Jesus Christ 2005 God Bless America,56.0,0.525,0.286,2.0,-15.92,1,0.0347,0.879,0.00799,0.334,0.574,78.945,264007.0,4,6 -Stereophonics,Maybe Tomorrow,66.0,0.495,0.653,7.0,-6.769,0,0.0361,0.217,0.000458,0.334,0.571,80.897,272947.0,4,10 -Måneskin,Beggin',100.0,0.714,0.8,11.0,-4.808,0,0.0504,0.127,,0.359,0.589,134.002,3.526,4,9 -Danny Brown,Best Life,47.0,0.702,0.764,1.0,-6.189,1,0.347,0.12,0.000307,0.146,0.471,85.991,153508.0,4,5 -Portishead,Roads,62.0,0.607,0.294,5.0,-11.836,1,0.0764,0.778,0.162,0.106,0.192,76.083,303973.0,4,6 -Taylor Swift,Mean,63.0,0.568,0.761,4.0,-3.987,1,0.0459,0.452,,0.217,0.789,163.974,3.962216667,4,4 -Manna Dey,Deewaaron Ka Jungle - Deewaar / Soundtrack Version,7.0,0.536,0.638,9.0,-4.81,1,0.0323,0.72,,0.353,0.405,110.405,2.648883333,4,3 -Westlife,Reach Out,1.0,0.312,0.681,8.0,-6.628,1,0.0329,0.00133,,0.121,0.222,179.964,3.934,4,9 -Chuck Berry,Maybellene,56.0,0.756,0.768,,-10.701,1,0.112,0.735,,0.182,0.783,118.208,2.38733333,4,10 -King Tuff,Neverending Sunshine,36.0,0.158,0.893,,-6.4,1,0.129,0.00782,0.00544,0.119,0.607,170.233,220037.0,4,6 -Wormy,Hungry Ghost (feat. Samia),42.0,0.634,0.637,2.0,-7.434,1,0.0331,0.108,9.65e-05,0.356,0.787,137.992,229123.0,4,6 -Rain Radio,Talk About,52.0,0.814,0.874,6.0,-5.316,1,0.0425,0.000222,0.522,0.276,0.434,123.992,161041.0,4,1 -Rivers of Nihil,The Silent Life,43.0,0.437,0.916,1.0,-6.515,0,0.0657,2.37e-05,0.8,0.306,0.255,99.995,394578.0,4,8 -The Oak Ridge Boys,Y'all Come Back Saloon,40.0,0.684,0.417,2.0,-14.849,1,0.0502,0.0994,3.69e-05,0.0789,0.743,82.837,2.903783333,4,4 -Club Intl,Never Be The Same (Andrew VanWyngarden Mix),27.0,0.566,0.872,,-4.88,1,0.0278,0.00509,0.000443,0.359,0.704,107.982,346373.0,4,1 -Country Joe & The Fish,The Love Machine,30.0,0.53,0.561,9.0,-16.324,0,0.0753,0.0199,0.0794,0.349,0.754,123.59,348717.0,4,10 -Vishwa Mohan Bhatt,Kesariya Balam - Instrumental,25.0,0.509,0.407,7.0,-9.063,1,0.0332,0.0582,1.25e-05,0.121,0.0411,115.847,429742.0,3,6 -Lund,Reckless,61.0,0.461,0.467,,-7.628,1,0.0586,0.00766,,0.11,0.167,74.686,206271.0,4,5 -JAY-Z,Hard Knock Life (Ghetto Anthem),68.0,0.884,0.679,10.0,-5.857,0,0.282,0.0957,0.00209,0.0289,0.591,76.993,238467.0,4,5 -Wallows,Virtual Aerobics,4.0,0.775,0.55,9.0,-3.765,1,0.0345,0.183,,0.0434,0.72,109.952,122333.0,4,6 -Jon Bon Jovi,"Blaze Of Glory - From ""Young Guns II"" Soundtrack",66.0,0.55,0.618,7.0,-9.822,1,0.0307,0.0564,2.62e-05,0.0937,0.429,78.61,335240.0,4,10 -Korn,Falling Away from Me,72.0,0.468,0.769,4.0,-7.036,1,0.041,0.00014,0.00124,0.271,0.17,104.102,270920.0,4,8 -Beck,Up All Night,58.0,0.635,0.909,1.0,-4.796,0,0.0553,0.00384,0.0852,0.239,0.639,110.005,190448.0,4,6 -Annelie,October,48.0,0.345,0.0562,5.0,-24.913,0,0.0458,0.979,0.911,0.108,0.0503,86.078,177187.0,4,1 -Emery,Studying Politics,43.0,0.446,0.964,10.0,-5.47,0,0.169,0.000906,,0.131,0.308,164.009,210987.0,4,10 -Conan Gray,People Watching,80.0,0.53,0.593,5.0,-7.286,1,0.0545,0.385,,0.314,0.538,125.723,2.64228333,4,9 -The Smashing Pumpkins,Rocket - Remastered,44.0,0.202,0.665,,-9.097,1,0.0342,2.8e-06,0.928,0.0723,0.36,88.925,246413.0,4,10 -Vain Valkyries,Table Rase,9.0,0.271,0.863,8.0,-3.856,1,0.0558,0.00106,,0.344,0.523,149.725,165814.0,4,10 -Waxahatchee,Lilacs,52.0,0.74,0.696,7.0,-9.447,1,0.0298,0.524,3.12e-05,0.0752,0.426,103.04,195600.0,4,1 -Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,6 -Blur,Out of Time,51.0,0.529,0.455,,-8.603,1,0.0274,0.0424,0.00364,0.364,0.318,138.678,233373.0,4,1 -Lissie,Daughters,29.0,0.471,0.732,4.0,-6.493,0,0.0517,0.059,7.89e-05,0.469,0.0569,119.991,257037.0,4,10 -Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,10 -Felix Cartal,My Last Song,15.0,0.821,0.645,11.0,-5.385,0,0.0515,0.0473,2.11e-06,0.0858,0.328,117.001,155897.0,4,9 -BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,5 -Lower Than Atlantis,Work For It,34.0,0.568,0.818,9.0,-5.576,1,0.13,0.00298,,0.0805,0.376,143.114,198840.0,4,10 -Pinballsound,–°–Ω–µ–≥ - New Mix,21.0,0.504,0.441,8.0,-10.01,1,0.21,0.066,0.00897,0.0873,0.602,80.012,250000.0,3,6 -Britney Spears,How I Roll,41.0,0.818,0.71,10.0,-5.716,1,0.0472,0.0753,0.0239,0.0581,0.791,145.97,3.609116667,4,9 -Queen,Breakthru - Remastered 2011,57.0,0.569,0.864,5.0,-5.697,1,0.0862,0.0614,0.00955,0.353,0.318,90.08,4.13978333,4,10 -Gin Wigmore,H B I C,43.0,0.528,0.929,4.0,-3.346,0,0.051,0.0102,0.00166,0.334,0.653,102.994,158465.0,4,10 -Carnifex,Seven Souls,43.0,0.181,0.949,11.0,-4.489,0,0.131,2.68e-06,0.672,0.181,0.0698,112.361,285726.0,3,8 -Westlife,What I Want Is What I Got,2.0,0.75,0.751,9.0,-4.343,1,0.0289,0.239,,0.39,0.913,92.02,3.533783333,4,9 -Hoobastank,The Reason,80.0,0.472,0.671,4.0,-4.649,1,0.029,0.0129,,0.159,0.0681,82.952,232800.0,4,9 -M1llionz,How Many Times,62.0,0.629,0.696,2.0,-4.848,0,0.332,0.52,,0.134,0.752,144.322,188194.0,4,5 -Electric Six,Danger! High Voltage - Soulchild Radio Mix,59.0,0.66,0.698,11.0,-4.722,0,0.0302,1.92e-05,0.166,0.0517,0.511,123.005,214600.0,4,6 -fanclubwallet,Car Crash in G Major,53.0,0.709,0.517,7.0,-8.077,1,0.0335,0.277,0.118,0.484,0.429,105.369,132000.0,4,6 -Gin Blossoms,Follow You Down,58.0,0.49,0.883,4.0,-8.736,0,0.0423,0.0121,,0.0635,0.684,155.832,227707.0,4,9 -Liquid Liquid,Cavern,45.0,0.682,0.78,7.0,-9.948,1,0.0538,0.0114,0.735,0.0862,0.317,115.564,319760.0,4,6 -North Mississippi Allstars,Katrina,31.0,0.596,0.14,,-13.349,1,0.0273,0.851,0.00198,0.0948,0.431,80.955,301320.0,4,2 -Highly Suspect,My Name Is Human,52.0,0.507,0.723,2.0,-5.577,0,0.0288,8.83e-05,0.000189,0.0852,0.188,140.032,258613.0,4,10 -Tuna,◊ê◊ë◊ï◊ì◊ô◊ù ◊ë◊ó◊ú◊ú,41.0,0.688,0.819,1.0,-8.827,1,0.0775,0.111,5.16e-05,0.101,0.688,89.985,292173.0,4,5 -"Shalmali, Mame Khan, Parth Bharat Thakkar, Purbayan Chatterjee, Nyzel Dlima, Darshan Doshi",Jugaadbandi,9.0,0.478,0.651,2.0,-5.559,0,0.0621,0.29,7.72e-05,0.49,0.577,93.191,3.6345,4,0 -The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,6 -Johnny Cash,You Are My Sunshine,60.0,0.421,0.257,9.0,-15.478,1,0.0893,0.842,1.07e-06,0.529,0.56,89.787,196733.0,4,10 -Moon Duo,Eternal Shore,34.0,0.775,0.863,9.0,-8.604,1,0.0384,0.102,0.644,0.168,0.915,95.01,338398.0,5,6 -Mohammed Rafi,Shirdi Wale Sai Baba - Amar Akbar Anthony / Soundtrack Version,29.0,0.531,0.8,8.0,-6.256,1,0.0746,0.751,,0.175,0.617,96.795,5.877333333,4,3 -Armored Saint,Can U Deliver,45.0,0.498,0.858,8.0,-9.48,1,0.0564,0.0299,,0.106,0.437,151.698,215307.0,4,8 -The 1975,Fallingforyou,62.0,0.264,0.285,1.0,-15.208,1,0.0385,0.892,0.000471,0.344,0.0776,84.825,240671.0,4,10 -The White Stripes,Fell in Love with a Girl,71.0,0.323,0.982,9.0,-1.742,0,0.113,0.706,5.93e-05,0.853,0.365,95.517,110093.0,4,6 -Rajhesh Vaidhya,Indian High Way,18.0,0.406,0.846,,-6.073,0,0.223,0.264,0.672,0.235,0.55,180.064,8.558216667,4,0 -"Carrie Underwood, Randy Travis",I Told You So - feat. Randy Travis,50.0,0.393,0.552,8.0,-3.526,1,0.0283,0.544,,0.101,0.217,147.515,4.33,4,4 -Shlomo Artzi,◊®◊ï◊ë ◊î◊ñ◊û◊ü ◊ê◊™ ◊ê◊ô◊©◊™◊ô,30.0,0.791,0.262,6.0,-15.584,0,0.0419,0.631,,0.0646,0.378,105.483,286000.0,3,10 -lil aaron,DRUGS,68.0,0.475,0.776,,-4.745,1,0.039,0.000715,,0.597,0.561,165.088,116413.0,4,10 -Ryan Montbleau,Ships in the Night,43.0,0.599,0.125,10.0,-14.472,0,0.0557,0.93,1.57e-06,0.0811,0.405,120.392,221379.0,4,2 -The Cure,To Wish Impossible Things,49.0,0.495,0.291,9.0,-19.429,1,0.0293,0.562,0.452,0.1,0.52,79.059,279827.0,4,10 -DYE CRAP,Cooloroonie,19.0,0.234,0.795,7.0,-6.686,1,0.0438,2.94e-05,0.846,0.127,0.66,109.676,158375.0,4,10 -Fall Out Boy,Dead on Arrival,2.0,0.543,0.968,,-4.028,1,0.0703,0.000189,,0.539,0.495,100.984,194493.0,4,10 -Hemant Kumar,Sahib Bibi Aur Ghulam Theme - Instrumental,6.0,0.453,0.322,8.0,-13.662,0,0.0296,0.291,0.684,0.0819,0.741,81.692,3.053783333,4,3 -"Maurice Ravel, Quatuor Ébène","Ravel: String Quartet, M. 35: II. Assez vif - Très rythmé",43.0,0.286,0.0439,5.0,-24.745,1,0.042,0.925,0.551,0.147,0.0932,152.867,6.486883333,3,7 -judas,Joy Oladokun,49.0,0.415,0.257,,-9.36,1,0.035,0.902,,0.128,0.265,120.927,2.695116667,3,0 -Wallice,Punching Bag,52.0,0.621,0.766,1.0,-1.73,0,0.0392,0.433,9.2e-06,0.323,0.612,138.974,153784.0,4,9 -Alabama Shakes,Hold On,59.0,0.575,0.666,5.0,-5.425,1,0.0301,0.206,0.341,0.0852,0.546,88.311,226187.0,4,10 -Barns Courtney,Golden Dandelions,52.0,0.566,0.579,7.0,-8.215,0,0.0336,0.3,,0.134,0.56,139.753,202577.0,4,10 -Channel Tres,"fuego (feat. Tyler, The Creator)",60.0,0.745,0.504,3.0,-10.405,0,0.307,0.0162,0.00122,0.432,0.434,114.901,248765.0,4,5 -Muddy Waters,Forty Days And Forty Nights,44.0,0.596,0.405,2.0,-10.497,1,0.0313,0.643,0.000289,0.205,0.812,88.593,174568.0,4,2 -Hans Theessink,Living With The Blues,37.0,0.774,0.11,,-18.928,1,0.16,0.869,9.27e-05,0.104,0.383,111.887,182813.0,4,2 -Devil Sold His Soul,Signal Fire,41.0,0.147,0.888,5.0,-6.105,0,0.0926,5.18e-05,0.0289,0.366,0.203,161.293,413829.0,3,8 -The Yardbirds,The Train Kept A-Rollin',38.0,0.483,0.692,11.0,-9.995,0,0.0363,0.102,1.21e-05,0.102,0.935,89.05,208493.0,4,2 -Calum Scott,Dancing On My Own,82.0,0.681,0.174,1.0,-8.745,1,0.0315,0.837,3.35e-05,0.0983,0.231,112.672,260285.0,4,9 -Seyi Shay,Pempe,44.0,0.845,0.744,11.0,-4.238,1,0.0636,0.0653,0.00017,0.11,0.467,109.999,174545.0,4,9 -Britney Spears,(You Drive Me) Crazy,63.0,0.748,0.939,,-4.288,0,0.0341,0.0534,,0.32,0.96,104.001,3.301116667,4,9 -"Mohammed Rafi, Mukesh",Saat Ajube Is Duniya Mein - Sad Version,16.0,0.255,0.403,,-10.187,1,0.0448,0.567,6.4e-06,0.92,0.621,157.656,1.130666667,4,3 -Pearl Jam,Jeremy,72.0,0.285,0.846,2.0,-6.472,1,0.0438,0.0404,,0.182,0.287,108.808,318227.0,4,10 -Miles Kane,Come Closer,57.0,0.511,0.696,6.0,-5.157,0,0.0421,0.0272,0.000249,0.0875,0.788,164.614,179240.0,4,10 -Ten F√©,Waterfalls,47.0,0.484,0.282,6.0,-8.644,1,0.0351,0.405,0.00246,0.124,0.281,179.836,266864.0,4,6 -Ruti,My Sunrise,51.0,0.506,0.68,2.0,-5.639,0,0.0406,0.452,3.29e-06,0.278,0.631,89.786,189333.0,4,1 -Lata Mangeshkar,Mila Hai Kisi Ka Jhumka,3.0,0.412,0.492,5.0,-7.991,1,0.0991,0.874,2.06e-06,0.115,0.969,81.305,2.817783333,4,3 -Electroforez,–†—É—Å—Å–∫–∞—è –ø—Ä–∏–Ω—Ü–µ—Å—Å–∞,52.0,0.577,0.92,,-6.16,1,0.086,0.0123,7.95e-05,0.0713,0.226,119.967,232000.0,4,6 -Howlin' Wolf,Killing Floor,46.0,0.721,0.62,9.0,-9.775,1,0.0326,0.379,4.31e-05,0.344,0.644,118.696,172827.0,4,2 -Nekrogoblikon,The Many Faces of Dr. Hubert Malbec,43.0,0.52,0.982,7.0,-3.855,0,0.0502,0.00134,0.0265,0.12,0.723,150.944,186137.0,4,8 -Simple Creatures,"Thanks, I Hate It",54.0,0.56,0.849,6.0,-4.949,0,0.164,0.0402,,0.408,0.541,92.319,177274.0,4,10 -Evildead,Annihilation of Civilization,30.0,0.433,0.947,8.0,-12.672,0,0.0781,0.00549,0.0257,0.383,0.251,99.824,257667.0,4,8 -Crowded House,Playing With Fire,47.0,0.519,0.702,9.0,-7.125,1,0.0289,0.218,0.00119,0.137,0.366,97.042,207522.0,4,10 -Finger Eleven,Paralyzer,72.0,0.644,0.939,11.0,-3.486,0,0.0456,0.157,,0.233,0.861,106.031,208107.0,4,8 -Mars Red Sky,Strong Reflection,49.0,0.416,0.466,9.0,-8.718,1,0.0363,0.00406,0.0511,0.12,0.357,119.085,329627.0,4,8 -Asking Alexandria,The Final Episode (Let's Change Channel),60.0,0.213,0.957,3.0,-2.967,1,0.235,0.00156,,0.394,0.157,196.118,242080.0,3,8 -Royal Blood,How Did We Get So Dark?,56.0,0.568,0.871,1.0,-5.235,1,0.0494,0.00177,0.000406,0.36,0.693,133.064,197933.0,4,10 -Orden Ogan,Let the Fire Rain,51.0,0.406,0.945,2.0,-2.278,0,0.0673,4.95e-05,0.000166,0.233,0.178,92.464,275746.0,4,8 -Radiohead,No Surprises,73.0,0.255,0.393,5.0,-10.654,1,0.0278,0.0577,0.00361,0.113,0.118,76.426,229120.0,4,6 -Jethro Tull,Thick as a Brick - Edit #1,38.0,0.443,0.401,5.0,-13.997,1,0.0426,0.263,,0.168,0.751,168.209,182587.0,3,10 -Big Mama Thornton,Hound Dog,54.0,0.563,0.542,9.0,-10.862,1,0.0962,0.706,3.59e-05,0.355,0.785,133.285,181000.0,4,2 -Adri√°n Otero,Vamos las Bandas,20.0,0.736,0.564,8.0,-6.871,1,0.055,0.072,,0.227,0.713,117.824,242706.0,4,2 -A,Nothing,69.0,0.508,0.33,4.0,-14.071,1,0.0265,0.259,0.154,0.114,0.101,96.818,286293.0,4,8 -Motel Marys,Designated Driver,26.0,0.324,0.832,2.0,-5.95,1,0.0765,7.05e-05,0.0141,0.281,0.372,130.044,155846.0,4,6 -The Chainsmokers,Something Just Like This,83.0,0.617,0.635,11.0,-6.769,0,0.0317,0.0498,1.44e-05,0.164,0.446,103.019,247160.0,4,9 -Dr. John,Creole Moon,47.0,0.453,0.562,5.0,-10.233,0,0.045,0.137,0.0029,0.0463,0.463,156.654,514867.0,4,2 -Anorak Patch,Blue Jeans,27.0,0.191,0.91,7.0,-8.936,1,0.0476,1.52e-05,0.0488,0.131,0.136,174.929,220355.0,4,10 -The Velvet Underground,Rock and Roll - Full Length Version; 2015 Remaster,60.0,0.494,0.735,5.0,-8.347,1,0.0345,0.00401,3.14e-06,0.544,0.742,132.526,283000.0,4,6 -BERWYN,RUBBER BANDS,51.0,0.468,0.484,1.0,-7.432,0,0.302,0.438,0.0341,0.161,0.37,89.944,171568.0,4,9 -Eades,Coltrane,29.0,0.577,0.853,8.0,-4.492,1,0.0317,0.000216,,0.189,0.805,125.64,183065.0,4,10 -The Killers,Mr. Brightside,82.0,0.352,0.911,1.0,-5.23,1,0.0747,0.00121,,0.0995,0.236,148.033,222973.0,4,6 -Punkband,Elegy Written in a Tesco Carpark,19.0,0.665,0.805,4.0,-5.754,1,0.0539,0.0366,0.449,0.445,0.417,135.065,179200.0,4,6 -Fizzler,Snakes & Fakes,53.0,0.858,0.737,3.0,-4.854,0,0.36,0.414,,0.0797,0.796,144.974,175448.0,4,5 -Violent Femmes,Add It Up,56.0,0.41,0.763,4.0,-7.904,1,0.338,0.274,1.36e-05,0.0553,0.649,172.295,284333.0,4,10 -The Black Crowes,Charming Mess,36.0,0.565,0.97,,-3.792,1,0.0413,0.00096,1.38e-06,0.0519,0.683,123.573,213693.0,4,2 -HMLTD,To the Door,32.0,0.261,0.908,8.0,-5.222,1,0.15,2e-05,0.0228,0.144,0.252,154.029,199107.0,4,6 -The Killers,All These Things That I've Done,,0.546,0.754,6.0,-5.04,1,0.0415,0.00154,1.57e-05,0.136,0.187,118.266,303213.0,4,10 -Dudu Faruk,◊û◊ú◊ö ◊î◊ß◊ô◊•,29.0,0.82,0.645,9.0,-7.233,0,0.18,0.145,0.0377,0.316,0.667,97.039,155138.0,4,5 -Korn,Freak On a Leash,74.0,0.353,0.898,2.0,-5.877,1,0.052,2.23e-05,0.105,0.39,0.525,103.293,255733.0,4,8 -Krystal Klear,Piano Banana,,0.803,0.941,10.0,-9.902,1,0.126,5.18e-05,0.917,0.105,0.389,127.011,242090.0,4,6 -Blake Shelton,Ol' Red,65.0,0.664,0.556,10.0,-7.713,1,0.0365,0.146,3.91e-06,0.113,0.494,75.049,3.687783333,4,4 -Venom,Black Metal,50.0,0.291,0.758,1.0,-12.103,1,0.0556,0.000918,6.84e-06,0.291,0.446,80.601,221693.0,4,8 -Yaron Herman Trio,Baby Mine,39.0,0.461,0.109,3.0,-21.082,1,0.0391,0.836,0.0202,0.103,0.132,118.379,4.442666667,5,7 -The Starting 5ive,Somethings Happening,35.0,0.739,0.791,10.0,-2.881,0,0.158,0.613,,0.13,0.675,96.998,170880.0,4,5 -Willie Jones,Down For It,48.0,0.614,0.869,9.0,-3.234,1,0.0379,0.203,,0.0903,0.506,82.021,3.2473,4,4 -Dodgy,Good Enough,51.0,0.578,0.967,,-6.02,1,0.0604,0.00111,0.000569,0.34,0.736,111.735,241307.0,4,6 -Catey Shaw,Brandy (You're a Fine Girl),52.0,0.841,0.26,11.0,-15.331,0,0.0565,0.686,,0.155,0.658,114.162,3.46998333,4,0 -Blackberry Smoke,Waiting for the Thunder,23.0,0.278,0.807,9.0,-6.251,1,0.04,0.0125,0.00152,0.976,0.665,140.83,258331.0,4,2 -Merrow,Spice Dealer,35.0,0.269,0.924,11.0,-4.446,1,0.0638,7.57e-05,0.638,0.0719,0.172,112.273,287939.0,3,8 -Phoebe Bridgers,Savior Complex,65.0,0.369,0.441,4.0,-11.879,1,0.0327,0.931,0.0199,0.105,0.218,128.968,241640.0,3,6 -Marta Jobim,Passing Rain,51.0,0.53,0.108,9.0,-17.208,1,0.0663,0.993,0.94,0.104,0.255,137.02,3.045833333,4,7 -Peled,◊ß◊ï◊ß◊ï◊°,23.0,0.772,0.761,1.0,-6.289,1,0.21,0.0539,,0.687,0.646,140.009,253283.0,4,5 -Ulver,I,40.0,0.149,0.908,9.0,-7.941,0,0.0862,1.71e-05,0.887,0.0713,0.147,143.237,471280.0,3,8 -Foals,Black Bull,49.0,0.468,0.988,7.0,-2.741,1,0.0844,0.000105,0.541,0.0982,0.117,140.95,187026.0,4,10 -Roxette,Listen to Your Heart - Live from Santiago 2012,36.0,0.203,0.717,11.0,-5.82,0,0.0381,0.00539,1.03e-05,0.976,0.461,175.923,5.761116667,4,9 -Buddy Guy,Feels Like Rain,57.0,0.572,0.348,,-13.454,1,0.0293,0.438,0.000731,0.235,0.34,73.303,275267.0,4,2 -Hugo Helmig,All That I Need,44.0,0.554,0.188,5.0,-11.739,1,0.0441,0.833,4.73e-06,0.118,0.273,131.481,225317.0,4,9 -Tyler Bryant & the Shakedown,Backbone,26.0,0.516,0.737,10.0,-5.22,1,0.0992,0.0229,5.98e-06,0.375,0.602,133.217,168293.0,4,2 -–î—É—Ä–Ω–æ–π –í–∫—É—Å,–ü–ª–∞—Å—Ç–∏–Ω–∫–∏,58.0,0.496,0.914,2.0,-6.368,0,0.0351,0.0963,0.765,0.085,0.723,172.965,184509.0,4,6 -You Me At Six,MAKEMEFEELALIVE,47.0,0.547,0.987,1.0,-1.789,1,0.0807,0.00262,0.00024,0.31,0.5,135.014,128613.0,4,10 -Frost*,Terrestrial,31.0,0.435,0.841,2.0,-6.332,1,0.0532,0.00019,0.146,0.191,0.481,160.099,312453.0,4,8 -Bauhaus,Bela Lugosi's Dead (Official Version),54.0,0.593,0.691,11.0,-9.442,0,0.113,0.0133,0.68,0.0691,0.532,153.486,576703.0,4,1 -Leyli,◊ë◊ô◊ô◊ë◊ô,33.0,0.472,0.846,5.0,-9.164,0,0.0351,0.0527,0.0447,0.115,0.549,200.038,272773.0,4,6 -Ulf Janson,Desire,40.0,0.508,0.103,7.0,-16.596,0,0.0337,0.985,0.937,0.108,0.12,120.027,2.402566667,4,7 -Rush,A Passage To Bangkok,50.0,0.222,0.837,2.0,-6.49,1,0.0794,0.483,6.21e-05,0.367,0.594,200.342,214893.0,4,10 -Shlomo Artzi,◊î◊ô◊ê ◊ú◊ê ◊ô◊ï◊ì◊¢◊™ ◊û◊î ◊¢◊ï◊ë◊® ◊¢◊ú◊ô◊ô,45.0,0.702,0.596,4.0,-8.403,0,0.0279,0.716,,0.105,0.758,131.996,303760.0,4,10 -Pure Obsessions & Red Nights,A Lovely Day - Combichrist Remix,35.0,0.536,0.592,8.0,-9.145,1,0.0295,0.00118,0.0224,0.0907,0.0549,100.015,376800.0,4,8 -Amit Kumar,Ek Do Teen Char,29.0,0.485,0.808,3.0,-8.522,0,0.0495,0.716,,0.613,0.732,64.934,6.303116667,4,3 -Hard-FI,Hard to Beat,57.0,0.557,0.833,10.0,-4.559,1,0.0663,0.00226,3.25e-06,0.161,0.815,125.205,253307.0,4,6 -Deadlights,Born of a Lie,40.0,0.3,0.993,2.0,-1.437,1,0.233,0.000534,0.000323,0.302,0.111,109.968,227500.0,4,10 -Incubus,Wish You Were Here,70.0,0.246,0.768,9.0,-7.48,1,0.0387,0.000631,0.301,0.102,0.35,169.873,212733.0,4,10 -White Rabbits,Percussion Gun,41.0,0.529,0.88,,-6.758,0,0.0473,0.152,0.000845,0.603,0.603,103.231,188307.0,4,1 -"Waylon Jennings, Willie Nelson","Mammas, Don't Let Your Babies Grow Up to Be Cowboys",55.0,0.373,0.423,9.0,-11.642,1,0.0618,0.578,0.00115,0.16,0.527,187.477,2.542216667,3,4 -Mikkel Adler,in den Bergen,46.0,0.56,0.132,9.0,-15.864,0,0.0641,0.993,0.924,0.112,0.23,88.071,3.9981,4,7 -N√ºrnberg,Abdymi,30.0,0.466,0.788,,-7.434,0,0.0308,2.65e-05,0.0956,0.634,0.636,149.941,196538.0,4,6 -DaBaby,Ball If I Want To,84.0,0.902,0.669,1.0,-5.049,1,0.457,0.161,,0.0728,0.628,139.949,1.875783333,4,9 -Tones And I,Just a Mess,52.0,0.675,0.561,1.0,-5.845,0,0.0469,0.535,,0.0921,0.12,131.957,3.85878333,4,9 -Duster Bennett,It's A Man Down There - Single Version,27.0,0.458,0.481,,-6.703,1,0.0571,0.814,9.52e-06,0.0458,0.636,165.041,168507.0,4,2 -grandson,Bury Me Face Down,63.0,0.39,0.629,1.0,-4.876,0,0.0469,0.0187,4.12e-05,0.0658,0.162,141.983,231667.0,4,10 -Stiff Little Fingers,Alternative Ulster,53.0,0.439,0.971,11.0,-5.855,0,0.177,0.0148,1.34e-05,0.255,0.24,118.369,163880.0,4,10 -Eric Church,Where I Wanna Be,62.0,0.536,0.608,9.0,-6.385,1,0.0295,0.299,0.00143,0.128,0.681,147.957,244627.0,4,1 -The Goo Goo Dolls,Miracle Pill,49.0,0.503,0.727,,-3.256,1,0.0257,0.0487,,0.128,0.717,160.043,197968.0,4,9 -Duponte et Duponte,Chimes,59.0,0.458,0.0533,10.0,-20.472,0,0.0289,0.863,0.138,0.11,0.155,96.864,2.726516667,4,7 -Dark Funeral,The Secrets of the Black Arts,31.0,0.16,0.949,,-4.002,1,0.102,2.17e-06,0.85,0.0986,0.0393,109.021,221427.0,4,8 -Inhaler,Who's Your Money On? (Plastic House),53.0,0.318,0.646,5.0,-7.15,0,0.0392,0.00521,0.172,0.0679,0.172,125.986,382800.0,4,1 -Vinny Virgo,Shot Down,23.0,0.492,0.341,9.0,-9.538,0,0.0282,0.244,,0.3,0.385,149.9,193915.0,3,2 -Empyrium,A Lucid Tower Beckons on the Hills Afar,32.0,0.271,0.575,11.0,-9.638,0,0.0291,0.00572,0.258,0.181,0.0867,110.849,382947.0,3,8 -Limp Bizkit,Rollin' (Air Raid Vehicle),75.0,0.603,0.933,1.0,-3.358,1,0.171,0.00591,,0.206,0.709,96.306,213760.0,4,10 -A Bird Could Love a Fish,Lissie,41.0,0.49,0.516,2.0,-6.934,1,0.0421,0.12,,0.0654,0.383,156.671,4.013516667,4,0 -Vance Joy,Missing Piece,78.0,0.628,0.877,,-4.205,1,0.046,0.0155,5.97e-06,0.113,0.721,101.992,3.62346667,4,0 -Passenger,The Way That I Love You - single version,62.0,0.508,0.323,1.0,-13.239,1,0.0347,0.714,1.93e-05,0.118,0.472,120.861,159761.0,4,9 -Lurrie Bell,I Feel so Good,17.0,0.698,0.747,5.0,-5.364,1,0.0539,0.624,0.0977,0.281,0.864,125.795,254240.0,4,2 -Dead by April,Heartbeat Failing,56.0,0.422,0.919,2.0,-4.168,0,0.151,0.000245,0.000351,0.21,0.279,149.989,243600.0,4,8 -Xzibit,What U See Is What U Get,56.0,0.724,0.806,1.0,-6.843,0,0.295,0.0541,,0.314,0.586,93.863,308907.0,4,5 -408,Signal Mara,,0.572,0.741,6.0,-4.391,1,0.0321,0.00215,4.92e-06,0.16,0.367,125.993,213333.0,4,9 -Marshmello,Here With Me,76.0,0.791,0.565,5.0,-3.933,0,0.0439,0.0623,,0.156,0.181,99.961,156347.0,4,9 -Allysha Joy,Light It Again - Radio Edit,36.0,0.42,0.573,8.0,-10.353,0,0.332,0.54,0.0283,0.0911,0.236,138.003,278680.0,5,1 -Yoni Rechter,◊©◊ï◊ë ◊î◊ô◊ê ◊õ◊ê◊ü,42.0,0.601,0.257,7.0,-14.934,1,0.0593,0.928,0.0568,0.138,0.251,79.465,184000.0,4,10 -Small Faces,Itchycoo Park,55.0,0.613,0.555,9.0,-9.801,1,0.072,0.58,1.64e-06,0.119,0.556,127.267,166680.0,4,1 -Itay Levi,◊ê◊ù ◊î◊¢◊ï◊ú◊ù ◊ô◊í◊û◊®,46.0,0.638,0.332,3.0,-7.805,0,0.0439,0.889,,0.142,0.205,120.214,203777.0,4,9 -Tropidelic,Sunny Days (with Devin The Dude),45.0,0.774,0.801,7.0,-5.203,1,0.047,0.0438,,0.0419,0.835,141.014,210200.0,4,10 -Karen Lovely,Fish Outta Water,34.0,0.761,0.465,4.0,-7.967,0,0.0347,0.534,0.331,0.129,0.652,114.004,230533.0,4,2 -Onlap,My Generation,45.0,0.472,0.993,,-2.756,1,0.151,0.000978,,0.364,0.215,94.969,213474.0,4,8 -David Shaw,Got Me Feeling Good,42.0,0.56,0.649,7.0,-4.801,1,0.0404,0.0191,1.33e-05,0.342,0.385,87.934,252245.0,4,10 -Blind Lemon Jefferson,Match Box Blues (4446),36.0,0.475,0.157,10.0,-19.063,1,0.0567,0.976,0.0348,0.0776,0.519,169.224,183066.0,4,2 -Moneybagg Yo,Hard For The Next (with Future),71.0,0.619,0.573,1.0,-7.277,1,0.393,0.0352,,0.228,0.376,175.187,166392.0,3,5 -Ablaye Cissoko,Signare,24.0,0.519,0.404,5.0,-7.12,1,0.0749,0.906,0.864,0.101,0.35,134.366,4.391783333,3,7 -Digitalism,Idealistic,40.0,0.604,0.808,,-6.135,0,0.0438,0.0126,0.0813,0.484,0.369,128.958,250693.0,4,1 -AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,208400.0,4,10 -BARON.E,S√âMANTIQUE,35.0,0.651,0.695,6.0,-6.013,0,0.0411,0.107,2.73e-05,0.114,0.262,109.992,200440.0,4,6 -Paulo Mendonca,Mindcontrol,38.0,0.644,0.617,,-7.139,1,0.0287,0.000203,0.000125,0.0902,0.805,99.057,208212.0,4,10 -The Velvet Underground,Heroin,58.0,0.201,0.777,1.0,-10.167,1,0.0705,0.304,0.78,0.0981,0.235,145.733,433573.0,4,1 -Lata Mangeshkar,Maye Ni Maye-Lata Mangeshkar,36.0,0.587,0.502,6.0,-13.034,0,0.0498,0.769,0.0011,0.0813,0.831,165.074,4.356216667,4,3 -PURRS,Sink,25.0,0.401,0.897,,-4.318,0,0.0511,0.00131,7.72e-05,0.0628,0.426,96.992,205387.0,4,10 -Revenge Wife,Home,23.0,0.719,0.417,,-9.925,1,0.24,0.717,0.031,0.0984,0.327,185.994,224548.0,4,9 -"Emerson, Lake & Palmer",Tarkus,26.0,0.463,0.5,5.0,-13.366,1,0.0387,0.021,0.0656,0.071,0.399,130.749,1244613.0,4,10 -The Brian Jonestown Massacre,Anemone,63.0,0.527,0.636,5.0,-12.888,0,0.0347,0.0599,0.843,0.204,0.607,83.101,334467.0,4,6 -Joyous Wolf,Quiet Heart,38.0,0.375,0.969,7.0,-5.704,1,0.06,3.87e-05,0.000113,0.326,0.558,179.048,207455.0,4,10 -Transvision Vamp,I Want Your Love,48.0,0.465,0.821,4.0,-11.115,1,0.0487,0.0133,0.00855,0.447,0.697,149.824,3.49845,4,10 -Elvis Presley,Blue Suede Shoes - Remastered,56.0,0.545,0.714,2.0,-5.659,1,0.0562,0.675,2.52e-06,0.121,0.952,94.784,1.99333333,4,10 -Enemy Inside,Release Me,,0.37,0.985,,-3.907,1,0.126,8.58e-05,3.73e-06,0.267,0.261,169.978,211771.0,4,8 -Royal Blood,Oblivion,68.0,0.642,0.823,4.0,-3.68,0,0.0612,0.000281,0.00211,0.216,0.826,112.005,161253.0,4,9 -Black Marble,In Manchester,41.0,0.486,0.92,4.0,-6.27,0,0.0518,0.084,0.718,0.319,0.281,164.023,173476.0,4,6 -Filter,Welcome to the Fold,50.0,0.503,0.895,7.0,-6.228,1,0.0436,2.37e-05,0.0354,0.319,0.211,93.953,460400.0,4,10 -Xile,Hollow Point,11.0,0.513,0.977,8.0,-1.821,1,0.145,0.000509,0.708,0.057,0.134,140.027,204657.0,4,8 -Zor Beyler,G√∂z√ºndeki Ya≈ülarƒ±na,24.0,0.454,0.61,2.0,-10.629,0,0.0307,0.137,,0.368,0.492,88.765,183929.0,4,10 -Boney M.,Rasputin - Club Mix,64.0,0.719,0.907,6.0,-5.154,0,0.0502,0.167,0.00108,0.245,0.975,127.153,272227.0,4,9 -Shai Tsabari,◊ì◊¢,32.0,0.436,0.304,5.0,-9.016,0,0.0318,0.364,6.8e-05,0.101,0.283,114.008,220400.0,4,10 -Plants and Animals,Le Queens,34.0,0.59,0.608,1.0,-9.083,1,0.0266,0.207,0.733,0.211,0.536,129.393,254938.0,4,1 -N.O.R.E.,Nothin',55.0,0.791,0.863,3.0,-6.118,0,0.151,0.317,1.13e-06,0.27,0.742,97.035,264653.0,4,5 -MOLYBARON,Amongst The Boys And The Dead Flowers,,0.46,0.984,5.0,-3.572,1,0.123,4.98e-05,0.857,0.0418,0.376,108.677,253824.0,3,8 -Joel Hoekstra‚Äôs 13,Hard to Say Goodbye,30.0,0.433,0.885,6.0,-3.897,0,0.0618,0.00427,3.55e-06,0.214,0.493,123.104,284268.0,4,10 -Sleeping Wolf,You Don't Know What It's Like,31.0,0.488,0.407,2.0,-8.798,0,0.0288,0.057,9.9e-05,0.122,0.34,77.522,192533.0,4,10 -Jonathan Richman,I Was Dancing In The Lesbian Bar,54.0,0.829,0.388,9.0,-13.55,0,0.0421,0.675,0.00263,0.271,0.896,116.5,223840.0,4,6 -Itamar,Tomorrow Was Today,22.0,0.795,0.439,9.0,-9.116,1,0.0447,0.0472,0.218,0.0562,0.822,109.96,209973.0,4,6 -Mukesh,Chal Ri Sajni Ab Kya Soche,10.0,0.393,0.349,5.0,-11.555,1,0.0431,0.548,0.0167,0.825,0.546,139.002,6.030666667,3,3 -Prong,Beg To Differ,37.0,0.567,0.627,5.0,-12.229,1,0.0607,0.00678,0.274,0.14,0.704,94.869,254973.0,4,8 -Lou Reed,Walk on the Wild Side,75.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,254173.0,4,6 -spill tab,PISTOLWHIP,54.0,0.447,0.544,,-6.509,1,0.378,0.466,0.133,0.547,0.625,139.925,125643.0,4,6 -AriBeatz,Aqu√≠ (feat. Ozuna & Soolking),62.0,0.535,0.755,6.0,-5.354,0,0.0559,0.042,,0.152,0.311,191.931,169668.0,4,9 -We Butter The Bread With Butter,Klicks. Likes. Fame. Geil!,45.0,0.552,0.978,1.0,-3.873,1,0.173,0.000228,0.00222,0.212,0.213,135.035,223434.0,4,8 -Circles Around The Sun,Gilbert's Groove (feat. Neal Casal),40.0,0.559,0.511,,-11.167,0,0.0326,0.553,0.802,0.0865,0.742,87.999,740520.0,4,10 -Mukesh,Dost Dost Na Raha Pyar Pyar Na Raha,26.0,0.336,0.329,2.0,-11.501,0,0.0314,0.99,0.414,0.468,0.525,86.281,5.771333333,3,3 -Skiifall,Bentayga Dust,45.0,0.951,0.348,5.0,-13.05,0,0.574,0.572,2.01e-06,0.106,0.683,122.074,169180.0,4,5 -Zero 9:36,The End,62.0,0.561,0.966,1.0,-4.628,1,0.0735,0.00336,,0.384,0.572,108.038,169568.0,4,10 -Siouxsie and the Banshees,Hong Kong Garden,57.0,0.614,0.721,,-8.962,1,0.0322,0.000642,0.0817,0.167,0.708,146.629,175907.0,4,6 -Derby Motoreta‚Äôs Burrito Kachimba,El Valle,40.0,0.356,0.856,7.0,-4.278,1,0.0499,0.000146,0.00481,0.0947,0.582,133.076,185094.0,4,10 -Mauricio Galbardi,Caricia,45.0,0.596,0.233,4.0,-10.932,0,0.0569,0.896,0.948,0.097,0.411,98.548,2.547616667,4,7 -Wait for You,Ocie Elliott,49.0,0.654,0.237,1.0,-11.855,1,0.0342,0.945,0.0405,0.11,0.206,136.013,3.232266667,4,0 -L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,1 -Snoop Dogg,Snoop Bounce,35.0,0.914,0.672,5.0,-6.927,0,0.213,0.0213,,0.076,0.584,96.199,243560.0,4,10 -Britney Spears,Mmm Papi,41.0,0.679,0.795,6.0,-6.5,0,0.0669,0.0658,1.21e-06,0.0601,0.924,80.009,3.371783333,4,9 -Resolve,Seasick Sailor,43.0,0.468,0.964,1.0,-5.384,0,0.0931,0.00914,1.44e-05,0.35,0.185,95.035,219185.0,4,10 -Adi-Keshet Cohen,Battleships,9.0,0.377,0.17,3.0,-13.604,1,0.0323,0.963,0.00146,0.278,0.221,105.186,287795.0,3,6 -Yuksek,Tonight,28.0,0.667,0.758,8.0,-3.955,1,0.0471,0.0247,0.00487,0.0708,0.307,128.974,255293.0,4,1 -DJ BORING,Gardenia,37.0,0.684,0.691,4.0,-8.905,0,0.0522,0.000453,0.867,0.0593,0.554,124.007,330458.0,4,1 -Tone-Loc,Wild Thing,59.0,0.943,0.685,7.0,-11.903,1,0.188,0.000507,8.56e-06,0.0604,0.813,125.515,263573.0,4,5 -Love Fame Tragedy,5150,42.0,0.608,0.562,,-5.63,1,0.077,0.0756,,0.103,0.66,179.988,189293.0,4,6 -Fate DeStroyed,Crave,38.0,0.52,0.962,2.0,-4.294,1,0.131,7.92e-06,0.0437,0.103,0.177,102.039,216451.0,3,8 -Billie Marten,Live,46.0,0.332,0.319,4.0,-11.599,1,0.0434,0.832,0.00027,0.107,0.273,174.861,243973.0,3,6 -Holding Absence,Beyond Belief,40.0,0.543,0.948,1.0,-2.567,1,0.0462,0.000353,,0.35,0.458,123.035,256200.0,4,10 -easy life,skeletons,58.0,0.779,0.733,9.0,-8.137,0,0.0734,0.0177,0.0011,0.591,0.515,115.009,178714.0,4,9 -FishXGrits,The Sequel,26.0,0.77,0.506,10.0,-8.854,0,0.12,0.3,4.78e-06,0.125,0.507,124.042,124011.0,4,9 -Hot Chip,Boy From School - Erol Alkan's Extended Re-Work,19.0,0.677,0.763,8.0,-8.306,0,0.0395,0.00369,0.187,0.291,0.347,125.986,619787.0,4,1 -Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,6 -Amy Allen,Difficult,43.0,0.768,0.523,2.0,-5.088,1,0.0374,0.343,7.56e-05,0.1,0.538,115.934,200320.0,4,9 -Idan Amedi,◊ë◊ñ◊û◊ü ◊î◊ê◊ó◊®◊ï◊ü,43.0,0.338,0.904,,-3.855,1,0.0587,0.167,1.23e-06,0.0785,0.674,141.257,215573.0,4,9 -Edge Of Sanity,Black Tears,40.0,0.075,0.929,7.0,-5.371,1,0.107,4.51e-06,0.669,0.344,0.281,181.015,195587.0,4,8 -JAE5,Dimension (feat. Skepta & Rema),68.0,0.561,0.722,4.0,-6.437,0,0.068,0.173,4.86e-05,0.175,0.173,103.099,234027.0,4,9 -morgxn,LOSING MYSELF,46.0,0.696,0.79,8.0,-4.633,0,0.0438,0.00279,6.18e-05,0.172,0.555,115.015,176413.0,4,1 -Volbeat,A Warrior's Call,62.0,0.374,0.903,10.0,-4.49,1,0.0825,0.00075,5.85e-06,0.244,0.429,109.118,263080.0,3,10 -Danny Kroha,Detroit Blues,42.0,0.751,0.486,,-7.8,1,0.0523,0.921,,0.0849,0.928,105.997,169040.0,4,2 -Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,6 -Ramones,Sheena Is a Punk Rocker - 2017 Remaster,60.0,0.42,0.965,,-1.986,1,0.0403,0.0981,0.000335,0.0784,0.846,176.243,169920.0,4,10 -Angel Witch,Angel Witch,49.0,0.238,0.759,,-12.476,1,0.0624,0.000407,0.002,0.608,0.732,193.044,203933.0,4,8 -Cake,Love You Madly,57.0,0.752,0.809,9.0,-8.399,1,0.0598,0.0908,9.41e-05,0.169,0.658,106.999,237827.0,4,10 -Jazzbois,Live & Direct - Live,45.0,0.644,0.284,9.0,-14.867,0,0.179,0.567,0.0169,0.148,0.711,85.191,250000.0,4,5 -Cavetown,Ur Gonna Wish U Believed Me,62.0,0.568,0.453,4.0,-7.453,1,0.0258,0.626,0.0224,0.135,0.224,134.996,271420.0,4,9 -tiger bae,Where is the night flame,28.0,0.624,0.53,10.0,-9.092,0,0.0486,0.28,0.204,0.0839,0.715,145.047,219000.0,4,9 -R.E.M.,"What's The Frequency, Kenneth?",50.0,0.369,0.948,2.0,-3.923,1,0.0376,0.141,0.253,0.169,0.696,94.459,240307.0,4,10 -Liz Lawrence,California Screaming,41.0,0.609,0.796,9.0,-8.157,1,0.0331,0.0186,0.921,0.626,0.819,155.046,197000.0,4,6 -Brandi Carlile,Every Time I Hear That Song,58.0,0.577,0.53,7.0,-6.749,1,0.0312,0.544,3.29e-06,0.103,0.22,85.471,241147.0,4,9 -Twinkle,Terry,32.0,0.603,0.506,9.0,-9.531,1,0.0391,0.213,,0.0553,0.735,124.953,191493.0,4,6 -Theory of a Deadman,Strangers (feat. Zero 9:36),50.0,0.56,0.772,6.0,-6.096,0,0.0836,0.0375,,0.156,0.788,170.08,202179.0,4,10 -R. D. Burman,"Aandhi Theme, Pt. 2 - Instrumental",6.0,0.359,0.677,2.0,-8.616,1,0.0488,0.732,0.378,0.315,0.494,114.513,2.583783333,4,3 -Humble Pie,Desperation (Stereo Version),33.0,0.299,0.634,2.0,-13.589,1,0.0438,0.00437,5.46e-05,0.118,0.516,144.189,387640.0,3,2 -Salcao,Davos,49.0,0.485,0.0683,7.0,-17.572,1,0.0719,0.994,0.947,0.109,0.235,72.684,2.43635,4,7 -A Day To Remember,Mindreader,62.0,0.458,0.949,,-3.243,1,0.115,0.000385,,0.306,0.518,164.073,173520.0,4,10 -Counting Crows,"Mr. Jones - Live At Chelsea Studios, New York/1997",51.0,0.471,0.639,,-7.989,1,0.0885,0.593,,0.717,0.472,149.146,317027.0,4,10 -Hanan Ben Ari,◊ë◊©◊ï◊®◊ï◊™ ◊ò◊ï◊ë◊ï◊™,41.0,0.678,0.668,1.0,-6.994,0,0.0386,0.062,,0.156,0.737,74.997,223867.0,4,9 -Fleetwood Mac,Never Going Back Again - 2004 Remaster,68.0,0.654,0.336,6.0,-12.825,1,0.0379,0.858,0.385,0.0786,0.947,176.083,2.24,4,0 -J. Cole,a m a r i,86.0,0.725,0.713,4.0,-6.173,0,0.187,0.127,,0.617,0.207,65.988,148421.0,4,5 -Nikonn,Every Start Has an End,31.0,0.653,0.414,,-14.137,1,0.027,0.922,0.766,0.09,0.181,100.018,216590.0,4,6 -The Interrupters,She's Kerosene,60.0,0.577,0.936,11.0,-2.924,0,0.078,0.043,1.74e-05,0.413,0.899,168.879,170453.0,4,10 -Haiva Ru,Work It On Out,41.0,0.712,0.604,11.0,-8.961,0,0.0307,0.0478,1.02e-06,0.117,0.566,110.022,225969.0,4,9 -Willie Dixon,"I Can't Quit You, Baby",50.0,0.469,0.236,7.0,-16.981,1,0.0364,0.407,0.0434,0.215,0.415,82.232,399173.0,4,2 -Ana Popovic,She Was a Doorman,41.0,0.431,0.892,,-4.103,1,0.114,0.0768,1.49e-05,0.211,0.844,185.965,243200.0,4,2 -Living Colour,Love Rears Its Ugly Head,50.0,0.615,0.477,2.0,-8.816,1,0.092,0.0558,6.25e-05,0.231,0.731,156.008,259467.0,4,8 -Halflives,Rockstar Everyday,44.0,0.701,0.821,5.0,-4.496,0,0.0335,0.0276,0.00269,0.0875,0.651,107.99,203333.0,4,10 -Sixth Street Quartet,Freddie Freeloader,37.0,0.611,0.421,5.0,-11.988,0,0.0277,0.807,0.358,0.118,0.495,140.547,2.533216667,4,7 -The Recall,can you hear me,25.0,0.581,0.348,1.0,-13.138,1,0.0339,0.48,0.0675,0.263,0.135,112.123,205714.0,4,1 -Karl Hector & The Malcouns,Mother Seletta,36.0,0.361,0.91,9.0,-7.914,1,0.0943,0.0338,0.648,0.122,0.305,108.168,486861.0,4,10 -Eric Johnson,Cliffs Of Dover - Instrumental,60.0,0.449,0.775,7.0,-12.029,1,0.0405,0.162,0.149,0.248,0.313,94.907,249768.0,4,10 -Coldplay,Higher Power,85.0,0.507,0.828,10.0,-6.023,1,0.0449,0.00711,2.44e-05,0.261,0.489,178.032,211295.0,4,1 -Green Day,Bang Bang,60.0,0.499,0.958,9.0,-5.417,1,0.0898,0.000326,2.19e-06,0.432,0.359,127.491,205440.0,4,10 -The Detroit Cobras,Cha Cha Twist,43.0,0.537,0.823,9.0,-5.874,1,0.0322,0.00784,2.19e-06,0.122,0.759,132.241,151827.0,4,1 -"Westlife, Quiz & Larossi",You Light Up My Life,1.0,0.381,0.381,6.0,-6.132,1,0.0264,0.444,,0.08,0.0734,84.891,3.459116667,3,9 -Adam Baldych,Clouds,28.0,0.19,0.136,10.0,-14.818,1,0.0404,0.987,0.712,0.0768,0.0819,71.597,425905.0,4,6 -Andy Miller Group,If You Say Goodbye,54.0,0.46,0.115,1.0,-20.167,1,0.0363,0.971,0.915,0.23,0.0722,102.907,3.011516667,3,7 -Chava Alberstein,◊õ◊û◊ï ◊¶◊û◊ó ◊ë◊®,36.0,0.461,0.19,7.0,-11.626,1,0.0324,0.97,,0.185,0.412,75.693,202933.0,3,10 -The Cult,Wild Flower,50.0,0.532,0.699,4.0,-9.496,1,0.0618,0.00674,0.000269,0.0925,0.837,135.425,217467.0,4,10 -Ozzy Osbourne,"Mama, I'm Coming Home",69.0,0.282,0.656,8.0,-6.557,1,0.0302,0.0105,,0.0892,0.242,139.352,251867.0,4,8 -The Rolling Stones,Ruby Tuesday,,0.394,0.465,,-11.755,1,0.0501,0.835,,0.155,0.391,105.006,3.234,4,0 -The Lone Bellow,Dried Up River,54.0,0.526,0.837,4.0,-5.007,1,0.0526,0.0978,,0.298,0.625,79.715,231880.0,4,1 -Fantastic Negrito,Root City,46.0,0.645,0.74,4.0,-8.626,0,0.0324,0.223,4.3e-05,0.338,0.672,94.931,172333.0,4,2 -Bon Jovi,Lie To Me,52.0,0.408,0.634,9.0,-6.087,1,0.029,0.216,1.51e-05,0.0903,0.139,80.249,334240.0,4,10 -JP Saxe,The Few Things,62.0,0.536,0.426,7.0,-10.446,1,0.123,0.64,5.88e-06,0.147,0.375,135.872,211567.0,4,6 -Vandenberg,Sonnen Diamant,51.0,0.66,0.0863,2.0,-19.892,1,0.0597,0.94,0.92,0.117,0.153,131.096,2.579166667,4,7 -Cage The Elephant,In One Ear,59.0,0.326,0.948,1.0,-4.315,0,0.0606,0.000258,,0.367,0.358,166.397,241320.0,4,10 -Mudvayne,King Of Pain,49.0,0.602,0.935,11.0,-4.802,0,0.0755,0.000844,1.72e-05,0.0621,0.202,124.989,276307.0,4,8 -Spiritual Beggars,Wise As a Serpent,32.0,0.32,0.96,7.0,-7.01,1,0.055,0.00116,0.0986,0.334,0.562,140.861,154307.0,4,10 -Alter Bridge,Watch Over You,61.0,0.276,0.658,7.0,-5.418,1,0.0329,0.0836,0.000553,0.161,0.16,172.326,259133.0,4,10 -daysormay,The Trend,40.0,0.676,0.674,7.0,-5.301,0,0.0582,0.107,,0.153,0.462,103.951,187041.0,4,1 -Foreigner,I Want to Know What Love Is - Live,36.0,0.437,0.671,6.0,-6.574,1,0.0332,0.236,,0.972,0.47,83.875,6.280883333,4,9 -Claustrofobia,Riff Cult,19.0,0.312,0.987,1.0,-4.646,1,0.137,0.000351,0.0318,0.279,0.187,107.271,216715.0,4,8 -Philip Sayce,Sailin' Shoes,24.0,0.473,0.913,8.0,-6.05,1,0.0594,0.02,0.000109,0.487,0.594,94.518,203347.0,4,2 -Beach Bunny,Cloud 9,58.0,0.627,0.935,4.0,-3.257,1,0.0495,0.00145,1.72e-05,0.335,0.903,80.986,2.29335,4,9 -Eric Burdon,Tobacco Road,45.0,0.764,0.662,9.0,-10.231,0,0.263,0.28,0.000437,0.0918,0.808,88.784,237400.0,4,10 -Hanan Ben Ari,◊ô◊ú◊ì,33.0,0.472,0.207,2.0,-11.287,1,0.0326,0.913,3.24e-05,0.115,0.32,86.656,176896.0,4,9 -Megadeth,Paranoid,51.0,0.355,0.973,4.0,-7.004,0,0.071,0.000359,0.154,0.142,0.628,187.385,152600.0,4,8 -Nicki Minaj,Crocodile Teeth (with Skillibeng) - Remix,69.0,0.635,0.634,1.0,-8.91,0,0.356,0.195,0.000107,0.198,0.224,107.008,217883.0,4,5 -Donnoven,Gemini,29.0,0.683,0.298,9.0,-11.25,0,0.327,0.0672,2.31e-06,0.109,0.387,120.007,164009.0,4,9 -Metallica,Wherever I May Roam,65.0,0.55,0.824,9.0,-7.848,0,0.0347,0.000362,0.00115,0.0865,0.332,131.387,403867.0,4,8 -Enforced,Curtain Fire,30.0,0.332,0.995,8.0,-6.366,1,0.125,3.52e-05,0.76,0.0762,0.34,95.329,274816.0,4,8 -KiNG MALA,she calls me daddy,60.0,0.796,0.426,9.0,-7.994,1,0.0324,0.031,0.00446,0.171,0.572,100.006,183570.0,4,6 -Silver Lake by Esa Holopainen,Ray of Light,38.0,0.462,0.821,9.0,-5.531,0,0.0418,0.012,0.89,0.179,0.337,129.941,211316.0,4,8 -renforshort,fall apart (with glaive),55.0,0.572,0.747,10.0,-6.237,1,0.0943,0.13,2.93e-05,0.108,0.3,158.051,155275.0,4,10 -The Cold Stares,Any Way The Wind Blows,42.0,0.607,0.802,7.0,-7.345,1,0.0488,0.000645,0.000206,0.242,0.636,85.98,181218.0,4,10 -The Brook & The Bluff,Don't Worry Baby,53.0,0.546,0.279,6.0,-10.435,1,0.0279,0.817,,0.176,0.26,109.689,3.00781667,4,0 -Band Of Skulls,Black Magic,44.0,0.428,0.966,7.0,-2.207,1,0.116,0.00783,0.000167,0.0719,0.505,166.06,168937.0,4,2 -Kavita Krishnamurthy,Hawa Hawai,41.0,0.529,0.836,1.0,-8.429,1,0.0751,0.713,3.01e-05,0.156,0.652,97.22,7.03645,4,3 -Layten Kramer,Blue Lipstick,31.0,0.559,0.668,3.0,-5.511,1,0.0287,0.0438,0.0173,0.226,0.51,118.94,228271.0,4,10 -Shlomo Artzi,◊ô◊ï◊§◊ô◊î ◊ê◊ô◊†◊ï ◊ô◊ì◊ï◊¢,28.0,0.52,0.645,8.0,-8.926,1,0.0507,0.791,,0.132,0.546,105.646,173400.0,4,10 -Front Country,Do Re Mi,19.0,0.705,0.633,7.0,-7.631,1,0.044,0.0847,1.45e-05,0.106,0.662,92.039,268195.0,4,1 -Kamo Mphela,Percy Tau,52.0,0.775,0.479,8.0,-12.928,1,0.341,0.138,0.0121,0.105,0.399,150.648,365365.0,5,9 -Roger Eno,Celeste,45.0,0.277,0.0456,10.0,-21.903,0,0.0529,0.984,0.928,0.107,0.0398,99.421,262920.0,3,1 -Joshua Henry,Guarantee,45.0,0.742,0.846,11.0,-3.956,0,0.126,0.0754,0.000174,0.129,0.91,159.991,171240.0,4,9 -Kai Ca$h,Gilmore,36.0,0.723,0.598,11.0,-8.146,0,0.215,0.489,,0.168,0.641,139.929,180271.0,4,5 -220 KID,Too Many Nights - Acoustic,42.0,0.488,0.279,2.0,-9.292,1,0.0506,0.838,,0.125,0.414,145.728,175240.0,5,9 -Rizzle Kicks,Down With The Trumpets,61.0,0.753,0.88,4.0,-4.689,0,0.0806,0.087,,0.24,0.794,115.057,186851.0,4,9 -The Shins,So Says I,51.0,0.462,0.754,7.0,-3.361,1,0.0459,0.00843,,0.118,0.475,110.397,168533.0,3,1 -Foster The People,The Things We Do,48.0,0.735,0.689,3.0,-4.575,0,0.0379,0.0204,0.00344,0.0499,0.624,114.983,252067.0,4,6 -The Greenhornes,Too Much Sorrow,24.0,0.39,0.407,9.0,-9.737,1,0.0284,0.00317,0.00632,0.129,0.681,95.75,247307.0,4,2 -Otis Kane,Run,47.0,0.756,0.732,7.0,-7.713,1,0.0692,0.00845,0.509,0.115,0.505,169.001,156270.0,4,1 -The Stone Roses,Beautiful Thing,40.0,0.643,0.726,,-8.973,1,0.0529,0.00065,0.0108,0.0801,0.553,94.026,422173.0,4,10 -American Authors,What We Live For,56.0,0.686,0.885,,-4.754,1,0.0377,0.0503,,0.147,0.616,120.066,178560.0,4,10 -Stepson,Come with Me,42.0,0.468,0.998,11.0,-2.158,1,0.235,0.000405,7.13e-06,0.39,0.0705,99.928,171880.0,4,10 -Job Kurian,Thaalam - Theme Version,17.0,0.302,0.842,,-8.307,0,0.0586,0.466,0.83,0.0937,0.505,94.614,229973.0,4,6 -Survivor,Eye of the Tiger,73.0,0.815,0.438,,-14.522,0,0.0346,0.216,0.000466,0.0787,0.552,108.965,4.06288333,4,10 -Yo La Tengo,Autumn Sweater,59.0,0.628,0.455,7.0,-12.436,1,0.0427,0.142,0.693,0.135,0.858,102.09,318373.0,4,6 -Forty Foot,Zeros,27.0,0.383,0.916,9.0,-5.562,1,0.0467,1.16e-06,0.0266,0.125,0.271,89.927,233225.0,4,10 -P√ÜRISH,Fixed It All,31.0,0.324,0.883,2.0,-3.544,0,0.0444,3.65e-05,0.212,0.212,0.24,158.035,261301.0,4,10 -Peled,◊û◊ô◊ú◊î,16.0,0.463,0.562,,-7.574,0,0.0902,0.222,,0.227,0.383,121.43,250175.0,4,5 -Lala Lala,‚Ǩ ‚Ǩ ‚Ǩ ‚Ǩ^^%%!!!!!heaven!!!!!!,46.0,0.591,0.286,5.0,-9.439,0,0.0261,0.419,0.0171,0.133,0.311,73.367,263727.0,4,6 -Jutes,Fvck Your Boyfriend,45.0,0.472,0.858,7.0,-5.814,1,0.0461,0.0036,,0.234,0.552,160.05,175871.0,4,9 -TeeZandos,Page 45,45.0,0.649,0.57,9.0,-7.537,0,0.213,0.648,1.26e-06,0.114,0.463,139.831,240000.0,4,5 -The Outfield,Since You've Been Gone,48.0,0.491,0.834,2.0,-11.204,1,0.0571,0.26,1.07e-05,0.196,0.481,124.122,4.77445,4,10 -Another Now,Trojan,38.0,0.533,0.972,11.0,-5.913,0,0.254,0.00041,1.04e-05,0.336,0.117,130.071,196880.0,4,10 -Papooz,The Garden,46.0,0.456,0.527,,-9.697,1,0.0257,0.185,0.0513,0.109,0.126,146.061,248085.0,4,6 -Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,10 -"Ash King, Sachin-Jigar","Nazar Na Lag Jaaye (From ""Stree"")",58.0,0.527,0.622,7.0,-8.172,0,0.0842,0.7,2.82e-06,0.126,0.672,173.709,3.43625,4,3 -Robbie Williams,"Feel - Live at Live 8, Hyde Park, London, 2nd July 2005",28.0,0.333,0.742,,-9.151,1,0.0393,0.000713,0.019,0.96,0.303,98.099,4.4544,4,9 -Beck,Morning,54.0,0.55,0.377,4.0,-9.933,1,0.0254,0.442,0.0955,0.126,0.261,113.608,319787.0,4,10 -Gang Of Four,At Home He's a Tourist,38.0,0.65,0.518,,-9.069,1,0.301,0.00721,0.13,0.0969,0.603,138.822,210867.0,4,6 -Watain,Satan's Hunger,32.0,0.175,0.993,4.0,-3.179,1,0.143,5.81e-05,0.412,0.185,0.0396,123.699,405867.0,4,8 -Ravid Plotnik,◊ú◊û◊¢◊ú◊î,35.0,0.545,0.671,9.0,-9.54,1,0.0817,0.147,,0.61,0.473,81.863,169107.0,4,5 -Jimbo J,◊ó◊™◊ï◊ú◊ô◊ù,53.0,0.665,0.583,9.0,-7.271,0,0.043,0.272,2.82e-05,0.311,0.365,105.004,218370.0,4,9 -Coldplay,Flags,68.0,0.55,0.796,7.0,-7.262,1,0.0378,0.00107,1.18e-05,0.123,0.51,89.876,216493.0,4,9 -Hila Ruach,◊™◊õ◊£ ◊ë◊™ 30,12.0,0.475,0.473,,-10.272,1,0.0789,0.461,0.676,0.161,0.118,78.806,145293.0,4,6 -Chris Cornell,When Bad Does Good,51.0,0.142,0.657,1.0,-5.767,1,0.0423,0.039,,0.319,0.0377,179.119,265973.0,4,10 -Pale Honey,Lay All Your Love on Me,40.0,0.631,0.531,6.0,-8.238,0,0.0267,0.723,0.148,0.124,0.301,111.938,239276.0,4,6 -Louisahhh,Chaos,52.0,0.585,0.969,6.0,-5.58,1,0.0587,0.00131,0.844,0.286,0.138,131.987,309107.0,4,8 -Mr. Oizo,Flat Beat - Radio Edit,51.0,0.94,0.425,,-11.584,1,0.55,0.00021,0.486,0.273,0.499,128.989,316973.0,4,1 -Coldplay,Princess of China - Acoustic,50.0,0.245,0.471,9.0,-7.952,0,0.0313,0.652,0.00717,0.126,0.287,165.996,206693.0,4,9 -The Rock-A-Teens,Woo-Hoo,34.0,0.586,0.784,4.0,-12.678,1,0.0433,0.764,0.565,0.115,0.802,115.062,129587.0,4,10 -Holehearted,Forlorn,29.0,0.225,0.967,7.0,-2.785,1,0.247,0.000168,0.00119,0.693,0.255,189.557,173403.0,4,8 -Loud Luxury,Red Handed,60.0,0.741,0.722,8.0,-5.471,0,0.0824,0.0172,,0.0678,0.774,120.086,171294.0,4,9 -Chubby Checker,The Twist,60.0,0.571,0.618,4.0,-5.682,1,0.0371,0.18,2.69e-06,0.178,0.852,156.892,155040.0,4,10 -Mystikal,Shake Ya Ass,58.0,0.914,0.607,7.0,-5.658,1,0.32,0.0626,,0.0515,0.666,98.054,256973.0,4,5 -The Dead Daisies,Fortunate Son,52.0,0.358,0.93,7.0,-3.389,1,0.0715,7.73e-06,1.28e-06,0.191,0.309,142.011,203413.0,4,10 -ROMES,Chillthefuckout.,,0.671,0.756,2.0,-5.914,1,0.0504,0.00178,0.00224,0.273,0.277,110.016,167000.0,4,10 -Death From Above 1979,Virgins,41.0,0.334,0.957,,-2.189,1,0.0737,3.94e-05,,0.212,0.418,90.071,188280.0,4,10 -"Xavier Davis, Carl Allen, Dwayne Burno",Old Folks,44.0,0.458,0.217,5.0,-16.582,1,0.0328,0.827,0.805,0.194,0.128,107.506,8.03645,4,7 -Middle Kids,Stacking Chairs,39.0,0.549,0.758,8.0,-5.991,1,0.0262,0.0267,0.000376,0.213,0.486,109.975,188347.0,4,1 -TED,Rupantara - Instrumental Version,11.0,0.645,0.475,4.0,-13.727,0,0.0455,0.0368,0.847,0.0984,0.0793,110.003,248727.0,4,6 -Love Sculpture,3 O'Clock Blues - 1999 RemasterStereo,33.0,0.532,0.377,3.0,-11.323,1,0.0404,0.0398,0.0364,0.0998,0.654,81.475,310360.0,3,2 -Black Honey,Disinfect,40.0,0.561,0.492,2.0,-6.086,0,0.032,0.0194,0.0297,0.0579,0.305,140.041,169473.0,4,10 -Fourth Circle,Survive,35.0,0.415,0.928,9.0,-3.045,1,0.0762,6.07e-05,0.689,0.0661,0.426,150.017,250600.0,4,8 -Mayhem,Deathcrush,48.0,0.219,0.908,7.0,-8.505,1,0.1,1.92e-06,0.933,0.319,0.208,121.476,212987.0,3,8 -The Moody Blues,Nights In White Satin - Single Version / Mono Mix,68.0,0.195,0.483,4.0,-4.991,0,0.03,0.465,0.497,0.0686,0.173,84.71,269107.0,4,10 -Thom Yorke,Suspirium,62.0,0.457,0.223,1.0,-15.432,0,0.0317,0.988,0.918,0.135,0.438,150.998,201768.0,3,1 -Edward Simon,Simplicity,50.0,0.493,0.107,2.0,-22.122,1,0.0336,0.881,0.906,0.122,0.126,91.326,5.159783333,4,7 -Ed Sheeran,Bad Habits,97.0,0.808,0.897,11.0,-3.712,0,0.0348,0.0469,3.14e-05,0.364,0.591,126.026,3.85068333,4,9 -Etherius,The Rivers of Sand and Blood,27.0,0.302,0.963,1.0,-6.881,0,0.142,1.26e-05,0.866,0.361,0.0901,200.051,206093.0,4,8 -Young Stoner Life,"Mob Ties Remix (feat. Unfoonk, 24Heavy, Future & YTB Trench)",55.0,0.531,0.672,11.0,-8.446,1,0.461,0.0276,,0.18,0.511,170.656,203787.0,4,5 -Orgy,Karma Kastles,43.0,0.503,0.906,8.0,-4.627,1,0.0538,0.000553,0.000128,0.127,0.723,151.001,243249.0,4,8 -Maddie & Tae,Woman You Got,67.0,0.523,0.896,10.0,-3.556,1,0.0575,0.105,,0.143,0.729,169.94,2.96585,4,4 -Richie Kotzen,Stand Tall,36.0,0.606,0.679,5.0,-6.091,0,0.0684,0.075,0.00274,0.677,0.964,183.8,238667.0,4,10 -Audioslave,Show Me How to Live,71.0,0.433,0.854,9.0,-3.868,1,0.0483,0.000336,0.000177,0.162,0.368,89.4,277840.0,4,1 -The Pigeon Detectives,Take Her Back,56.0,0.488,0.962,,-1.589,1,0.0338,0.00202,2.03e-06,0.261,0.658,109.07,197133.0,4,6 -Edin,Tanzen / Baile,44.0,0.764,0.52,8.0,-5.499,0,0.122,0.131,0.000135,0.291,0.324,108.024,138897.0,4,9 -Becca Mancari,Hunter,44.0,0.713,0.677,,-6.301,1,0.0332,0.302,0.00924,0.162,0.884,149.959,169258.0,4,1 -Weezer,Hash Pipe,5.0,0.578,0.883,7.0,-6.354,1,0.0439,0.000123,0.459,0.284,0.627,125.603,186533.0,4,10 -Beegie Adair,Can't Help Loving,48.0,0.533,0.148,,-18.275,1,0.0329,0.924,0.932,0.112,0.108,63.637,3.69555,4,7 -Cedric Burnside,Step In,48.0,0.739,0.79,2.0,-4.503,0,0.0658,0.567,0.000322,0.1,0.492,117.394,155027.0,4,10 -Hitman Blues Band,The World Moves On,25.0,0.305,0.59,,-6.402,1,0.0497,0.319,5.56e-06,0.0876,0.36,69.98,284000.0,4,2 -Coolooloosh,The Stakes Are High,14.0,0.645,0.798,9.0,-9.737,1,0.123,0.0849,0.000218,0.352,0.408,106.077,168252.0,4,5 -Menahan Street Band,The Starchaser,37.0,0.538,0.767,10.0,-7.182,0,0.0346,0.0627,0.914,0.403,0.868,119.246,168400.0,4,6 -Sarai Zak Levi,◊©◊ï◊ë ◊û◊ú◊ë◊ú◊ë,14.0,0.323,0.233,4.0,-13.149,0,0.0331,0.641,0.000958,0.183,0.152,124.621,138791.0,4,6 -Motionless In White,Somebody Told Me,62.0,0.486,0.961,10.0,-3.687,0,0.0776,1.01e-05,0.000232,0.121,0.65,138.029,199478.0,4,10 -Nathan Goshen,◊ê◊ô◊ü ◊î◊®◊ë◊î ◊û◊î ◊ú◊¢◊©◊ï◊™,34.0,0.593,0.362,10.0,-10.636,1,0.0405,0.71,,0.16,0.355,129.561,206769.0,4,9 -Jon Batiste,I NEED YOU,59.0,0.818,0.639,6.0,-6.383,1,0.165,0.0172,,0.137,0.886,112.955,157133.0,4,1 -Tamar Eisenman,Ding Dong,8.0,0.541,0.745,4.0,-7.888,1,0.0569,0.42,0.00443,0.111,0.432,130.096,255199.0,4,6 -Liily,Toro,47.0,0.432,0.878,1.0,-4.109,1,0.132,0.00315,0.0398,0.11,0.554,177.922,219342.0,4,1 -Hardo,Murda Boyz - Remix,25.0,0.808,0.627,8.0,-6.855,0,0.33,0.0368,,0.706,0.492,180.045,192000.0,4,5 -Lou Donaldson,Autumn Nocturne,53.0,0.539,0.0678,,-18.039,1,0.0468,0.967,0.168,0.114,0.263,124.105,4.911116667,4,7 -Smokepurpp,Prom Queen,58.0,0.889,0.624,1.0,-3.589,1,0.132,0.00225,,0.0926,0.311,78.019,110795.0,4,5 -Rob Zombie,Feel So Numb,61.0,0.566,0.889,8.0,-5.22,1,0.0426,4.3e-05,0.00907,0.292,0.141,127.045,233667.0,4,8 -The Contortionist,Clairvoyant,42.0,0.295,0.772,7.0,-5.937,1,0.0448,2.84e-05,0.736,0.123,0.0407,89.942,457227.0,4,8 -Billy Swan,I Can Help,51.0,0.471,0.675,,-9.07,1,0.0513,0.511,0.019,0.232,0.53,125.313,238333.0,4,10 -TWIN XL,Slow Heart,49.0,0.583,0.881,9.0,-4.099,0,0.0904,0.00134,3.49e-05,0.341,0.813,140.09,190487.0,4,1 -Heilung,In Maidjan,52.0,0.357,0.565,8.0,-9.915,0,0.0419,0.216,0.835,0.98,0.218,158.032,758360.0,4,8 -JUNE,Now (Feat. THAMA),35.0,0.58,0.714,3.0,-4.607,0,0.0985,0.147,,0.46,0.858,99.698,235987.0,4,10 -Bob Dylan,Forever Young,54.0,0.488,0.493,2.0,-9.878,1,0.0464,0.255,0.000181,0.102,0.389,135.093,296133.0,4,10 -Sawyer Fredericks,This Fire,43.0,0.358,0.423,7.0,-7.828,1,0.0338,0.565,3.38e-05,0.0846,0.309,182.959,3.77666667,3,0 -Danny Sanderson,◊ú◊¢◊ï◊ú◊ù ◊ú◊ê ◊™◊ï◊õ◊ú ◊ú◊ó◊ñ◊ï◊®,16.0,0.671,0.713,11.0,-7.171,0,0.0289,0.817,0.101,0.363,0.626,126.237,182160.0,4,10 -Airbourne,"Too Much, Too Young, Too Fast",60.0,0.592,0.813,9.0,-7.154,1,0.0465,0.0014,0.000966,0.336,0.384,114.038,224773.0,4,8 -FLETCHER,Healing,70.0,0.572,0.621,2.0,-7.298,1,0.0336,0.543,2.19e-06,0.124,0.35,159.989,3.12573333,4,9 -Boston Manor,Bad Machine,42.0,0.288,0.629,2.0,-3.252,1,0.039,0.000223,3.91e-06,0.262,0.267,170.15,188720.0,4,1 -AFI,Miss Murder,71.0,0.308,0.873,8.0,-4.542,1,0.0533,0.00022,0.000729,0.0974,0.686,143.519,206587.0,4,10 -Paramore,crushcrushcrush,63.0,0.631,0.793,1.0,-4.086,0,0.0468,0.000218,5.65e-05,0.0976,0.648,136.96,189373.0,4,10 -Set and Setting,Ecdysis,25.0,0.504,0.879,4.0,-6.489,0,0.0575,8.34e-05,0.791,0.108,0.259,119.985,429093.0,3,8 -Dress the Dead,1969,39.0,0.437,0.932,5.0,-4.633,1,0.0745,0.00234,0.034,0.212,0.162,98.277,290259.0,4,8 -(Hed) P.E.,Suck It Up,40.0,0.619,0.871,1.0,-5.214,0,0.0837,0.000337,0.000833,0.0585,0.412,91.507,235543.0,4,8 -Alanis Morissette,You Oughta Know,68.0,0.665,0.834,4.0,-7.737,1,0.0576,0.21,,0.452,0.411,105.292,249493.0,4,10 -Portugal. The Man,Feel It Still,78.0,0.801,0.795,1.0,-5.115,0,0.0504,0.0417,0.000113,0.0717,0.754,79.028,163253.0,4,9 -Nitin Sawhney,Taj Mahal,27.0,0.315,0.12,9.0,-15.267,0,0.0452,0.995,0.353,0.0747,0.273,86.486,40640.0,4,6 -Shadow and Light,Blue,11.0,0.658,0.431,1.0,-12.718,0,0.03,0.615,0.292,0.0902,0.528,132.045,3.893933333,5,0 -Lilith Czar,Anarchy,54.0,0.427,0.617,5.0,-6.246,0,0.084,0.00207,2.89e-05,0.241,0.403,113.216,234798.0,4,10 -All Them Witches,The Children of Coyote Woman,46.0,0.611,0.447,7.0,-8.695,1,0.026,0.767,0.00737,0.196,0.153,101.037,216370.0,4,10 -Lou Reed,Walk On the Wild Side,75.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,254173.0,4,10 -Freak Slug,Number,24.0,0.638,0.407,6.0,-10.328,1,0.0519,0.887,0.497,0.107,0.43,83.004,221232.0,4,6 -Daft Punk,Lose Yourself to Dance (feat. Pharrell Williams),71.0,0.832,0.659,10.0,-7.828,0,0.057,0.0839,0.00114,0.0753,0.674,100.163,353893.0,4,9 -The Breeders,Wait in the Car,35.0,0.466,0.77,6.0,-5.852,0,0.0322,0.00596,0.000513,0.202,0.475,140.233,122878.0,4,1 -U.S. Maple,Letter To ZZ Top,24.0,0.399,0.917,4.0,-6.906,0,0.0428,0.00166,0.482,0.0975,0.39,142.782,187693.0,4,10 -Childish Major,Disrespectful,54.0,0.924,0.5,5.0,-8.906,0,0.513,0.065,,0.111,0.731,145.062,137887.0,4,5 -Meg Myers,Numb,46.0,0.51,0.693,5.0,-3.192,1,0.0284,0.006,2.04e-06,0.11,0.291,81.981,262815.0,4,10 -Backstreet Boys,I Need You Tonight,51.0,0.446,0.468,11.0,-9.844,1,0.0323,0.235,,0.0963,0.223,169.983,4.38845,4,9 -Proc Fiskal,Choco Frito (Calamari),14.0,0.59,0.562,6.0,-12.892,1,0.234,0.0128,0.661,0.654,0.293,101.332,198480.0,3,6 -Johnny Thunders & The Heartbreakers,Born to Lose,44.0,0.395,0.892,11.0,-8.07,1,0.0537,0.0797,,0.706,0.67,148.43,184120.0,4,6 -Laurence Guy,Mutual Excitement is a Wonderful Thing,43.0,0.683,0.47,11.0,-15.561,1,0.0494,0.0268,0.827,0.11,0.205,128.02,293709.0,4,1 -Manic Street Preachers,A Design for Life - 2016 Remastered Version,45.0,0.406,0.849,,-3.841,1,0.0391,8.08e-05,,0.0421,0.312,88.05,257653.0,4,6 -Hot Chip,Ready For The Floor,60.0,0.764,0.759,1.0,-5.443,0,0.0413,0.00903,,0.0746,0.937,128.999,234240.0,4,6 -Juice WRLD,Bad Boy (with Young Thug),80.0,0.697,0.674,1.0,-6.326,1,0.0533,0.00215,,0.138,0.198,81.535,157355.0,4,5 -Julian Cope,World Shut Your Mouth,46.0,0.642,0.82,9.0,-6.789,0,0.0619,0.0128,1.16e-06,0.299,0.782,126.25,215000.0,4,1 -Bruce Springsteen,My Hometown,63.0,0.652,0.338,9.0,-11.58,1,0.0367,0.486,5.9e-05,0.0744,0.392,116.881,279667.0,4,10 -Voyager,Entropy,28.0,0.563,0.951,2.0,-4.777,0,0.0616,0.00733,0.0214,0.136,0.321,115.931,282824.0,4,10 -Tuna,◊ô◊ï◊ù ◊ß◊ô◊•,36.0,0.582,0.57,11.0,-9.379,0,0.0691,0.63,,0.116,0.747,153.907,355973.0,4,5 -Sakoya,Scarred,26.0,0.356,0.937,2.0,-7.337,1,0.0732,2.47e-05,0.000114,0.123,0.239,192.039,260201.0,4,8 -BluntOne,Timing,55.0,0.636,0.241,7.0,-9.551,1,0.0564,0.691,0.793,0.216,0.256,75.959,123452.0,4,1 -Gonzalez,Dusted,28.0,0.242,0.948,5.0,-6.003,1,0.066,4.8e-05,0.000951,0.215,0.601,147.049,235013.0,4,8 -Aerosmith,Cryin',72.0,0.445,0.856,9.0,-3.674,1,0.0327,0.000202,0.0101,0.367,0.486,105.872,308333.0,3,8 -Elton John,Sacrifice - Live,34.0,0.635,0.68,1.0,-6.945,1,0.0268,0.485,0.00151,0.738,0.534,113.979,5.34,4,9 -Limp Bizkit,N 2 Gether Now,62.0,0.752,0.753,6.0,-7.721,0,0.357,0.114,,0.317,0.604,102.549,289867.0,4,5 -JJ Appleton,Jason Solo,16.0,0.584,0.906,7.0,-8.69,1,0.597,0.769,0.447,0.101,0.799,79.633,362487.0,4,2 -Idan Amedi,◊¢◊ì ◊©◊ô◊¢◊ú◊î ◊î◊ô◊ï◊ù ◊î◊ë◊ê,34.0,0.618,0.469,10.0,-8.38,0,0.0262,0.504,0.000224,0.124,0.45,104.986,263240.0,4,9 -Jungle,Busy Earnin',64.0,0.552,0.883,10.0,-5.61,0,0.0355,0.209,4.91e-06,0.0912,0.745,99.967,181773.0,4,1 -"nothing,nowhere.",fake friend,64.0,0.472,0.849,4.0,-3.738,1,0.0315,0.00362,,0.0973,0.31,144.065,169451.0,4,1 -With Confidence,Moving Boxes,54.0,0.607,0.743,2.0,-4.984,1,0.0375,0.000569,1.11e-05,0.201,0.751,127.942,195867.0,4,10 -Briston Maroney,Freakin' Out On the Interstate,73.0,0.45,0.794,4.0,-5.015,1,0.0538,0.388,,0.303,0.362,143.861,251906.0,4,1 -Bongeziwe Mabandla,jikeleza,40.0,0.785,0.532,11.0,-9.535,0,0.268,0.396,1e-06,0.109,0.33,94.935,214316.0,4,9 -Ma Rainey,Runaway Blues,39.0,0.81,0.233,5.0,-15.719,0,0.0515,0.981,0.00517,0.132,0.555,86.258,146227.0,4,2 -Fortisakharof,◊ó◊ú◊ï◊ù ◊õ◊ó◊ï◊ú,32.0,0.214,0.328,7.0,-13.528,1,0.0349,0.722,,0.0843,0.062,97.244,281160.0,3,10 -Kit Sebastian,Abandoned,33.0,0.444,0.698,7.0,-8.158,0,0.0343,0.0996,0.00403,0.105,0.432,185.975,293404.0,4,6 -Frightened Rabbit,Holy,44.0,0.342,0.978,9.0,-3.55,1,0.0969,0.174,0.345,0.1,0.252,171.348,219080.0,4,10 -Richard Marx,Right Here Waiting,75.0,0.395,0.252,,-13.589,1,0.0301,0.8,,0.101,0.126,177.679,264333.0,4,10 -Jorja Smith,Bussdown (feat. Shaybo),71.0,0.661,0.618,4.0,-8.422,0,0.313,0.368,0.000563,0.0743,0.81,148.544,201942.0,4,9 -Aya Nakamura,Copines,80.0,0.701,0.787,8.0,-3.941,0,0.0855,0.27,,0.105,0.904,180.027,171720.0,4,9 -Alex Shield,Du √§r en √§ngel,37.0,0.658,0.502,4.0,-10.346,1,0.214,0.524,0.00164,0.099,0.419,94.936,260842.0,4,9 -Nuclear Power Trio,A Clear and Present Rager,31.0,0.477,0.972,4.0,-5.858,0,0.0569,5.24e-05,0.802,0.136,0.397,122.002,186551.0,4,8 -Adam Douglas,Build A Fire,27.0,0.53,0.956,4.0,-6.327,0,0.0861,0.00577,0.00808,0.101,0.907,171.982,278367.0,4,2 -Wynton Kelly,Old Clothes,31.0,0.52,0.216,7.0,-19.432,1,0.0404,0.787,0.318,0.117,0.368,144.849,464613.0,4,2 -Don Patricio,Cambio de Temperatura,45.0,0.82,0.604,8.0,-4.64,1,0.137,0.446,0.000125,0.0984,0.886,162.776,189320.0,4,9 -Peter Gregson,The Dive,41.0,0.152,0.0542,2.0,-23.323,0,0.0378,0.956,0.844,0.104,0.153,90.94,225475.0,4,1 -Mother Mother,Hayloft,84.0,0.527,0.922,9.0,-2.666,0,0.0728,0.00475,0.000162,0.422,0.49,95.975,181680.0,4,1 -Calma Flow,Riposo,40.0,0.151,0.213,5.0,-12.97,1,0.0426,0.961,0.894,0.106,0.0377,70.968,2.283683333,4,7 -"Max Richter, Daniel Hope, Konzerthaus Kammerorchester Berlin, Andre de Ridder","Recomposed By Max Richter: Vivaldi, The Four Seasons: Spring 1",63.0,0.701,0.341,1.0,-12.26,0,0.0418,0.499,0.903,0.359,0.163,105.513,2.525116667,3,7 -Mint Field,Delicadeza,32.0,0.531,0.559,4.0,-7.839,0,0.0272,0.269,0.2,0.149,0.389,147.043,178147.0,4,6 -Full Scale,Party Political,32.0,0.696,0.873,5.0,-6.941,1,0.0582,0.00137,0.000733,0.144,0.784,109.846,236893.0,4,10 -Dorothy,Flawless,46.0,0.426,0.768,,-4.723,1,0.0315,0.0489,0.0554,0.297,0.535,148.108,242307.0,4,10 -Tinariwen,Cler Achel,41.0,0.684,0.792,2.0,-5.377,1,0.0576,0.508,0.00633,0.069,0.927,98.527,267720.0,4,2 -Moshe Peretz,◊ë◊†◊ê◊ì◊ù,20.0,0.662,0.918,6.0,-3.468,0,0.0414,0.108,1.45e-06,0.2,0.919,100.001,236027.0,4,9 -Fallstar,Cloud Chamber,38.0,0.32,0.887,6.0,-5.11,1,0.0509,6.64e-05,4.94e-06,0.348,0.431,175.088,255857.0,4,8 -Oya Paya,Myself,22.0,0.651,0.729,1.0,-5.326,0,0.0272,0.122,0.00782,0.217,0.756,87.965,225485.0,4,10 -Clean Bandit,I Miss You (feat. Julia Michaels),73.0,0.693,0.624,,-7.482,0,0.0448,0.299,7.64e-06,0.0955,0.369,105.002,205987.0,4,9 -Eyedress,Romantic Lover,77.0,0.657,0.447,9.0,-9.299,0,0.087,0.701,0.924,0.198,0.537,184.315,86739.0,4,9 -Earthless,Acid Crusher,39.0,0.417,0.671,7.0,-9.714,1,0.0348,0.0407,0.87,0.282,0.338,78.953,896227.0,4,10 -The Mysterines,Who's Ur Girl,35.0,0.391,0.931,11.0,-4.193,1,0.0997,0.00068,2.98e-06,0.371,0.613,164.075,132867.0,4,10 -The Judds,Mama He's Crazy,54.0,0.728,0.398,7.0,-11.036,1,0.027,0.34,,0.137,0.425,95.959,3.246,4,4 -psykhi,White Picket Fence,20.0,0.551,0.8,,-4.813,1,0.0347,0.103,,0.111,0.811,164.127,176341.0,4,10 -Fantastic Negrito,How Long?,42.0,0.643,0.619,6.0,-7.111,0,0.0439,0.131,4.24e-05,0.0784,0.466,71.742,256466.0,4,2 -DAMN NATION,Race to the End,41.0,0.532,0.925,2.0,-3.509,1,0.0341,3.5e-05,6.77e-05,0.112,0.563,95.019,232421.0,4,8 -Ozzy Osbourne,Mr. Crowley,64.0,0.307,0.748,2.0,-6.514,0,0.0568,0.212,0.000153,0.368,0.347,108.227,302648.0,4,8 -Britney Spears,Just Luv Me,,0.613,0.492,9.0,-9.79,0,0.0661,0.158,0.00695,0.139,0.36,91.992,4.024216667,4,9 -Unprocessed,Abandoned,44.0,0.568,0.877,4.0,-7.043,0,0.0526,0.00357,0.214,0.125,0.172,108.524,327373.0,4,8 -neve give up,Son Little,50.0,0.573,0.494,7.0,-8.938,0,0.0735,0.48,0.0259,0.121,0.762,149.883,3.691266667,4,0 -"Pritam, Darshan Raval, Antara Mitra",Mehrama,64.0,0.56,0.632,7.0,-9.033,1,0.0334,0.861,0.013,0.0985,0.373,107.987,4.156933333,4,3 -Guns N' Roses,Welcome To The Jungle,78.0,0.447,0.954,8.0,-8.069,1,0.0751,0.0235,0.403,0.298,0.331,123.453,272027.0,4,9 -Biffy Clyro,Space - Acoustic Version,52.0,0.562,0.324,7.0,-7.883,1,0.0274,0.552,,0.199,0.457,101.883,245427.0,4,9 -The Telescopes,Splashdown,26.0,0.437,0.522,9.0,-10.668,0,0.0259,0.000499,0.763,0.0895,0.392,94.791,191147.0,4,6 -Ti√´sto,The Business,94.0,0.798,0.62,8.0,-7.079,0,0.232,0.414,0.0192,0.112,0.235,120.031,164000.0,4,9 -Peled,◊ê◊ó◊ú◊ï◊ù ◊ú◊†◊¶◊ó,35.0,0.739,0.572,9.0,-6.762,0,0.0436,0.346,2.29e-06,0.303,0.566,139.063,171799.0,4,5 -Carl Perkins,Boppin' the Blues,45.0,0.659,0.902,2.0,-7.464,1,0.133,0.462,3.94e-05,0.0712,0.674,175.468,2.79733333,4,10 -Sun Seeker,IFSN,18.0,0.61,0.801,2.0,-5.937,1,0.0257,0.0117,0.000124,0.61,0.755,104.976,209464.0,4,10 -Arcade Fire,Electric Blue,53.0,0.663,0.774,,-5.157,1,0.0863,0.113,0.112,0.462,0.681,102.982,242373.0,4,6 -Weaves,Candy,13.0,0.364,0.805,1.0,-5.015,1,0.103,0.00468,0.000262,0.262,0.467,134.948,189672.0,4,6 -Ying Yang Twins,Twerkin in the Mirror,50.0,0.846,0.599,8.0,-9.675,0,0.0526,0.000294,4.53e-05,0.121,0.111,100.07,174600.0,4,5 -Caspian,Echo and Abyss,34.0,0.407,0.682,10.0,-9.066,1,0.0431,0.00215,0.899,0.0618,0.0519,122.011,344587.0,4,6 -Deadlights,Schedule 1,,0.441,0.992,1.0,-1.516,1,0.26,0.000388,0.000556,0.392,0.266,156.139,223892.0,4,8 -Eyal Golan,◊ô◊©◊®◊ê◊ú,38.0,0.63,0.951,2.0,-4.255,0,0.0612,0.222,,0.0816,0.496,132.081,234053.0,4,9 -Bleached,Shitty Ballet,27.0,0.761,0.273,9.0,-9.251,1,0.041,0.776,,0.0866,0.412,130.914,223173.0,4,6 -Sullivan King,LOUD (feat. Jason Aalon from FEVER 333),,0.401,0.969,11.0,-3.636,1,0.157,0.000246,7.84e-06,0.326,0.273,144.706,208000.0,4,10 -Limp Bizkit,Nookie,67.0,0.573,0.929,11.0,-5.996,1,0.082,0.00218,0.0723,0.718,0.284,97.57,289560.0,4,8 -Altin G√ºn,Y√ºce Daƒü Ba≈üƒ±nda,48.0,0.823,0.569,7.0,-9.301,0,0.0498,0.0571,0.00242,0.0938,0.831,111.974,258316.0,4,1 -Roy Orbison,Crying,61.0,0.35,0.293,2.0,-9.502,1,0.0258,0.758,8.21e-06,0.104,0.162,96.685,166467.0,4,10 -Kalandra,Slow Motion,34.0,0.443,0.332,,-11.102,0,0.0346,0.496,0.147,0.0773,0.117,158.946,319292.0,3,8 -Manna Dey,Dil Ka Haal Sune Dilwala,23.0,0.617,0.465,3.0,-10.551,1,0.0668,0.809,1.03e-06,0.141,0.96,153.636,4.925,3,3 -Glass Dove,Just a Conversation,6.0,0.493,0.911,8.0,-6.087,1,0.0584,0.0443,4.47e-06,0.227,0.4,143.021,188993.0,4,6 -Dor3,◊ß◊ï◊†◊§◊ò◊ô,36.0,0.812,0.755,2.0,-7.606,1,0.141,0.0624,2.66e-05,0.157,0.178,171.985,136744.0,4,5 -Bring Me The Horizon,Happy Song,67.0,0.295,0.924,5.0,-3.407,1,0.0678,4.02e-05,0.00462,0.377,0.219,171.941,239387.0,4,8 -sendflowrs,novocaine,32.0,0.657,0.669,5.0,-5.847,0,0.0304,0.55,2.4e-05,0.254,0.611,146.04,118656.0,4,6 -Lockdown On Date Night Tuesday,Ondara,50.0,0.488,0.341,4.0,-8.582,1,0.0302,0.726,6.77e-05,0.263,0.142,120.93,5.06045,4,0 -"Dolly Parton, Kenny Rogers",Islands In the Stream,57.0,0.595,0.473,8.0,-9.828,1,0.0347,0.702,,0.0725,0.716,204.016,4.154883333,4,4 -George Strait,Unwound,48.0,0.715,0.461,10.0,-14.473,1,0.0394,0.124,1.99e-06,0.0662,0.775,139.291,2.419333333,4,4 -Florence Black,Bird On A Chain,53.0,0.281,0.941,10.0,-4.448,0,0.115,6.8e-06,7.92e-06,0.346,0.553,140.048,172572.0,4,10 -Dream State,Monsters,47.0,0.47,0.862,6.0,-5.494,0,0.112,0.00504,,0.059,0.473,162.226,222836.0,4,8 -Kitten,American Football,36.0,0.531,0.826,9.0,-5.13,1,0.0391,0.00386,2.1e-05,0.48,0.455,90.035,201847.0,4,9 -Otis Spann,Someday (Electric),41.0,0.581,0.333,,-14.209,1,0.032,0.944,0.472,0.332,0.488,94.197,206800.0,3,2 -Larkin Poe,Keep Diggin‚Äô,34.0,0.523,0.684,2.0,-5.449,1,0.0374,0.00448,1.92e-05,0.0822,0.693,136.983,193390.0,4,2 -Marty Robbins,"My Woman, My Woman, My Wife",41.0,0.429,0.317,,-11.322,1,0.0292,0.927,3.5e-06,0.116,0.302,102.109,3.51845,3,4 -The Cold Stares,Hard Times,39.0,0.366,0.825,2.0,-8.324,1,0.0622,0.00031,0.0277,0.327,0.769,174.027,206619.0,4,2 -Chinmayi Tripathi,Sakhi Vasant Aaya,15.0,0.518,0.53,1.0,-8.325,0,0.0309,0.442,7.98e-06,0.0927,0.131,80.015,4.31605,4,0 -Ludacris,My Chick Bad,,0.672,0.712,,-6.891,0,0.371,0.165,,0.434,0.724,84.9,216867.0,4,9 -The Specials,Ghost Town,61.0,0.665,0.766,10.0,-9.454,0,0.0505,0.0492,0.338,0.113,0.905,73.683,219307.0,4,1 -Westlife,Shadows,1.0,0.409,0.488,2.0,-7.186,1,0.0337,0.299,,0.107,0.181,67.314,4.03155,4,9 -ODB,Brooklyn Zoo,1.0,0.547,0.764,2.0,-6.804,1,0.595,0.42,,0.222,0.551,182.956,228760.0,4,5 -The Rembrandts,"Just the Way It Is, Baby",51.0,0.794,0.613,3.0,-8.711,1,0.0295,0.329,2.67e-06,0.0764,0.823,110.738,243893.0,4,10 -Quruli,I Love You,31.0,0.488,0.71,9.0,-5.846,1,0.0302,0.0169,0.000172,0.139,0.634,113.704,238400.0,4,10 -Esbjörn Svensson Trio,Where We Used To Live,40.0,0.421,0.0867,,-18.732,1,0.037,0.871,0.429,0.115,0.07,95.438,4.422,4,7 -Stevie Salas,Tell Your Story Walkin',45.0,0.555,0.977,8.0,-5.083,1,0.155,0.00103,0.0202,0.617,0.509,113.651,241240.0,4,10 -Sonn,Rumours,49.0,0.75,0.596,3.0,-8.594,1,0.106,0.132,0.0189,0.124,0.334,102.021,207059.0,4,6 -Backstreet Boys,Masquerade,33.0,0.71,0.844,7.0,-4.766,0,0.0296,0.0117,,0.338,0.826,123.998,3.06245,4,9 -GIRLI,Passive Aggressive,39.0,0.767,0.444,11.0,-9.006,1,0.0325,0.0432,,0.202,0.572,95.019,164640.0,4,9 -Otis Grand,Holding You Up For Love,31.0,0.554,0.727,7.0,-8.132,1,0.0264,0.285,7.79e-06,0.267,0.582,97.47,369400.0,4,2 -Backstreet Boys,Weird World,39.0,0.428,0.909,7.0,-3.961,0,0.0381,0.0565,,0.0668,0.435,81.745,4.197116667,4,9 -Dope,Rebel Yell,51.0,0.323,0.947,10.0,-4.234,0,0.0912,0.000102,0.141,0.272,0.311,166.98,245053.0,4,8 -Forrest.,Never Had,,0.512,0.819,9.0,-3.013,1,0.0273,0.14,9.68e-05,0.115,0.555,97.929,179626.0,4,6 -Victoria Spivey,Garter Snake Blues,33.0,0.643,0.175,,-13.24,1,0.0496,0.986,0.678,0.299,0.721,100.521,197146.0,4,2 -Little Walter,Juke - Single Version,7.0,0.541,0.674,4.0,-9.291,1,0.112,0.761,0.863,0.111,0.572,145.952,163387.0,4,2 -Foxing,Go Down Together,52.0,0.736,0.454,8.0,-9.339,1,0.0266,0.0746,0.121,0.339,0.396,113.994,195707.0,4,10 -Matilda Mann,Doomsday,54.0,0.561,0.393,6.0,-10.728,1,0.0369,0.867,,0.121,0.166,121.792,189507.0,4,1 -The Doors,Love Her Madly,66.0,0.565,0.587,4.0,-7.393,0,0.0317,0.0573,0.00493,0.0416,0.966,147.462,198467.0,4,6 -dad sports,MANY FACES,42.0,0.528,0.909,11.0,-6.95,1,0.0438,3e-05,0.0346,0.376,0.823,147.988,153960.0,4,1 -Count Five,The World,19.0,0.715,0.544,2.0,-7.659,1,0.0377,0.484,,0.0731,0.87,116.308,133133.0,4,2 -Catfish and the Bottlemen,Kathleen,65.0,0.489,0.892,11.0,-4.757,0,0.0786,0.000369,0.00293,0.411,0.598,137.93,160886.0,4,6 -Muse,Supermassive Black Hole,76.0,0.668,0.921,7.0,-3.727,1,0.0439,0.0492,0.00517,0.0877,0.782,120.0,212440.0,4,10 -Rage Against The Machine,Bombtrack,65.0,0.459,0.926,4.0,-3.415,1,0.155,0.0239,1.93e-05,0.183,0.569,151.534,243453.0,4,10 -Canyon City,OK,56.0,0.489,0.183,,-14.769,1,0.0333,0.907,3.84e-05,0.106,0.487,79.682,212400.0,4,9 -Christopher Renault,Haute Garonne,45.0,0.489,0.0923,7.0,-19.022,1,0.047,0.981,0.913,0.109,0.156,118.482,3.30735,3,7 -Ariana Grande,god is a woman - live,53.0,0.498,0.836,10.0,-5.224,0,0.0669,0.158,6.59e-06,0.971,0.279,144.882,3.551133333,4,9 -The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,6 -The Jaded Hearts Club,Reach Out I'll Be There,37.0,0.493,0.986,1.0,-2.279,1,0.0917,0.000967,0.00662,0.123,0.567,122.036,186307.0,4,10 -Idan Amedi,◊ê◊ô◊ü ◊ê◊ï◊™◊ö,30.0,0.483,0.666,4.0,-6.612,0,0.0342,0.611,,0.104,0.421,90.181,233840.0,3,9 -"Luther ""Guitar Junior"" Johnson",Somebody Have Mercy,30.0,0.648,0.651,7.0,-13.139,1,0.0449,0.741,0.000655,0.122,0.961,112.125,185773.0,4,2 -Hadag Nahash,◊ú◊ô◊ô◊í◊ú ◊ê◊ô◊ô◊ñ,30.0,0.531,0.801,5.0,-6.618,0,0.0631,0.152,1.13e-05,0.126,0.681,172.906,183645.0,4,5 -Dot,life support,32.0,0.754,0.401,,-11.248,1,0.0595,0.00507,0.409,0.392,0.0707,127.989,188976.0,4,1 -Bowling For Soup,Girl All the Bad Guys Want,65.0,0.582,0.829,2.0,-5.688,1,0.0465,0.000517,,0.266,0.867,130.969,197800.0,4,10 -Far Caspian,Warning Sign,43.0,0.579,0.66,,-9.192,0,0.0393,0.369,0.621,0.222,0.437,155.975,172729.0,4,6 -Ed Sheeran,Happier - Acoustic,60.0,0.493,0.4,,-8.117,1,0.0261,0.0425,1.47e-06,0.133,0.15,91.004,3.43681667,4,0 -Sub Urban,Freak (feat. REI AMI),75.0,0.619,0.45,7.0,-11.965,0,0.515,0.433,,0.513,0.41,179.755,194000.0,4,10 -Betty Davis,They Say I'm Different,49.0,0.537,0.791,6.0,-7.051,1,0.145,0.122,3.03e-05,0.205,0.889,142.354,255040.0,4,10 -Joe Bonamassa,How Many More Times - Live,31.0,0.31,0.887,2.0,-7.527,1,0.0856,0.00158,0.261,0.937,0.427,144.667,922506.0,4,2 -Rasmus Holm Quartet,Fatamorgana,49.0,0.387,0.161,6.0,-19.579,1,0.0378,0.918,0.0506,0.126,0.113,120.384,4.540366667,4,7 -Tina Turner,What's Love Got to Do with It - Live in Arnhem,36.0,0.553,0.95,7.0,-3.516,1,0.111,0.292,4.54e-05,0.984,0.285,101.183,3.654,4,9 -Belly,IYKYK,55.0,0.7,0.533,11.0,-8.48,0,0.502,0.331,,0.147,0.281,81.743,189933.0,4,5 -Fredo Bang,Click Up,63.0,0.767,0.753,2.0,-5.438,0,0.27,0.0639,,0.0852,0.646,84.972,120000.0,4,5 -Jimmy Eat World,Sure and Certain,43.0,0.505,0.916,7.0,-5.882,1,0.037,0.000164,0.129,0.197,0.271,98.986,215707.0,4,10 -James Vincent McMorrow,Cavalier,47.0,0.354,0.293,11.0,-8.547,1,0.0505,0.91,0.000262,0.22,0.0431,81.248,283173.0,5,6 -Wear Your Wounds,Shrinking Violet,26.0,0.398,0.667,4.0,-6.956,0,0.0412,0.00147,0.823,0.203,0.229,105.029,331016.0,3,8 -Westlife,I'm Already There,,0.315,0.476,3.0,-6.461,1,0.0309,0.746,,0.118,0.236,130.852,4.27245,4,9 -Skullcrusher,Places/Plans,45.0,0.512,0.113,5.0,-14.304,1,0.0294,0.88,0.000772,0.122,0.199,131.61,183116.0,4,6 -Backstreet Boys,Crawling Back to You,48.0,0.503,0.759,4.0,-4.124,1,0.0332,0.0273,,0.112,0.257,141.959,3.734666667,4,9 -'68,Bad Bite,36.0,0.558,0.977,1.0,-5.082,1,0.211,0.000618,0.0013,0.316,0.473,167.984,190031.0,4,10 -Snoop Dogg,Who Am I (What's My Name)?,71.0,0.692,0.833,7.0,-3.974,1,0.0492,0.000136,1.98e-05,0.515,0.692,96.814,246320.0,4,5 -Makeup And Vanity Set,Implant,49.0,0.679,0.924,1.0,-8.469,1,0.0461,0.000828,0.826,0.0952,0.202,126.988,257176.0,4,6 -Pantera,Walk,73.0,0.43,0.704,1.0,-8.008,0,0.0804,0.000155,0.00221,0.0933,0.703,118.242,315120.0,4,10 -The Connells,'74-'75,49.0,0.529,0.586,11.0,-9.165,1,0.025,0.189,0.00289,0.0649,0.422,143.982,277533.0,4,10 -Laura Marling,Devil's Spoke,44.0,0.447,0.568,2.0,-9.172,1,0.0423,0.473,0.00028,0.0824,0.309,117.561,218188.0,4,6 -(Hed) P.E.,Renegade,44.0,0.438,0.947,2.0,-3.481,1,0.148,0.000927,,0.355,0.368,174.007,209040.0,4,8 -Queen,Breakthru - Remastered 2011,58.0,0.569,0.864,5.0,-5.697,1,0.0862,0.0614,0.00955,0.353,0.318,90.08,248387.0,4,10 -Anderson .Paak,Lockdown,65.0,0.928,0.437,1.0,-7.081,0,0.127,0.144,0.000357,0.147,0.496,100.056,212613.0,4,5 -Almighty Mighty,Slow Burner,27.0,0.185,0.75,7.0,-7.022,0,0.0354,0.0542,0.119,0.156,0.196,92.839,318560.0,4,10 -Alter Bridge,Blackbird,57.0,0.279,0.806,6.0,-4.714,0,0.0448,0.00499,0.0126,0.116,0.132,149.463,478133.0,3,8 -Ben Poole,Further on Down the Line,38.0,0.589,0.762,9.0,-7.031,1,0.0391,0.00945,0.0683,0.0517,0.688,174.038,236200.0,4,2 -Just Geo,Red Alert,11.0,0.847,0.545,,-7.405,1,0.0699,0.00143,0.878,0.104,0.226,139.999,261930.0,4,5 -"Anuradha Paudwal, Sudesh Bhosle",Tumko Hum Dilbar Kyon Maane,22.0,0.383,0.855,5.0,-7.957,1,0.0813,0.694,,0.27,0.666,104.51,6.716883333,4,3 -NICOLAS,DANCING IN THE MOONLIGHT,42.0,0.731,0.719,10.0,-9.163,0,0.0498,0.0222,0.452,0.104,0.134,119.984,226000.0,4,6 -Gaerea,Conspiranoia,31.0,0.179,0.978,6.0,-3.128,0,0.124,2.73e-06,0.847,0.283,0.0393,134.975,554893.0,4,8 -Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,10 -Britney Spears,Radar,48.0,0.648,0.664,4.0,-6.617,0,0.164,0.25,1.18e-06,0.33,0.484,127.917,3.806883333,4,9 -Silver Apples,Oscillations,38.0,0.492,0.553,9.0,-8.6,1,0.0397,0.406,0.000105,0.163,0.431,125.936,167200.0,4,1 -Echo Collective,The See Within,30.0,0.306,0.0632,4.0,-25.363,0,0.0363,0.917,0.895,0.105,0.0308,101.071,173457.0,1,6 -Travis Scott,FRANCHISE (feat. Young Thug & M.I.A.),77.0,0.835,0.699,8.0,-5.405,0,0.277,0.00671,,0.195,0.547,154.981,202795.0,4,9 -Mob Rich,Everything and Nothing,22.0,0.764,0.601,6.0,-8.287,0,0.0421,0.0353,0.0268,0.335,0.622,105.994,187607.0,4,6 -Jean-Luc Ponty,The Trans-Love Express,34.0,0.527,0.884,7.0,-10.869,1,0.0522,0.00378,0.0437,0.1,0.78,130.982,239800.0,4,10 -Joeboy,Door,54.0,0.723,0.829,8.0,-6.133,0,0.103,0.797,0.0278,0.136,0.8,96.96,152042.0,4,9 -Elle King,Ex's & Oh's,72.0,0.612,0.921,7.0,-2.882,1,0.085,0.0183,,0.0576,0.446,139.988,202173.0,4,9 -Rage Against The Machine,Killing In The Name,79.0,0.466,0.833,7.0,-4.215,1,0.304,0.0266,,0.0327,0.661,88.785,313573.0,4,1 -The Presidents Of The United States Of America,Video Killed The Radio Star,46.0,0.578,0.713,1.0,-6.868,1,0.0578,0.184,,0.102,0.741,140.72,202733.0,4,10 -Outkast,The Way You Move (feat. Sleepy Brown) - Radio Mix,50.0,0.867,0.596,5.0,-4.851,0,0.0463,0.117,0.000119,0.061,0.646,125.984,233960.0,4,5 -Meadows End,◊§◊†◊° ◊ë◊ï◊ì◊ì,14.0,0.346,0.359,4.0,-11.443,0,0.0323,0.671,,0.141,0.222,133.374,265760.0,3,10 -Moshe Peretz,◊©◊™◊ô◊ô◊ù ◊ë◊ú◊ô◊ú◊î,23.0,0.45,0.722,,-5.143,1,0.0345,0.342,,0.114,0.373,159.947,273453.0,4,9 -Wilbert Harrison,Kansas City,47.0,0.727,0.665,1.0,-6.453,1,0.0352,0.653,0.233,0.349,0.912,114.979,150333.0,4,2 -Red Ribbon,Way,20.0,0.309,0.745,9.0,-7.952,0,0.0383,0.0655,0.703,0.113,0.469,189.335,197810.0,4,10 -"Dhruv Ghanekar, Mame Khan","Mitho Laage - The Dewarists, Season 5",34.0,0.599,0.708,9.0,-5.567,1,0.0736,0.106,,0.1,0.628,96.122,4.666666667,4,0 -JunkBunny,Sedona,46.0,0.231,0.792,1.0,-5.511,1,0.0541,9.67e-06,3.03e-05,0.063,0.399,169.818,189800.0,4,10 -PJ Harding,The Worst Of You,66.0,0.555,0.35,10.0,-10.955,0,0.0503,0.791,6.64e-06,0.11,0.404,77.772,209813.0,4,9 -Ludwig Van Bergen,Carcassonne,47.0,0.529,0.0723,7.0,-17.889,1,0.0627,0.991,0.936,0.112,0.276,107.122,2.96725,4,7 -Hamish Hawk,Calls to Tiree,33.0,0.333,0.714,2.0,-7.126,1,0.0862,0.00382,0.00642,0.174,0.606,202.152,192000.0,4,10 -VIC MENSA,"NO MORE TEARDROPS feat. Malik Yusef, Wyatt Waddell",30.0,0.622,0.883,10.0,-5.133,0,0.234,0.116,8.16e-06,0.204,0.698,103.969,272440.0,4,5 -GirlzLuhDev,Dead Bro,38.0,0.77,0.618,1.0,-7.877,1,0.251,0.434,,0.105,0.768,101.043,123564.0,4,5 -Limp Bizkit,Break Stuff,74.0,0.432,0.884,8.0,-6.659,1,0.13,0.0127,0.000527,0.166,0.624,108.948,166707.0,4,8 -Omer Adam,◊û◊ô◊ù ◊©◊ß◊ï◊§◊ô◊ù,46.0,0.625,0.473,11.0,-7.115,1,0.0495,0.47,,0.31,0.555,91.606,180880.0,4,9 -"Hank Williams, Jr., Reba McEntire, Willie Nelson, Tom Petty",Mind Your Own Business,50.0,0.568,0.698,9.0,-4.733,1,0.0436,0.0459,,0.095,0.872,164.371,2.474,4,4 -Beck,The New Pollution,41.0,0.676,0.798,1.0,-6.705,1,0.0294,0.0599,0.0923,0.329,0.848,132.092,219507.0,4,10 -Dexta Daps,Scripture,53.0,0.74,0.69,7.0,-6.242,1,0.163,0.264,3.68e-06,0.16,0.449,110.009,193280.0,4,5 -Big Brutus,Louise,46.0,0.467,0.324,1.0,-11.487,1,0.0309,0.761,5.73e-06,0.122,0.445,100.89,244867.0,4,9 -Ralph Castelli,Running,40.0,0.854,0.578,,-8.786,0,0.053,0.143,0.346,0.0732,0.891,136.019,158988.0,4,6 -The Goodnight Darlings,Heavy,26.0,0.587,0.947,7.0,-3.578,1,0.108,0.09,0.00941,0.209,0.528,116.072,196080.0,4,6 -Guns N' Roses,Paradise City,78.0,0.273,0.952,11.0,-8.762,1,0.0843,0.0169,0.0111,0.142,0.472,100.271,405640.0,4,10 -The Strokes,Last Nite,72.0,0.624,0.91,,-5.703,1,0.0297,0.0285,0.000198,0.0789,0.767,104.042,193051.0,4,1 -Eyal Golan,◊™◊ë◊ï◊ê◊ô ◊î◊ô◊ï◊ù,45.0,0.829,0.747,9.0,-6.186,1,0.0367,0.412,,0.069,0.581,124.014,216774.0,4,9 -Jane's Addiction,Stop,55.0,0.433,0.752,9.0,-8.365,1,0.113,0.0116,0.000667,0.59,0.362,122.901,254840.0,4,10 -Little Richard,Ready Teddy,48.0,0.532,0.678,5.0,-5.59,1,0.19,0.673,,0.103,0.971,205.973,126680.0,4,10 -Eden Ben Zaken,◊®◊¶◊ô◊™◊ô,37.0,0.654,0.684,1.0,-5.781,0,0.0493,0.176,,0.114,0.49,137.792,205200.0,4,9 -Ryan Turtle Trio,"I Loves You, Porgy",43.0,0.387,0.169,9.0,-16.769,0,0.0353,0.95,0.864,0.0967,0.189,95.746,2.95435,4,7 -Franz Ferdinand,Ulysses,52.0,0.696,0.621,7.0,-5.716,1,0.0793,0.00504,0.000171,0.143,0.544,98.797,193573.0,4,10 -Chastity Belt,The Process,34.0,0.601,0.657,2.0,-8.673,0,0.0274,0.362,0.532,0.156,0.288,125.0,293026.0,4,1 -Only Shadows,Fight Milk,34.0,0.328,0.966,4.0,-3.516,1,0.114,1.42e-05,0.0222,0.159,0.303,82.477,187447.0,4,10 -The Hives,Main Offender,50.0,0.43,0.954,,-4.541,1,0.105,0.261,0.00262,0.155,0.79,135.96,153160.0,4,1 -Disturbed,Down with the Sickness,76.0,0.695,0.876,3.0,-4.262,0,0.0553,0.000996,6.89e-06,0.106,0.941,89.954,279213.0,4,10 -Stonefield,In The Eve,31.0,0.149,0.694,9.0,-5.702,1,0.0397,0.0425,0.00393,0.214,0.341,203.595,236253.0,4,10 -100 gecs,money machine,70.0,0.68,0.659,6.0,-7.186,1,0.151,0.229,,0.474,0.75,98.877,114460.0,4,6 -Ulver,I Troldskog Faren Vild,40.0,0.149,0.908,9.0,-7.941,0,0.0862,1.71e-05,0.887,0.0713,0.147,143.237,471280.0,3,8 -ShrekDiMC,Non Stop,11.0,0.739,0.535,9.0,-9.687,0,0.112,0.476,,0.288,0.767,119.998,200000.0,4,5 -Inner Wave,Mushroom,51.0,0.703,0.781,4.0,-5.536,1,0.0262,0.262,0.544,0.155,0.845,100.909,166229.0,4,9 -Movements,Skin To Skin,48.0,0.63,0.968,6.0,-3.532,1,0.0381,0.0316,4.59e-05,0.0738,0.529,112.53,240907.0,4,10 -Shimon Buskila,◊ú◊©◊ô◊® ◊ê◊ô◊™◊ö,35.0,0.484,0.471,11.0,-8.467,0,0.0327,0.237,1.11e-05,0.144,0.153,147.912,218000.0,4,9 -Spirea X,Chlorine Dream,24.0,0.441,0.532,9.0,-13.569,1,0.0333,3.4e-05,0.603,0.252,0.408,103.67,264533.0,4,6 -Molly Burman,everytime,38.0,0.653,0.598,9.0,-7.498,1,0.0309,0.673,4.7e-06,0.135,0.714,95.979,227627.0,4,10 -Interlinked,Signals - Instrumental,21.0,0.476,0.458,6.0,-17.361,1,0.0428,0.00107,0.819,0.112,0.274,115.704,232542.0,4,8 -"Jean Sibelius, Gothenburg Symphony Orchestra, Neeme Järvi",Andante Festivo,29.0,0.089,0.195,7.0,-18.349,1,0.0441,0.393,0.951,0.22,0.0391,86.266,5.111466667,3,7 -Nerina Pallot,Everybody's Gone To War - Chris Lord-Alge Mix remastered,35.0,0.604,0.939,2.0,-3.405,1,0.0455,0.00059,,0.185,0.915,127.812,234520.0,4,10 -Westlife,Evergreen,,0.563,0.71,,-6.575,1,0.0273,0.0794,,0.386,0.656,133.894,4.04955,4,9 -Wesley Schultz,If It Makes You Happy,43.0,0.659,0.122,11.0,-12.573,1,0.0325,0.911,,0.0724,0.181,92.521,4.26126667,4,0 -TOBi,Family Matters (feat. Flo Milli),52.0,0.873,0.516,7.0,-11.038,0,0.273,0.434,,0.125,0.478,126.046,217136.0,4,5 -"Mahendra Kapoor, Balbir",Chahe Yeh Mano Chahe Woh Mano,2.0,0.45,0.467,3.0,-10.927,1,0.131,0.981,1.36e-05,0.165,0.666,94.275,5.288216667,1,3 -"Antonín Dvořák, Chilingirian Quartet","String Quartet No. 12 in F Major, ""American"", Op. 96: II. Lento",29.0,0.1,0.0463,2.0,-24.053,0,0.0474,0.912,0.761,0.11,0.097,176.625,6.416666667,5,7 -Dhruv Visvanath,Midnight,21.0,0.458,0.456,3.0,-10.638,0,0.0389,0.271,0.929,0.0975,0.695,96.615,185639.0,4,6 -Rev. Gary Davis,Devil's Dream,26.0,0.578,0.0971,10.0,-23.47,0,0.0528,0.942,0.805,0.104,0.699,104.854,119907.0,4,2 -Willa Amai,What's Up?,25.0,0.626,0.151,8.0,-14.35,0,0.0465,0.909,9.59e-05,0.0944,0.157,135.896,222172.0,4,10 -Doja Cat,Ain't Shit,89.0,0.855,0.488,3.0,-4.601,1,0.208,0.506,,0.347,0.619,124.097,2.904216667,4,9 -Efraim Shamir,◊¢◊ë◊®◊™◊ô ◊®◊ß ◊õ◊ì◊ô ◊ú◊®◊ê◊ï◊™,25.0,0.391,0.473,2.0,-11.881,0,0.0417,0.427,,0.175,0.539,168.322,200000.0,4,10 -Del Amitri,Nothing Ever Happens,54.0,0.489,0.373,5.0,-16.98,1,0.0322,0.482,3.19e-06,0.0955,0.516,107.039,233200.0,4,10 -The Verve,Bitter Sweet Symphony,79.0,0.356,0.917,9.0,-6.006,1,0.0479,0.0335,,0.406,0.518,171.176,357267.0,4,10 -Ballaké Sissoko,Nan Sira Madi - A COLORS SHOW,40.0,0.357,0.262,2.0,-14.165,0,0.043,0.974,0.862,0.113,0.349,83.189,5.0176,4,7 -Hadag Nahash,◊®◊ß ◊§◊î,24.0,0.835,0.914,7.0,-3.396,1,0.177,0.179,0.0206,0.0802,0.921,160.003,193120.0,4,5 -Himalayas,Thank God I'm Not You,55.0,0.542,0.828,11.0,-3.91,0,0.0536,0.00175,0.0136,0.06,0.785,126.037,194626.0,4,10 -Picture This,Troublemaker,48.0,0.796,0.715,8.0,-4.816,1,0.0357,0.0043,6.06e-06,0.0799,0.83,117.972,170520.0,4,10 -Phoebe Bridgers,I Know The End,67.0,0.328,0.32,1.0,-10.282,1,0.035,0.324,0.019,0.234,0.259,111.453,344693.0,4,6 -Backstreet Boys,Inconsolable,54.0,0.4,0.754,7.0,-3.899,1,0.0348,0.0186,,0.316,0.231,160.031,3.610883333,4,9 -Don Williams,Good Ole Boys Like Me - Single Version,48.0,0.715,0.238,9.0,-21.114,1,0.0317,0.579,0.000931,0.138,0.486,108.131,4.193333333,4,4 -Shields,It's Killing Me,28.0,0.432,0.988,10.0,-4.219,0,0.159,5.6e-05,0.00226,0.373,0.106,130.035,234048.0,4,8 -Benaia Barabi,◊¢◊õ◊©◊ô◊ï,45.0,0.734,0.422,4.0,-11.116,1,0.0499,0.608,2.75e-06,0.119,0.446,117.022,194140.0,4,9 -Berry Sakharof,◊ú◊ó◊•,28.0,0.636,0.709,2.0,-13.034,1,0.0273,0.0255,0.00144,0.18,0.886,130.0,286827.0,4,10 -Geeta Dutt,Neele Aasmani,3.0,0.501,0.449,7.0,-6.04,0,0.0349,0.859,,0.0643,0.658,112.805,4.554883333,4,3 -Alicia Keys,ocean eyes - Recorded Live at Jungle City Studios,61.0,0.353,0.148,7.0,-13.108,1,0.0421,0.934,,0.112,0.297,88.203,3.0758,5,0 -elkyn,something,44.0,0.752,0.67,6.0,-12.413,1,0.0289,0.139,0.0695,0.0826,0.675,115.941,130520.0,4,6 -Sufjan Stevens,Lamentation I,48.0,0.281,0.0985,,-19.559,1,0.0385,0.986,0.941,0.114,0.0382,100.903,228676.0,4,6 -Against All Odds,Serious 2020,31.0,0.415,0.954,11.0,-1.404,0,0.371,0.271,,0.162,0.806,175.002,197617.0,5,5 -James Cotton,Cotton Mouth Man,,0.244,0.752,9.0,-5.482,0,0.196,0.0205,0.00527,0.0789,0.648,204.955,227373.0,4,2 -ZIGGY,GLORIA,28.0,0.24,0.938,,-2.384,1,0.0837,0.00144,1.09e-05,0.0987,0.482,176.867,252253.0,4,10 -Mezmerized,Rage,35.0,0.535,0.865,10.0,-5.669,0,0.053,4.77e-05,0.114,0.149,0.218,96.535,232850.0,4,8 -Benjamin Francis Leftwich,Shine,52.0,0.715,0.536,4.0,-10.498,1,0.0285,0.664,1.76e-06,0.277,0.684,118.091,182640.0,4,9 -The Virgins,Rich Girls,46.0,0.753,0.869,10.0,-4.09,0,0.0338,0.00164,6.21e-06,0.155,0.703,109.563,182093.0,4,6 -The Well Runs Red,Fight Me,39.0,0.498,0.748,8.0,-5.826,0,0.0464,5.45e-05,,0.0643,0.514,137.113,216350.0,4,1 -King Solomon Hicks,421 South Main,32.0,0.458,0.914,6.0,-4.141,0,0.0339,0.00126,0.788,0.316,0.776,135.958,164080.0,4,2 -Mungo Jerry,In the Summertime,69.0,0.754,0.449,4.0,-14.013,1,0.0615,0.724,,0.162,0.973,82.751,211880.0,4,9 -Yennu Ariendra,Raja Kirik (Dog King),30.0,0.425,0.548,4.0,-9.819,1,0.0439,0.227,0.818,0.108,0.112,92.635,489429.0,4,6 -Martha Hill,Grilled Cheese,34.0,0.748,0.596,2.0,-5.49,1,0.0431,0.0262,2.65e-05,0.0592,0.449,130.066,203060.0,4,10 -Rod Stewart,"I Don't Want to Talk About It - Live at Newcastle, England, 12/17/1976",43.0,0.395,0.301,11.0,-13.153,1,0.0329,0.935,0.000167,0.972,0.296,128.181,5.11955,4,9 -WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,1 -Lata Mangeshkar,Mujhe Tum Mil Gaye Humdum,13.0,0.561,0.307,1.0,-15.904,1,0.0521,0.978,0.00251,0.154,0.642,125.147,5.100433333,4,3 -Tinsley Ellis,Nothing But Fine,15.0,0.789,0.756,7.0,-4.677,0,0.0563,0.116,0.0264,0.0767,0.649,118.931,232053.0,4,2 -Louf,Formation - Otik Remix,33.0,0.434,0.599,10.0,-11.966,0,0.0734,0.00189,0.891,0.0929,0.436,109.188,436630.0,5,6 -Alice Cooper,Might As Well Be On Mars,42.0,0.386,0.713,11.0,-9.186,1,0.0427,0.0919,0.00244,0.276,0.11,135.844,428427.0,4,8 -So Solid Crew,21 Seconds - Live Acoustic at BBC Radio 1 / 2001,23.0,0.669,0.673,9.0,-12.698,1,0.551,0.647,,0.527,0.902,105.577,302933.0,4,5 -Amos the Kid,Island of Troubles,33.0,0.618,0.587,7.0,-5.585,1,0.0277,0.514,0.005,0.361,0.737,128.991,176320.0,4,10 -Roosevelt,See You Again,58.0,0.613,0.868,5.0,-5.016,0,0.0466,0.057,0.000702,0.18,0.571,121.972,262798.0,4,6 -Nirvana,Something In The Way,65.0,0.427,0.201,8.0,-13.044,1,0.0317,0.745,0.263,0.109,0.0668,105.218,232147.0,4,10 -Young Dolph,Case Closed,68.0,0.886,0.722,6.0,-5.185,0,0.198,0.0183,2.35e-05,0.0826,0.51,144.042,227912.0,4,5 -Eliad,◊°◊ï◊£ ◊î◊©◊ë◊ï◊¢,34.0,0.681,0.802,5.0,-7.097,0,0.0371,0.226,,0.359,0.625,89.989,219500.0,4,9 -Frozen Crown,Embrace The Night,39.0,0.515,0.954,7.0,-4.247,1,0.0631,3.39e-05,4.45e-06,0.293,0.308,130.038,304973.0,4,8 -Jimmy Eat World,Criminal Energy,37.0,0.478,0.98,4.0,-2.591,0,0.0542,0.000255,2.71e-06,0.332,0.911,150.968,191253.0,4,10 -"Thomas Koch, Topo Gioia, Khader Ahmad",Añoranza de Amor,39.0,0.664,0.313,5.0,-14.812,0,0.0489,0.93,0.889,0.117,0.68,144.129,5.010883333,4,7 -L.A. Rats,I‚Äôve Been Everywhere,,0.618,0.966,7.0,-4.832,1,0.0679,0.000528,0.682,0.674,0.55,112.019,239681.0,4,8 -Andreas K√ºmmert,Fukk Up,38.0,0.562,0.973,4.0,-4.995,0,0.0515,8.69e-05,0.00303,0.497,0.768,140.009,190393.0,4,10 -Joy Division,Love Will Tear Us Apart - 2010 Remaster,60.0,0.525,0.902,2.0,-8.662,1,0.0368,0.000989,0.691,0.137,0.907,146.83,204621.0,4,1 -Samba Tour√©,Gandadiko,17.0,0.41,0.447,2.0,-9.028,1,0.0594,0.865,0.168,0.108,0.725,207.469,264933.0,4,2 -Blind Melon,Change - 2002 Digital Remaster,51.0,0.466,0.549,2.0,-7.54,1,0.0344,0.602,1.67e-05,0.213,0.547,79.438,222240.0,4,10 -Corey Harris,Tamalah,7.0,0.454,0.822,7.0,-12.795,1,0.0669,0.031,0.579,0.0449,0.79,171.713,400800.0,4,2 -Moneen,Are We Really Happy With Who We Are Right Now?,34.0,0.353,0.939,11.0,-5.241,1,0.0805,0.00423,,0.405,0.154,145.592,224800.0,4,10 -Briston Maroney,Bottle Rocket,54.0,0.583,0.931,11.0,-4.975,0,0.125,0.0174,3.6e-06,0.405,0.319,127.034,190360.0,4,6 -This Will Destroy You,They Move on Tracks of Never-Ending Light,49.0,0.645,0.188,6.0,-19.37,1,0.0377,0.546,0.836,0.0952,0.0748,119.999,416333.0,4,10 -"Justin Bieber, Daniel Caesar, Giveon",Peaches (feat. Daniel Caesar & Giveon),95.0,0.677,0.696,,-6.181,1,0.119,0.321,,0.42,0.464,90.03,3.30136667,4,9 -HELLYEAH,Human,45.0,0.507,0.99,,-3.517,0,0.121,2.28e-05,,0.347,0.28,135.053,213087.0,4,10 -Eyal Golan,◊û◊ú◊õ◊™ ◊î◊ô◊ï◊§◊ô ◊©◊ú◊ô,34.0,0.659,0.893,4.0,-4.817,0,0.0317,0.318,,0.188,0.702,112.994,233360.0,4,9 -We Were Giants,The Final Encounter,36.0,0.558,0.982,10.0,-2.99,0,0.117,0.00171,0.117,0.334,0.202,119.977,196000.0,4,10 -U2,I Still Haven't Found What I'm Looking For,79.0,0.564,0.774,1.0,-9.424,1,0.0368,0.0135,0.00191,0.0861,0.657,100.894,277477.0,4,10 -The Doors,Riders on the Storm,74.0,0.55,0.722,11.0,-11.729,0,0.0283,0.25,0.0129,0.11,0.716,103.886,434720.0,4,10 -Equilibrium,Renegades - A Lost Generation,51.0,0.465,0.957,4.0,-5.959,0,0.081,0.000111,0.629,0.254,0.309,113.075,272267.0,4,8 -Miranda Lambert,Settling Down,72.0,0.643,0.756,6.0,-5.8,0,0.0305,0.0215,0.000268,0.101,0.934,90.001,3.290883333,4,4 -Cam‚Äôron,Horse & Carriage (feat. Mase),46.0,0.879,0.423,1.0,-10.511,1,0.257,0.0133,0.000233,0.155,0.586,99.737,241533.0,4,5 -Queens of the Stone Age,Regular John,51.0,0.342,0.938,5.0,-6.368,1,0.0325,0.0187,0.125,0.272,0.757,145.547,277808.0,4,10 -The Savage Resurrection,Fox Is Sick,22.0,0.687,0.58,7.0,-10.354,0,0.055,0.628,0.19,0.206,0.964,129.415,162587.0,4,2 -Jagguar,Guessing in a Row,28.0,0.577,0.881,4.0,-5.961,1,0.039,0.291,0.000925,0.103,0.721,108.036,226944.0,4,6 -Shlomo Artzi,◊™◊®◊ß◊ï◊ì,30.0,0.292,0.527,5.0,-8.541,0,0.038,0.391,3.93e-05,0.37,0.255,192.951,293773.0,3,10 -Supergrass,Moving,51.0,0.467,0.853,7.0,-6.661,1,0.0377,0.00731,0.000863,0.354,0.236,110.953,266800.0,4,10 -The Yardbirds,Over Under Sideways Down - The Mono Album,46.0,0.529,0.861,11.0,-10.581,1,0.0784,0.292,0.225,0.314,0.387,96.52,142507.0,4,1 -Seventh Crystal,Broken Mirror,26.0,0.477,0.721,6.0,-5.342,0,0.0274,0.00663,,0.113,0.137,85.986,238373.0,4,8 -Horace Silver,Senor Blues,38.0,0.516,0.374,10.0,-10.388,0,0.0341,0.915,0.803,0.111,0.769,145.449,398027.0,5,2 -almost monday,live forever,2.0,0.669,0.932,2.0,-5.19,1,0.0404,0.0761,,0.191,0.835,119.986,184132.0,4,1 -◊°◊ê◊ë◊ï◊ï◊ô ◊°◊ê◊ß◊®◊°,◊ó◊®◊ê ◊û◊ì◊ô◊†◊î,6.0,0.43,0.968,8.0,-6.34,1,0.134,0.000619,,0.491,0.239,142.928,127807.0,4,6 -Bayside,Prayers,46.0,0.468,0.928,,-5.931,0,0.0921,0.000108,3.05e-05,0.171,0.375,112.531,210920.0,3,10 -Ariana Grande,test drive,74.0,0.698,0.708,9.0,-4.943,0,0.0454,0.0251,,0.124,0.322,115.036,122174.0,4,9 -Jill Andrews,Gimme the Beat Back,36.0,0.709,0.692,2.0,-7.365,1,0.0362,0.126,0.000748,0.0695,0.645,94.013,165133.0,4,1 -Beach Bunny,Cloud 9,86.0,0.637,0.929,4.0,-3.593,1,0.0491,0.00167,2.62e-05,0.344,0.902,80.974,147351.0,4,9 -Augustine,Prom,51.0,0.67,0.486,2.0,-7.456,1,0.0352,0.325,0.000363,0.0985,0.373,107.988,167459.0,4,6 -Annihilator,Phoenix Rising,47.0,0.598,0.76,2.0,-5.822,0,0.0295,0.0107,1.07e-05,0.343,0.164,120.488,228547.0,4,8 -Led Zeppelin,Stairway to Heaven - 1990 Remaster,67.0,0.346,0.335,7.0,-12.453,1,0.0339,0.575,0.00674,0.185,0.213,84.204,478173.0,4,10 -"Lata Mangeshkar, Kishore Kumar",Dekha Ek Khwab,44.0,0.367,0.299,4.0,-14.557,1,0.0597,0.941,0.00402,0.423,0.383,147.363,5.34555,3,3 -Pa Salieu,Informa (feat. M1llionz),56.0,0.766,0.601,11.0,-8.633,0,0.372,0.288,,0.131,0.559,144.883,140360.0,4,5 -Goose,Hot Tea (8.10.19),39.0,0.434,0.866,10.0,-8.033,0,0.038,0.154,0.792,0.95,0.701,126.279,1019625.0,4,10 -Phosphorescent,Ride On / Right On,47.0,0.539,0.582,7.0,-7.414,1,0.0328,0.00818,0.0717,0.15,0.245,95.07,224907.0,4,2 -Kiko Loureiro,Imminent Threat,33.0,0.323,0.932,,-4.794,0,0.122,6.66e-05,0.839,0.147,0.153,160.102,316520.0,4,8 -Wez Atlas,Kind Of Love,43.0,0.773,0.33,3.0,-11.197,0,0.117,0.334,0.000517,0.113,0.237,105.042,208000.0,4,9 -Aerosmith,Eat The Rich,,0.588,0.902,11.0,-4.368,0,0.0428,0.00283,0.0295,0.355,0.715,122.896,251000.0,4,10 -Kayzo,Before The Storm,45.0,0.522,0.878,5.0,-3.775,0,0.0583,0.0032,7.36e-05,0.372,0.161,89.995,293286.0,4,10 -"Midival Punditz, Papon",Purvayi,28.0,0.442,0.696,5.0,-6.768,1,0.0328,0.00384,0.0159,0.163,0.0778,172.048,5.169116667,4,0 -Chris Stapleton,You Should Probably Leave,75.0,0.602,0.477,9.0,-8.425,1,0.032,0.268,3.1e-05,0.173,0.552,183.89,3.558216667,4,4 -The Cars,My Best Friend's Girl,66.0,0.799,0.608,5.0,-8.193,1,0.0411,0.0811,0.0137,0.102,0.963,121.915,223253.0,4,10 -Ben Lukas Boysen,Love,47.0,0.537,0.376,2.0,-14.131,0,0.0318,0.96,0.907,0.0607,0.234,160.002,378118.0,4,1 -Colin James,Riding In the Moonlight / Mr. Luck,42.0,0.619,0.697,9.0,-6.167,1,0.0813,0.618,0.000315,0.241,0.961,131.123,177367.0,4,2 -Langston Doobs,The Light,41.0,0.667,0.643,6.0,-7.465,1,0.0416,0.00866,1.56e-06,0.0941,0.838,153.976,162867.0,4,5 -Or Bar,◊ê◊ú◊£ ◊ó◊™◊ô◊õ◊ï◊™ - ◊ê◊ß◊ï◊°◊ò◊ô,1.0,0.645,0.378,1.0,-11.946,0,0.0508,0.599,0.000968,0.0958,0.587,129.977,180923.0,4,9 -Crypta,Starvation,31.0,0.476,0.994,1.0,-5.142,1,0.126,2.44e-06,0.0482,0.798,0.14,121.922,256213.0,4,8 -George Ezra,Budapest,78.0,0.717,0.455,5.0,-8.303,1,0.0276,0.0846,,0.11,0.389,127.812,200733.0,4,9 -Arik Einstein,◊®◊ï◊ó ◊®◊ï◊ó,30.0,0.601,0.506,,-14.175,1,0.0345,0.744,6.19e-06,0.113,0.936,139.362,213693.0,4,10 -Itzik Shamli,◊ë◊ì◊ô◊ï◊ß ◊õ◊û◊ï ◊§◊¢◊ù,36.0,0.686,0.603,7.0,-7.358,0,0.102,0.421,,0.0936,0.522,90.02,163044.0,4,9 -Eliad,◊û◊°◊¢,53.0,0.803,0.664,,-6.89,0,0.0382,0.116,,0.0978,0.593,115.022,207228.0,4,9 -24kGoldn,CITY OF ANGELS (feat. YUNGBLUD) - YUNGBLUD Remix,58.0,0.658,0.667,,-4.537,0,0.0475,0.0367,,0.0752,0.717,120.032,177139.0,4,10 -Ride,Drive Blind - 2001 Remaster,22.0,0.289,0.932,9.0,-4.792,1,0.0574,2.31e-05,0.584,0.088,0.512,101.731,285773.0,4,6 -Dudu Tassa,◊î◊í◊ï◊ú◊î,37.0,0.512,0.879,8.0,-3.352,1,0.033,0.0035,1.72e-05,0.367,0.738,141.975,226653.0,4,10 -Dj Streaks,More To Life? - Edit,38.0,0.806,0.69,1.0,-11.08,1,0.267,0.146,0.891,0.071,0.798,130.03,226840.0,4,6 -Osibih,Go,41.0,0.854,0.538,5.0,-7.592,0,0.0432,0.281,,0.123,0.628,126.02,122500.0,4,5 -"Toumani Diabaté, Sidiki Diabaté",Lampedusa,38.0,0.66,0.154,5.0,-16.855,1,0.0429,0.935,0.823,0.0892,0.128,96.226,4.434333333,4,7 -Jon Hopkins,Modern Driveway,51.0,0.123,0.0372,10.0,-28.639,0,0.0392,0.859,0.88,0.106,0.0466,82.023,247120.0,4,1 -Clawfinger,Biggest & The Best - Remastered version,47.0,0.551,0.918,1.0,-5.205,1,0.0642,0.015,0.000622,0.093,0.6,170.399,231720.0,4,8 -42 Dugg,Alone (feat. Lil Durk),17.0,0.598,0.466,8.0,-9.321,0,0.544,0.00716,,0.104,0.593,155.16,226323.0,4,5 -Cavetown,Ur Gonna Wish U Believed Me,62.0,0.568,0.453,4.0,-7.453,1,0.0258,0.626,0.0224,0.135,0.224,134.996,271420.0,4,6 -Sam Sparro,Black & Gold,56.0,0.383,0.703,4.0,-5.65,0,0.0763,0.00116,2.39e-05,0.112,0.42,135.968,212360.0,1,6 -The Absence,Coffinized,23.0,0.49,0.965,4.0,-6.039,0,0.102,4.75e-06,0.204,0.873,0.0492,120.023,258000.0,4,8 -PIG,Prey & Obey,38.0,0.543,0.937,1.0,-4.608,1,0.073,0.000206,0.0301,0.112,0.626,124.056,286975.0,4,8 -G. Love & Special Sauce,The Juice (feat. Marcus King),30.0,0.816,0.742,7.0,-3.531,1,0.0909,0.393,,0.0865,0.814,94.472,187027.0,4,2 -Fu Manchu,Time Is Going On,37.0,0.426,0.787,7.0,-6.053,1,0.0408,0.000279,0.154,0.0614,0.477,138.19,218720.0,4,10 -Jake Milliner,Freddie's Winning Hand,37.0,0.767,0.374,6.0,-10.12,0,0.148,0.219,0.766,0.099,0.565,91.024,194500.0,4,1 -Queen,Tear It Up - Remastered 2011,41.0,0.506,0.87,2.0,-5.05,1,0.0626,0.172,,0.132,0.304,90.12,204627.0,4,10 -Mugshot,Violent Ends,26.0,0.232,0.963,10.0,-3.295,0,0.131,5.57e-05,0.0161,0.327,0.236,165.431,166902.0,4,8 -Participants Of South India Female Choir,Sri Venkatesha Suprabhatam,23.0,0.673,0.62,10.0,-10.25,1,0.0362,0.426,1.21e-05,0.147,0.599,128.025,23.29155,4,0 -Jean Dawson,Clear Bones,52.0,0.56,0.867,7.0,-3.978,1,0.049,0.00275,9.26e-06,0.0901,0.567,93.503,166712.0,4,6 -Tony Spinner,The Answer,40.0,0.676,0.648,6.0,-6.456,1,0.0294,0.00703,0.00137,0.113,0.889,115.964,302640.0,4,2 -Bobby Bare,Marie Laveau,41.0,0.599,0.535,9.0,-10.522,1,0.0339,0.867,1.44e-06,0.741,0.835,117.59,3.17955,4,4 -Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,1 -Beck,Loser,66.0,0.615,0.616,6.0,-10.39,0,0.133,0.0399,0.000129,0.348,0.836,170.776,235000.0,4,6 -Cute Is What We Aim For,The Curse of Curves,61.0,0.534,0.792,5.0,-4.512,1,0.0677,0.39,,0.191,0.477,145.881,203627.0,4,10 -Mott The Hoople,All the Young Dudes,64.0,0.429,0.668,4.0,-7.539,0,0.044,0.208,,0.538,0.398,77.737,211067.0,4,6 -Stone Sour,Through Glass,72.0,0.545,0.753,3.0,-4.618,0,0.036,0.0417,,0.389,0.434,105.754,282947.0,4,8 -Ravid Plotnik,◊î◊©◊û◊ó◊î (◊†◊¶'◊ô ◊†◊¶'),31.0,0.626,0.425,,-7.753,0,0.0349,0.305,,0.273,0.216,135.342,252907.0,4,5 -At Vance,Only Human,39.0,0.402,0.971,11.0,-2.593,1,0.0631,0.000662,6.49e-06,0.19,0.299,169.998,315693.0,4,8 -The Sheepdogs,Feeling Good - Live,27.0,0.295,0.839,,-8.005,1,0.0568,0.0094,6.25e-06,0.741,0.497,126.062,232389.0,4,2 -Swirlies,Pancake,42.0,0.173,0.811,6.0,-11.903,1,0.0809,0.000111,0.153,0.403,0.205,120.177,195613.0,4,10 -Deerhunter,Revival,53.0,0.655,0.806,6.0,-6.493,1,0.0335,0.027,0.00482,0.28,0.702,119.029,133667.0,4,6 -yes/and,Centered Shell,16.0,0.62,0.171,7.0,-18.73,1,0.0613,0.993,0.953,0.111,0.922,80.983,156333.0,4,6 -Jimbo J,◊û◊ò◊ß◊ï◊™,36.0,0.615,0.77,9.0,-6.094,0,0.108,0.595,,0.197,0.826,175.746,162274.0,4,9 -The Modern Lovers,Roadrunner,58.0,0.462,0.84,2.0,-6.667,1,0.0346,5.05e-05,6.47e-05,0.0893,0.805,75.542,246440.0,4,1 -Pankaj Udhas,Chhupana Bhi Nahin Aata,43.0,0.394,0.517,3.0,-11.817,1,0.0714,0.362,2.26e-06,0.129,0.646,157.333,5.367783333,3,3 -Brown Bird,Smoke Rising,45.0,0.572,0.735,9.0,-6.042,1,0.0266,0.00183,0.782,0.0765,0.599,135.173,273867.0,4,10 -Our Lady Peace,Superman's Dead,55.0,0.247,0.869,1.0,-8.382,1,0.0542,0.0104,8.59e-06,0.0954,0.601,175.26,255327.0,4,10 -Shirazee,AFRICAN IN NEW YORK,35.0,0.854,0.69,2.0,-5.965,1,0.114,0.0229,7.36e-06,0.325,0.469,101.028,196928.0,4,9 -Doli & Penn,◊û◊ê◊ï◊©◊®◊ô◊ù,46.0,0.625,0.801,4.0,-5.119,0,0.062,0.209,,0.171,0.667,128.103,232334.0,4,9 -New Years Day,Skeletons,46.0,0.552,0.888,,-2.714,1,0.0454,4.51e-05,1.1e-06,0.0637,0.62,111.067,212440.0,4,10 -Darq E Freaker,Red Velvet,9.0,0.654,0.901,9.0,-2.066,0,0.0504,0.0011,0.25,0.349,0.669,140.004,194943.0,4,5 -Queens of the Stone Age,Feet Don't Fail Me,54.0,0.513,0.806,2.0,-6.947,1,0.0582,0.0184,0.00226,0.0976,0.299,109.332,341825.0,4,10 -Manowar,Kings of Metal,57.0,0.575,0.881,9.0,-13.012,1,0.0357,0.000117,2.69e-05,0.147,0.699,132.127,223867.0,4,8 -Sodom,Indoctrination,23.0,0.448,0.967,10.0,-6.563,0,0.0527,1.79e-05,0.355,0.31,0.494,99.977,190773.0,4,8 -Sloan Peterson,New Direction,24.0,0.509,0.935,,-5.26,1,0.0805,0.021,0.0741,0.133,0.823,165.003,149065.0,4,6 -Napoleon,Above & Below - Instrumental,35.0,0.203,0.978,7.0,-5.357,1,0.0754,4.56e-05,0.842,0.11,0.505,191.983,259827.0,4,8 -"Miranda Lambert, Carrie Underwood",Somethin' Bad (with Carrie Underwood) - (Duet with Carrie Underwood),65.0,0.68,0.888,9.0,-5.308,1,0.055,0.0527,2.82e-06,0.0575,0.484,90.076,2.82645,4,4 -L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,1 -Dr JOE,Tell Your Mother,39.0,0.575,0.658,5.0,-5.893,0,0.0383,0.00132,0.000272,0.0267,0.649,131.0,214187.0,4,10 -ALLBLACK,Ego,26.0,0.912,0.415,8.0,-11.089,1,0.427,0.101,,0.0898,0.558,100.072,137000.0,4,5 -Alphaville,Forever Young,38.0,0.403,0.562,10.0,-10.429,1,0.0345,0.0437,0.00938,0.966,0.311,138.289,5.732216667,4,9 -Son Seals,Sadie,45.0,0.502,0.753,11.0,-9.625,0,0.0395,0.142,0.00824,0.0891,0.927,122.656,367533.0,4,2 -Allman Brothers Band,Statesboro Blues,50.0,0.488,0.721,2.0,-9.141,1,0.0617,0.309,0.0482,0.437,0.786,125.94,259444.0,4,2 -Eliza Doolittle,Pack Up,46.0,0.672,0.809,11.0,-5.704,1,0.0595,0.325,,0.336,0.88,133.036,191027.0,4,9 -Midas Hutch,Air Power (feat. The Kount),43.0,0.828,0.503,6.0,-8.358,1,0.0865,0.0609,0.879,0.0742,0.589,124.008,219961.0,4,1 -Gang Of Four,To Hell With Poverty,40.0,0.408,0.885,7.0,-9.635,1,0.149,0.000456,0.0271,0.278,0.231,134.524,299600.0,4,1 -OneRepublic,Rescue Me,77.0,0.759,0.605,7.0,-7.737,1,0.0433,0.156,,0.694,0.64,121.049,158900.0,4,9 -Luke Combs,She Got the Best of Me,75.0,0.533,0.907,11.0,-3.793,1,0.0406,0.0292,,0.386,0.7,150.99,3.052666667,4,4 -Gazpacho,Soyuz One,32.0,0.287,0.295,,-16.682,0,0.0344,0.0643,0.182,0.149,0.152,170.145,379205.0,3,10 -Butthole Surfers,Pepper,65.0,0.631,0.804,7.0,-5.492,1,0.166,0.00589,0.00116,0.16,0.671,79.898,297267.0,4,10 -Free,Goin' Down Slow,32.0,0.358,0.53,7.0,-10.964,1,0.0369,0.00652,0.0463,0.13,0.489,127.064,500627.0,3,2 -Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,10 -"Amit Kumar, Kavita Krishnamurthy",Na Jane Kahan Se,35.0,0.545,0.797,3.0,-6.527,0,0.0888,0.687,2.77e-05,0.138,0.861,94.17,6.18,4,3 -Emigrate,My World,48.0,0.44,0.975,8.0,-5.619,1,0.0803,3.1e-05,0.17,0.405,0.125,84.037,257493.0,4,8 -Vundabar,Montage Music,32.0,0.493,0.856,7.0,-6.686,1,0.0556,0.0277,0.0026,0.258,0.818,159.641,194867.0,4,1 -Matt McGhee,These Exchanges,18.0,0.85,0.751,1.0,-3.524,0,0.294,0.124,,0.0859,0.733,100.021,134587.0,4,5 -Peach Tree Rascals,Mariposa,78.0,0.676,0.525,9.0,-5.88,1,0.028,0.617,,0.356,0.421,112.011,210000.0,4,10 -Berry Sakharof,◊ó◊ë◊ú ◊©◊ê◊™ ◊ú◊ê,22.0,0.431,0.676,11.0,-11.493,0,0.0293,0.000391,0.00388,0.36,0.199,128.449,313693.0,4,10 -Prateek Kuhad,cold/mess - edit,44.0,0.527,0.419,11.0,-6.613,1,0.0303,0.327,0.0186,0.193,0.243,145.746,219022.0,3,1 -Boaz Sharabi,◊§◊û◊ú◊î ◊ó◊ú◊ß 1,31.0,0.392,0.524,4.0,-8.153,0,0.0273,0.512,,0.144,0.24,108.75,208360.0,4,9 -Chiiild,Sleepwalking,61.0,0.712,0.71,11.0,-5.401,0,0.0267,0.0277,0.817,0.257,0.782,119.996,167733.0,4,1 -Doja Cat,Rules,78.0,0.664,0.724,7.0,-5.457,1,0.116,0.171,,0.13,0.697,144.052,187040.0,4,9 -Wasted,Tomberlin,,0.766,0.563,4.0,-9.766,1,0.0396,0.422,0.102,0.142,0.706,93.079,2.490383333,4,0 -Blondes,Minimum Wage,33.0,0.569,0.913,9.0,-3.237,1,0.0335,0.000905,0.00945,0.123,0.713,144.017,196513.0,4,1 -Big K.R.I.T.,Pick Up The Pace,58.0,0.838,0.587,11.0,-6.604,0,0.134,0.208,,0.199,0.535,75.485,146114.0,4,5 -Yam Refaeli,◊î◊õ◊ú ◊û◊î◊™◊ó◊ú◊î (Prod. By Triangle),48.0,0.76,0.647,11.0,-5.353,0,0.117,0.0982,8.78e-06,0.31,0.893,118.988,142209.0,4,9 -The Derek Trucks Band,Key To The Highway - Live,39.0,0.399,0.728,9.0,-6.121,1,0.0671,0.0164,0.0221,0.95,0.504,111.808,382200.0,3,2 -Deeco,Panasonic,15.0,0.706,0.574,,-9.529,1,0.066,0.362,0.927,0.207,0.24,137.972,126957.0,4,5 -The Buggles,Video Killed The Radio Star,71.0,0.68,0.678,1.0,-11.548,1,0.0754,0.103,0.00828,0.204,0.251,131.165,252773.0,4,10 -Noah Kahan,Part of Me,66.0,0.689,0.687,7.0,-7.832,1,0.0361,0.0674,,0.0933,0.247,109.98,237230.0,4,9 -Luke Combs,Hurricane,75.0,0.464,0.813,10.0,-6.185,1,0.0416,0.0153,,0.254,0.515,75.977,3.708883333,4,4 -Samantha Fish,Let's Have Some Fun,42.0,0.674,0.318,,-6.825,1,0.0281,0.98,0.00144,0.11,0.189,91.257,267790.0,4,2 -Philip & Friends,The Thrill Is Gone,51.0,0.412,0.132,2.0,-19.782,0,0.0428,0.979,0.896,0.138,0.244,180.578,2.303816667,3,7 -T.I.,What You Know,63.0,0.551,0.81,11.0,-4.365,1,0.0344,0.0155,,0.169,0.332,73.464,274333.0,4,5 -Poor Reflection,Hiding,27.0,0.663,0.421,6.0,-10.572,0,0.0346,0.781,0.00159,0.109,0.399,123.411,195121.0,4,9 -Yuval Dayan,◊î◊°◊ï◊£ ◊î◊ò◊ï◊ë ◊î◊ñ◊î,36.0,0.624,0.645,,-6.272,1,0.0421,0.189,1.74e-06,0.0888,0.658,109.992,190040.0,4,9 -The Blue Quarantinos,I‚Äôm Yours And I‚Äôm Hers,32.0,0.352,0.744,,-11.598,1,0.0796,0.00556,0.00729,0.366,0.775,86.978,204741.0,4,2 -Vita Alexander,im Schatten,47.0,0.387,0.0942,5.0,-18.355,0,0.0657,0.99,0.948,0.111,0.0699,137.227,2.57925,4,7 -K.T. Oslin,80's Ladies,44.0,0.594,0.368,,-11.504,1,0.024,0.207,8.51e-06,0.0811,0.297,98.358,4.188216667,4,4 -S. D. Burman,Jewel Thief Theme - Instrumental,7.0,0.44,0.576,2.0,-10.884,1,0.0636,0.808,0.881,0.316,0.693,133.83,2.0266,3,3 -Mind Maintenance,the ladder,8.0,0.448,0.418,10.0,-12.294,1,0.0602,0.555,0.916,0.108,0.485,174.735,225130.0,4,6 -Esther Phillips,The Storm (01-16-52),35.0,0.542,0.467,3.0,-7.453,0,0.0478,0.948,0.000596,0.19,0.293,66.012,187333.0,3,2 -Plastic Bertrand,√áa Plane Pour Moi,61.0,0.422,0.943,10.0,-4.365,1,0.0954,0.074,6.83e-05,0.105,0.845,165.764,182133.0,4,1 -Laura Marling,Devil's Spoke,44.0,0.447,0.568,2.0,-9.172,1,0.0423,0.473,0.00028,0.0824,0.309,117.561,218188.0,4,1 -B.G.,Bling Bling,53.0,0.868,0.964,2.0,-3.72,1,0.111,0.0467,1.51e-05,0.0708,0.868,98.913,312960.0,4,5 -Stone Temple Pilots,Vasoline,62.0,0.295,0.977,10.0,-7.086,1,0.088,0.00147,0.000187,0.0887,0.353,168.672,176547.0,4,10 -The Selecter,On my Radio,48.0,0.783,0.706,7.0,-7.544,1,0.0434,0.0493,0.0617,0.158,0.96,141.021,185199.0,4,6 -Falana,Joy,39.0,0.833,0.6,1.0,-8.478,0,0.274,0.202,0.00137,0.0654,0.234,107.142,214960.0,4,1 -Southside Trio,The Law of Attraction,60.0,0.461,0.0727,7.0,-23.646,1,0.0367,0.972,0.88,0.126,0.193,114.931,2.5296,4,7 -Jean Dawson,Power Freaks,50.0,0.562,0.729,8.0,-6.023,1,0.0381,0.168,0.000425,0.598,0.0643,105.007,252293.0,4,6 -Gallon Drunk,Just One More,13.0,0.433,0.814,4.0,-6.935,1,0.0751,3.38e-05,0.738,0.277,0.685,137.556,235600.0,4,2 -With You,Cujo Moon,50.0,0.438,0.383,2.0,-12.527,1,0.0322,0.655,0.0133,0.127,0.322,83.823,3.5253,4,0 -George Jones,He Stopped Loving Her Today,52.0,0.333,0.232,8.0,-14.605,1,0.0366,0.785,0.000548,0.252,0.398,144.788,3.29,4,4 -Jutes,Fvck Your Boyfriend,45.0,0.472,0.858,7.0,-5.814,1,0.0461,0.0036,,0.234,0.552,160.05,175871.0,4,10 -Wasuremono,An Ordinary Life,33.0,0.426,0.849,2.0,-5.232,1,0.0493,0.3,0.736,0.131,0.465,153.575,325976.0,4,6 -Saint Motel,It's All Happening,55.0,0.618,0.662,,-4.797,1,0.0262,0.0028,0.000724,0.107,0.398,127.985,180187.0,4,10 -Conway Twitty,I'd Love To Lay You Down,50.0,0.638,0.377,2.0,-15.64,1,0.0341,0.572,,0.102,0.778,81.911,3.326666667,4,4 -Fleet Foxes,Can I Believe You,66.0,0.514,0.755,11.0,-8.455,1,0.03,0.354,0.0664,0.144,0.599,77.415,244187.0,4,9 -The Revivalists,Soulfight,60.0,0.591,0.454,7.0,-8.851,1,0.0317,0.636,,0.0793,0.198,123.379,392800.0,4,2 -Moshe Peretz,◊ú◊ô◊ú◊î ◊ë◊°◊ô◊†◊ô,33.0,0.772,0.278,2.0,-10.565,0,0.0333,0.846,,0.097,0.297,104.988,204286.0,4,9 -Aubrie Sellers,Something Special,46.0,0.56,0.359,4.0,-10.14,1,0.0311,0.814,0.000205,0.106,0.327,87.605,3.437333333,3,4 -"Fuzon, Shafqat Amanat Ali",Ankhon Ke Saagar,31.0,0.575,0.693,1.0,-12.873,0,0.0431,0.0968,9.11e-05,0.106,0.449,102.052,5.719116667,4,0 -Mot√∂rhead,Ramones,44.0,0.387,0.959,1.0,-6.317,1,0.0415,0.138,0.0126,0.567,0.666,118.175,85496.0,4,8 -Arctic Monkeys,Only Ones Who Know,62.0,0.29,0.399,7.0,-10.696,0,0.0338,0.902,0.0019,0.105,0.0965,128.37,184760.0,5,10 -Karnivool,Themata,44.0,0.528,0.926,4.0,-5.29,0,0.0886,4.3e-05,0.000462,0.0788,0.242,93.988,346760.0,4,8 -Jaialai,Victor's Belt,32.0,0.558,0.615,5.0,-8.813,1,0.0309,0.000838,0.117,0.097,0.776,150.065,190650.0,4,10 -Manchester Orchestra,Keel Timing,56.0,0.6,0.761,6.0,-7.682,1,0.0568,0.000962,0.131,0.07,0.191,118.03,258187.0,4,10 -Stevie Nicks,Leather and Lace - 2016 Remaster,53.0,0.49,0.432,3.0,-9.327,1,0.0298,0.639,,0.104,0.367,153.753,225573.0,4,10 -4 Non Blondes,What's Up?,80.0,0.565,0.564,2.0,-10.044,1,0.0292,0.161,,0.114,0.454,134.355,295533.0,4,9 -RPWL,A New World,35.0,0.403,0.689,9.0,-5.776,0,0.0347,0.0161,0.0833,0.135,0.116,128.005,518216.0,4,10 -Jensen McRae,Immune,59.0,0.545,0.365,6.0,-8.97,1,0.0396,0.136,4.86e-06,0.201,0.233,150.125,210166.0,4,1 -The Smiths,How Soon Is Now? - 2011 Remaster,70.0,0.398,0.93,11.0,-6.76,1,0.0615,0.000854,0.121,0.0874,0.725,190.818,408173.0,4,10 -Pretenders,Brass in Pocket - 2006 Remaster,65.0,0.751,0.703,9.0,-5.687,1,0.0287,0.368,0.00123,0.196,0.907,97.931,185960.0,4,10 -Ice Cube,Fuck Dying,45.0,0.737,0.733,7.0,-6.41,1,0.231,0.138,0.000898,0.319,0.357,92.966,243507.0,4,10 -Liquorworks,Then To Hell With You,29.0,0.419,0.894,8.0,-5.223,0,0.068,0.0007,0.931,0.156,0.16,154.982,442907.0,4,8 -Traveling Wilburys,Tweeter And The Monkey Man,54.0,0.803,0.861,9.0,-5.393,0,0.05,0.103,,0.0801,0.899,110.528,327853.0,4,10 -Superbloom,Mary on a Chain,26.0,0.399,0.949,11.0,-2.948,1,0.0514,4.2e-05,,0.34,0.456,128.048,180351.0,4,10 -Motionless In White,LOUD (Fuck It),51.0,0.586,0.92,6.0,-3.969,0,0.104,0.00145,1.22e-05,0.0119,0.706,93.038,224516.0,4,10 -Huszar,Providencia III - La Flora Que Crece Alrededor de Nuestras Catedrales,34.0,0.402,0.698,5.0,-8.452,0,0.0319,0.542,0.863,0.0949,0.0403,95.024,444307.0,4,8 -Sizzy Rocket,That Bitch,47.0,0.593,0.651,1.0,-4.425,0,0.0508,0.000115,,0.0655,0.345,86.085,152900.0,4,10 -TATRAN,Lemon,29.0,0.341,0.642,10.0,-8.132,1,0.035,0.0314,0.827,0.0892,0.391,187.797,302073.0,4,6 -Suicidal Tendencies,Send Me Your Money,40.0,0.409,0.73,9.0,-11.394,0,0.0937,7.06e-05,4.88e-05,0.33,0.717,105.827,202160.0,1,8 -Russell Dickerson,Home Sweet,73.0,0.58,0.813,11.0,-5.621,1,0.0414,0.0386,1.44e-06,0.0926,0.473,120.973,3.43245,4,4 -The Chocolate Watchband,Baby Blue,37.0,0.535,0.816,2.0,-8.534,1,0.0286,0.044,0.000435,0.117,0.726,105.635,192560.0,4,2 -alt-J,Every Other Freckle,55.0,0.527,0.704,9.0,-7.632,1,0.0821,0.626,0.0402,0.117,0.516,143.884,216004.0,4,6 -Ben Kweller,Only a Day,34.0,0.62,0.501,6.0,-6.608,0,0.032,0.00159,0.000731,0.337,0.353,75.005,210498.0,4,10 -Gangsta Boo,Where Dem Dollas At (feat. DJ Paul & Juicy J),47.0,0.898,0.56,,-8.891,1,0.117,0.00238,,0.108,0.465,146.458,269067.0,4,5 -Pablo Briceño,Vitoya,28.0,0.589,0.219,11.0,-15.853,0,0.0534,0.986,0.869,0.104,0.256,83.159,3.517716667,1,7 -North Mississippi Allstars,Up and Rolling,59.0,0.808,0.532,2.0,-7.472,1,0.025,0.543,0.00422,0.122,0.816,89.934,303920.0,4,2 -Focalistic,GUPTA,51.0,0.804,0.493,1.0,-13.093,1,0.0533,0.0408,0.452,0.0532,0.322,112.002,369475.0,4,9 -Methods of Mayhem,Get Naked,47.0,0.78,0.919,9.0,-4.751,1,0.156,0.0389,1.77e-05,0.025,0.902,100.006,201667.0,4,8 -Dehd,Loner,51.0,0.652,0.709,7.0,-5.88,1,0.0355,0.396,0.00012,0.28,0.772,148.192,192299.0,4,6 -"ILLENIUM, Tori Kelly",Blame Myself,71.0,0.416,0.675,8.0,-6.109,1,0.0821,0.0504,0.00014,0.265,0.389,140.129,3.84285,4,9 -Moe,Walkin On Water,48.0,0.928,0.479,7.0,-7.626,0,0.112,0.177,0.000431,0.314,0.3,139.978,178285.0,4,5 -Trushinitas,Tonight!,27.0,0.469,0.569,1.0,-10.072,1,0.19,0.0861,0.488,0.0872,0.0829,84.33,226508.0,4,6 -Scorpions,Rock You Like a Hurricane,67.0,0.402,0.873,4.0,-3.209,0,0.0586,0.00484,7.3e-05,0.157,0.684,125.443,253667.0,4,10 -Eden Ben Zaken,◊™◊®◊ô◊û◊ï,31.0,0.816,0.891,11.0,-2.084,0,0.0605,0.154,0.000217,0.378,0.412,124.998,169921.0,4,9 -Guided By Voices,Game Of Pricks,53.0,0.368,0.966,10.0,-6.984,1,0.073,0.248,0.663,0.529,0.323,122.243,93307.0,4,10 -Phora,Traumatized (feat. Toosii),47.0,0.581,0.713,10.0,-8.043,0,0.442,0.43,,0.133,0.652,89.472,211832.0,4,5 -Netanela,◊ú◊ê ◊ì◊ô◊ë◊®◊†◊ï ◊¢◊ï◊ì,16.0,0.109,0.0721,7.0,-20.747,0,0.0392,0.113,0.887,0.112,0.0918,87.068,202707.0,3,10 -Kings of Leon,Sex on Fire,82.0,0.542,0.905,9.0,-5.653,1,0.054,0.00172,0.0104,0.136,0.374,153.398,203347.0,4,1 -Alabama,40 Hour Week (For A Livin'),46.0,0.578,0.44,4.0,-14.644,1,0.111,0.123,,0.145,0.439,85.213,3.35045,4,4 -An Endless Sporadic,Impulse,43.0,0.513,0.763,6.0,-7.425,0,0.057,0.0717,0.919,0.164,0.532,100.005,265665.0,4,8 -Mot√∂rhead,Heroes,56.0,0.464,0.955,6.0,-5.55,1,0.0556,0.000194,0.611,0.0954,0.312,124.993,277000.0,4,8 -Pearl Jam,Indifference (Remastered),49.0,0.303,0.28,2.0,-12.697,1,0.0297,0.929,0.00185,0.117,0.245,102.221,302253.0,4,10 -Sad Night Dynamite,Smoke Hole - Edit,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,5 -Osi And The Jupiter,Appalachia,40.0,0.314,0.311,9.0,-8.601,0,0.0333,0.871,0.516,0.12,0.175,122.424,239049.0,3,8 -H.E.A.T,Dangerous Ground,43.0,0.439,0.975,1.0,-3.798,1,0.13,0.000105,8.75e-05,0.228,0.645,172.023,246827.0,4,8 -Stealers Wheel,I Get By,35.0,0.714,0.614,,-8.605,1,0.0386,0.192,0.00523,0.35,0.771,107.529,196107.0,4,10 -Sarit Hadad,◊ë◊ó◊ï◊ù ◊©◊ú ◊™◊ú ◊ê◊ë◊ô◊ë,38.0,0.397,0.843,2.0,-4.37,0,0.0414,0.589,,0.187,0.376,138.947,208600.0,4,9 -Bobby Saint,Unholy,35.0,0.607,0.695,4.0,-6.668,1,0.04,0.0113,1.01e-05,0.482,0.551,84.94,209000.0,4,10 -KALEO,Skinny,65.0,0.484,0.741,2.0,-5.298,1,0.0411,0.0228,0.000164,0.31,0.137,85.076,222317.0,4,10 -Steffen Morrison,Hold on Lovers,29.0,0.617,0.834,,-5.84,1,0.048,0.136,,0.356,0.811,125.04,196333.0,4,9 -Yes,"Close to the Edge (I. The Solid Time of Change, II. Total Mass Retain, III. I Get up I Get Down, IV. Seasons of Man)",45.0,0.222,0.597,5.0,-10.924,1,0.056,0.265,0.155,0.411,0.251,80.654,1121253.0,3,10 -Tedeschi Trucks Band,Part of Me,55.0,0.679,0.608,7.0,-8.334,1,0.034,0.434,1.33e-05,0.0942,0.735,111.803,246573.0,4,2 -Gareth.T,boyfriend material,49.0,0.808,0.445,9.0,-8.134,1,0.0402,0.467,,0.113,0.921,144.963,150621.0,4,5 -morgxn,home ft. WALK THE MOON,50.0,0.665,0.709,11.0,-3.643,1,0.037,0.0371,,0.323,0.841,100.001,205049.0,4,10 -Theo Alexander,Bright-eyed Hunger,12.0,0.322,0.16,8.0,-17.288,0,0.0437,0.957,0.965,0.122,0.374,133.034,420761.0,5,6 -Ronnie Wood,Outlaws,19.0,0.487,0.923,2.0,-5.059,1,0.0399,0.143,0.000177,0.273,0.963,159.295,242280.0,4,2 -Rod Stewart,Stop Loving Her Today,40.0,0.411,0.565,10.0,-7.166,1,0.0272,0.0146,0.00353,0.313,0.301,76.984,250710.0,4,10 -Matt Maeson,Hallucinogenics,73.0,0.549,0.653,,-7.47,1,0.0503,0.457,,0.0969,0.287,121.348,187173.0,4,10 -Knocked Loose,Deadringer,49.0,0.396,0.954,11.0,-5.249,0,0.116,0.000135,1.92e-05,0.25,0.329,157.456,180097.0,4,8 -Westlife,Dance,36.0,0.702,0.54,11.0,-5.629,0,0.0469,0.0542,2.2e-05,0.0807,0.21,102.067,2.763783333,4,9 -The Beaches,Let's Go,49.0,0.542,0.923,4.0,-5.005,0,0.0975,0.011,0.00054,0.0707,0.724,172.977,142760.0,4,10 -Eyal Golan,◊©◊í◊®◊î ◊û◊§◊ï◊ê◊®◊™,35.0,0.715,0.18,3.0,-9.335,1,0.0433,0.736,,0.127,0.242,123.087,178049.0,4,9 -Insanity Alert,All Mosh / No Brain,32.0,0.309,0.805,2.0,-6.696,1,0.103,1.3e-05,0.766,0.334,0.593,142.409,92613.0,4,8 -Gunn - Truscinski Duo,For Eddie Hazel,28.0,0.162,0.429,7.0,-10.567,1,0.0309,0.785,0.892,0.176,0.0613,82.473,455524.0,4,10 -The Rapture,Echoes,40.0,0.603,0.946,8.0,-3.369,0,0.228,0.000335,0.0604,0.0936,0.3,133.986,186520.0,4,10 -PRICE,Rank,39.0,0.748,0.746,7.0,-6.864,1,0.444,0.0182,,0.714,0.774,202.157,158018.0,4,5 -Accept,Life's a Bitch,52.0,0.612,0.822,9.0,-6.418,1,0.0428,0.000719,0.00019,0.14,0.686,128.018,226093.0,4,8 -Post Coal Prom Queen,Faraday Cage For One,15.0,0.551,0.326,11.0,-13.131,0,0.035,0.347,0.0564,0.104,0.235,135.017,176803.0,4,9 -Giant Claw,Until Mirror,27.0,0.321,0.132,8.0,-11.515,1,0.0418,0.753,0.0538,0.18,0.0355,103.709,359750.0,5,6 -Tribulation,Funeral Pyre,30.0,0.29,0.994,2.0,-5.428,0,0.0686,0.000558,0.892,0.415,0.0707,164.109,262280.0,4,8 -Wand,The Gift,24.0,0.43,0.823,4.0,-8.257,1,0.0396,0.0202,0.0169,0.309,0.492,100.156,245413.0,4,6 -Lil West,Whole Lotta,47.0,0.491,0.494,,-8.904,0,0.155,0.179,2.87e-06,0.121,0.704,95.27,168750.0,3,5 -Ryan Caraveo,Daisies,62.0,0.785,0.65,11.0,-6.308,1,0.0343,0.182,0.000108,0.234,0.844,99.984,153810.0,4,9 -Year Of The Rabbit,Rabbit Hole,22.0,0.578,0.905,4.0,-3.582,1,0.107,0.00396,1.62e-05,0.0614,0.541,128.052,153427.0,4,10 -Mumford & Sons,Believe,59.0,0.332,0.667,2.0,-5.992,1,0.0456,0.0308,0.035,0.225,0.378,114.892,220867.0,4,10 -Runtown,Luva Luva,47.0,0.769,0.752,2.0,-5.164,0,0.102,0.11,0.00191,0.181,0.431,98.018,158981.0,4,9 -Fred again..,Dermot (See Yourself In My Eyes),57.0,0.573,0.727,,-7.616,1,0.0664,0.132,0.0584,0.192,0.22,150.034,228858.0,4,9 -Jazz Tonality,Bandängen,52.0,0.529,0.0992,7.0,-20.324,0,0.0316,0.913,0.381,0.0967,0.0388,113.064,2.516316667,4,7 -Long Range Hustle,Comeback Kid,30.0,0.518,0.921,11.0,-5.131,0,0.0558,0.00133,6.65e-05,0.463,0.634,149.043,220394.0,4,10 -LOVA,Lonely Ones,56.0,0.643,0.407,2.0,-7.36,1,0.102,0.613,,0.147,0.47,143.786,187552.0,4,9 -Britney Spears,My Prerogative,51.0,0.751,0.937,10.0,-4.436,0,0.108,0.0122,,0.0639,0.662,111.029,3.564883333,4,9 -John Mellencamp,Paper In Fire,52.0,0.607,0.905,4.0,-4.748,1,0.0427,0.00122,0.000276,0.0624,0.533,141.984,231200.0,4,10 -Biffy Clyro,Re-arrange,52.0,0.634,0.746,4.0,-8.574,1,0.0352,0.0601,1.51e-05,0.103,0.513,134.048,217933.0,4,10 -Paul Simon,50 Ways to Leave Your Lover,68.0,0.815,0.372,7.0,-12.814,1,0.0752,0.166,0.000116,0.0767,0.293,101.684,3.62245,4,0 -KBong,Foolish Fool,43.0,0.723,0.465,9.0,-7.554,1,0.0382,0.764,1.34e-05,0.452,0.372,120.026,270720.0,4,10 -13th Floor Elevators,Slip Inside This House - Stereo LP Version,43.0,0.555,0.694,9.0,-8.453,0,0.0426,0.101,,0.123,0.602,127.423,482278.0,4,2 -Moƒüollar,Gel Gel D2D Session,27.0,0.488,0.542,4.0,-9.295,1,0.0392,0.0178,0.0102,0.227,0.819,138.071,252136.0,4,10 -Slomosa,There is Nothing New Under the Sun,34.0,0.46,0.756,5.0,-9.251,0,0.0426,0.0371,0.0113,0.645,0.552,152.059,237424.0,4,8 -Beats Antique,Beauty Beats,44.0,0.601,0.755,8.0,-5.528,1,0.0405,0.0575,0.887,0.347,0.508,180.02,225000.0,4,2 -Imagine Dragons,Not Today,66.0,0.462,0.387,,-7.401,1,0.0292,0.567,,0.164,0.0428,122.698,261080.0,4,10 -Gorillaz,The Valley of The Pagans (feat. Beck),64.0,0.75,0.856,2.0,-5.802,1,0.0457,0.0778,3.65e-05,0.117,0.94,130.034,181029.0,4,6 -Arcadia's Fate,The Only Man on Earth,22.0,0.467,0.901,11.0,-4.024,0,0.0755,0.00045,0.000272,0.411,0.223,91.979,206087.0,4,8 -MOD SUN,Bones,43.0,0.588,0.282,4.0,-6.676,1,0.0327,0.786,,0.1,0.308,125.048,167973.0,4,10 -Fontaines D.C.,Too Real,46.0,0.495,0.96,4.0,-6.235,0,0.061,0.0281,1.05e-05,0.111,0.182,172.808,248409.0,4,6 -Girafot,◊ô◊© ◊ú◊ô ◊ó◊ï◊® ◊ë◊ú◊ë ◊ë◊¶◊ï◊®◊î ◊©◊ú◊ö,50.0,0.64,0.614,8.0,-7.428,0,0.0271,0.0161,6.7e-06,0.0951,0.826,94.001,201525.0,4,9 -Shlomo Artzi,◊©◊ì◊ï◊™ ◊©◊ú ◊ê◊ô◊®◊ï◊°◊ô◊ù,30.0,0.572,0.236,3.0,-18.547,1,0.0389,0.764,1.56e-06,0.333,0.0821,141.998,328000.0,4,10 -Steve Miller Band,The Joker,12.0,0.596,0.448,5.0,-9.616,1,0.0396,0.365,5.3e-06,0.206,0.796,83.293,4.4084,4,10 -Eliad,Weekend - Tzealon Remake,21.0,0.691,0.716,8.0,-4.995,1,0.0415,0.0173,,0.0721,0.653,100.007,224400.0,4,9 -Kyuss,Green Machine,55.0,0.497,0.947,,-8.802,1,0.0391,8.21e-05,0.000693,0.118,0.588,90.371,217907.0,4,8 -daine,boys wanna txt (feat. ericdoa),52.0,0.486,0.495,2.0,-6.107,1,0.194,0.0373,,0.0509,0.434,89.851,129500.0,4,10 -Medicine,Time Baby III,40.0,0.36,0.701,,-6.347,1,0.0267,0.0215,9.19e-06,0.134,0.725,172.043,231226.0,3,6 -Chubby Checker,Let's Twist Again,65.0,0.604,0.709,8.0,-6.377,1,0.158,0.0987,,0.0551,0.907,167.832,2.28933333,4,10 -FIDLAR,Can‚Äôt You See,44.0,0.562,0.884,2.0,-4.003,1,0.157,0.00979,0.000205,0.115,0.912,169.967,178438.0,4,10 -Trivium,Dying in Your Arms,51.0,0.446,0.933,9.0,-3.605,0,0.0537,2.55e-05,9.67e-05,0.085,0.753,159.961,173160.0,4,8 -Hawkwind,Silver Machine - Live at the Roundhouse London; 1996 Remaster,46.0,0.31,0.874,1.0,-11.889,1,0.152,0.000416,0.712,0.0695,0.096,131.717,279973.0,4,1 -The Rolling Stones,Living In A Ghost Town,4.0,0.679,0.697,4.0,-5.369,0,0.0454,0.0148,0.0119,0.124,0.776,110.558,247011.0,4,10 -"VANO 3000, BADBADNOTGOOD, Samuel T. Herring",Running Away,72.0,0.616,0.694,7.0,-10.898,1,0.0411,0.664,0.858,0.145,0.732,93.298,1.863116667,4,9 -Catfish and the Bottlemen,Glasgow,53.0,0.622,0.316,2.0,-14.387,1,0.0495,0.883,3.38e-05,0.1,0.723,139.334,157000.0,3,10 -November Ultra,Miel,42.0,0.493,0.171,1.0,-15.845,1,0.0474,0.817,0.000434,0.395,0.263,71.69,247133.0,4,6 -"Lata Mangeshkar, Mohammed Rafi",Teri Bindiya Re,14.0,0.533,0.378,,-10.629,1,0.0285,0.979,0.0179,0.0877,0.683,92.697,4.53955,3,3 -Barry Can't Swim,Lone Raver,39.0,0.731,0.602,8.0,-12.526,1,0.0526,0.496,0.584,0.0916,0.194,128.065,257299.0,4,9 -Backstreet Boys,Shattered,33.0,0.42,0.555,5.0,-5.775,0,0.0421,0.472,,0.0784,0.287,116.071,3.887783333,4,9 -Armaan Malik,Dil Mein Ho Tum,53.0,0.608,0.653,8.0,-7.573,0,0.0427,0.507,0.000243,0.107,0.423,86.933,5.446083333,4,3 -Lucius,Two of Us on the Run,,0.441,0.283,2.0,-9.092,1,0.0304,0.765,0.0348,0.076,0.225,79.664,4.5938,4,0 -Plague Vendor,New Comedown,38.0,0.47,0.892,,-3.933,0,0.0923,3.28e-05,0.84,0.0759,0.618,161.392,187667.0,4,10 -Dishwalla,Counting Blue Cars (Tell Me Your Thoughts On God),58.0,0.454,0.79,11.0,-4.361,0,0.0285,0.00604,3.09e-05,0.225,0.362,100.225,291907.0,4,10 -TVVIN_PINEZ_M4LL,Sensei,33.0,0.478,0.667,1.0,-8.702,1,0.0953,0.0756,0.00172,0.406,0.891,171.38,109633.0,4,6 -Eric Bibb,Brazos River Blues,39.0,0.664,0.384,,-10.569,1,0.0455,0.488,0.0435,0.108,0.396,116.242,151403.0,3,2 -Miguel De Molina,Trini√°,25.0,0.473,0.45,2.0,-5.673,0,0.0311,0.771,,0.214,0.716,113.335,193160.0,4,9 -Jagwar Ma,Come Save Me,14.0,0.466,0.836,10.0,-7.682,1,0.0359,7.7e-05,0.0521,0.114,0.0517,123.973,752798.0,4,6 -Robert Randolph & The Family Band,Simple Man,36.0,0.656,0.284,,-8.192,0,0.0541,0.747,3.77e-06,0.13,0.5,70.055,183240.0,4,2 -Robert Palmer,Simply Irresistible,53.0,0.645,0.933,9.0,-6.955,1,0.0532,0.129,1.03e-05,0.0443,0.695,142.615,4.23821667,4,10 -DDROID,Behave,49.0,0.774,0.596,8.0,-9.328,1,0.429,0.217,,0.214,0.724,143.103,207692.0,4,5 -Justin Bieber,There She Go (feat. Lil Uzi Vert),73.0,0.725,0.716,9.0,-5.448,1,0.0349,0.00945,,0.119,0.904,150.074,215020.0,4,9 -Nine Inch Nails,The Hand That Feeds,58.0,0.587,0.99,,-4.496,1,0.0783,0.0172,0.000668,0.104,0.486,127.992,211680.0,4,10 -Fredo,Burner on Deck (feat. Pop Smoke & Young Adz),68.0,0.784,0.514,11.0,-7.111,0,0.285,0.0957,,0.207,0.269,135.111,187672.0,4,5 -Hemant Kumar,Yeh Raat Yeh Chandni,24.0,0.441,0.303,2.0,-11.063,1,0.0341,0.95,,0.0888,0.616,81.02,4.937333333,4,3 -BOY,Drive Darling - Acoustic Version,37.0,0.62,0.0934,9.0,-13.06,1,0.033,0.937,5.04e-05,0.113,0.211,105.953,232493.0,4,9 -Gary Moore,Empty Rooms,53.0,0.532,0.476,2.0,-9.707,0,0.0251,0.204,,0.132,0.319,98.18,4.29066667,4,10 -ABBA,Take A Chance On Me - Live,35.0,0.459,0.848,9.0,-9.389,1,0.0599,0.0123,,0.987,0.388,111.374,4.425333333,4,9 -Britney Spears,What You Need,,0.698,0.709,7.0,-5.055,1,0.253,0.458,,0.0967,0.859,153.776,3.127333333,4,9 -Lana Del Rey,Breaking Up Slowly,66.0,0.37,0.314,10.0,-9.677,0,0.0445,0.912,2.09e-06,0.0989,0.221,97.4,177536.0,5,1 -Big Audio Dynamite,E=MC2,50.0,0.721,0.782,2.0,-9.723,0,0.0529,0.716,,0.204,0.844,129.975,354627.0,4,1 -Professor Longhair,Tipitina - Mono,38.0,0.476,0.372,5.0,-14.346,1,0.0321,0.87,0.0102,0.1,0.952,200.241,158902.0,4,2 -Caleb Landry Jones,All I Am in You / The Big Worm,31.0,0.339,0.725,9.0,-4.506,1,0.0642,0.0121,0.723,0.301,0.689,180.379,204653.0,4,6 -Understand It,The Franklin Electric,42.0,0.479,0.58,2.0,-8.793,1,0.0403,0.603,1.62e-05,0.0745,0.384,95.994,3.670216667,4,0 -Miri Mesika,Dmaot,19.0,0.544,0.731,11.0,-4.307,0,0.0375,0.0731,0.000596,0.0686,0.299,100.005,212280.0,4,9 -The Dandy Warhols,Godless,51.0,0.47,0.704,7.0,-8.498,1,0.0319,0.0133,0.862,0.177,0.134,111.145,319971.0,4,10 -Carolina Liar,Show Me What I'm Looking For,59.0,0.449,0.864,9.0,-1.159,0,0.0378,0.0133,1.31e-06,0.0984,0.355,105.121,240467.0,4,10 -Lionel Richie,All Night Long (All Night) - Live,25.0,0.315,0.745,,-9.116,1,0.0763,0.0176,,0.899,0.498,115.421,6.272766667,4,9 -KALEO,Hey Gringo,66.0,0.748,0.704,5.0,-4.512,0,0.0344,0.0741,,0.088,0.823,110.028,284799.0,4,10 -Tokyo Incidents,Á∑ëÈÖí,56.0,0.4,0.856,1.0,-3.435,0,0.0499,0.0161,,0.193,0.541,166.752,245748.0,4,10 -Ride,Leave Them All Behind - 2001 Remaster,46.0,0.282,0.846,4.0,-4.641,1,0.0728,8.29e-05,0.482,0.521,0.174,184.617,497467.0,4,6 -The Sanctuary,hold on,,0.704,0.81,,-6.398,0,0.0583,0.0482,0.735,0.0768,0.27,127.001,208897.0,4,6 -Tedeschi Trucks Band,Keep On Growing - Live,41.0,0.327,0.824,2.0,-10.013,1,0.053,0.0248,0.0972,0.968,0.434,96.333,650747.0,4,2 -Jelani Aryeh,Marigold,58.0,0.788,0.533,4.0,-8.81,1,0.0573,0.119,1.29e-05,0.212,0.633,131.047,245496.0,4,9 -Itay Levi,◊õ◊ï◊°◊ô◊™ ◊©◊ú ◊ô◊ô◊ü,22.0,0.664,0.909,4.0,-3.265,0,0.0742,0.303,,0.203,0.623,94.973,213063.0,4,9 -Oasis,Rock ‚Äòn‚Äô Roll Star - Remastered,49.0,0.315,0.975,4.0,-3.21,1,0.0703,0.000558,0.00145,0.467,0.435,138.215,322947.0,4,6 -Matchbox Twenty,Unwell - 2007 Remaster,64.0,0.442,0.793,9.0,-5.152,1,0.0347,0.0456,,0.328,0.437,80.985,237267.0,4,9 -Anoushka Shankar,Naked,48.0,0.155,0.0923,2.0,-17.707,1,0.0398,0.875,0.603,0.126,0.0384,80.869,4.28245,4,0 -Reb Beach,Aurora Borealis,5.0,0.389,0.926,8.0,-3.696,1,0.0798,0.0131,0.855,0.345,0.419,117.857,285504.0,4,8 -Julia Michaels,What A Time (feat. Niall Horan),76.0,0.516,0.467,,-6.184,1,0.0302,0.662,,0.0853,0.386,132.861,173307.0,4,9 -Westlife,The Difference,1.0,0.505,0.7,1.0,-6.603,1,0.0284,0.00867,,0.111,0.344,126.094,3.507783333,4,9 -Bryan Adams,Summer Of '69,82.0,0.508,0.834,2.0,-6.205,1,0.0386,0.0183,,0.0732,0.774,139.131,216053.0,4,10 -The Alchemist,TV Dinners (feat. Boldy James & Sideshow),58.0,0.552,0.585,11.0,-9.332,1,0.105,0.665,,0.192,0.538,89.135,177373.0,4,5 -U2,I Will Follow,58.0,0.36,0.909,8.0,-6.827,1,0.0663,0.000347,3.28e-05,0.282,0.647,155.293,217387.0,4,6 -Arijit Singh,Yeh Fitoor Mera,59.0,0.449,0.421,4.0,-8.92,1,0.0272,0.387,0.000108,0.11,0.203,163.747,4.717833333,3,3 -The Hentchmen,Michigan Blues,9.0,0.414,0.871,,-9.63,1,0.0328,0.0584,0.177,0.0732,0.862,148.588,130000.0,4,2 -Jack Johnson,Upside Down,70.0,0.792,0.647,4.0,-8.314,1,0.045,0.255,0.000223,0.132,0.694,102.477,209547.0,4,10 -Caylee Hammack,Small Town Hypocrite,67.0,0.409,0.503,3.0,-6.859,1,0.0424,0.442,,0.0867,0.193,73.104,241899.0,4,1 -Chris de Burgh,The Lady In Red - Live,35.0,0.465,0.467,10.0,-8.632,1,0.0531,0.939,1.37e-05,0.723,0.412,80.03,4.10245,4,9 -Post Malone,Only Wanna Be With You - Pok√©mon 25 Version,76.0,0.47,0.709,7.0,-4.563,1,0.0299,0.00124,0.00121,0.302,0.247,98.036,241360.0,4,10 -Viagra Boys,Sports,52.0,0.425,0.77,2.0,-4.765,1,0.0463,0.00138,0.268,0.641,0.902,129.452,237547.0,4,6 -Powerwolf,Werewolves of Armenia - Rerecorded Version,48.0,0.425,0.938,8.0,-6.223,1,0.0917,0.00254,0.0353,0.207,0.151,146.01,255238.0,4,8 -Anson Seabra,Magazines,46.0,0.775,0.424,5.0,-12.276,1,0.0675,0.511,,0.123,0.191,114.95,220050.0,4,9 -Depeche Mode,John the Revelator,40.0,0.638,0.957,6.0,-2.349,0,0.0574,0.0501,0.0104,0.355,0.527,130.013,221933.0,4,2 -The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,1 -Incubus,Still Not a Player,28.0,0.582,0.878,4.0,-3.642,0,0.296,0.0263,,0.3,0.714,188.327,252627.0,4,10 -CRITTER,LEMME,29.0,0.799,0.555,,-6.814,1,0.084,0.0777,0.000554,0.0467,0.8,141.027,160666.0,4,6 -Francis of Delirium,I Think I'm Losing,32.0,0.4,0.428,7.0,-6.617,1,0.0341,0.0396,0.0156,0.0973,0.193,123.319,208427.0,4,6 -Rosie Flores,This Cat's in the Doghouse,28.0,0.507,0.825,5.0,-6.636,0,0.0748,0.0504,7.48e-05,0.578,0.911,96.993,159227.0,4,10 -Gracia Montes,Soy Una Feria,32.0,0.653,0.708,11.0,-7.778,0,0.0527,0.613,0.000731,0.239,0.929,111.386,164000.0,4,9 -Our Last Night,winter,60.0,0.451,0.937,2.0,-4.455,1,0.106,0.000383,3.96e-06,0.134,0.524,177.878,175000.0,4,10 -Milky Chance,Daydreaming,51.0,0.697,0.771,7.0,-6.222,0,0.0634,0.535,0.00274,0.163,0.662,83.986,199507.0,4,10 -LOVA,Dance For The Hell Of It,55.0,0.638,0.705,8.0,-4.499,1,0.0406,0.0178,,0.124,0.503,160.07,195199.0,4,9 -Paloma Mami,Traumada,68.0,0.771,0.575,,-5.178,0,0.0794,0.555,0.00818,0.105,0.56,84.522,147084.0,4,9 -Snoop Dogg,Bitch Please,62.0,0.869,0.697,7.0,-4.639,1,0.187,0.00838,,0.297,0.804,95.03,234533.0,4,5 -Backstreet Boys,Don't Wanna Lose You Now,52.0,0.661,0.548,6.0,-8.433,1,0.0234,0.365,,0.111,0.537,93.0,3.92,4,9 -Arik Einstein,◊õ◊©◊ê◊™ ◊ë◊ï◊õ◊î ◊ê◊™ ◊ú◊ê ◊ô◊§◊î - ◊§◊ï◊ñ◊ô - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,30.0,0.608,0.598,10.0,-11.867,0,0.0814,0.0242,,0.251,0.63,133.217,211669.0,4,10 -Bryan Adams,Tonight We Have The Stars,29.0,0.551,0.782,11.0,-6.11,0,0.0297,0.0587,,0.13,0.318,113.895,246507.0,4,10 -Mourn,Fun at the Geysers,25.0,0.456,0.961,7.0,-4.353,1,0.0772,0.000288,0.00201,0.366,0.712,76.547,118720.0,4,10 -Hyro The Hero,Legendary (feat. Brandon Saller of Atreyu),47.0,0.458,0.937,,-6.622,1,0.272,0.00111,,0.394,0.366,160.231,238800.0,4,8 -Kevin Ross,Real Black (feat. Voices for Change),33.0,0.67,0.462,4.0,-8.935,0,0.166,0.191,,0.653,0.607,75.064,233836.0,4,5 -Foo Fighters,Chasing Birds,56.0,0.62,0.532,2.0,-7.297,1,0.023,0.0392,0.0245,0.112,0.369,143.993,252293.0,4,10 -Dark Funeral,Open the Gates,33.0,0.069,0.98,,-7.628,1,0.128,5.9e-06,0.3,0.3,0.0388,196.167,274093.0,4,8 -Siouxsie and the Banshees,The Passenger,60.0,0.457,0.93,2.0,-4.544,0,0.0673,0.0309,6.27e-05,0.135,0.294,139.819,309307.0,4,6 -"Julia Sheer, Jon D",Little Talks,59.0,0.637,0.263,5.0,-9.094,0,0.0399,0.873,,0.164,0.487,97.423,3.66266667,4,0 -Ackerman,dodeca,24.0,0.447,0.901,4.0,-5.791,1,0.0744,0.247,0.282,0.126,0.759,65.974,237787.0,4,6 -HUNNY,Xbox Luvr,52.0,0.693,0.824,7.0,-8.139,0,0.0415,0.00726,0.0662,0.0826,0.822,108.018,176708.0,4,1 -The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,1 -Marduk,Serpent Sermon,30.0,0.307,0.778,8.0,-6.059,0,0.118,0.000301,0.787,0.199,0.037,110.421,278400.0,4,8 -Tigercub,Stop Beating on My Heart (Like a Bass Drum),45.0,0.493,0.711,5.0,-5.994,1,0.0684,0.00496,2.71e-05,0.519,0.313,138.032,225068.0,4,10 -Taylor Swift,champagne problems,78.0,0.462,0.24,,-12.077,1,0.0377,0.92,,0.113,0.32,171.319,244000.0,4,9 -Lonesome Shack,Too Bad,21.0,0.59,0.857,4.0,-8.501,0,0.031,0.123,0.474,0.109,0.51,112.628,190627.0,4,2 -Hanan Ben Ari,◊ú◊ê ◊ú◊ë◊ì,38.0,0.556,0.583,2.0,-6.407,0,0.0329,0.105,1.76e-06,0.167,0.389,129.817,225347.0,4,9 -Ricky Kej,Milan (The Coming Together),23.0,0.602,0.526,6.0,-10.085,1,0.0333,0.279,0.257,0.106,0.303,160.006,356807.0,4,6 -ICE,Kassa,30.0,0.888,0.584,6.0,-7.525,1,0.142,0.141,3.25e-06,0.0731,0.724,101.996,144827.0,4,9 -Fuel,Shimmer,56.0,0.48,0.792,7.0,-6.443,1,0.0411,0.00238,,0.169,0.465,114.605,214067.0,4,10 -Nick Leng,One More Time,43.0,0.667,0.757,,-6.818,1,0.0285,0.155,2.68e-05,0.414,0.77,112.029,199440.0,4,6 -Joe Lovano,Stella By Starlight,49.0,0.581,0.163,,-16.612,0,0.0547,0.926,0.861,0.116,0.448,88.101,5.796216667,4,7 -Dennis Gruenling,You Got It,11.0,0.65,0.5,10.0,-5.522,1,0.0482,0.979,0.000106,0.127,0.891,109.935,194587.0,4,2 -Twin Peaks,What's The Matter,30.0,0.511,0.698,7.0,-7.057,1,0.0413,0.0958,0.000214,0.375,0.858,170.746,201920.0,4,6 -Faith Healer,Julien Baker,,0.413,0.623,4.0,-6.83,1,0.0318,0.175,0.0014,0.129,0.412,155.843,2.912883333,3,0 -Britney Spears,Gimme More,83.0,0.788,0.844,2.0,-3.131,1,0.0334,0.25,0.000678,0.0723,0.382,113.324,251240.0,4,9 -Delfina Campos,El Astronauta,39.0,0.596,0.338,11.0,-9.68,1,0.0351,0.658,0.038,0.114,0.209,74.013,164524.0,4,6 -Gyze,Voyage of the Future,39.0,0.225,0.948,10.0,-1.719,0,0.0865,1.37e-06,0.913,0.148,0.247,170.035,313984.0,4,8 -Circle of Dust,Contagion,40.0,0.565,0.977,2.0,-3.326,1,0.041,0.000118,0.32,0.318,0.168,99.996,325200.0,4,8 -Concha Piquer,En tierra extra√±a,31.0,0.435,0.326,6.0,-8.459,0,0.0406,0.951,1.7e-06,0.546,0.473,107.49,173333.0,4,9 -andy polk,pins&needles,39.0,0.618,0.917,,-4.944,1,0.11,0.0131,,0.149,0.811,84.797,147205.0,4,10 -A$AP Ferg,Dennis Rodman (feat. Tyga),68.0,0.741,0.537,1.0,-6.797,1,0.143,0.0358,,0.146,0.233,80.454,198307.0,4,5 -Coheed and Cambria,A Favor House Atlantic,59.0,0.294,0.97,4.0,-4.942,1,0.265,0.000706,,0.123,0.144,166.475,234707.0,4,10 -The Strokes,The End Has No End,55.0,0.531,0.66,1.0,-3.725,1,0.0335,0.000833,0.855,0.226,0.533,136.027,185560.0,4,6 -Uffie,Pop The Glock,39.0,0.933,0.539,10.0,-7.652,0,0.106,0.318,,0.154,0.399,111.961,210307.0,4,6 -Lonely Robot,Keeping People as Pets,26.0,0.361,0.874,9.0,-7.227,0,0.0538,0.021,0.162,0.0951,0.404,122.942,320680.0,4,10 -Goat Girl,Bang,32.0,0.413,0.69,10.0,-6.868,1,0.0299,0.212,0.0241,0.314,0.483,95.26,267533.0,4,6 -Luther Allison,Should I Wait,49.0,0.638,0.738,9.0,-9.563,1,0.0271,0.0315,0.000634,0.211,0.816,104.098,304600.0,3,2 -Nightstalker,Dead Rock Commandos,41.0,0.436,0.862,10.0,-6.353,0,0.0455,0.000625,0.365,0.148,0.254,92.995,196867.0,4,10 -END,Pariah,39.0,0.182,0.911,,-3.404,1,0.0556,6.87e-06,0.00269,0.299,0.323,138.149,209940.0,4,8 -Paul McCartney,Pretty Boys (feat. Khruangbin),56.0,0.696,0.979,11.0,-5.338,0,0.0445,0.00244,0.768,0.116,0.962,101.021,348859.0,4,6 -Nicki Bluhm,To Rise You Gotta Fall,34.0,0.416,0.634,9.0,-8.917,1,0.0615,0.535,0.0406,0.0959,0.785,167.267,296388.0,4,2 -5 Seconds of Summer,She's Kinda Hot,71.0,0.664,0.908,4.0,-4.806,1,0.0317,0.00182,,0.109,0.889,118.031,216454.0,4,9 -William Carter Band,Peace,47.0,0.505,0.15,10.0,-17.508,1,0.0335,0.972,0.836,0.11,0.169,101.114,3.229583333,4,7 -Muse,Panic Station,60.0,0.671,0.766,2.0,-3.1,1,0.0378,0.00224,0.000154,0.159,0.726,104.99,184200.0,4,10 -The Only Ones,Another Girl Another Planet,51.0,0.325,0.838,1.0,-6.501,0,0.144,0.0327,0.00042,0.126,0.449,156.507,181173.0,4,1 -Hedningarna,R√§ven,46.0,0.591,0.564,2.0,-11.03,1,0.0427,0.0126,0.843,0.11,0.405,147.22,292773.0,4,8 -Sleep Waker,Melatonin,42.0,0.412,0.97,2.0,-3.309,1,0.258,0.000981,0.0242,0.115,0.251,174.978,208486.0,4,8 -Oscar Peterson Trio,Have You Met Miss Jones?,45.0,0.698,0.0926,2.0,-20.716,0,0.05,0.861,0.49,0.0887,0.0961,81.187,4.230666667,4,7 -The Midnight,Because The Night,54.0,0.719,0.572,11.0,-7.548,0,0.0309,0.336,,0.133,0.529,118.01,216440.0,4,6 -California Wives,Blood Red Youth,43.0,0.519,0.771,7.0,-4.874,1,0.0344,0.00048,0.359,0.079,0.597,150.938,258120.0,4,6 -ZZ Top,Legs - 2008 Remaster,63.0,0.611,0.946,4.0,-5.357,1,0.0378,0.00957,0.0708,0.36,0.763,125.398,4.56511667,4,10 -Aviv Geffen,◊©◊ô◊® ◊¢◊¶◊ï◊ë,26.0,0.399,0.44,,-11.149,1,0.026,0.189,0.0457,0.197,0.488,168.467,205933.0,4,10 -Urban Dance Squad,Demagogue,37.0,0.643,0.98,2.0,-6.171,1,0.0623,0.0118,5.71e-05,0.642,0.686,94.819,246627.0,4,10 -Bleachers,Stop Making This Hurt,57.0,0.691,0.864,,-7.206,1,0.0417,0.0766,,0.0853,0.756,109.201,199627.0,4,9 -vern matz,Funny Water,31.0,0.705,0.625,8.0,-8.383,1,0.0276,0.285,0.0194,0.109,0.891,112.808,203074.0,4,10 -Carl Butler,Don't Let Me Cross Over,46.0,0.59,0.188,7.0,-12.253,1,0.0302,0.871,,0.0877,0.521,113.907,2.951783333,3,4 -PWNT,Shortcuts,34.0,0.736,0.475,10.0,-10.879,1,0.0255,0.00292,0.749,0.129,0.742,101.0,154053.0,4,1 -Persona La Ave,Surfer Girl,34.0,0.435,0.729,6.0,-4.697,0,0.0487,0.941,0.898,0.756,0.646,165.897,375876.0,4,6 -Kodak Black,Basement on Fire,62.0,0.903,0.52,10.0,-8.534,1,0.237,0.173,,0.0759,0.824,141.968,131809.0,4,5 -Gerry Cinnamon,Where We're Going,59.0,0.518,0.823,9.0,-7.374,1,0.0348,0.00173,1.03e-06,0.0764,0.536,157.919,240330.0,4,6 -Robin Trower,United State of Mind,30.0,0.696,0.63,7.0,-8.057,1,0.0287,0.387,1.57e-05,0.352,0.883,96.032,218125.0,4,2 -Wig Wam,Kilimanjaro,33.0,0.448,0.585,1.0,-12.226,1,0.0284,0.000604,0.546,0.0632,0.399,84.994,235727.0,4,10 -Kishore Kumar,Kehna Hai Kehna Hai,24.0,0.383,0.345,4.0,-11.136,1,0.0426,0.934,2.78e-06,0.374,0.778,143.279,3.684666667,3,3 -BODEGA,How Did This Happen !?,30.0,0.649,0.791,4.0,-4.556,0,0.0515,0.136,0.000439,0.181,0.877,149.862,180938.0,4,10 -Rod Wave,Street Runner,75.0,0.613,0.61,5.0,-8.633,0,0.246,0.211,0.000361,0.152,0.433,160.004,252021.0,4,5 -A.A. Bondy,Images of Love,34.0,0.721,0.37,6.0,-9.69,1,0.0332,0.245,0.00912,0.0769,0.629,84.991,219000.0,4,1 -Volbeat,Our Loved Ones,49.0,0.438,0.798,7.0,-5.453,0,0.0299,0.000129,0.000383,0.251,0.308,149.981,290547.0,4,10 -The Tornados,Telstar,43.0,0.196,0.751,9.0,-7.39,1,0.0405,0.00252,0.667,0.378,0.629,145.719,195093.0,4,6 -Arcade Fire,Reflektor,59.0,0.585,0.717,11.0,-8.379,0,0.0311,0.0561,0.0148,0.366,0.636,111.563,450984.0,4,10 -FRVRFRIDAY,TIME FOR YOU,60.0,0.707,0.449,5.0,-9.269,0,0.0362,0.0456,,0.137,0.359,125.096,203626.0,4,5 -alt-J,Tessellate,58.0,0.68,0.611,2.0,-6.47,1,0.0439,0.374,0.0436,0.119,0.423,116.952,182667.0,4,1 -Bad Nerves,Dreaming,32.0,0.449,0.958,6.0,-6.602,0,0.123,5.33e-06,0.000116,0.148,0.389,107.458,129373.0,4,10 -Icon For Hire,Brittle,53.0,0.623,0.881,11.0,-4.633,0,0.0511,0.00247,,0.132,0.238,145.975,208500.0,4,8 -Valerio Castilla,Guarisci il mio Cuore,50.0,0.498,0.0749,4.0,-22.481,0,0.0473,0.982,0.925,0.111,0.263,106.329,3.154166667,4,7 -Herbie Hancock,Watermelon Man - Remastered,55.0,0.612,0.526,,-8.558,0,0.0272,0.727,0.0331,0.183,0.594,129.341,429267.0,4,2 -The Birthday Party,Release The Bats,30.0,0.301,0.972,9.0,-4.91,0,0.274,0.00674,0.758,0.959,0.495,151.413,185867.0,4,10 -The Du Droppers,I Wanna Know,35.0,0.611,0.486,,-12.781,0,0.0576,0.799,,0.125,0.887,79.284,137707.0,4,2 -Safety Dance,Oil,26.0,0.258,0.869,4.0,-7.583,0,0.0561,0.00127,0.59,0.125,0.442,164.914,194371.0,4,6 -Omer Adam,◊ó◊ë◊®◊ï◊™ ◊©◊ú◊ö 2,34.0,0.771,0.763,,-5.015,0,0.073,0.427,0.000103,0.146,0.672,109.962,181500.0,4,9 -Sevendust,Home,45.0,0.622,0.941,9.0,-4.651,1,0.162,0.0027,0.00185,0.132,0.552,89.756,214000.0,4,10 -Petey Pablo,Raise Up,55.0,0.735,0.844,1.0,-5.215,1,0.167,0.142,,0.319,0.742,156.069,286427.0,4,5 -Fever Tree,San Francisco Girls (Return Of The Native),5.0,0.188,0.516,2.0,-9.793,1,0.032,0.452,0.799,0.451,0.501,77.898,252200.0,4,10 -E-Z,◊û◊ô ◊û◊ï◊õ◊ü,19.0,0.766,0.907,7.0,-3.058,0,0.264,0.619,,0.369,0.903,101.952,271440.0,4,5 -Dumpstaphunk,United Nations Stomp (feat. Marcus King),44.0,0.392,0.897,11.0,-3.835,1,0.0992,0.00161,0.000221,0.0416,0.561,184.053,347000.0,4,10 -Austin TV,Voces iluminadas por sonrientes,30.0,0.283,0.643,4.0,-5.328,1,0.0305,9.6e-05,0.649,0.162,0.362,140.559,284413.0,4,10 -Priyani Vani Panditt,Mohan Bin Radha,22.0,0.537,0.619,,-7.68,1,0.0445,0.705,0.000399,0.129,0.187,95.042,3.32765,4,0 -Vincenzo Martinelli,Soleares,43.0,0.373,0.306,2.0,-15.707,1,0.0393,0.388,0.925,0.103,0.464,107.77,3.54955,3,7 -Steve Earle,Guitar Town,59.0,0.661,0.496,7.0,-15.53,1,0.0357,0.229,,0.0753,0.948,165.549,2.587783333,4,4 -Seb Wildblood,Room with No View (feat. Boxed In),40.0,0.628,0.86,,-8.214,1,0.0345,0.146,0.822,0.114,0.447,125.995,213452.0,4,6 -–ì—Ä—É–ø–ø–∞ –•–º—É—Ä—ã–π,–ù–ï–í–ó–ê–ò–ú–ù–û (–ù–ï –°–û –ú–ù–û–ô),25.0,0.484,0.863,10.0,-7.548,1,0.0465,0.00198,0.582,0.0667,0.623,133.052,186500.0,4,6 -Billy Price,Love Don't Love Nobody,11.0,0.491,0.338,5.0,-8.924,1,0.0335,0.777,6.18e-06,0.0897,0.224,139.199,406707.0,3,2 -Disclosure,Latch,72.0,0.503,0.727,1.0,-5.456,1,0.167,0.0159,9.45e-05,0.0895,0.521,121.985,255632.0,4,9 -Blondie,Shayla - Remastered,40.0,0.333,0.486,4.0,-8.875,1,0.0294,0.102,0.000111,0.114,0.147,114.697,238467.0,4,10 -Wild the Coyote,Dog Days,24.0,0.77,0.676,6.0,-4.888,0,0.0467,0.301,2.77e-06,0.34,0.733,91.988,248478.0,4,2 -Black Foxxes,Badlands,35.0,0.598,0.806,10.0,-7.305,0,0.032,0.000188,0.0126,0.0877,0.418,107.501,509147.0,4,1 -Lata Mangeshkar,Aaja Re Pardesi,17.0,0.461,0.318,7.0,-13.12,1,0.0418,0.968,0.631,0.14,0.479,91.535,4.418616667,4,3 -Nurit Galron,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö),28.0,0.564,0.316,7.0,-10.147,1,0.0315,0.635,0.0064,0.128,0.183,139.908,223080.0,4,9 -Hadag Nahash,Reggae Habatlan (The Loafer Man Reggae),17.0,0.757,0.668,5.0,-8.535,1,0.0834,0.00756,6.03e-05,0.0811,0.325,128.0,224052.0,4,5 -nickname jos,regroup,28.0,0.722,0.407,3.0,-11.688,1,0.0399,0.608,0.317,0.102,0.576,149.884,176091.0,4,6 -Caskets,Lost in Echoes,52.0,0.442,0.937,7.0,-6.693,0,0.0723,0.00368,0.000116,0.0814,0.444,75.034,217815.0,4,10 -Agam Buhbut,◊ô◊î◊ú◊ï◊ù - Prod. By Triangle,56.0,0.772,0.616,,-3.667,1,0.0479,0.0494,,0.152,0.562,119.963,162091.0,4,9 -Backstreet Boys,Show Me the Meaning of Being Lonely,67.0,0.63,0.625,6.0,-5.088,0,0.0252,0.231,,0.0765,0.683,167.998,3.916,4,9 -Tunde Jegede,Jairaby Lé,27.0,0.24,0.176,9.0,-20.538,0,0.0397,0.953,0.865,0.109,0.279,75.993,5.519816667,4,7 -"Duke Ellington, John Coltrane",My Little Brown Book,,0.514,0.0814,,-17.149,0,0.0361,0.978,0.00873,0.219,0.232,64.97,5.386666667,3,7 -Robert Randolph & The Family Band,Smile,24.0,0.298,0.726,9.0,-7.375,1,0.0347,0.0141,2.21e-06,0.0965,0.444,172.659,293173.0,4,2 -FXXXXY,Yeah Kool (feat. Lil Uzi Vert),61.0,0.746,0.654,10.0,-5.856,0,0.0613,0.0117,,0.101,0.265,130.048,200298.0,4,5 -The White Stripes,The Hardest Button to Button,65.0,0.693,0.514,4.0,-8.489,0,0.0675,0.00972,0.323,0.103,0.553,128.47,212427.0,4,10 -Sad Night Dynamite,Smoke Hole,52.0,0.835,0.523,3.0,-7.227,0,0.0459,0.00536,0.137,0.157,0.588,100.026,167613.0,4,10 -Nickelback,Far Away,,0.512,0.783,11.0,-5.209,1,0.0311,0.00108,,0.1,0.303,133.0,241427.0,4,10 -Ólafur Arnalds,saman - string quartet version,36.0,0.187,0.159,,-15.417,0,0.0436,0.982,0.718,0.116,0.0593,87.594,2.806066667,4,7 -Scott Stevens,Neon On Ya,48.0,0.698,0.553,1.0,-7.615,1,0.0583,0.02,0.00174,0.0837,0.519,117.015,217489.0,4,10 -The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),67.0,0.452,0.818,2.0,-8.124,1,0.0439,0.135,2.72e-05,0.052,0.755,124.474,229360.0,4,10 -piglet,Mill,30.0,0.452,0.416,,-10.239,1,0.0272,0.409,0.12,0.298,0.248,82.005,260775.0,4,6 -Kllo,Virtue,28.0,0.72,0.748,,-7.497,1,0.0704,0.363,0.045,0.122,0.26,127.994,220265.0,4,6 -Director's Vision,Across My Face,20.0,0.418,0.581,8.0,-11.13,1,0.0316,0.00579,0.676,0.182,0.0706,189.848,139421.0,4,6 -TOOL,Forty Six & 2,67.0,0.375,0.682,,-6.898,0,0.0364,0.00152,0.598,0.0897,0.396,159.23,363067.0,4,8 -Seba Kaapstad,Our People (feat. Quelle Chris),41.0,0.611,0.666,1.0,-7.975,0,0.225,0.597,,0.409,0.533,86.991,191022.0,4,1 -The Neighbourhood,Lost in Translation,64.0,0.568,0.891,,-5.786,1,0.0376,0.000896,0.000137,0.357,0.522,104.954,190227.0,4,6 -Linkin Park,In the End,83.0,0.556,0.864,3.0,-5.87,0,0.0584,0.00958,,0.209,0.4,105.143,216880.0,4,10 -Flawes,When We Were Young,35.0,0.7,0.798,,-6.789,1,0.0832,0.0563,4.05e-05,0.171,0.359,115.983,211091.0,4,1 -"Depeche Mode, Francois Kevorkian",Personal Jesus - Original Single Version,62.0,0.637,0.682,11.0,-11.625,1,0.0366,0.0112,0.0234,0.0473,0.714,129.983,3.74845,4,10 -Aviv Geffen,◊©◊ï◊û◊ß◊ï◊ù,19.0,0.417,0.522,7.0,-8.896,0,0.0306,0.000191,0.00883,0.147,0.0789,125.088,264520.0,4,10 -Dream Theater,Paralyzed,44.0,0.465,0.936,6.0,-5.05,1,0.138,8.84e-05,0.000328,0.0661,0.461,82.006,257800.0,4,8 -Cavetown,Let Me Feel Low (feat. Miloe),52.0,0.728,0.456,7.0,-7.93,1,0.0279,0.38,0.0467,0.0855,0.136,114.008,275146.0,4,6 -Walk Off the Earth,Red Hands,49.0,0.688,0.846,,-5.867,1,0.0268,0.00558,,0.223,0.672,102.523,180880.0,4,10 -Jayshri Prakash,Govardhana Giridhaara,20.0,0.727,0.636,7.0,-3.529,0,0.0307,0.228,,0.064,0.69,131.987,6.397116667,4,0 -Fangclub,Hesitations,43.0,0.428,0.696,9.0,-6.416,1,0.0322,0.000352,0.000368,0.0944,0.612,167.891,217560.0,4,10 -Born Of Osiris,The Accursed,39.0,0.381,0.975,1.0,-5.725,1,0.219,0.023,1.54e-05,0.276,0.103,196.052,206750.0,4,8 -Mel Tillis,"Midnight, Me And The Blues",30.0,0.647,0.282,3.0,-15.042,1,0.0319,0.843,0.00134,0.182,0.753,132.169,2.836666667,4,4 -The Acacia Strain,Solace and Serenity,34.0,0.523,0.982,,-4.795,1,0.0962,3.47e-05,0.00126,0.095,0.123,121.994,277324.0,4,8 -Master P,Make 'Em Say Ugh,55.0,0.601,0.73,6.0,-6.88,0,0.464,0.0121,,0.229,0.371,83.233,306467.0,4,5 -PJ Harvey,Rid Of Me,51.0,0.715,0.0885,9.0,-20.682,0,0.0521,0.00485,0.00694,0.155,0.544,125.383,268827.0,4,1 -Wolfmother,Joker And The Thief,64.0,0.264,0.8,,-2.427,1,0.0537,0.0195,0.00744,0.406,0.465,155.558,279667.0,4,1 -Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,10 -Funeral For A Friend,Roses for the Dead,1.0,0.372,0.943,11.0,-3.184,1,0.0482,8.95e-05,,0.299,0.597,105.231,245293.0,4,10 -Ravid Plotnik,◊û◊¢◊†◊ò◊ñ◊™ (◊†◊¶'◊ô ◊†◊¶'),24.0,0.615,0.82,7.0,-3.161,1,0.109,0.266,,0.853,0.665,153.823,131960.0,4,5 -DIIV,Under the Sun,54.0,0.552,0.851,2.0,-6.229,1,0.033,0.00143,0.774,0.131,0.938,154.962,227000.0,4,10 -The Kooks,Petulia,32.0,0.772,0.275,4.0,-11.312,1,0.032,0.869,5.33e-06,0.138,0.422,89.895,162347.0,4,10 -Zachary Knowles,dancing in the kitchen,59.0,0.819,0.652,2.0,-8.466,1,0.0515,0.124,0.000752,0.527,0.967,126.01,177420.0,4,9 -The Coral,Pass It On,53.0,0.395,0.727,7.0,-6.015,1,0.0375,0.282,7.12e-06,0.0683,0.872,179.097,139133.0,4,1 -Jorja Smith,Be Honest (feat. Burna Boy) (acoustic),51.0,0.689,0.264,,-10.809,1,0.229,0.742,,0.0982,0.695,91.948,191170.0,4,9 -Yak,Bellyache,26.0,0.214,0.84,6.0,-3.822,1,0.0523,0.0278,5.9e-05,0.0928,0.316,167.51,221893.0,4,1 -KALEO,Alter Ego,54.0,0.543,0.739,1.0,-5.618,1,0.0399,0.00379,2.29e-06,0.343,0.665,122.016,248133.0,4,10 -Sonia Sanchez,Blk/ Wooomen/ chant,14.0,0.688,0.127,7.0,-18.816,1,0.891,0.936,1.32e-05,0.0943,0.377,88.504,66093.0,4,5 -I Am Haunted,Curses,33.0,0.401,0.973,10.0,-2.985,0,0.178,0.000733,1.85e-06,0.15,0.316,104.401,208955.0,4,8 -Bully,Where to Start,44.0,0.341,0.875,9.0,-4.581,1,0.0406,2.32e-05,0.126,0.135,0.477,78.948,180601.0,4,1 -Temples,Certainty,43.0,0.488,0.811,5.0,-8.948,1,0.0551,0.00159,0.000576,0.208,0.316,92.493,264733.0,4,1 -Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,1 -Angra,Wuthering Heights,50.0,0.503,0.681,10.0,-4.76,1,0.035,0.359,,0.384,0.402,119.861,279933.0,4,8 -No Love For The Middle Child,Happy Faces,42.0,0.571,0.654,9.0,-6.342,0,0.0314,0.000559,1.66e-06,0.194,0.383,74.987,196437.0,4,10 -HAIM,The Steps,58.0,0.703,0.714,2.0,-4.967,1,0.0316,0.0197,1.65e-06,0.0849,0.62,116.723,247600.0,4,6 -Ablaye Cissoko,Ba - Océan,25.0,0.388,0.361,3.0,-11.061,0,0.039,0.899,0.909,0.159,0.309,79.713,5.44555,4,7 -Complex,Tristen,39.0,0.578,0.715,5.0,-9.41,1,0.0341,0.088,0.000808,0.185,0.895,155.885,3.812,4,0 -Ruel,too many feelings,67.0,0.754,0.706,5.0,-6.145,1,0.0923,0.237,3.46e-05,0.097,0.536,81.943,186935.0,4,9 -Olly Murs,You Don't Know Love - Acoustic,35.0,0.64,0.363,1.0,-6.191,0,0.0393,0.755,,0.0664,0.432,124.622,194733.0,4,9 -Fantastic Negrito,Working Poor,39.0,0.765,0.636,4.0,-8.158,0,0.0479,0.0563,0.000337,0.118,0.518,83.524,240726.0,4,2 -"Wolfgang Amadeus Mozart, Christian Tetzlaff, Lars Vogt","Violin Sonata No. 32 in B-Flat Major, K. 454: II. Andante",21.0,0.235,0.0272,3.0,-26.299,1,0.0449,0.988,0.267,0.0975,0.141,96.095,6.836266667,4,7 -Henson Cargill,Skip a Rope,43.0,0.686,0.402,4.0,-16.234,1,0.0563,0.761,0.0272,0.196,0.692,143.495,2.64445,4,4 -The Blinders,Mule Track,47.0,0.261,0.667,7.0,-8.211,1,0.0311,0.0812,0.806,0.099,0.188,145.276,235687.0,3,10 -Ethan Fields,Cooler Than Me,67.0,0.578,0.849,5.0,-4.614,0,0.0595,0.00218,,0.389,0.626,136.021,155294.0,4,9 -Shining,Svart Industriell Olycka,29.0,0.274,0.924,9.0,-8.275,0,0.0783,7.53e-06,0.801,0.167,0.0397,63.665,485880.0,3,8 -Rotem Bar Or,◊ê◊ú ◊™◊§◊ó◊ì,41.0,0.701,0.558,1.0,-8.002,1,0.0285,0.814,0.000936,0.15,0.408,135.963,297955.0,4,6 -Saul,King Of Misery,44.0,0.508,0.958,8.0,-3.915,0,0.0451,0.000413,0.00347,0.0721,0.766,139.942,235760.0,4,10 -"Clarence ""Gatemouth"" Brown",Ventilator Blues,31.0,0.658,0.42,,-13.075,1,0.0443,0.363,0.0135,0.128,0.457,140.85,373000.0,4,2 -FMB DZ,War Zone (feat. Sada Baby),43.0,0.639,0.834,2.0,-7.332,1,0.225,0.0284,,0.333,0.338,92.484,146651.0,4,5 -Michigander,Better,46.0,0.375,0.914,8.0,-3.241,1,0.0589,0.000558,4.55e-05,0.101,0.254,138.934,294072.0,4,10 -Emmie Reins,If I Can't Have You,45.0,0.63,0.254,4.0,-10.224,1,0.0559,0.892,,0.17,0.436,86.232,209010.0,4,9 -Hanan Ben Ari,◊©◊û◊©,50.0,0.496,0.418,7.0,-8.809,0,0.0358,0.575,,0.0906,0.109,124.351,238090.0,4,9 -BarbWalters,Bbrown,32.0,0.757,0.677,7.0,-8.886,1,0.125,0.00855,0.00649,0.304,0.564,114.11,218947.0,4,6 -Alex Lahey,Perth Traumatic Stress Disorder,32.0,0.323,0.901,,-4.818,1,0.0719,3.15e-05,1.77e-05,0.486,0.52,180.293,135645.0,4,1 -Tapeworms,Magic Pierrot,17.0,0.38,0.878,2.0,-7.572,1,0.0584,0.000586,0.731,0.2,0.0627,164.002,191090.0,4,6 -"Eric Whitacre, London Symphony Orchestra, Julian Lloyd Webber",The River Cam,25.0,0.103,0.0529,6.0,-23.766,1,0.0447,0.976,0.852,0.239,0.0383,85.122,11.90755,4,7 -"Apoorva Krishna, Shankar Mahadevan",Rāgamaya,8.0,0.503,0.785,4.0,-5.826,1,0.187,0.263,4.07e-06,0.108,0.48,148.045,8.47275,3,0 -Izo FitzRoy,When the Wires Are Down - Kraak & Smaak Remix,42.0,0.698,0.524,7.0,-7.873,0,0.0299,0.0941,0.00729,0.0442,0.5,78.011,319393.0,4,9 -Justin Bieber,Lonely (with benny blanco) - Acoustic,59.0,0.365,0.117,11.0,-10.61,0,0.041,0.969,2.48e-06,0.684,0.119,168.744,155188.0,4,9 -D.Tail,Beast Mode,40.0,0.646,0.818,10.0,-5.582,0,0.236,0.00603,,0.167,0.475,133.898,215111.0,4,5 -Gemini Five,You Spin Me Round (Like A Record),40.0,0.518,0.95,11.0,-3.638,1,0.0403,0.000299,,0.202,0.792,141.029,224507.0,4,8 -38 Special,Hold On Loosely,,0.565,0.707,9.0,-5.65,1,0.0298,0.0101,8.16e-05,0.0851,0.831,127.222,279754.0,4,10 -Dizzee Rascal,I Luv U,44.0,0.736,0.914,7.0,-3.707,1,0.285,0.318,,0.0447,0.932,136.068,245080.0,4,5 -AC/DC,Rock N Roll Train,69.0,0.547,0.931,2.0,-2.356,1,0.0615,0.000998,0.0118,0.278,0.697,118.4,261507.0,4,10 -Queens of the Stone Age,If I Had A Tail,56.0,0.602,0.849,11.0,-6.602,1,0.1,0.636,3.18e-05,0.663,0.34,112.071,295587.0,4,10 -HAWK,Clvrmfkr,32.0,0.288,0.99,11.0,-3.656,0,0.319,4.59e-05,0.0056,0.555,0.449,73.016,222238.0,4,8 -Five Finger Death Punch,Bad Company,65.0,0.557,0.886,11.0,-4.196,0,0.0498,0.000595,9.84e-05,0.0904,0.17,114.025,262440.0,4,8 -J. Cole,9 5 . s o u t h,84.0,0.713,0.793,2.0,-5.277,1,0.397,0.271,,0.727,0.203,71.724,196946.0,4,5 -Elton John,Tiny Dancer,79.0,0.414,0.428,,-11.097,1,0.0278,0.382,0.000243,0.148,0.282,145.075,377093.0,4,9 -Unearth,My Will Be Done,46.0,0.219,0.921,7.0,-5.663,1,0.0787,1.37e-05,0.0515,0.123,0.535,166.307,217133.0,4,8 -Mavis Staples,We Get By,40.0,0.509,0.386,7.0,-8.609,1,0.0881,0.624,1.55e-06,0.133,0.674,134.543,215947.0,4,2 -FIDLAR,West Coast,42.0,0.3,0.998,4.0,-1.7,1,0.084,0.00039,,0.376,0.379,181.866,202573.0,4,1 -◊©◊ô◊ú◊î ◊ë◊ü ◊°◊¢◊ì◊ï◊ü,◊û◊ß◊ï◊ù,38.0,0.608,0.579,8.0,-6.856,1,0.0508,0.7,,0.191,0.513,160.053,200438.0,4,9 -Kendell Marvel,Lowdown & Lonesome,47.0,0.504,0.874,1.0,-7.09,1,0.037,0.00185,0.000193,0.049,0.867,180.009,263000.0,4,10 -Led Zeppelin,In My Time of Dying - 1990 Remaster,52.0,0.33,0.843,2.0,-10.221,1,0.0581,0.137,0.00586,0.199,0.474,101.855,665600.0,4,10 -The Charlie Daniels Band,Drinkin' My Baby Goodbye,54.0,0.536,0.907,9.0,-10.249,1,0.0559,0.364,5.22e-06,0.103,0.893,177.352,3.695116667,4,4 -Jade Warrior,Three Horned Dragon King - 2014 Remaster,25.0,0.4,0.872,8.0,-6.189,1,0.12,0.0206,0.227,0.295,0.566,124.096,369013.0,4,10 -Aviv Geffen,◊°◊ï◊§◊®◊°◊ò◊ê◊®,16.0,0.407,0.963,9.0,-5.319,1,0.0707,0.000671,0.801,0.391,0.561,134.493,165093.0,4,10 -Accept,Fast As A Shark,47.0,0.431,0.95,2.0,-11.399,1,0.117,0.000109,0.248,0.232,0.162,140.05,228667.0,4,8 -Joan As Police Woman,Holy City,40.0,0.679,0.769,8.0,-7.289,1,0.0415,0.158,0.198,0.07,0.83,134.933,284936.0,4,6 -Tom Morello,Battle Sirens (feat. Knife Party),44.0,0.332,0.933,9.0,-4.657,1,0.161,0.00195,0.674,0.29,0.0834,173.94,243200.0,4,10 -Raviv Kaner,◊®◊°◊ô◊°◊ô◊ù,58.0,0.59,0.377,2.0,-7.987,1,0.0287,0.413,,0.101,0.374,73.99,201190.0,4,9 -Curtis Harding,Hopeful,32.0,0.51,0.778,7.0,-5.23,0,0.0338,0.38,0.0445,0.0724,0.695,79.984,316360.0,4,1 -CRITTER,PFC,42.0,0.802,0.591,10.0,-6.127,0,0.0848,0.0444,5.96e-05,0.266,0.757,113.012,186722.0,4,9 -Bleached,Hard to Kill,47.0,0.725,0.695,,-6.934,1,0.0288,0.000697,0.00161,0.233,0.86,127.523,206160.0,4,10 -Sorry,Cigarette Packet,47.0,0.681,0.808,6.0,-4.626,0,0.111,0.664,0.0011,0.385,0.547,85.01,138160.0,4,6 -Insanity Alert,Shredator,21.0,0.361,0.947,7.0,-7.319,1,0.174,3.47e-05,,0.338,0.383,91.167,118014.0,4,8 -The 1975,Chocolate,66.0,0.614,0.938,11.0,-4.461,1,0.0611,0.000532,,0.368,0.607,100.058,224674.0,4,6 -We Are The Night,Green War,34.0,0.485,0.788,2.0,-4.884,0,0.0269,0.417,0.0546,0.181,0.307,97.999,187907.0,4,10 -Paulo Mendonca,U got 2 believe,38.0,0.616,0.908,10.0,-6.867,0,0.0551,0.00194,0.00235,0.0345,0.808,92.984,208332.0,4,2 -Hayley Williams,Over Those Hills,55.0,0.561,0.372,3.0,-9.494,1,0.0425,0.541,0.00248,0.124,0.365,110.062,191950.0,4,1 -Big Ghost Ltd,Way We Move,44.0,0.536,0.694,1.0,-5.766,1,0.0745,0.447,,0.341,0.219,79.94,194088.0,4,5 -The Rubens,Muddy Evil Pain,36.0,0.502,0.656,5.0,-5.24,1,0.0504,0.443,,0.151,0.359,87.119,221613.0,4,10 -Mohammed Rafi,Pardesiyon Se Na Ankhiyan Milana - Happy Version,19.0,0.517,0.584,2.0,-9.297,0,0.0721,0.825,3.98e-06,0.625,0.744,80.396,3.191783333,4,3 -ED.,Round and Round,38.0,0.865,0.513,8.0,-8.884,1,0.173,0.00778,0.174,0.293,0.552,102.957,189915.0,4,6 -NOTHX,Rigged,28.0,0.526,0.955,4.0,-4.179,1,0.0853,0.00194,8.33e-06,0.309,0.262,102.517,284195.0,4,8 -Dire Straits,Brothers In Arms,58.0,0.398,0.301,8.0,-13.88,0,0.0282,0.532,0.838,0.0685,0.138,79.109,420240.0,4,10 -Taylor Phillips,For a Beer,48.0,0.605,0.866,11.0,-3.753,1,0.0413,0.0629,,0.0323,0.674,168.208,164960.0,4,10 -Body Count,Body Count's in the House,49.0,0.478,0.953,8.0,-7.294,1,0.0892,0.0328,0.000508,0.597,0.407,96.622,204200.0,4,8 -Caliban,Nichts ist f√ºr immer,44.0,0.494,0.966,7.0,-6.132,1,0.052,3.91e-05,0.000162,0.193,0.292,140.068,226150.0,4,8 -Whookilledkenny,Finna Charge,55.0,0.953,0.732,,-6.396,0,0.194,0.296,0.0193,0.0684,0.892,122.03,188852.0,4,5 -Them,Jo Ann,28.0,0.614,0.766,7.0,-11.58,1,0.0326,0.588,0.0142,0.102,0.814,132.421,175853.0,4,2 -Bully,Feel the Same,34.0,0.552,0.898,,-5.593,1,0.0773,0.0736,0.000156,0.407,0.457,177.685,119453.0,4,6 -Yanno,Cagoul√©,38.0,0.795,0.747,7.0,-4.277,1,0.053,0.224,,0.167,0.544,123.947,178368.0,4,9 -Patricia Brennan,Improvisation VI,2.0,0.33,0.0679,1.0,-24.253,1,0.0671,0.951,0.945,0.111,0.0342,105.612,200235.0,4,6 -Glass Animals,Heat Waves,84.0,0.761,0.525,11.0,-6.9,1,0.0944,0.44,6.7e-06,0.0921,0.531,80.87,238805.0,4,6 -Gin Blossoms,29,37.0,0.636,0.782,7.0,-7.798,1,0.0247,0.051,0.000779,0.0799,0.764,109.614,258000.0,4,10 -Backstreet Boys,Breathe,19.0,0.635,0.628,7.0,-5.862,1,0.0255,0.00143,2.98e-05,0.177,0.407,105.973,3.845616667,4,9 -Bruce Springsteen,The Power Of Prayer,55.0,0.526,0.786,11.0,-7.291,1,0.0301,0.00237,3.24e-05,0.266,0.764,113.09,216773.0,4,10 -Glassjaw,Cosmopolitan Blood Loss,39.0,0.292,0.902,9.0,-7.353,1,0.0692,7.03e-06,8.02e-06,0.375,0.27,93.101,183893.0,4,10 -Carolyn Wonderland,Bad to the Bone,43.0,0.578,0.0704,4.0,-13.44,0,0.0678,0.816,0.00298,0.11,0.288,168.939,244904.0,3,2 -Mr Eazi,Lento,66.0,0.87,0.721,10.0,-5.311,0,0.11,0.522,0.648,0.108,0.489,92.025,188910.0,4,9 -Idan Amedi,◊ê◊ú◊ô◊ô◊ö,39.0,0.236,0.6,7.0,-6.401,0,0.0332,0.254,,0.0636,0.402,165.256,273347.0,3,9 -L.A. Guns,Renegades,37.0,0.367,0.988,10.0,-3.053,0,0.0775,0.000887,0.0563,0.175,0.353,170.0,220021.0,4,10 -The J. Geils Band,I Don't Need You No More,24.0,0.5,0.803,,-7.377,1,0.0374,0.147,0.0622,0.345,0.927,144.724,155640.0,4,2 -◊û◊ê◊ô◊õ◊ï,◊ß◊§◊®◊ô◊ñ◊î,20.0,0.782,0.518,6.0,-11.299,1,0.0615,0.477,0.133,0.141,0.537,109.987,122017.0,4,5 -Dynoro,In My Mind,81.0,0.694,0.77,6.0,-5.335,1,0.149,0.176,1.1e-05,0.118,0.163,125.905,184560.0,4,9 -Dove Cameron,LazyBaby,69.0,0.764,0.785,4.0,-3.528,1,0.033,0.0303,,0.315,0.974,113.019,161351.0,4,9 -Dan Auerbach,Never in My Wildest Dreams,62.0,0.559,0.466,5.0,-6.769,1,0.0362,0.315,0.0039,0.0933,0.623,117.21,2.93378333,4,0 -ZZ Top,Sharp Dressed Man - 2008 Remaster,73.0,0.601,0.859,5.0,-5.263,1,0.0276,0.000359,0.00124,0.0871,0.446,125.145,4.30045,4,10 -BANNERS,If I Didn't Have You,64.0,0.628,0.699,5.0,-7.772,1,0.0309,0.0914,1.54e-05,0.0739,0.403,136.03,225848.0,4,9 -Devil Electric,All My Friends Move Like The Night,33.0,0.418,0.886,,-3.6,1,0.0325,0.00112,0.00253,0.0886,0.551,113.65,173808.0,4,10 -Tommy Tutone,867-5309 / Jenny,51.0,0.588,0.699,7.0,-10.193,1,0.0589,0.0228,0.00404,0.0692,0.6,137.633,228000.0,4,10 -Kobi Aflalo,◊¢◊ì ◊©◊ô◊ë◊ï◊ê,28.0,0.514,0.51,8.0,-8.898,0,0.0681,0.13,7.01e-05,0.229,0.549,152.097,221335.0,4,9 -Lucia & The Best Boys,Perfectly Untrue,44.0,0.634,0.863,3.0,-3.459,0,0.0315,0.101,,0.316,0.869,118.029,191918.0,4,10 -Fleetwood Mac,Dreams - 2004 Remaster,85.0,0.828,0.492,,-9.744,1,0.0276,0.0644,0.00428,0.128,0.789,120.151,257800.0,4,10 -Shi 360,◊ß◊ë◊ú,24.0,0.818,0.857,9.0,-4.968,1,0.197,0.157,,0.142,0.928,100.033,234707.0,4,5 -Fatlip,Stay,30.0,0.742,0.454,11.0,-11.982,1,0.16,0.311,,0.183,0.586,87.396,189916.0,4,5 -Lil Baby,Errbody,73.0,0.887,0.606,2.0,-6.572,1,0.324,0.000407,,0.151,0.272,139.995,210699.0,4,5 -Berry Sakharof,◊ê◊™◊î ◊†◊û◊¶◊ê ◊õ◊ê◊ü,18.0,0.531,0.576,7.0,-8.451,0,0.0258,0.867,0.363,0.112,0.333,107.03,212640.0,4,10 -Gordi,Unready,38.0,0.448,0.46,5.0,-7.412,1,0.0329,0.321,0.000399,0.0907,0.298,109.924,222717.0,4,1 -Saweetie,Back Seat,64.0,0.847,0.699,7.0,-5.166,1,0.0631,0.167,,0.107,0.525,105.006,183666.0,4,5 -The Backseat Lovers,Kilby Girl,74.0,0.329,0.444,1.0,-9.973,1,0.0417,0.0578,0.0352,0.113,0.225,162.279,282206.0,4,1 -Egozi,Fela,29.0,0.718,0.53,7.0,-9.879,0,0.0443,0.0144,0.0515,0.11,0.789,116.076,201105.0,4,6 -Rhys,Over You,50.0,0.752,0.602,2.0,-6.98,1,0.0371,0.349,1.3e-06,0.0792,0.743,100.016,167213.0,4,9 -I Lied (with Allison Ponthier),"Lord Huron, Allison Ponthier",59.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,3.906383333,3,0 -rainbow frog biscuits,Attention,43.0,0.66,0.365,5.0,-14.739,1,0.0551,0.886,0.00532,0.104,0.303,159.988,166200.0,4,6 -Hussy,I Tried,32.0,0.604,0.515,2.0,-6.242,1,0.0247,0.0176,1.58e-05,0.113,0.416,106.99,210365.0,4,10 -Lacuna Coil,Enjoy the Silence - cover version,57.0,0.503,0.667,11.0,-6.831,0,0.0285,0.000984,0.027,0.229,0.101,113.018,245573.0,4,8 -"Stephen Devassy, Shweta Mohan",Soulmates,18.0,0.734,0.562,,-8.875,1,0.0894,0.21,2.27e-06,0.091,0.81,141.862,3.219666667,4,0 -Lou Reed,"I Love You, Suzanne",41.0,0.53,0.858,2.0,-6.971,1,0.115,0.102,0.36,0.126,0.787,162.936,197707.0,4,1 -The Cooper Temple Clause,Been Training Dogs,19.0,0.184,0.984,9.0,-2.733,1,0.113,6.3e-05,1.02e-05,0.44,0.174,157.685,193493.0,3,10 -The Neighbourhood,Pretty Boy,69.0,0.578,0.386,6.0,-11.464,1,0.0278,0.208,0.0453,0.307,0.569,154.902,234093.0,4,6 -The Script,The Last Time - Acoustic,48.0,0.627,0.628,5.0,-5.111,1,0.0295,0.102,,0.121,0.296,132.021,196534.0,4,9 -Burt Mitchell,Fading Love,54.0,0.353,0.0717,5.0,-21.734,1,0.0318,0.967,0.566,0.116,0.204,107.59,4.679166667,4,7 -Jimbo J,◊ó◊™◊ï◊ú◊ô◊ù,53.0,0.665,0.583,9.0,-7.271,0,0.043,0.272,2.82e-05,0.311,0.365,105.004,218370.0,4,5 -Circa Survive,The Difference Between Medicine And Poison Is In The Dose,56.0,0.374,0.739,7.0,-5.193,0,0.0477,5.8e-06,0.000141,0.109,0.359,148.078,257693.0,3,10 -Ben Harper,The Bottle Wins Again,30.0,0.599,0.548,11.0,-8.288,0,0.0774,0.0812,0.000367,0.141,0.692,123.32,218102.0,4,2 -Disturbing Tha Peace,Move Bitch,58.0,0.777,0.751,1.0,-5.692,1,0.133,0.245,,0.1,0.191,177.894,272293.0,4,5 -Heather Crosse,My Man Called Me,32.0,0.655,0.802,11.0,-5.17,0,0.0439,0.101,1.06e-05,0.0904,0.663,136.82,214050.0,4,2 -Built To Spill,Life in Vain,37.0,0.488,0.775,4.0,-9.387,1,0.0567,0.0435,0.000443,0.181,0.826,81.004,205506.0,4,1 -Black Honey,I Like the Way You Die,58.0,0.546,0.76,9.0,-6.887,0,0.0399,0.00629,4.66e-05,0.0737,0.41,101.936,188027.0,4,1 -Itay Levi,◊û◊°◊ô◊ë◊î ◊ë◊ó◊ô◊§◊î,31.0,0.769,0.884,1.0,-4.809,1,0.0948,0.351,,0.385,0.671,94.981,188281.0,4,9 -Lozy,Bougie,27.0,0.743,0.467,1.0,-9.363,1,0.156,0.478,,0.115,0.204,136.07,156176.0,4,5 -shame,Alphabet,46.0,0.49,0.817,2.0,-5.912,1,0.0272,8.49e-05,0.0129,0.0962,0.369,99.335,173573.0,4,10 -"Does It Offend You, Yeah?",We Are Rockstars,35.0,0.603,0.954,10.0,-3.027,0,0.0417,0.000536,0.308,0.246,0.389,127.999,231634.0,4,1 -Temple Balls,Thunder from the North,37.0,0.44,0.988,8.0,-3.46,0,0.0482,1.52e-05,0.389,0.0757,0.664,166.041,220392.0,4,10 -Sleater-Kinney,Bury Our Friends,32.0,0.407,0.932,11.0,-5.166,0,0.0656,0.0105,0.000129,0.36,0.821,120.0,203813.0,4,1 -The Jesus and Mary Chain,Taste of Cindy,35.0,0.18,0.905,11.0,-2.767,1,0.0453,0.000146,0.831,0.327,0.552,138.02,102333.0,4,10 -"Hank Williams, Jr.",Family Tradition,54.0,0.66,0.523,4.0,-12.068,1,0.0608,0.0238,,0.142,0.794,126.342,4.049333333,4,4 -Stevie Ray Vaughan,Mary Had a Little Lamb,59.0,0.678,0.493,8.0,-13.782,1,0.0302,0.0882,0.153,0.264,0.914,122.627,166960.0,4,2 -Dexplicit,Waterboy,15.0,0.765,0.43,10.0,-12.244,0,0.239,0.0148,0.973,0.199,0.135,140.049,189030.0,4,5 -Jack White,Corporation,33.0,0.776,0.795,4.0,-7.548,1,0.162,0.103,0.584,0.108,0.45,103.41,339000.0,4,2 -Tammy Wynette,'Til I Get It Right,36.0,0.528,0.146,,-13.271,1,0.0288,0.843,0.000356,0.101,0.336,133.894,2.632216667,4,4 -Kenny Wayne Shepherd,Diamonds & Gold,41.0,0.571,0.852,8.0,-5.752,1,0.0323,0.0418,2.37e-05,0.0527,0.804,92.155,317773.0,4,10 -Jet,Rollover D.J.,42.0,0.489,0.918,,-3.762,1,0.0513,0.000309,8.59e-06,0.102,0.63,133.554,196600.0,4,10 -Angie McMahon,Keeping Time,41.0,0.694,0.712,,-7.258,1,0.0344,0.0404,0.00314,0.104,0.736,114.339,211760.0,4,1 -The Spencer Davis Group,I'm A Man,2.0,0.281,0.614,,-9.066,1,0.0551,0.088,,0.252,0.498,134.665,522267.0,4,6 -Michelle Branch,Everywhere,68.0,0.523,0.828,1.0,-4.696,1,0.0762,0.0136,0.000255,0.165,0.476,96.952,214827.0,4,9 -BIGBABYGUCCI,Pressure + Layers - Extended,43.0,0.55,0.788,5.0,-4.998,0,0.0765,0.0282,,0.392,0.401,142.001,174084.0,4,5 -Albert Collins,I Ain't Drunk,46.0,0.656,0.551,2.0,-14.141,1,0.0889,0.171,0.000155,0.0676,0.773,125.659,247507.0,4,2 -The Bees,A Minha Menina,44.0,0.521,0.808,9.0,-8.201,0,0.052,0.805,0.0105,0.227,0.834,98.867,170733.0,4,1 -The Byrds,Turn! Turn! Turn! (To Everything There Is a Season),66.0,0.451,0.818,2.0,-8.124,1,0.0439,0.135,2.92e-05,0.052,0.755,124.532,3.82266667,4,10 -Heilung,Norupo,53.0,0.377,0.402,5.0,-8.564,1,0.0295,0.536,0.786,0.117,0.0415,159.819,257972.0,4,8 -"The Kid LAROI, Justin Bieber",STAY (with Justin Bieber),97.0,0.591,0.764,1.0,-5.484,1,0.0483,0.0383,,0.103,0.478,169.928,2.363433333,4,9 -Langhorne Slim,The Way We Move,58.0,0.539,0.836,11.0,-5.365,1,0.0654,0.217,0.000168,0.303,0.759,135.596,168760.0,4,9 -Killing Joke,The Death & Resurrection Show,42.0,0.566,0.939,7.0,-6.289,1,0.0862,0.00173,0.0075,0.106,0.346,100.011,416187.0,4,8 -Pale Seas,Someday,35.0,0.567,0.914,,-5.969,0,0.0363,0.0106,,0.125,0.667,124.005,229067.0,4,10 -Skarlett Riot,Breaking the Habit,40.0,0.524,0.945,,-3.941,0,0.0511,0.000104,3.14e-06,0.165,0.105,142.052,249313.0,4,8 -Shalom Hanoch,◊î◊û◊ì◊ô◊†◊î ◊î◊ñ◊ê◊™ ◊¶◊®◊ô◊õ◊î ◊ê◊û◊ê,16.0,0.586,0.405,5.0,-8.571,0,0.0274,0.612,2.22e-06,0.123,0.167,140.003,224740.0,4,10 -Daya,The Difference,65.0,0.655,0.727,1.0,-5.478,0,0.046,0.231,,0.173,0.56,113.011,210489.0,4,9 -Phish,Cities,17.0,0.432,0.651,7.0,-7.443,1,0.0325,0.319,0.164,0.701,0.528,109.8,1477187.0,4,10 -The Black Keys,Weight of Love,62.0,0.282,0.547,2.0,-8.621,1,0.0322,0.03,0.888,0.104,0.133,151.468,410187.0,4,10 -Bryan Adams,Do I Have To Say The Words?,58.0,0.503,0.595,7.0,-9.383,1,0.0294,0.0895,2.49e-06,0.148,0.457,128.099,371200.0,4,10 -Imagine Dragons,Demons,80.0,0.505,0.71,3.0,-3.015,1,0.0321,0.19,0.00025,0.269,0.428,89.938,177507.0,4,10 -Gabriel Vitel,Golden,,0.781,0.411,11.0,-16.481,0,0.0705,0.372,0.0146,0.0971,0.323,99.994,194087.0,4,6 -Luke Bryan,Country Girl (Shake It For Me),70.0,0.645,0.904,2.0,-4.532,1,0.0462,0.0293,,0.0834,0.671,105.97,3.759333333,4,4 -Billy 'Crash' Craddock,Rub It In,37.0,0.759,0.543,7.0,-11.189,1,0.0321,0.404,1.25e-05,0.141,0.977,115.671,2.446666667,4,4 -odol,Êú™Êù•,30.0,0.712,0.56,6.0,-7.5,1,0.0486,0.243,0.308,0.106,0.296,120.038,252799.0,4,9 -White Trash,Apple Pie,33.0,0.631,0.885,,-9.799,1,0.0901,0.0378,0.000673,0.209,0.62,108.604,247693.0,4,10 -Olmos,SUV,57.0,0.634,0.651,5.0,-4.542,1,0.0362,0.104,,0.0713,0.363,149.958,182400.0,4,5 -Mars Today,Cool It,40.0,0.661,0.503,9.0,-6.574,0,0.208,0.661,0.00103,0.235,0.799,78.953,222402.0,4,6 -Tuna,◊®◊ï◊ß 30,45.0,0.515,0.841,3.0,-7.014,0,0.192,0.167,8.2e-06,0.0768,0.608,86.85,277241.0,4,5 -Fantastic Negrito,Never Give Up,20.0,0.469,0.601,,-10.252,1,0.15,0.23,,0.151,0.16,139.771,66884.0,4,2 -Westlife,As Love Is My Witness,1.0,0.442,0.544,1.0,-5.088,1,0.0326,0.168,,0.109,0.175,144.626,4.12,3,9 -Grateful Dead,"Ship of Fools - Live at Giants Stadium, East Rutherford, NJ, 6/17/91",21.0,0.478,0.419,10.0,-11.476,1,0.0351,0.787,0.012,0.626,0.478,116.19,481333.0,3,10 -Stray Cats,Stray Cat Strut,38.0,0.667,0.449,,-14.275,0,0.0374,0.135,0.00701,0.0905,0.714,132.127,195067.0,4,10 -Tiwa Savage,Ole,38.0,0.8,0.801,6.0,-6.315,1,0.214,0.592,5.52e-05,0.56,0.684,99.936,183653.0,4,5 -Johnnie Temple,Lead Pencil Blues (1935),38.0,0.873,0.234,11.0,-13.444,1,0.0486,0.963,0.000481,0.11,0.822,104.591,187350.0,4,2 -Julius Reid,Believe Before You See It,46.0,0.712,0.18,7.0,-13.392,0,0.0819,0.968,0.935,0.127,0.38,129.589,4.209983333,4,7 -Skegss,Save It For The Weekend,45.0,0.424,0.83,9.0,-5.298,1,0.028,0.000307,0.000717,0.36,0.544,101.596,181608.0,4,1 -The XCERTS,Shaking In The Water,29.0,0.455,0.903,4.0,-3.797,1,0.0789,0.00204,,0.0598,0.546,122.981,190391.0,4,10 -Au5,I Miss You (feat. Kenny Raye),29.0,0.601,0.952,4.0,-3.247,0,0.155,0.00136,0.000678,0.0871,0.264,170.031,231529.0,4,10 -The Stranglers,Duchess,40.0,0.522,0.695,9.0,-11.77,1,0.0393,0.000909,0.00741,0.069,0.658,129.723,149427.0,4,1 -Carakukly,◊™◊©◊¢ ◊†◊©◊û◊ï◊™,39.0,0.72,0.342,7.0,-7.069,0,0.0454,0.513,,0.0846,0.698,128.023,202500.0,4,9 -The Robins,All Night Baby,32.0,0.475,0.89,3.0,-6.974,0,0.102,0.622,2.29e-06,0.226,0.436,123.519,186173.0,4,2 -WAAX,Labrador,45.0,0.49,0.794,7.0,-4.288,1,0.102,0.00051,9.58e-05,0.297,0.478,120.037,221627.0,4,10 -RobClemz,Square Two,37.0,0.721,0.512,7.0,-9.269,0,0.0365,0.0413,0.321,0.261,0.518,127.003,228396.0,4,6 -The Budos Band,Chicago Falcon,44.0,0.584,0.949,11.0,-5.425,0,0.0515,0.00193,0.917,0.215,0.7,100.712,173320.0,4,9 -Phoebe Bridgers,Kyoto - Spotify Singles,54.0,0.362,0.268,11.0,-11.272,1,0.0351,0.926,0.0576,0.346,0.327,123.587,210353.0,4,1 -The Revelries,Clich√© Love,38.0,0.599,0.702,8.0,-6.387,1,0.0601,0.000366,,0.114,0.806,126.051,164784.0,4,10 -Vokonis,Through the Depths (Single Edit),26.0,0.344,0.856,,-5.861,0,0.0397,3.17e-06,0.732,0.388,0.275,119.913,295720.0,4,8 -"Pritam, Arijit Singh",Ik Vaari Aa,60.0,0.512,0.752,4.0,-4.857,0,0.0534,0.305,,0.708,0.428,127.965,4.578116667,4,3 -Warped Window,Anna Mieke,57.0,0.409,0.0533,8.0,-16.276,1,0.0517,0.932,1.13e-05,0.113,0.172,67.36,4.9211,3,0 -Ursus,Self Affliction,5.0,0.363,0.976,8.0,-3.902,1,0.106,1.59e-05,0.0268,0.332,0.298,175.062,243066.0,4,8 -Travis Scott,FRANCHISE (feat. Young Thug & M.I.A.),77.0,0.835,0.699,8.0,-5.405,0,0.277,0.00671,,0.195,0.547,154.981,202795.0,4,5 -Afrojack,Hero,75.0,0.713,0.772,2.0,-5.032,1,0.0313,0.157,,0.153,0.523,125.001,171840.0,4,9 -The Raconteurs,Salute Your Solution,51.0,0.266,0.946,9.0,-2.855,1,0.171,0.00781,2.73e-06,0.26,0.498,168.465,179973.0,4,6 -Jefferson Airplane,White Rabbit,69.0,0.551,0.293,2.0,-12.503,1,0.0272,0.486,0.000273,0.0864,0.322,106.798,150640.0,4,1 -Afgan,M.I.A (feat. Jackson Wang),57.0,0.723,0.458,6.0,-5.572,0,0.17,0.256,,0.0879,0.357,113.954,178799.0,4,9 -Hayley Williams,Teardrop,49.0,0.708,0.567,9.0,-7.836,0,0.0595,0.828,0.282,0.0969,0.578,155.931,206000.0,4,6 -Mondo Generator,"So High, So Low",34.0,0.538,0.863,4.0,-6.123,0,0.139,0.00495,2.07e-05,0.314,0.606,127.618,155067.0,4,8 -The Happy Fits,Hold Me Down,56.0,0.499,0.948,2.0,-4.732,1,0.0652,0.0163,,0.0933,0.832,156.047,223813.0,4,6 -Fortunate Ones,Before You,45.0,0.505,0.252,9.0,-10.169,1,0.0321,0.765,,0.0829,0.393,80.83,2.78608333,4,0 -Friendly Fires,Paris (Aeroplane Remix),52.0,0.705,0.718,1.0,-6.625,0,0.0463,0.0094,0.0757,0.0695,0.454,112.001,465333.0,4,1 -Elinaura,String Serenity,38.0,0.161,0.121,7.0,-19.303,1,0.0365,0.988,0.862,0.112,0.135,136.837,2.29685,4,7 -Jet,Are You Gonna Be My Girl - Acoustic,52.0,0.672,0.669,2.0,-5.287,1,0.0987,0.185,0.00676,0.0986,0.591,96.64,237173.0,4,10 -Dan + Shay,"10,000 Hours (with Justin Bieber)",84.0,0.654,0.63,10.0,-4.644,1,0.0259,0.153,,0.111,0.43,89.991,167693.0,4,9 -The Unlikely Candidates,Invincible,42.0,0.703,0.672,,-10.462,1,0.041,0.00741,0.0148,0.035,0.527,129.984,201231.0,4,10 -Aviv Geffen,◊ë◊ê ◊ê◊ú◊ô◊ô,25.0,0.492,0.614,6.0,-5.81,1,0.0268,0.161,,0.0902,0.164,122.039,277434.0,4,10 -Adrian Younge,Forever More,36.0,0.545,0.823,3.0,-7.866,0,0.0357,0.00624,0.000589,0.103,0.905,99.117,183351.0,4,1 -Eliad,◊ë◊°◊ï◊£ ◊†◊©◊ê◊®◊™,23.0,0.763,0.754,8.0,-5.696,0,0.033,0.0309,0.00106,0.114,0.901,112.994,194067.0,4,9 -Dead Poet Society,.burymewhole.,42.0,0.24,0.864,2.0,-5.59,1,0.0421,0.000119,0.411,0.157,0.528,176.78,188166.0,3,10 -Marcus Way,Option B,10.0,0.602,0.416,10.0,-11.253,1,0.0242,0.708,0.0138,0.271,0.375,103.949,187500.0,4,10 -In My Lungs,Slowdance,21.0,0.461,0.381,6.0,-13.389,1,0.0532,0.88,0.761,0.149,0.445,93.574,80500.0,4,6 -PJ Morton,Ashamed,34.0,0.334,0.181,8.0,-13.523,1,0.0391,0.763,,0.12,0.331,170.875,147044.0,4,5 -Aretha Franklin,Day Dreaming,60.0,0.463,0.273,,-15.364,0,0.074,0.907,0.000367,0.101,0.293,146.426,239960.0,4,5 -Tropidelic,Snowman (with Dirty Heads),45.0,0.665,0.734,9.0,-5.824,1,0.0435,0.00651,1.24e-05,0.0948,0.842,139.99,227093.0,4,10 -The Flower Kings,Broken,29.0,0.393,0.623,9.0,-13.091,1,0.0476,0.128,0.00106,0.0919,0.286,165.069,408000.0,5,10 -Shlomo Artzi,◊ï◊ê◊ï◊ú◊ô,28.0,0.567,0.889,2.0,-4.381,1,0.0531,0.337,,0.0918,0.578,103.976,240074.0,4,10 -Coast Contra,My Lady,48.0,0.565,0.777,6.0,-5.096,0,0.249,0.183,,0.211,0.619,88.311,254145.0,4,5 -Westlife,Angel,,0.383,0.166,11.0,-13.003,1,0.0341,0.891,,0.103,0.16,115.014,4.424,3,9 -KAYTRANADA,Caution,58.0,0.696,0.394,11.0,-13.825,0,0.539,0.0579,0.821,0.0899,0.747,216.053,155758.0,4,9 -Radio 4,Enemies Like This,39.0,0.33,0.963,4.0,-1.163,0,0.0678,1.35e-06,0.509,0.194,0.593,160.004,261360.0,4,6 -Ezra Collective,Chapter 7 (feat. Ty),49.0,0.787,0.523,7.0,-8.628,0,0.0603,0.205,0.0492,0.115,0.803,105.041,287321.0,4,5 -Jordan Davis,Slow Dance In A Parking Lot,55.0,0.519,0.833,7.0,-4.47,1,0.0344,0.303,1.39e-06,0.169,0.514,81.992,3.23215,4,4 -Justin Moore,We Didn't Have Much,28.0,0.469,0.662,6.0,-8.021,1,0.0335,0.427,1.93e-05,0.117,0.608,176.033,2.913966667,4,4 -Supertramp,Just Another Nervous Wreck - 2010 Remastered,43.0,0.352,0.786,3.0,-5.709,1,0.0538,0.535,0.000572,0.109,0.523,151.314,265680.0,4,10 -The Jazz June,The Scars to Prove It,26.0,0.336,0.839,2.0,-7.597,1,0.043,0.116,0.00965,0.0991,0.42,145.094,244188.0,4,10 -Coi Leray,No More Parties - Remix,75.0,0.827,0.394,11.0,-10.073,1,0.559,0.253,,0.12,0.715,157.0,192880.0,4,5 -The Shivas,Gloria,27.0,0.382,0.88,9.0,-8.305,0,0.0662,0.000127,9.83e-05,0.691,0.351,120.002,216931.0,4,1 -Brijs,Mol y Sol,49.0,0.58,0.798,11.0,-6.999,1,0.0259,0.141,0.00411,0.215,0.506,93.011,210360.0,4,6 -Gentle Giant,Pantagruel's Nativity,33.0,0.32,0.355,4.0,-16.852,0,0.0366,0.205,0.388,0.118,0.218,139.522,410467.0,4,10 -The Horrors,Still Life,50.0,0.392,0.677,7.0,-6.165,1,0.0281,0.00192,0.00486,0.565,0.517,170.091,321133.0,4,6 -girlhouse,loaded gun,35.0,0.772,0.692,11.0,-8.192,1,0.0513,0.00742,0.00246,0.268,0.869,126.97,230905.0,4,6 -Regard,You,85.0,0.691,0.695,,-5.6,1,0.0367,0.0592,,0.0647,0.514,106.064,233386.0,4,9 -Dorothy Washington,Phillis Wheatley (1753-1784),4.0,0.692,0.0832,,-19.947,1,0.872,0.817,,0.219,0.385,102.742,68413.0,4,5 -Britney Spears,Breathe on Me,53.0,0.709,0.565,5.0,-6.395,0,0.0471,0.00209,0.0125,0.0901,0.571,112.203,3.729333333,4,9 -The Teardrop Explodes,Reward,49.0,0.389,0.746,,-4.353,1,0.0321,0.000637,0.000322,0.31,0.899,159.876,162267.0,4,6 -Biz Markie,Just a Friend,61.0,0.862,0.663,,-9.004,1,0.21,0.12,,0.318,0.837,85.308,238267.0,4,5 -Dr. Dre,Forgot About Dre,76.0,0.924,0.74,8.0,-1.299,1,0.0774,0.0827,,0.163,0.621,133.974,222293.0,4,5 -Tai Verdes,A-O-K,71.0,0.731,0.626,11.0,-6.919,1,0.0805,0.125,,0.183,0.862,82.488,173640.0,4,6 -Gym Class Heroes,Cupid's Chokehold / Breakfast in America,81.0,0.72,0.744,1.0,-6.938,0,0.12,0.237,,0.255,0.619,78.953,4.062883333,4,9 -Juan Wauters,Unity (with Cola Boyy),26.0,0.681,0.436,7.0,-10.668,1,0.0996,0.17,0.00289,0.0729,0.583,90.191,209302.0,4,6 -Little Buster & the Soul Brothers,Engines And Wings,8.0,0.666,0.669,4.0,-9.415,1,0.0308,0.232,0.0182,0.107,0.879,105.265,256467.0,4,2 -Girafot,◊®◊û◊ô ◊û◊ï◊ê◊©◊ù ◊ë◊ê◊ó◊ñ◊ß◊™ ◊°◊û◊ô◊ù ◊ß◊ú◊ô◊ù,34.0,0.63,0.569,8.0,-14.582,1,0.0353,0.0211,0.0464,0.302,0.549,148.308,331240.0,4,10 -Miss Grit,Impostor,39.0,0.323,0.672,4.0,-7.079,1,0.0386,0.269,0.217,0.198,0.0545,148.143,265836.0,4,6 -Shlomo Artzi,◊™◊í◊ô◊ì◊ô,31.0,0.422,0.268,6.0,-9.376,0,0.0312,0.94,2.17e-05,0.139,0.213,127.687,231733.0,4,10 -Omer Adam,◊ê◊ô◊ü ◊°◊ï◊§◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,38.0,0.679,0.518,9.0,-7.536,0,0.0312,0.234,,0.0919,0.39,109.078,209014.0,4,9 -Sheryl Crow,My Favorite Mistake,46.0,0.614,0.777,4.0,-8.24,0,0.0304,0.00494,0.000851,0.349,0.552,104.646,248240.0,4,10 -Faith No More,We Care a Lot,3.0,0.804,0.893,2.0,-5.151,1,0.0436,0.0827,7.86e-05,0.0631,0.898,108.914,242840.0,4,10 -Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,10 -September Mourning,Wake The Dead,41.0,0.261,0.963,2.0,-2.514,1,0.124,1.72e-05,0.00661,0.305,0.361,113.742,206823.0,5,8 -Nardo Wick,Shhh,57.0,0.704,0.524,1.0,-6.724,0,0.403,0.00929,,0.528,0.36,160.216,139029.0,4,5 -Yehudit Ravitz,◊ú◊û◊ô ◊©◊ê◊ô◊†◊ï ◊û◊ê◊û◊ô◊ü,15.0,0.555,0.222,2.0,-15.711,0,0.0345,0.859,0.000465,0.0696,0.335,148.804,190000.0,4,10 -Matchbook Romance,Monsters,59.0,0.362,0.945,10.0,-2.651,0,0.0575,0.00131,2.51e-05,0.154,0.487,114.797,243747.0,4,10 -Valerian Swing,Scilla,24.0,0.157,0.862,6.0,-5.879,1,0.0565,0.00979,0.781,0.0953,0.266,81.152,238067.0,4,10 -Cold War Kids,Who‚Äôs Gonna Love Me Now,55.0,0.45,0.947,6.0,-3.608,0,0.207,0.00277,0.00027,0.286,0.298,118.701,171227.0,4,10 -"Shashi Kapoor, Amitabh Bachchan, Shatrughan Sinha, Rakhee, Parveen Babi, Neetu Singh",Vijay Bhaia Kahan Ho (with Dialogues),2.0,0.405,0.52,11.0,-9.569,0,0.17,0.775,0.000103,0.0881,0.389,91.0,29.886,4,3 -Jamie Lawson,Can't See Straight - Acoustic,55.0,0.811,0.38,9.0,-6.235,1,0.0406,0.712,,0.309,0.647,98.04,3.1343,4,0 -Tkay Maidza,Where Is My Mind?,59.0,0.544,0.507,1.0,-4.963,0,0.0314,0.0056,0.000192,0.288,0.151,148.002,177261.0,4,10 -Nur Yoldas,Sultan-ƒ± Yegah,51.0,0.419,0.695,2.0,-5.497,0,0.0558,0.766,0.000254,0.357,0.715,176.554,193667.0,4,10 -Liv Sin,Slave to the Machine,38.0,0.596,0.909,2.0,-4.3,0,0.085,0.000224,0.000115,0.0799,0.602,134.955,218820.0,4,8 -Uncut,Gold Digger Woman,14.0,0.461,0.94,9.0,-6.587,1,0.061,0.0059,2.37e-06,0.0808,0.599,148.048,249947.0,4,10 -Hotel Pools,Lynx,41.0,0.635,0.574,11.0,-9.485,1,0.067,0.0564,0.38,0.103,0.558,171.99,201933.0,4,6 -The Record Company,Ball And Chain,47.0,0.552,0.958,1.0,-5.304,0,0.0719,0.00397,0.0401,0.226,0.183,128.008,304687.0,4,2 -Solomun,Ocean (feat. Jamie Foxx) - Moodymann & Amp Fiddler Extended Remix,44.0,0.772,0.604,8.0,-11.23,1,0.0465,0.296,0.231,0.108,0.166,123.006,464390.0,4,1 -Rammellzee,Beat Bop - Edit,32.0,0.813,0.45,9.0,-14.59,0,0.349,0.441,,0.31,0.827,90.859,370533.0,4,5 -Wimps,Garbage People,33.0,0.265,0.801,5.0,-4.116,0,0.0315,3.42e-06,0.116,0.178,0.842,183.165,137960.0,4,6 -Damn Yankees,Come Again,48.0,0.222,0.681,9.0,-10.832,0,0.0469,0.126,8.03e-05,0.128,0.388,130.689,339560.0,4,10 -Primal Scream,Movin' on Up,63.0,0.523,0.76,5.0,-12.437,1,0.0325,0.103,0.00068,0.0666,0.581,94.267,228267.0,4,6 -LMFAO,Party Rock Anthem,73.0,0.751,0.736,5.0,-4.168,0,0.156,0.0206,,0.265,0.352,130.014,262147.0,4,9 -The Black Angels,Currency,40.0,0.446,0.848,5.0,-5.328,1,0.0475,0.00114,0.0517,0.105,0.133,146.014,316533.0,4,10 -Britney Spears,Unusual You,46.0,0.629,0.726,,-9.679,0,0.103,0.205,0.00506,0.103,0.473,123.974,4.35,4,9 -Zero 9:36,Take Me Instead,49.0,0.461,0.755,10.0,-6.883,0,0.0453,0.00146,,0.188,0.218,79.02,166389.0,4,1 -Joey Landreth,Better Together,25.0,0.726,0.462,,-8.077,1,0.0505,0.0344,4.11e-05,0.197,0.526,84.038,210640.0,4,2 -Hanni El Khatib,Penny,12.0,0.573,0.78,,-5.426,1,0.0616,0.21,1.32e-05,0.0976,0.592,132.31,197933.0,4,9 -Kenny Wayne Shepherd,Down For Love - Live,26.0,0.329,0.893,9.0,-6.486,1,0.0772,0.00182,0.000652,0.75,0.556,133.074,269440.0,4,2 -The Yawpers,Forgiveness Through Pain,36.0,0.374,0.951,10.0,-4.4,0,0.113,0.0189,0.0112,0.0933,0.48,132.835,180587.0,4,10 -Deep Blue Something,Breakfast At Tiffany's,72.0,0.622,0.829,2.0,-5.548,1,0.029,0.11,,0.0954,0.539,110.367,257373.0,4,9 -Linn Koch-Emmery,Hard to Love,33.0,0.575,0.742,,-6.727,1,0.0259,0.022,0.00449,0.105,0.62,104.037,191760.0,4,10 -Mk.gee,cz,52.0,0.734,0.552,2.0,-7.595,1,0.123,0.598,0.835,0.107,0.714,91.064,228947.0,4,6 -Absu,Pillars Of Mercy,30.0,0.269,0.993,8.0,-6.664,1,0.0866,0.00134,0.393,0.129,0.161,145.99,261693.0,4,8 -Eradicate Me,Asymmetry,24.0,0.366,0.994,10.0,-2.364,1,0.166,0.00191,1.98e-05,0.356,0.111,160.094,193375.0,4,8 -Catsystem Corp.,Aquascaping „Éî „É© „Éü „ÉÉ „Éâ,33.0,0.529,0.861,7.0,-10.294,1,0.0507,0.000236,0.919,0.462,0.967,158.921,74000.0,4,6 -2smokeyy,Corn,67.0,0.818,0.43,5.0,-8.516,0,0.386,0.163,,0.572,0.862,143.064,201399.0,4,5 -India Jordan,Feierabend,38.0,0.652,0.984,9.0,-3.642,0,0.197,0.00258,0.719,0.0456,0.838,148.004,327520.0,4,1 -Teddy Neguse,◊ò◊ì◊ô ◊†◊í◊ï◊°◊î - ◊§◊ú◊ô◊ñ,12.0,0.814,0.724,2.0,-7.092,1,0.106,0.303,,0.11,0.402,139.902,185143.0,4,5 -Scarface,No Tears,54.0,0.88,0.818,1.0,-7.427,1,0.359,0.0353,,0.713,0.726,81.93,146280.0,4,5 -DJ √ñtzi,Hey Baby (Radio Mix),58.0,0.666,0.968,10.0,-3.196,1,0.046,0.123,,0.347,0.834,135.099,219240.0,4,9 -Sleepy Sun,Desert God,38.0,0.312,0.543,9.0,-7.952,1,0.0313,0.0304,0.18,0.107,0.199,133.17,316777.0,4,10 -Esm√© Patterson,Out The Door,30.0,0.65,0.712,2.0,-6.066,1,0.0304,0.0271,0.0166,0.112,0.847,125.795,134880.0,4,1 -Green-House,Sunflower Dance,45.0,0.314,0.184,,-13.739,1,0.0424,0.989,0.896,0.128,0.159,72.528,212055.0,3,6 -Tempting Fate,Running in Circles,32.0,0.53,0.873,2.0,-5.513,0,0.0613,0.00436,0.000472,0.161,0.272,162.053,202963.0,4,1 -Tommy James & The Shondells,Crimson & Clover,57.0,0.408,0.692,11.0,-9.478,1,0.0685,0.235,0.0255,0.197,0.684,82.499,209640.0,4,6 -Mammoth WVH,Don‚Äôt Back Down,54.0,0.5,0.932,7.0,-4.564,1,0.127,3.42e-05,0.000676,0.102,0.419,139.981,225840.0,4,10 -Gary Myrick,She Talks In Stereo,33.0,0.802,0.725,2.0,-6.544,0,0.0289,0.221,0.0019,0.0562,0.962,118.214,237640.0,4,6 -Bernard Allison,Groove With Me,5.0,0.677,0.72,5.0,-10.376,1,0.0957,0.224,0.00978,0.961,0.85,95.808,303933.0,4,2 -Blondie,One Way Or Another,66.0,0.45,0.914,2.0,-5.4,1,0.0607,0.0305,1.42e-05,0.152,0.904,162.487,215107.0,4,10 -Darius Rucker,Wagon Wheel,78.0,0.537,0.66,9.0,-7.174,1,0.0296,0.455,,0.135,0.574,148.096,4.972883333,4,4 -Sonny Rollins Quartet,When Your Lover Has Gone,37.0,0.587,0.247,5.0,-13.394,0,0.0363,0.835,0.0687,0.0977,0.399,107.768,6.162666667,4,7 -The Vines,Get Free,62.0,0.502,0.978,7.0,-3.278,1,0.0649,0.000163,1.27e-06,0.287,0.603,138.811,126573.0,4,1 -Moneybagg Yo,One Of Dem Nights (with Jhen√© Aiko),64.0,0.814,0.582,8.0,-9.003,0,0.304,0.0898,,0.111,0.436,126.959,143533.0,4,5 -Westlife,You Are So Beautiful (To Me),2.0,0.386,0.116,1.0,-12.845,1,0.041,0.967,9.62e-05,0.071,0.105,118.17,3.066216667,4,9 -Joni Mitchell,A Case of You,67.0,0.693,0.201,1.0,-9.903,1,0.0288,0.9,,0.112,0.679,100.836,4.39133333,4,0 -Cream,Sunshine Of Your Love,68.0,0.684,0.481,2.0,-12.59,1,0.0384,0.475,6.57e-05,0.118,0.784,115.078,4.16666667,4,10 -Barbara Mandrell,Sleeping Single In A Double Bed - Single Version,35.0,0.715,0.687,,-9.408,1,0.0311,0.454,,0.0736,0.974,139.375,2.314216667,4,4 -Ram Orion,◊ê◊ô◊†◊°◊ï◊£,9.0,0.505,0.942,4.0,-3.141,1,0.0478,0.0972,0.00482,0.111,0.178,114.992,261893.0,4,6 -The Dangerous Summer,Way Down,45.0,0.402,0.923,8.0,-5.596,1,0.0468,0.0037,,0.469,0.237,83.238,201229.0,4,1 -YG,Go Big - From The Amazon Original Motion Picture Soundtrack Coming 2 America,58.0,0.899,0.501,6.0,-7.15,0,0.32,0.00442,,0.0548,0.643,150.028,169843.0,4,5 -G Perico,Doin Floccs,41.0,0.859,0.734,1.0,-5.219,0,0.333,0.0197,,0.448,0.541,89.963,122667.0,4,5 -Brothers of Metal,Njord,50.0,0.505,0.855,,-7.386,1,0.0532,0.000713,8.65e-05,0.0881,0.435,100.039,230319.0,4,8 -Moshe Peretz,◊î◊ô◊ô◊†◊ï ◊©◊†◊ô◊ô◊ù,31.0,0.824,0.597,2.0,-8.071,0,0.0387,0.681,6.34e-06,0.266,0.722,123.036,234146.0,4,9 -Three Days Grace,I Hate Everything About You,72.0,0.498,0.83,6.0,-5.157,0,0.0421,0.00461,,0.139,0.453,89.342,231480.0,4,10 -Alabama Shakes,Hang Loose,44.0,0.625,0.852,4.0,-4.767,1,0.0337,0.329,0.0109,0.0971,0.393,119.809,144200.0,4,6 -Jayy Grams,Moment of Truth,44.0,0.537,0.709,1.0,-9.49,1,0.131,0.0375,2.02e-06,0.152,0.186,81.929,195368.0,4,5 -Mohammed Rafi,Pathar Ke Sanam,24.0,0.362,0.43,11.0,-12.339,1,0.0356,0.953,0.465,0.189,0.572,104.3,4.964666667,4,3 -Superbloom,Pollen,,0.487,0.785,6.0,-5.857,1,0.0303,9.35e-05,0.0341,0.349,0.259,95.961,212883.0,4,10 -Crazy Cavan,My Little Sister Gotta Motorbike,38.0,0.446,0.816,9.0,-9.762,1,0.0766,0.318,,0.339,0.718,183.696,165293.0,4,10 -Allysha Joy,Watercolours,37.0,0.521,0.691,6.0,-9.121,1,0.0855,0.528,0.241,0.174,0.198,79.214,268080.0,4,1 -John Paul Jones,Leafy Meadows,37.0,0.479,0.909,2.0,-7.404,1,0.0716,9.07e-05,0.758,0.634,0.278,111.892,310467.0,4,10 -Palm Voyage,Valentine's Week,15.0,0.601,0.527,8.0,-10.949,1,0.0494,0.128,0.362,0.135,0.311,66.008,192750.0,4,6 -Kaiser Chiefs,Never Miss A Beat,48.0,0.506,0.907,,-4.011,1,0.0391,1.93e-05,0.336,0.573,0.547,156.05,188853.0,4,1 -TOOL,Sober,68.0,0.385,0.673,2.0,-8.182,1,0.0329,0.000183,0.149,0.0721,0.187,149.271,306853.0,4,10 -The Rezillos,Top of the Pops,39.0,0.417,0.586,2.0,-12.217,1,0.04,0.000358,0.0457,0.0957,0.966,183.704,175640.0,4,1 -Stevie Salas,Blind,29.0,0.743,0.699,2.0,-9.518,1,0.0667,0.0424,0.0221,0.0482,0.534,94.936,288093.0,4,10 -Stick Figure,Summertime (feat. Citizen Cope),61.0,0.744,0.69,1.0,-5.176,0,0.0387,0.0292,0.00186,0.362,0.749,79.999,238767.0,4,10 -Mason Hill,Against the Wall,42.0,0.566,0.699,3.0,-6.526,0,0.0296,0.000228,,0.34,0.472,126.043,261387.0,4,10 -JJ Wilde,The Rush,49.0,0.747,0.842,,-2.912,1,0.0489,0.000583,1.68e-05,0.0785,0.558,129.976,187890.0,4,10 -Dora Jar,Quiver,32.0,0.731,0.349,4.0,-10.394,0,0.0284,0.577,0.00267,0.147,0.508,100.036,203360.0,4,6 -DON BROCO,Manchester Super Reds No.1 Fan,55.0,0.408,0.967,9.0,-3.133,1,0.361,0.0104,,0.0354,0.277,99.788,217619.0,4,8 -NUMI,◊î◊†◊ï◊£ ◊û◊©◊™◊†◊î,19.0,0.704,0.414,7.0,-13.661,1,0.223,0.603,4.03e-05,0.325,0.151,85.05,169412.0,4,5 -Patti Smith,We Three,35.0,0.3,0.308,9.0,-12.006,0,0.0318,0.414,0.000328,0.11,0.192,187.968,258227.0,3,10 -KONGOS,Terrified,39.0,0.574,0.71,4.0,-7.991,0,0.192,0.136,0.0192,0.121,0.725,168.114,221547.0,4,10 -Dudu Aharon,◊ó◊í◊ô◊í◊î ◊ë◊ô◊©◊®◊ê◊ú,28.0,0.699,0.816,9.0,-5.613,0,0.0424,0.245,,0.0907,0.565,129.98,234001.0,4,9 -Adam Sanders,What If I'm Right,68.0,0.431,0.93,,-3.42,1,0.107,0.0518,,0.114,0.511,167.788,2.770666667,4,4 -Milk Teeth,Owning Your Okayness,29.0,0.46,0.927,10.0,-3.642,1,0.0794,0.000272,2.18e-06,0.268,0.561,128.175,199293.0,4,10 -Kaisaku,Cerulean,32.0,0.586,0.55,5.0,-10.846,1,0.0411,0.0287,0.937,0.0674,0.128,115.974,291724.0,4,9 -sunflwr,kawamurra,27.0,0.98,0.529,11.0,-9.665,0,0.219,0.165,0.0773,0.0887,0.285,126.004,219524.0,4,9 -Breezer,Alive,18.0,0.394,0.989,11.0,-6.175,1,0.0428,2.24e-06,0.612,0.305,0.621,136.999,255962.0,4,10 -Egypt Central,Hunted,47.0,0.355,0.942,5.0,-3.374,0,0.108,9.87e-05,0.00948,0.33,0.397,195.022,173399.0,3,8 -Missy Elliott,The Rain (Supa Dupa Fly),60.0,0.836,0.595,6.0,-9.338,1,0.201,0.141,0.00375,0.329,0.762,79.98,251000.0,4,5 -Obsk√ºr,Bayside - 10 Years Of Eats Everything Remix,42.0,0.521,0.915,6.0,-7.839,1,0.0713,0.0132,0.028,0.112,0.8,128.743,228956.0,4,6 -American Teeth,Fix You,41.0,0.654,0.784,9.0,-4.906,1,0.0418,0.000314,2.2e-06,0.0775,0.545,116.996,197565.0,4,1 -Lukach,◊û◊ï◊™◊ß ◊ê◊†◊≥◊ú◊ê ◊û◊©◊ú◊ù,13.0,0.735,0.572,5.0,-10.533,1,0.0868,0.125,9.24e-06,0.2,0.74,122.914,143932.0,4,5 -Kina Grannis,For Now,58.0,0.394,0.249,5.0,-10.484,1,0.0396,0.927,,0.115,0.329,79.549,3.30673333,4,0 -David Bowie,Let's Dance - 1999 Remaster,15.0,0.619,0.703,10.0,-9.414,0,0.0525,0.00388,0.205,0.163,0.709,115.043,7.61888333,4,10 -Aviv Geffen,◊û◊ß◊°◊ô◊ß◊ï,25.0,0.544,0.909,4.0,-8.654,0,0.0355,0.0502,0.0233,0.232,0.602,120.752,218760.0,4,10 -Within Temptation,Faster,59.0,0.505,0.932,6.0,-2.894,0,0.0412,0.00115,0.000195,0.135,0.486,120.008,263973.0,4,8 -Noa Kirel,◊ê◊û◊ë◊ï◊ú◊†◊°,47.0,0.79,0.768,,-6.319,1,0.135,0.132,0.00123,0.133,0.678,123.997,153871.0,4,9 -Another Now,Trojan,38.0,0.533,0.972,11.0,-5.913,0,0.254,0.00041,1.04e-05,0.336,0.117,130.071,196880.0,4,8 -ColdWorld,This Empty Life,26.0,0.17,0.816,7.0,-8.977,0,0.124,0.482,0.832,0.101,0.035,118.889,439974.0,4,8 -Necrophobic,The Infernal Depths of Eternity,28.0,0.175,0.972,2.0,-5.193,1,0.101,3.95e-06,0.638,0.131,0.16,135.044,453733.0,4,8 -Andy Sheppard Quartet,Romaria,48.0,0.38,0.054,7.0,-21.941,1,0.037,0.964,0.684,0.151,0.181,134.175,5.191333333,3,7 -Heavy Pettin,Sole Survivor,26.0,0.471,0.953,,-2.145,1,0.0628,0.059,5.19e-05,0.421,0.262,96.19,222000.0,4,10 -Michael Kiwanuka,Cold Little Heart - Radio Edit,71.0,0.629,0.58,7.0,-6.208,0,0.0278,0.357,0.000353,0.436,0.655,110.264,210300.0,4,2 -Stone Sour,30/30-150,5.0,0.512,0.919,4.0,-4.581,1,0.0894,4.03e-05,0.000629,0.0899,0.602,163.044,258067.0,4,8 -Panama,Together - il:lo Remix,41.0,0.659,0.702,9.0,-9.432,0,0.0369,0.13,0.595,0.0881,0.0947,114.017,294737.0,4,6 -Eyes Set To Kill,Find Our Way,45.0,0.578,0.826,5.0,-7.537,1,0.0405,2.16e-05,0.676,0.188,0.376,110.049,209498.0,4,8 -Repenter,Forever,21.0,0.378,0.764,11.0,-10.469,1,0.0857,0.0211,0.226,0.355,0.354,149.385,250867.0,4,10 -Taylor Swift,Delicate,77.0,0.75,0.404,9.0,-10.178,0,0.0682,0.216,0.000357,0.0911,0.0499,95.045,232253.0,4,9 -ABSOLUTE.,Sage comme une image - Good as Gold,44.0,0.792,0.873,6.0,-8.622,0,0.329,0.00402,0.000396,0.25,0.672,124.996,236165.0,4,1 -Harmonica Shah,She Used to Be Beautiful,1.0,0.574,0.756,5.0,-5.994,1,0.0292,0.0965,0.000988,0.126,0.711,99.313,279573.0,4,2 -Russell Dickerson,Blue Tacoma,18.0,0.455,0.897,9.0,-4.879,1,0.0403,0.0183,,0.174,0.728,160.139,3.53445,4,4 -M√©lonade,Hear What They Say,34.0,0.853,0.632,10.0,-7.342,1,0.143,0.119,0.0692,0.344,0.591,127.977,191275.0,4,6 -Steamhammer,Contemporary Chick Con Song - Remastered,33.0,0.448,0.605,7.0,-9.105,1,0.054,0.084,0.00656,0.1,0.52,129.345,295213.0,4,2 -PACKS,New TV,34.0,0.498,0.539,6.0,-7.679,0,0.0269,0.0612,0.166,0.11,0.42,149.89,141545.0,4,10 -Blind Lemon Jefferson,Match Box Blues,36.0,0.475,0.157,10.0,-19.063,1,0.0567,0.976,0.0348,0.0776,0.519,169.224,183066.0,4,2 -Simply Red,Stars - Live at Sydney Opera House,41.0,0.628,0.913,7.0,-7.222,1,0.0503,0.156,0.000352,0.974,0.557,105.01,4.099066667,4,9 -Manny Blu,Train,44.0,0.46,0.89,6.0,-3.162,1,0.066,0.00262,,0.0717,0.772,147.967,177320.0,4,10 -Snowy Dunes,Desert Cold,33.0,0.286,0.638,2.0,-8.931,1,0.0487,0.06,0.000779,0.363,0.405,131.796,373134.0,4,10 -Ocean Bed,Darlingside,53.0,0.601,0.799,6.0,-7.069,0,0.0357,0.0861,0.0388,0.0898,0.688,160.987,4.006,4,0 -The Rolling Stones,Out Of Control,53.0,0.742,0.56,9.0,-7.905,1,0.0424,0.325,0.0378,0.538,0.715,122.202,283840.0,4,10 -Foogiano,MOLLY (Remix) [feat. DaBaby],56.0,0.901,0.614,1.0,-6.732,0,0.263,0.0115,5.48e-06,0.108,0.266,135.504,227902.0,4,5 -Siuzanna,STYN_,33.0,0.586,0.639,9.0,-5.971,0,0.0309,0.0611,3.19e-06,0.205,0.311,133.934,219320.0,4,6 -Ghost King,Slither,27.0,0.358,0.845,8.0,-8.258,1,0.0632,0.549,0.0479,0.106,0.398,170.051,141628.0,4,10 -Tides From Nebula,Paratyphoid Fever,35.0,0.411,0.801,1.0,-7.006,1,0.0587,0.00111,0.87,0.0901,0.0723,105.051,397613.0,4,8 -Rise Against,The Violence,61.0,0.294,0.92,10.0,-2.471,0,0.0635,4.11e-05,0.000232,0.0804,0.582,184.007,228720.0,4,10 -Circe,Going Down,31.0,0.561,0.604,,-6.821,1,0.0598,0.441,1.55e-05,0.177,0.769,174.074,151978.0,4,9 -May Rio,Butter,27.0,0.682,0.601,,-6.593,1,0.0281,0.382,0.000243,0.204,0.571,128.459,120614.0,4,6 -Refused,Born On The Outs,44.0,0.615,0.821,9.0,-6.422,0,0.0647,0.00918,0.0193,0.219,0.391,125.039,214760.0,4,10 -Gizmo Varillas,A La Vida,35.0,0.601,0.689,11.0,-5.826,0,0.0411,0.255,0.00469,0.226,0.852,89.982,185227.0,4,6 -Arrival Of Autumn,Witness,34.0,0.492,0.98,8.0,-4.507,1,0.102,0.000242,0.0519,0.589,0.372,135.003,231840.0,4,8 -"Pankaj Udhas, Sadhana Sargam",Na Kajare Ki Dhar (With Jhankar Beats),39.0,0.63,0.781,5.0,-10.534,0,0.0476,0.629,1.84e-05,0.232,0.772,145.436,5.377116667,4,3 -Fenne Lily,Alapathy,37.0,0.554,0.911,8.0,-6.282,1,0.0292,0.482,0.542,0.0668,0.968,157.621,194973.0,4,6 -L≈™N,demolition (Ruined by Glass Petals),57.0,0.773,0.843,8.0,-5.733,1,0.0516,0.0074,0.428,0.0696,0.399,125.02,226440.0,4,10 -Black Paisley,Save the Best,27.0,0.432,0.777,10.0,-6.229,0,0.0354,2.38e-05,,0.319,0.413,145.011,233468.0,4,8 -T-Bone Walker,T-Bone Blues,47.0,0.541,0.283,,-13.659,1,0.0527,0.805,0.0367,0.0736,0.564,76.828,228627.0,4,2 -Nati Levi,◊ê◊ó ◊ô◊ê ◊¢◊ô◊ï◊†◊ô,16.0,0.555,0.459,9.0,-15.192,1,0.0362,0.614,3.73e-06,0.0844,0.694,156.796,227533.0,4,9 -Atreyu,Warrior (feat. Travis Barker),66.0,0.528,0.908,1.0,-4.243,0,0.0913,0.0485,0.000581,0.239,0.296,154.958,165891.0,4,10 -Giveon,Heartbreak Anniversary,82.0,0.443,0.459,,-8.955,1,0.074,0.546,1.05e-06,0.307,0.565,87.064,198371.0,5,9 -St. Vincent,Masseduction,53.0,0.696,0.598,2.0,-7.917,1,0.0922,0.00232,0.00115,0.119,0.438,114.989,197427.0,4,6 -Faye Adams,Hurts Me To My Heart,33.0,0.554,0.429,8.0,-9.055,1,0.042,0.522,,0.17,0.821,82.752,180200.0,4,2 -Tom Petty,Yer So Bad,55.0,0.569,0.55,7.0,-12.859,1,0.0275,0.00771,,0.179,0.746,90.454,185667.0,4,10 -Circa Waves,Lemonade,57.0,0.789,0.692,2.0,-4.733,1,0.0295,0.0326,0.00548,0.157,0.705,103.975,220107.0,4,6 -Phani Narayana,Bantureethi Koluvu - Instrumental,14.0,0.364,0.632,8.0,-9.131,1,0.0831,0.0169,1.06e-06,0.172,0.607,88.045,261627.0,4,6 -Toosii,rich nigga (feat. Key Glock),57.0,0.805,0.767,1.0,-4.914,0,0.305,0.222,,0.136,0.774,160.068,162181.0,4,5 -Trisha Yearwood,Georgia Rain,48.0,0.518,0.438,10.0,-5.716,1,0.0234,0.605,7.77e-05,0.19,0.144,99.176,5.189333333,4,4 -Backstreet Boys,It's True,42.0,0.549,0.41,11.0,-7.915,1,0.0239,0.0247,,0.125,0.203,80.98,4.218216667,4,9 -Pearl Jam,Immortality - Remastered,56.0,0.633,0.543,2.0,-9.142,1,0.0296,0.0798,0.00671,0.0964,0.118,129.089,318067.0,4,10 -Rah Digga,Tight,34.0,0.757,0.819,7.0,-5.687,1,0.35,0.0525,,0.207,0.776,94.169,194267.0,4,5 -22Gz,Twirlanta,66.0,0.803,0.738,,-4.946,1,0.294,0.528,,0.112,0.323,139.948,178407.0,4,5 -Egypt Central,Hunted,47.0,0.355,0.942,5.0,-3.374,0,0.108,9.87e-05,0.00948,0.33,0.397,195.022,173399.0,3,10 -Murmur,Fragile,19.0,0.453,0.813,5.0,-4.212,1,0.0324,8.07e-05,0.0118,0.681,0.974,92.782,189459.0,4,10 -James Bay,Wild Love - Acoustic,65.0,0.519,0.407,11.0,-7.682,0,0.0384,0.844,,0.101,0.515,139.954,3.15245,4,0 -King Princess,PAIN,57.0,0.584,0.857,6.0,-5.236,1,0.0699,0.00547,0.000463,0.13,0.544,103.517,218200.0,4,6 -Dream Theater,On the Backs of Angels,43.0,0.533,0.942,9.0,-6.25,0,0.0749,0.00354,0.102,0.0644,0.269,137.981,522520.0,4,10 -Richie Kotzen,The Damned,39.0,0.479,0.939,11.0,-3.826,0,0.059,0.0417,3.66e-06,0.323,0.547,93.047,279086.0,4,2 -"Matt Hartke, Maggie Peake",Gold,52.0,0.641,0.415,10.0,-8.212,1,0.0294,0.69,,0.0977,0.34,128.091,4.28125,4,0 -grandson,Dirty,64.0,0.536,0.845,2.0,-5.765,1,0.0615,0.0033,,0.0465,0.6,159.953,208296.0,4,1 -Tincho,Good At It,20.0,0.464,0.729,6.0,-9.655,1,0.029,0.0611,0.407,0.162,0.835,159.902,205720.0,4,10 -Jonathan Terrell,Love Can Find You Anywhere,39.0,0.65,0.611,7.0,-7.619,1,0.0227,0.527,0.00418,0.0796,0.717,95.059,219183.0,4,1 -shame,Nigel Hitter,44.0,0.585,0.8,11.0,-5.926,0,0.0727,0.000195,3.45e-05,0.118,0.798,130.105,204307.0,4,6 -Lady Gaga,Stupid Love,77.0,0.68,0.825,8.0,-4.296,1,0.0702,0.00173,0.000122,0.27,0.784,117.987,193533.0,4,9 -Mastodon,Just Got Paid,32.0,0.436,0.951,9.0,-4.332,1,0.0561,0.00123,0.00354,0.509,0.612,95.999,213813.0,4,8 -The Beatles,Hey Jude - Remastered 2015,75.0,0.386,0.607,10.0,-7.7,1,0.0261,0.0112,1.38e-05,0.088,0.532,147.207,425653.0,4,10 -Demi Lovato,Met Him Last Night (feat. Ariana Grande),82.0,0.538,0.512,4.0,-4.548,0,0.0262,0.22,,0.101,0.12,144.978,204632.0,4,9 -Lil Baby,On Me,,0.856,0.564,6.0,-6.295,0,0.392,0.00327,,0.134,0.483,77.972,135960.0,4,5 -Cory Marks,Outlaws & Outsiders,59.0,0.5,0.866,9.0,-4.338,1,0.0443,0.0575,,0.129,0.629,176.189,197235.0,4,10 -"Claude Debussy, Julian Lloyd Webber, Royal Philharmonic Orchestra, James Judd","Rêverie, L. 68",52.0,0.135,0.0428,5.0,-26.085,1,0.0483,0.988,0.924,0.134,0.0394,63.831,4.0,4,7 -Acollective,Circles,34.0,0.516,0.513,10.0,-11.12,0,0.0298,0.512,0.289,0.117,0.48,173.047,193294.0,4,6 -Acqua Fragile,Mass-Media Stars,20.0,0.385,0.94,11.0,-3.832,0,0.0725,0.475,0.00651,0.102,0.798,161.022,413893.0,3,10 -John Boutt√©,Accentuate The Positive,22.0,0.828,0.376,8.0,-10.096,1,0.103,0.825,3.78e-06,0.111,0.698,120.082,144800.0,4,2 -Cellar Darling,DANCE,36.0,0.332,0.715,2.0,-7.809,0,0.0429,0.0272,0.297,0.125,0.111,138.768,648692.0,4,8 -Dan + Shay,From the Ground Up,66.0,0.281,0.58,9.0,-5.967,1,0.0323,0.333,,0.122,0.282,151.568,4.232216667,3,4 -Cobi,Prophet Story,40.0,0.576,0.478,10.0,-4.028,1,0.027,0.724,,0.127,0.241,95.864,218992.0,4,2 -Ana Egge,Cocaine Cowboys,17.0,0.561,0.209,1.0,-10.966,1,0.0347,0.893,9.15e-05,0.132,0.394,79.587,235000.0,4,1 -Aaron Smith,Unconditional,56.0,0.438,0.309,8.0,-9.022,0,0.0565,0.886,1.78e-06,0.21,0.314,137.705,203000.0,4,9 -Jeff Beck,Roy's Toy,21.0,0.716,0.895,5.0,-5.419,1,0.0932,0.0266,0.753,0.0992,0.577,99.96,215040.0,4,2 -"Ryan Montbleau, Tall Heights",Fast Car (feat. Tall Heights),61.0,0.577,0.17,9.0,-12.979,1,0.0462,0.865,,0.133,0.36,174.192,4.54945,4,0 -Roy Orbison,"Oh, Pretty Woman",74.0,0.619,0.603,9.0,-9.481,1,0.0342,0.712,,0.0721,0.958,127.433,178933.0,4,10 -Shlomo Artzi,◊ê◊ï◊û◊®◊ô◊ù ◊ô◊©◊†◊î ◊ê◊®◊•,27.0,0.464,0.67,5.0,-8.048,0,0.062,0.71,,0.0971,0.685,93.186,175907.0,4,10 -Falling In Reverse,Popular Monster,77.0,0.461,0.897,3.0,-3.982,0,0.092,0.00821,,0.0965,0.358,165.107,220537.0,4,10 -The Black Crowes,Sting Me,42.0,0.55,0.975,,-3.774,1,0.0656,0.00563,,0.122,0.56,129.296,280133.0,4,10 -The Futureheads,Hounds of Love,56.0,0.36,0.895,9.0,-3.795,1,0.117,0.0329,1.18e-06,0.06,0.424,168.214,182680.0,4,6 -"Wade In The Water (Feat. The War and Treaty, with The Blind Boys of Alabama)","Matt Rollings, The War and Treaty, The Blind Boys Of Alabama",25.0,0.358,0.383,5.0,-8.329,0,0.0479,0.821,,0.109,0.52,202.794,3.1617,4,0 -Jesse Roper,Horizons,32.0,0.524,0.73,5.0,-4.479,0,0.0767,0.624,0.000117,0.389,0.654,109.533,157693.0,4,2 -Yuval Dayan,◊ú◊§◊™◊ï◊ó ◊ê◊™ ◊î◊ú◊ë,31.0,0.71,0.605,,-9.045,0,0.0317,0.281,0.00043,0.162,0.422,105.955,220955.0,4,9 -I Prevail,Every Time You Leave (Feat. Delaney Jane),52.0,0.473,0.749,1.0,-5.047,0,0.0277,0.000466,5.5e-06,0.0883,0.172,150.021,216627.0,4,10 -Green Lung,Let the Devil In,36.0,0.361,0.8,5.0,-5.253,1,0.0446,2.2e-05,0.00859,0.0835,0.436,141.907,300227.0,4,10 -Brian Casey,Oh Now,37.0,0.452,0.207,7.0,-13.043,1,0.0299,0.906,0.283,0.208,0.347,174.427,152076.0,4,2 -New Radicals,You Get What You Give,74.0,0.621,0.901,2.0,-5.396,1,0.0302,0.17,,0.0875,0.744,113.967,300773.0,4,9 -Two Feet,I Feel Like I'm Drowning,76.0,0.717,0.577,8.0,-5.436,1,0.0491,0.708,0.00428,0.0899,0.235,104.927,185520.0,3,10 -Shadow and Light,Viraha,15.0,0.554,0.706,11.0,-11.458,0,0.0318,0.549,0.0199,0.12,0.377,114.961,4.730433333,4,0 -Ronnie Hawkins,Honey Don't,26.0,0.511,0.762,6.0,-8.66,1,0.0684,0.367,4.37e-05,0.183,0.7,169.121,144680.0,3,10 -HOKO,Big Mistake,41.0,0.572,0.697,7.0,-6.352,1,0.269,0.00083,0.0307,0.0752,0.446,183.82,152413.0,4,10 -Jefferson Airplane,"White Rabbit - Live at The Woodstock Music & Art Fair, August 17, 1969",34.0,0.415,0.633,11.0,-10.748,0,0.0324,0.353,1.59e-05,0.669,0.45,109.545,147227.0,4,10 -Vicky Psarakis,Eyes Of The World,38.0,0.451,0.926,6.0,-6.604,0,0.0576,0.00114,,0.2,0.491,111.007,232373.0,4,8 -Skid Row,Monkey Business,54.0,0.498,0.901,6.0,-6.724,0,0.0511,0.00102,0.000729,0.104,0.572,96.916,258267.0,4,8 -Tomer Yeshayahu,◊†◊ò◊ú◊ô,33.0,0.711,0.505,3.0,-11.035,1,0.0291,0.61,0.00132,0.101,0.605,125.961,208944.0,3,6 -Sevendust,Denial,54.0,0.602,0.907,1.0,-5.587,1,0.0522,2.62e-05,0.00333,0.222,0.461,104.348,258427.0,4,8 -Friendship Commanders,Stonechild,24.0,0.293,0.667,9.0,-5.707,1,0.0692,1.12e-05,0.0306,0.111,0.306,117.921,249592.0,4,10 -The Verve,Slide Away - 2016 Remastered,41.0,0.306,0.635,2.0,-7.566,1,0.032,0.017,0.323,0.0769,0.221,150.1,243453.0,4,6 -The Chats,Drunk n Disorderly,47.0,0.509,0.733,9.0,-5.909,1,0.126,0.0165,,0.404,0.676,109.736,75760.0,4,6 -Backstreet Boys,All I Have to Give,50.0,0.731,0.574,1.0,-7.114,1,0.029,0.0644,,0.0675,0.392,95.995,4.60955,4,9 -Andrew Gold,Thank You for Being a Friend,41.0,0.695,0.568,3.0,-13.572,1,0.0294,0.166,,0.125,0.786,111.887,280760.0,4,10 -Pickwick,Hacienda Motel,46.0,0.575,0.754,11.0,-5.998,1,0.0244,0.0994,0.000836,0.0726,0.698,93.459,229510.0,4,9 -Fr√†n√ßois & The Atlas Mountains,Tourne Autour,33.0,0.838,0.438,1.0,-9.576,1,0.232,0.67,0.126,0.129,0.86,159.932,158320.0,4,6 -"Tyler, The Creator",Yonkers,60.0,0.712,0.759,11.0,-5.397,1,0.334,0.0161,0.0808,0.217,0.738,79.102,249333.0,4,9 -With Confidence,Cult,49.0,0.556,0.697,7.0,-5.959,1,0.0407,0.000128,1.15e-05,0.531,0.165,106.071,193794.0,4,10 -Blackout Problems,MURDERER,11.0,0.419,0.622,11.0,-6.239,1,0.0867,0.00048,,0.311,0.217,120.117,268155.0,4,10 -Bumpin Uglies,Florida Showers,46.0,0.674,0.574,6.0,-9.087,1,0.051,0.324,8.9e-05,0.161,0.498,146.925,245313.0,4,10 -Rob Scallon,Gateways,30.0,0.552,0.938,7.0,-5.248,1,0.0746,2.98e-06,0.717,0.0658,0.287,92.53,188021.0,4,8 -Gal Adam,◊ê◊ô◊ü ◊ê◊ï◊™◊ô ◊ô◊ï◊™◊®,52.0,0.665,0.414,11.0,-8.336,0,0.0414,0.87,,0.0723,0.614,88.104,169809.0,4,9 -Rita Dove,Parsley,12.0,0.732,0.15,4.0,-17.737,1,0.92,0.445,,0.371,0.256,70.341,254267.0,4,5 -Elvis Presley,All Shook Up,58.0,0.624,0.468,10.0,-12.162,1,0.132,0.881,6.35e-06,0.144,0.952,74.139,1.95133333,4,10 -Billie Joe Armstrong,That Thing You Do!,40.0,0.457,0.942,2.0,-4.173,1,0.0662,0.000333,,0.153,0.595,134.998,168600.0,4,10 -Detroit Blues Band,Missing You,12.0,0.515,0.308,,-14.711,1,0.0312,0.907,0.0213,0.3,0.501,172.472,298093.0,3,2 -Mohammed Rafi,All Line Clear,4.0,0.525,0.395,6.0,-9.291,1,0.0771,0.679,0.00125,0.227,0.889,124.537,3.398883333,4,3 -Eno ‚Ä¢ Hyde,Daddy's Car,38.0,0.625,0.916,9.0,-5.861,1,0.0793,0.0368,0.0253,0.125,0.771,120.027,290144.0,4,1 -Truckfighters,Desert Cruiser,51.0,0.198,0.756,1.0,-7.04,1,0.0518,0.00229,0.715,0.16,0.246,121.924,449947.0,4,10 -Henrik Freischlader,Openness,37.0,0.454,0.891,2.0,-5.101,1,0.0621,0.00229,0.0135,0.468,0.752,169.869,266466.0,4,10 -The Bluetones,Marblehead Johnson,38.0,0.368,0.897,2.0,-5.243,1,0.0542,0.00186,,0.243,0.357,128.538,201813.0,4,6 -Machine Gun Kelly,drunk face,74.0,0.691,0.77,7.0,-4.578,0,0.0367,0.0282,,0.497,0.344,90.024,143901.0,4,10 -Enslaved,Storm Son,35.0,0.2,0.968,1.0,-6.191,1,0.14,0.000734,0.548,0.0593,0.174,164.978,654427.0,1,8 -Maybird,Gonna Lose Your Mind,30.0,0.58,0.709,9.0,-6.312,1,0.0302,1.82e-05,0.78,0.178,0.728,120.002,216392.0,4,1 -EllMatic,Before It's Over,36.0,0.824,0.348,11.0,-11.937,0,0.462,0.28,,0.0986,0.897,90.978,190549.0,4,5 -Maximo Park,Our Velocity,53.0,0.535,0.92,7.0,-4.39,0,0.0535,0.031,1.43e-05,0.0493,0.587,95.987,200387.0,4,1 -Shlomo Artzi,◊õ◊ú ◊û◊î ◊©◊™◊®◊¶◊î,35.0,0.483,0.437,2.0,-9.385,0,0.0449,0.853,,0.104,0.537,79.478,209500.0,4,10 -Shlomi Shabat,Aba,34.0,0.552,0.415,10.0,-8.651,0,0.0269,0.34,,0.148,0.326,135.966,241533.0,4,9 -Men At Work,Who Can It Be Now?,67.0,0.805,0.479,4.0,-14.734,1,0.0436,0.0627,0.000143,0.104,0.962,128.411,201293.0,4,10 -Barely Civil,Box for My Organs,12.0,0.199,0.948,10.0,-5.012,0,0.0511,0.000397,0.744,0.128,0.253,163.499,220316.0,4,10 -Gregory Alan Isakov,San Luis,68.0,0.567,0.434,7.0,-12.755,0,0.0349,0.86,0.257,0.115,0.254,82.459,272347.0,4,9 -Lucinda Williams,You Can't Rule Me,45.0,0.379,0.83,2.0,-5.351,0,0.0474,0.00198,0.000941,0.171,0.46,134.037,241433.0,4,10 -Tonic,If You Could Only See,65.0,0.433,0.946,10.0,-5.138,0,0.0398,0.00264,,0.198,0.578,95.169,261520.0,4,10 -Perfume Genius,Jason,52.0,0.34,0.324,1.0,-7.6,1,0.0344,0.345,1.64e-05,0.0847,0.344,145.822,185827.0,4,6 -Egg Drop Soup,Hard to Hold On,25.0,0.676,0.515,11.0,-7.987,0,0.0278,0.135,0.000248,0.123,0.624,108.008,232513.0,4,1 -COLISION,Knees,10.0,0.43,0.637,1.0,-8.777,1,0.0317,1.73e-05,0.821,0.348,0.269,79.989,188440.0,4,10 -Arch Echo,Stella,29.0,0.425,0.971,5.0,-4.978,1,0.137,0.00715,0.0122,0.0866,0.445,164.059,327680.0,4,8 -Foxing,Go Down Together,52.0,0.736,0.454,8.0,-9.339,1,0.0266,0.0746,0.121,0.339,0.396,113.994,195707.0,4,1 -Aviv Geffen,◊¢◊ù ◊î◊ñ◊û◊ü,20.0,0.377,0.477,9.0,-8.095,0,0.0303,0.831,4.79e-05,0.108,0.234,117.667,226440.0,3,10 -Rod Stewart,In a Broken Dream,41.0,0.272,0.568,2.0,-10.408,0,0.0345,0.483,0.0897,0.404,0.38,149.825,326027.0,4,10 -Lush,Thoughtforms - 2nd Version,40.0,0.363,0.872,11.0,-9.103,0,0.048,0.0743,0.929,0.231,0.238,105.06,167000.0,4,10 -Jimmy Eat World,For Me This Is Heaven,42.0,0.603,0.895,1.0,-6.488,1,0.0326,0.0221,0.0047,0.0857,0.508,121.01,246560.0,3,10 -In Tua Nua,Seven Into The Sea,6.0,0.477,0.615,11.0,-14.173,0,0.0549,0.00369,0.239,0.519,0.393,130.716,342573.0,4,6 -Earl Hooker,Blue Guitar,36.0,0.515,0.325,9.0,-13.498,0,0.0305,0.763,0.912,0.122,0.553,68.804,161480.0,4,2 -Born Ruffians,Fade To Black,31.0,0.466,0.86,2.0,-3.907,1,0.0432,0.000679,0.419,0.103,0.442,92.557,242623.0,4,6 -Rajhesh Vaidhya,Thillana - Dhanashree - Adi,22.0,0.494,0.702,2.0,-7.064,0,0.033,0.584,0.951,0.0735,0.886,100.455,215827.0,4,6 -Alice In Chains,Them Bones,67.0,0.159,0.946,9.0,-5.756,1,0.0629,0.0235,8.06e-06,0.387,0.309,165.014,149467.0,1,8 -Louis Jordan & His Tympany Five,What's The Use Of Getting Sober (When You're Gonna Get Drunk Again),12.0,0.641,0.108,,-15.302,1,0.156,0.809,6.04e-06,0.173,0.339,86.839,169440.0,4,2 -Citizen Cope,Something to Believe In,50.0,0.659,0.882,5.0,-7.039,1,0.0527,0.0462,0.0115,0.0919,0.881,156.099,221840.0,4,10 -VEXED,Hideous,38.0,0.34,0.983,6.0,-3.152,0,0.222,0.000816,3.49e-06,0.667,0.0921,159.996,254000.0,3,8 -Ghost,Ritual,54.0,0.67,0.864,,-5.2,0,0.0526,0.0901,2.58e-05,0.119,0.732,132.01,268747.0,4,8 -Don Henley,The Boys Of Summer,77.0,0.516,0.549,6.0,-13.741,1,0.0373,0.501,0.00572,0.184,0.907,176.941,288733.0,4,10 -Ashnikko,Slumber Party (feat. Princess Nokia),86.0,0.964,0.398,11.0,-8.981,0,0.0795,0.00151,3.95e-05,0.101,0.563,105.012,178405.0,4,10 -Kayzo,Night Terror (feat. Of Mice & Men),47.0,0.657,0.744,7.0,-5.193,1,0.0341,0.00225,0.0433,0.362,0.241,90.026,204611.0,4,10 -Susan Tedeschi,It Hurt So Bad,38.0,0.354,0.518,9.0,-6.122,1,0.0949,0.68,3.46e-05,0.685,0.528,207.934,361480.0,3,2 -Nubiyan Twist,Figure Numatic,50.0,0.76,0.675,5.0,-6.276,1,0.0745,0.189,0.0203,0.109,0.417,97.021,370611.0,4,5 -Eviatar Banai,◊ú◊ô◊ú◊î ◊õ◊ô◊ï◊ù ◊ô◊ê◊ô◊®,39.0,0.555,0.553,5.0,-6.627,1,0.0265,0.406,8.08e-06,0.0969,0.37,120.069,204440.0,4,10 -Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,6 -Led Zeppelin,Dazed and Confused - 1990 Remaster,62.0,0.271,0.553,2.0,-9.526,1,0.0472,0.044,0.0096,0.0999,0.433,86.762,386373.0,3,10 -Ron Gallo,A PLATE IN MY HONOR,30.0,0.763,0.673,5.0,-7.383,0,0.0578,0.241,2.14e-06,0.471,0.63,133.075,145162.0,4,6 -Harry Styles,Sign of the Times,82.0,0.516,0.595,5.0,-4.63,1,0.0313,0.0275,,0.109,0.222,119.972,340707.0,4,10 -Deathbeds AU,Gods Way is my Way,34.0,0.366,0.985,,-3.681,0,0.234,0.00363,2.3e-05,0.21,0.0803,160.117,246500.0,4,8 -Abhi The Nomad,Tom Cruise,41.0,0.933,0.611,,-5.905,1,0.208,0.208,9.8e-06,0.102,0.583,122.097,153443.0,4,5 -REO Speedwagon,Don't Let Him Go,47.0,0.497,0.961,7.0,-5.774,1,0.0691,0.246,0.00125,0.129,0.675,105.593,3.75178333,4,10 -Vern Gosdin,I Can Tell By the Way You Dance,43.0,0.755,0.593,4.0,-11.093,1,0.0295,0.0972,,0.13,0.919,109.812,2.69155,4,4 -Taylor Swift,Mr. Perfectly Fine (Taylor‚Äôs Version) (From The Vault),53.0,0.66,0.817,11.0,-6.269,0,0.0521,0.162,,0.0667,0.714,135.942,277592.0,4,9 -Happy Mondays,24 Hour Party People,32.0,0.616,0.902,2.0,-6.475,1,0.0482,0.000267,0.000718,0.106,0.745,126.791,280387.0,4,1 -Jade Bird,Black Star,44.0,0.391,0.302,9.0,-7.551,1,0.0302,0.695,,0.203,0.324,166.555,190736.0,4,6 -Neil Young,Heart of Gold - 2009 Remaster,73.0,0.541,0.459,4.0,-10.433,0,0.0297,0.189,0.0274,0.099,0.803,171.165,187013.0,4,10 -starRo,Ceiling,34.0,0.646,0.462,9.0,-9.965,1,0.0298,0.112,0.792,0.116,0.661,103.987,211038.0,4,6 -Junior Wells,Hoodoo Man Blues,33.0,0.708,0.324,2.0,-13.247,1,0.332,0.442,0.000147,0.149,0.638,103.924,126933.0,4,2 -Peace,Lost on Me,35.0,0.611,0.931,9.0,-5.043,1,0.0921,0.00966,0.000125,0.593,0.9,122.0,224253.0,4,6 -D.Y.T,torico,29.0,0.804,0.615,8.0,-6.129,1,0.0702,0.0921,,0.0421,0.647,91.967,191349.0,4,9 -Farhot,Feel Ugly,34.0,0.565,0.645,10.0,-7.627,0,0.117,0.588,1.55e-06,0.121,0.554,62.316,308040.0,4,1 -Shalom Hanoch,◊ê◊í◊ì◊™ ◊ì◊©◊ê,22.0,0.423,0.312,1.0,-11.104,0,0.0368,0.865,3.73e-06,0.957,0.292,123.132,337653.0,4,10 -Love and Rockets,Holiday on the Moon,46.0,0.334,0.636,2.0,-9.263,1,0.0288,4.17e-06,0.51,0.159,0.208,165.434,365707.0,4,10 -Berry Galazka,Man Can't Hang - With GIRLI & Suzi Wu,36.0,0.722,0.77,5.0,-4.817,0,0.068,0.422,4.96e-05,0.273,0.62,135.109,205983.0,4,10 -Van Halen,Hot for Teacher - 2015 Remaster,69.0,0.552,0.947,2.0,-4.671,1,0.15,0.000652,0.00025,0.0637,0.465,127.631,282747.0,4,8 -Shocking Blue,Venus,66.0,0.691,0.762,11.0,-6.47,0,0.0367,0.462,0.0286,0.0804,0.957,128.111,187533.0,4,10 -Barracuda Sound,Rosa,38.0,0.55,0.0874,2.0,-20.571,0,0.0747,0.953,0.88,0.0988,0.255,97.052,1.709516667,4,7 -Scott Walker,Cossacks Are,32.0,0.422,0.587,4.0,-9.655,0,0.0993,0.0529,0.00366,0.0958,0.0961,140.852,272067.0,4,10 -Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,10 -The First Day,Villagers,50.0,0.485,0.669,10.0,-4.95,1,0.0336,0.0802,7.74e-05,0.422,0.486,134.008,4.174666667,4,0 -Band Of Skulls,Love Is All You Love,35.0,0.511,0.697,4.0,-6.257,1,0.0278,0.000109,0.000104,0.0677,0.832,79.994,202813.0,4,10 -Avihu Pinchasov Rhythm Club,◊¢◊ï◊ú◊î ◊ú◊ê◊ï◊ï◊ô◊®,32.0,0.638,0.974,9.0,-3.668,1,0.0875,0.0289,0.00762,0.316,0.773,123.0,219373.0,4,10 -New Model Army,The Hunt - 2005 Remaster,32.0,0.476,0.943,5.0,-7.726,1,0.0845,0.00547,0.0579,0.123,0.542,169.854,252200.0,4,10 -Sugarcult,Bouncing Off The Walls,55.0,0.477,0.917,6.0,-4.692,1,0.0547,0.00295,,0.268,0.71,150.974,141293.0,4,10 -Larkin Poe,She's A Self Made Man,48.0,0.279,0.723,6.0,-5.322,1,0.0472,0.0134,,0.201,0.455,138.174,181625.0,4,2 -The Black Keys,Poor Boy a Long Way From Home,66.0,0.404,0.924,11.0,-5.387,0,0.0701,0.00123,0.748,0.442,0.417,93.418,248511.0,4,10 -Motel Marys,Designated Driver,26.0,0.324,0.832,2.0,-5.95,1,0.0765,7.05e-05,0.0141,0.281,0.372,130.044,155846.0,4,10 -Annie Lennox,"Sisters Are Doin' It for Themselves - Live at Live 8, Hyde Park, London, 2nd July 2005",14.0,0.449,0.813,5.0,-7.167,0,0.0681,0.0479,,0.941,0.463,119.924,4.441016667,4,9 -Headie One,Siberia (feat. Burna Boy),63.0,0.873,0.6,7.0,-7.178,1,0.192,0.623,,0.0701,0.705,124.01,173493.0,4,5 -Yehudit Ravitz,◊ú◊ß◊ó◊™ ◊ê◊™ ◊ô◊ì◊ô ◊ë◊ô◊ì◊ö,37.0,0.577,0.447,2.0,-16.187,0,0.0412,0.424,0.00065,0.0837,0.675,84.476,212827.0,4,9 -Motorama,Pole Star,44.0,0.509,0.912,6.0,-6.52,1,0.0308,0.326,0.607,0.0527,0.854,167.939,191161.0,4,6 -Simple Minds,Changeling,37.0,0.521,0.818,9.0,-11.535,1,0.0533,0.0686,0.0264,0.327,0.59,114.49,253267.0,4,1 -Cyrus Chestnut,Darn That Dream,46.0,0.418,0.0872,7.0,-24.547,1,0.0354,0.92,0.898,0.108,0.14,148.264,5.09275,3,7 -Fiddlehead,Million Times,41.0,0.515,0.958,2.0,-5.33,1,0.0339,0.000741,0.000554,0.143,0.694,135.006,165143.0,4,10 -Madonna,Hung Up - Live,39.0,0.556,0.825,9.0,-5.79,0,0.0473,0.00383,0.0828,0.922,0.28,125.001,9.835333333,4,9 -Zivert,Life,60.0,0.67,0.703,11.0,-6.313,0,0.214,0.2,,0.0803,0.434,120.008,188000.0,4,9 -Reefer Tym,Carry Go,38.0,0.666,0.778,5.0,-3.835,0,0.0581,0.266,0.307,0.0803,0.873,196.052,158015.0,4,9 -The Sugarhill Gang,8th Wonder,30.0,0.866,0.909,1.0,-9.575,1,0.212,0.288,,0.118,0.652,106.534,446533.0,4,5 -Kanye West,Flashing Lights,78.0,0.639,0.628,6.0,-7.578,0,0.0399,0.0381,,0.386,0.43,90.482,237507.0,4,9 -"Asha Bhosle, Mohammed Rafi",Gora Rang Chunariya Kali,1.0,0.299,0.867,6.0,-8.981,1,0.329,0.863,2.62e-05,0.197,0.881,165.444,5.72,4,3 -L.A. WITCH,Sleep,36.0,0.363,0.81,4.0,-4.019,0,0.0397,0.00805,0.508,0.128,0.555,118.581,233320.0,4,10 -Andr√©s Calamaro,Roc√≠o,22.0,0.639,0.413,4.0,-10.25,0,0.0382,0.467,,0.227,0.22,111.941,203627.0,4,9 -Geeta Dutt,Chale Aao Chale Aao,13.0,0.391,0.111,3.0,-16.743,1,0.0404,0.973,,0.153,0.362,139.327,1.71705,3,3 -Xavier Rudd,Follow The Sun,71.0,0.611,0.394,,-10.757,1,0.0416,0.534,4.68e-05,0.108,0.202,123.941,256267.0,4,10 -Omar Coleman,Strange Times,35.0,0.516,0.55,6.0,-7.304,1,0.0387,0.315,0.0469,0.261,0.719,178.42,261990.0,4,2 -The Subways,Rock & Roll Queen,61.0,0.395,0.764,10.0,-6.258,0,0.0419,0.000316,0.00131,0.111,0.325,141.423,169947.0,4,6 -The Kid LAROI,WITHOUT YOU (with Miley Cyrus),86.0,0.655,0.469,,-6.257,1,0.0292,0.173,,0.0956,0.467,92.56,161385.0,4,10 -The Raconteurs,Level,48.0,0.519,0.666,1.0,-9.732,1,0.0645,0.101,0.346,0.118,0.274,146.467,141160.0,4,10 -Brandy Clark,Like Mine,32.0,0.514,0.428,6.0,-8.409,1,0.0485,0.101,0.0404,0.0992,0.125,105.913,206840.0,4,1 -W.A.S.P.,Chainsaw Charlie(Murders In The New Morgue),43.0,0.232,0.961,5.0,-7.454,0,0.161,3.53e-05,0.158,0.157,0.297,154.418,523347.0,4,8 -Free Party,Distant,44.0,0.734,0.845,4.0,-5.64,0,0.225,0.452,,0.14,0.809,73.205,175563.0,4,5 -U.P. Wilson,Shakin' Dem Bones,29.0,0.501,0.645,,-10.914,1,0.0866,0.575,0.00663,0.0828,0.684,157.296,227067.0,4,2 -Brad Mehldau,Ron's Place,41.0,0.491,0.101,9.0,-22.313,1,0.0391,0.887,0.877,0.114,0.363,96.211,6.511783333,3,7 -Tyler Ramsey,A Dream Of Home,37.0,0.662,0.761,7.0,-6.598,1,0.0251,0.0705,0.0287,0.162,0.414,106.692,362493.0,4,1 -Dead Heat,World At War,28.0,0.27,0.952,1.0,-3.642,0,0.0885,6.51e-05,0.00206,0.2,0.54,89.766,199134.0,4,8 -Yola,Rock Me Gently,34.0,0.512,0.459,7.0,-5.632,1,0.0266,0.468,1.13e-06,0.138,0.435,146.93,210283.0,4,1 -Nirvana,Come As You Are,78.0,0.5,0.824,4.0,-5.846,0,0.0388,0.00016,0.00161,0.0916,0.539,120.125,218920.0,4,10 -With Confidence,Big Cat Judgement Day,56.0,0.538,0.802,1.0,-5.865,1,0.0412,0.00109,,0.0993,0.735,96.004,151407.0,4,1 -Savannah Pope,He Sees Me,16.0,0.481,0.455,7.0,-7.471,0,0.0315,0.0199,0.0881,0.104,0.333,128.013,311664.0,4,10 -K.Flay,Giver,58.0,0.493,0.606,5.0,-4.437,0,0.0401,0.0042,0.0104,0.0679,0.573,175.896,214147.0,4,1 -Slaves,Chokehold,41.0,0.609,0.88,11.0,-4.391,0,0.0676,0.00061,0.0182,0.0814,0.645,120.006,203547.0,4,6 -MSTRKRFT,Heartbreaker,41.0,0.551,0.858,,-4.882,0,0.0981,0.0621,0.000102,0.354,0.422,128.05,194013.0,4,1 -MINOE,Burden,20.0,0.79,0.628,,-9.17,1,0.116,0.0568,,0.225,0.171,91.967,166957.0,4,9 -Catching Flies,GLY,51.0,0.669,0.563,5.0,-10.437,0,0.0357,0.25,0.917,0.142,0.394,119.974,220623.0,4,6 -Bruce Dickinson,Tattooed Millionaire - 2001 Remastered Version,40.0,0.53,0.898,4.0,-7.516,1,0.039,0.00165,,0.3,0.77,130.251,267840.0,4,8 -Deno,Drizzy,58.0,0.86,0.713,4.0,-6.008,0,0.054,0.168,,0.391,0.605,142.022,155153.0,4,5 -Céline Dion,The Power Of Love - Live à Paris,31.0,0.487,0.678,7.0,-8.058,1,0.0334,0.167,1.14e-05,0.687,0.355,140.175,4.757783333,4,9 -Abigor,Scars In The Landscape Of God,24.0,0.133,0.996,,-6.82,1,0.128,0.000402,0.899,0.367,0.0307,92.627,373907.0,4,8 -Udit Narayan,Jaadu Teri Nazar,48.0,0.604,0.689,6.0,-13.12,0,0.0459,0.401,4.45e-05,0.104,0.673,87.838,4.665166667,4,3 -Iamdoechii,Yucky Blucky Fruitcake,77.0,0.597,0.617,8.0,-7.482,0,0.282,0.463,,0.66,0.889,97.923,275520.0,4,9 -The Blue Stones,Shakin' Off The Rust,58.0,0.585,0.8,7.0,-6.094,1,0.035,0.0017,4.96e-06,0.0981,0.368,110.971,222936.0,4,10 -The La's,There She Goes,68.0,0.533,0.761,7.0,-10.632,1,0.0298,0.013,0.829,0.207,0.917,122.777,162187.0,4,6 -Creed,With Arms Wide Open,2.0,0.415,0.533,,-8.445,1,0.0308,0.0037,0.000732,0.176,0.126,138.929,278440.0,4,10 -Goodbye June,Oh No,55.0,0.258,0.978,8.0,-4.208,1,0.172,0.000519,0.000363,0.218,0.28,132.862,221470.0,4,2 -Creed,Higher,,0.457,0.817,2.0,-6.364,1,0.0356,5.23e-05,0.000204,0.159,0.444,155.84,326293.0,4,10 -Eclipse,Saturday Night (Hallelujah),,0.596,0.951,9.0,-6.398,1,0.0545,0.00155,,0.0353,0.649,129.967,196550.0,4,10 -Thornetta Davis,Cry,24.0,0.575,0.607,,-8.295,1,0.0238,0.303,1.45e-05,0.093,0.748,102.105,251600.0,4,2 -Shining,The Last Stand,21.0,0.412,0.987,1.0,-2.974,0,0.127,1.67e-05,0.00661,0.204,0.239,134.965,257107.0,4,8 -Deathstars,Blitzkrieg,42.0,0.491,0.949,8.0,-4.428,1,0.0853,0.000191,0.00262,0.109,0.316,139.988,246160.0,4,8 -Bryce Vine,Blame It On Me,59.0,0.763,0.456,1.0,-6.769,1,0.0622,0.251,,0.103,0.838,140.112,131877.0,4,9 -Hanan Ben Ari,◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö ◊û◊ó◊ì◊©,33.0,0.697,0.545,2.0,-7.429,0,0.0335,0.0994,0.00105,0.163,0.624,79.979,255117.0,4,9 -Lenny Kravitz,Again,69.0,0.55,0.804,2.0,-5.218,1,0.0271,0.0148,4.33e-05,0.105,0.789,79.166,231667.0,4,10 -Mr JazziQ,Woza,57.0,0.822,0.419,6.0,-9.26,1,0.0761,0.00413,0.000212,0.0312,0.486,112.999,391187.0,4,9 -Inquisition,A Glorious Shadow from Fire and Ashes,29.0,0.371,0.994,2.0,-5.875,0,0.115,2.86e-06,0.844,0.173,0.0322,119.998,386077.0,3,8 -Bettye LaVette,Romance In The Dark,40.0,0.74,0.419,8.0,-7.859,1,0.0507,0.76,0.000514,0.118,0.684,137.671,258547.0,4,2 -Arik Einstein,Katvu Alav Ba'iton,14.0,0.646,0.539,,-12.116,1,0.0402,0.369,9.83e-06,0.178,0.594,102.984,161960.0,4,10 -Weezer,Hero,58.0,0.549,0.741,2.0,-3.711,1,0.0325,0.000423,0.000715,0.298,0.42,140.017,236347.0,4,10 -Aisha Badru,Splintered,45.0,0.369,0.303,1.0,-11.763,0,0.0564,0.848,0.000298,0.111,0.127,147.439,250453.0,4,2 -The Dose,Cold Hands,36.0,0.61,0.678,2.0,-8.776,1,0.0326,0.0125,0.023,0.146,0.315,125.012,258425.0,4,1 -Great American Ghost,Altar of Snakes,29.0,0.339,0.959,1.0,-5.181,1,0.0804,0.000156,1.35e-05,0.355,0.176,157.75,214399.0,4,8 -Solence,Thunder,51.0,0.694,0.765,5.0,-5.773,0,0.0613,0.0165,0.00278,0.179,0.407,129.927,203538.0,4,10 -Little Arthur Duncan,44 Blues,30.0,0.74,0.413,9.0,-11.152,1,0.0499,0.803,0.0456,0.752,0.564,131.764,226653.0,4,2 -Klone,Yonder,42.0,0.566,0.577,4.0,-5.868,0,0.0292,0.00449,6.32e-05,0.386,0.217,109.938,452080.0,4,10 -Layla Zoe,Nowhere Left to Go,30.0,0.702,0.633,11.0,-6.402,0,0.0552,0.0921,0.492,0.0965,0.556,80.02,227333.0,4,2 -Khruangbin,Summer Madness,59.0,0.504,0.323,6.0,-12.442,0,0.0481,0.382,0.835,0.373,0.453,79.654,201917.0,4,6 -Alfie Templeman,Things I Thought Were Mine,60.0,0.888,0.54,1.0,-6.071,0,0.134,0.348,0.309,0.0821,0.806,99.992,193165.0,4,6 -"Justin Wellington, Small Jam",Iko Iko (My Bestie),87.0,0.862,0.753,5.0,-5.356,1,0.0625,0.131,2.01e-06,0.077,0.827,105.039,3.047616667,4,9 -Nora Maddox,Il Confine Del Dolore - feat: Ensemble Cordes De La Mer,43.0,0.206,0.103,2.0,-19.888,0,0.0355,0.968,0.944,0.0989,0.0544,71.412,1.973083333,4,7 -Strawberry Station,Future Funk 2021,36.0,0.688,0.533,11.0,-12.869,1,0.12,0.00347,0.148,0.152,0.664,127.981,185630.0,4,6 -Warbringer,Living Weapon,41.0,0.336,0.988,8.0,-5.357,1,0.2,1.05e-05,0.0473,0.206,0.15,105.843,261560.0,4,8 -The Aprons,Fear of Heights,3.0,0.603,0.337,9.0,-10.09,0,0.036,0.678,0.454,0.104,0.0785,115.014,208194.0,4,6 -Sabaton,Defence of Moscow,69.0,0.483,0.988,,-4.835,1,0.0794,0.000455,0.0133,0.143,0.199,109.986,248992.0,4,8 -Johnny Adams,Reconsider Me,29.0,0.441,0.49,5.0,-11.249,1,0.0447,0.642,0.000456,0.417,0.556,107.735,235431.0,1,2 -Jo Harman,Loving Arms,27.0,0.471,0.369,10.0,-10.804,1,0.0559,0.732,0.00692,0.124,0.299,129.086,381050.0,4,2 -Omer Adam,◊ë◊ó◊ï◊®◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,37.0,0.436,0.437,1.0,-6.702,0,0.0409,0.696,,0.0695,0.407,149.596,194760.0,4,9 -Marcy Playground,A Cloak Of Elvenkind,41.0,0.415,0.363,7.0,-10.736,1,0.0315,0.694,0.633,0.105,0.258,83.486,179933.0,4,10 -ShiGGa Shay,uRight (feat. Jay Park),51.0,0.721,0.517,7.0,-7.308,0,0.0622,0.306,6.65e-05,0.13,0.171,79.015,210380.0,4,5 -"Above, Below",Paradise,26.0,0.474,0.992,9.0,-2.633,0,0.284,0.00046,0.000258,0.087,0.0826,125.042,195970.0,4,8 -Rory Gallagher,Bad Penny,55.0,0.252,0.729,2.0,-10.022,0,0.0646,0.0974,0.00881,0.045,0.689,199.738,245377.0,4,10 -Skepta,Too Many Man,48.0,0.736,0.712,7.0,-8.933,1,0.246,0.0147,,0.146,0.604,129.962,215920.0,4,5 -Britney Spears,Alien,42.0,0.611,0.732,,-6.078,1,0.0314,0.262,0.00352,0.266,0.375,111.984,3.933333333,4,9 -Avraham Aviv Alush,◊û◊ß◊ï◊ù ◊û◊ï◊ú◊ö,26.0,0.533,0.564,,-6.975,0,0.0328,0.547,,0.182,0.333,134.122,220382.0,4,9 -Chiiild,Gone,55.0,0.775,0.438,7.0,-8.479,1,0.0598,0.654,0.0796,0.131,0.637,142.027,171693.0,4,6 -MONO,After You Comes the Flood,30.0,0.148,0.864,4.0,-7.92,0,0.0788,5.29e-05,0.616,0.0951,0.197,103.573,336514.0,4,8 -King Gizzard & The Lizard Wizard,Intrasport,53.0,0.655,0.9,7.0,-6.267,1,0.0423,0.0447,0.205,0.269,0.885,109.984,252631.0,4,1 -A$AP Ferg,Move Ya Hips (feat. Nicki Minaj & MadeinTYO),64.0,0.808,0.676,4.0,-4.902,1,0.223,0.0618,2.68e-06,0.11,0.0763,144.018,144973.0,4,5 -The Beaches,Want What You Got,46.0,0.774,0.714,,-5.009,0,0.0427,0.00388,0.000466,0.045,0.811,111.964,268053.0,4,6 -Plain White T's,Hey There Delilah,80.0,0.656,0.291,2.0,-10.572,1,0.0293,0.872,,0.114,0.298,103.971,232533.0,4,10 -Willa,Swan,39.0,0.617,0.651,10.0,-4.03,0,0.0331,0.0977,0.0192,0.0671,0.577,66.019,181329.0,4,10 -"Caitlyn Smith, Old Dominion",I Can't (feat. Old Dominion),67.0,0.499,0.667,,-4.336,1,0.0325,0.2,,0.0894,0.38,137.905,3.50245,4,4 -Swirlies,Pancake,42.0,0.173,0.811,6.0,-11.903,1,0.0809,0.000111,0.153,0.403,0.205,120.177,195613.0,4,6 -Bob Dylan,Maggie's Farm,50.0,0.415,0.72,7.0,-11.177,1,0.0492,0.481,,0.185,0.619,176.785,234627.0,4,6 -Ron Gallo,Love Supreme (Work Together!),32.0,0.842,0.941,7.0,-6.912,1,0.0517,0.136,0.00808,0.0645,0.716,119.075,191987.0,4,10 -Derek & The Dominos,Layla,75.0,0.404,0.902,1.0,-3.88,1,0.0665,0.577,0.297,0.287,0.497,115.669,423840.0,4,2 -The Notorious B.I.G.,Ten Crack Commandments - 2014 Remaster,64.0,0.612,0.85,1.0,-4.703,1,0.5,0.0393,,0.255,0.781,173.497,204027.0,4,5 -BENEE,Happen To Me,59.0,0.661,0.643,,-7.655,1,0.0319,0.168,0.0034,0.0966,0.36,148.994,231701.0,4,6 -Free,Walk In My Shadow,40.0,0.532,0.548,,-10.105,0,0.0253,0.0991,0.00141,0.264,0.902,93.765,210427.0,4,2 -Native Dancer,Pixies,26.0,0.607,0.413,6.0,-11.455,0,0.0392,0.525,0.0172,0.0929,0.234,91.951,294360.0,4,1 -The Wannadies,You & Me Song,56.0,0.325,0.365,2.0,-8.252,1,0.0382,0.00638,,0.0745,0.319,144.914,170867.0,4,6 -Muse,Feeling Good,64.0,0.345,0.418,7.0,-7.787,0,0.0316,0.299,1.75e-05,0.103,0.267,109.044,198800.0,3,10 -Ablaze My Sorrow,At the Grave of Giants,24.0,0.506,0.934,1.0,-8.391,1,0.0472,5.06e-06,4.41e-06,0.357,0.486,109.986,283500.0,4,8 -Pixies,Hey,67.0,0.59,0.372,7.0,-12.37,1,0.0318,0.00105,0.00929,0.316,0.306,99.887,210907.0,4,6 -Tom Walker,Wait for You - Acoustic,46.0,0.371,0.432,10.0,-7.015,0,0.0303,0.397,,0.102,0.196,148.602,176803.0,4,9 -M√•neskin,ZITTI E BUONI,75.0,0.62,0.944,4.0,-3.082,0,0.0863,0.0014,,0.733,0.592,103.024,192655.0,4,10 -TV On The Radio,Happy Idiot,60.0,0.617,0.948,11.0,-4.236,0,0.0621,0.00226,0.00221,0.0755,0.863,139.996,183002.0,4,10 -Ghost,Dance Macabre,59.0,0.619,0.696,7.0,-6.269,0,0.0315,1.89e-05,0.00555,0.38,0.727,125.986,219720.0,4,8 -Backstreet Boys,Hey Mr. DJ (Keep Playin' This Song),36.0,0.693,0.666,10.0,-6.347,0,0.0422,0.00402,,0.098,0.651,92.015,4.43045,4,9 -Zero 9:36,Take Me Instead,49.0,0.461,0.755,10.0,-6.883,0,0.0453,0.00146,,0.188,0.218,79.02,166389.0,4,10 -The Vaccines,Headphones Baby,56.0,0.522,0.88,10.0,-3.873,1,0.0959,0.00186,,0.16,0.659,129.971,198467.0,4,6 -Ginger Root,Weather,46.0,0.726,0.817,11.0,-6.397,0,0.0334,0.399,0.178,0.0871,0.501,126.977,222976.0,4,9 -Volga,Sister,31.0,0.555,0.662,7.0,-8.373,1,0.0379,0.102,0.0317,0.101,0.271,84.875,137520.0,4,8 -Cult Leader,To: Achlys,35.0,0.525,0.483,6.0,-8.194,1,0.0331,0.00389,0.932,0.176,0.0558,110.015,375427.0,4,8 -The Velvet Underground,Sweet Jane,63.0,0.619,0.637,2.0,-7.369,1,0.0286,0.015,,0.374,0.936,105.205,246307.0,4,6 -Galacticana,Strand of Oaks,50.0,0.46,0.842,7.0,-4.937,1,0.0373,0.0827,0.448,0.147,0.342,96.012,4.012216667,4,0 -Angel Olsen,Shut Up Kiss Me,61.0,0.373,0.63,7.0,-5.131,1,0.0461,0.0552,,0.107,0.352,115.942,202200.0,4,6 -Great White,Rollin' Stoned,48.0,0.547,0.922,9.0,-5.166,1,0.0605,0.00118,0.000406,0.0918,0.473,133.309,248639.0,4,10 -Favourite People,Wading Out,40.0,0.514,0.69,11.0,-7.212,1,0.0383,0.298,0.851,0.133,0.291,164.22,221419.0,3,10 -Berry Sakharof,◊õ◊û◊î ◊ô◊ï◊°◊ô,31.0,0.567,0.717,1.0,-12.307,1,0.0367,0.00587,2.09e-05,0.0517,0.808,117.564,271440.0,4,10 -Randy Travis,"Forever and Ever, Amen",67.0,0.677,0.724,2.0,-8.992,1,0.0245,0.143,0.000101,0.158,0.697,90.392,3.544,4,4 -Ray Wylie Hubbard,Rattlesnake Shakin‚Äô Woman,38.0,0.282,0.484,2.0,-6.875,1,0.0352,0.374,5.59e-05,0.125,0.312,177.367,271678.0,4,2 -Martin Kohlstedt,XEO,50.0,0.437,0.133,,-20.449,0,0.0335,0.978,0.92,0.119,0.165,103.997,242329.0,4,6 -Jessie J,Bang Bang,79.0,0.706,0.786,,-3.417,0,0.091,0.26,,0.38,0.751,150.028,199387.0,4,9 -Skillet,Back from the Dead,60.0,0.571,0.967,9.0,-3.717,1,0.0716,0.00642,5.8e-06,0.227,0.712,161.962,213587.0,4,10 -The Charlatans,One To Another,50.0,0.444,0.896,10.0,-4.633,1,0.0505,0.00037,4.27e-05,0.423,0.328,102.343,270573.0,4,6 -The Devil Wears Prada,Born To Lose,36.0,0.229,0.99,4.0,-2.901,1,0.158,0.000189,0.0447,0.263,0.173,164.892,184773.0,4,8 -Blodwyn Pig,It's Only Love - 2006 Remaster,29.0,0.44,0.757,3.0,-6.813,1,0.0591,0.289,0.000325,0.294,0.616,74.712,203573.0,4,2 -MOLYBARON,Amongst The Boys And The Dead Flowers,,0.46,0.984,5.0,-3.572,1,0.123,4.98e-05,0.857,0.0418,0.376,108.677,253824.0,3,10 -Eddie Burns,Lonesome Feeling,9.0,0.589,0.337,,-10.761,1,0.118,0.598,0.0741,0.176,0.585,185.908,287547.0,3,2 -Alice In Chains,Down In A Hole,63.0,0.357,0.795,6.0,-5.909,1,0.0337,0.0134,0.00013,0.111,0.416,97.171,338227.0,4,10 -Mac DeMarco,Still Beating,69.0,0.709,0.496,1.0,-10.528,0,0.0417,0.581,0.195,0.151,0.469,78.477,181587.0,4,6 -The Churchills,When You're Gone,26.0,0.48,0.449,2.0,-14.561,1,0.0279,0.375,0.591,0.225,0.6,102.074,199627.0,4,10 -Joy Oladokun,sorry isn't good enough,51.0,0.618,0.554,2.0,-7.39,0,0.0464,0.029,7.76e-05,0.179,0.575,140.038,187544.0,4,1 -WALK THE MOON,Shut Up and Dance - Live Acoustic - 2015,60.0,0.82,0.615,,-4.548,1,0.0466,0.151,,0.204,0.768,129.874,3.23311667,4,0 -Yuval Dayan,◊û◊™◊ê◊®◊ó◊™ ◊ë◊¢◊ï◊ú◊ù,28.0,0.657,0.791,10.0,-6.825,0,0.0272,0.611,0.000853,0.0486,0.901,138.003,199613.0,4,9 -Mukesh,Ruk Ja Oh Janewali Ruk Ja,21.0,0.615,0.641,4.0,-5.447,1,0.0921,0.768,0.000476,0.698,0.828,102.607,5.25995,4,3 -Dora Jar,Multiply,41.0,0.694,0.214,2.0,-12.774,1,0.0316,0.929,0.0032,0.137,0.375,121.958,136312.0,4,6 -Robert Henry,Something's Wrong,2.0,0.576,0.32,5.0,-9.224,1,0.0597,0.795,4.82e-05,0.104,0.891,96.171,172713.0,4,2 -Orianthi,Sinners Hymn,42.0,0.284,0.948,8.0,-2.924,0,0.135,0.000173,0.0223,0.116,0.218,170.025,246555.0,4,8 -American Authors,Hit It,,0.639,0.914,7.0,-3.661,1,0.0931,0.00226,,0.513,0.75,120.071,207453.0,4,10 -Bruce Soord,The Solitary Path of a Convicted Man,33.0,0.68,0.625,1.0,-10.427,0,0.0273,0.103,0.703,0.11,0.433,126.991,223751.0,4,10 -Blur,Parklife,61.0,0.627,0.891,4.0,-6.094,1,0.0676,0.121,,0.281,0.722,138.79,185093.0,4,1 -Whitesnake,"All I Want, All I Need - 2020 Remix",30.0,0.504,0.923,9.0,-3.865,0,0.0511,0.0383,2.3e-06,0.109,0.493,96.003,341618.0,4,10 -Lil' Kim,Crush on You (feat. Lil' Cease) - Remix,60.0,0.748,0.693,11.0,-7.832,0,0.278,0.282,,0.123,0.768,88.802,275947.0,4,5 -Grandmaster Flash & The Furious Five,The Adventures of Grandmaster Flash On the Wheels of Steel - Extended Mix,36.0,0.863,0.676,11.0,-9.949,0,0.175,0.2,0.000698,0.0929,0.538,111.022,426333.0,4,5 -"Max Richter, Louisa Fuller, Natalia Bonner, John Metcalfe, Philip Sheppard, Chris Worsey",On The Nature Of Daylight,61.0,0.065,0.341,10.0,-12.743,0,0.0482,0.154,0.854,0.109,0.0334,65.38,6.195783333,4,7 -Antonita Romero,Las Cosas Del Querer (Original Mix),25.0,0.604,0.67,1.0,-11.053,1,0.0428,0.767,0.361,0.0948,0.97,100.492,106789.0,4,9 -Slipknot,Duality,77.0,0.354,0.982,4.0,-3.026,0,0.168,0.000237,0.000294,0.204,0.194,143.772,252613.0,4,8 -Mink Mussel Creek,Cat Love Power,33.0,0.345,0.614,2.0,-6.976,1,0.0357,0.0309,0.0249,0.134,0.042,123.016,407533.0,4,1 -Dudu Aharon,◊™◊ë◊ô◊†◊ô,21.0,0.738,0.941,,-2.78,1,0.0831,0.162,,0.142,0.799,100.017,210773.0,4,9 -WALK THE MOON,Shut Up and Dance,81.0,0.578,0.866,1.0,-3.804,1,0.0619,0.00701,,0.257,0.619,128.038,199080.0,4,10 -Sir Chloe,Michelle,75.0,0.366,0.439,4.0,-5.238,1,0.0298,0.0781,1.92e-05,0.108,0.11,115.94,214088.0,3,9 -Shania Twain,I'm Gonna Getcha Good,55.0,0.723,0.789,1.0,-4.813,1,0.0302,0.0441,,0.0612,0.946,124.013,4.49,4,4 -Bones Owens,Blind Eyes,37.0,0.637,0.525,9.0,-6.421,0,0.0244,0.0187,,0.463,0.621,140.092,196909.0,4,10 -Royal Bliss,Fire Within,41.0,0.608,0.89,1.0,-3.709,1,0.0316,0.00127,1.19e-06,0.161,0.351,111.994,222400.0,4,9 -Simple Symmetry,Oh Lord,41.0,0.499,0.76,5.0,-8.662,1,0.0354,0.257,0.0902,0.104,0.206,120.011,285313.0,4,10 -Lazy Queen,Gutted,5.0,0.432,0.968,10.0,-5.682,0,0.07,1.02e-05,2.83e-06,0.1,0.397,107.93,118000.0,4,10 -YBN Nahmir,Opp Stoppa (feat. 21 Savage),78.0,0.829,0.343,2.0,-4.937,0,0.102,0.00734,,0.179,0.312,78.035,135431.0,4,5 -Ghost Iris,Coda,43.0,0.489,0.994,1.0,-2.236,0,0.113,2.05e-05,0.00683,0.333,0.218,90.015,243000.0,4,10 -Jax,90s Kids,64.0,0.714,0.657,,-6.436,1,0.118,0.0802,,0.35,0.725,151.898,163816.0,4,9 -Nicki Minaj,Moment 4 Life,70.0,0.475,0.882,11.0,-3.883,1,0.351,0.406,,0.241,0.369,98.001,279307.0,4,5 -Green Day,Boulevard of Broken Dreams,73.0,0.49,0.679,8.0,-3.68,1,0.0309,0.00394,1.54e-05,0.0383,0.506,167.046,261267.0,4,10 -Albert Lee & Hogan's Heroes,Back In The USA,40.0,0.538,0.954,,-2.305,1,0.0359,0.571,0.00859,0.397,0.962,159.982,203493.0,4,10 -Ayron Jones,Mercy,55.0,0.238,0.946,10.0,-4.054,0,0.126,0.000147,0.000706,0.166,0.276,158.757,205831.0,4,8 -The (International) Noise Conspiracy,Smash It Up!,37.0,0.59,0.716,,-7.261,1,0.0528,0.00963,0.0107,0.17,0.61,149.048,193867.0,4,10 -The Jeff Healey Band,The Moon Is Full,18.0,0.511,0.82,,-7.423,1,0.0596,0.117,1.8e-05,0.0959,0.928,102.18,246360.0,4,2 -Lacy Gibson,Drown In My Own Tears,31.0,0.639,0.38,,-16.251,1,0.0753,0.426,0.000584,0.124,0.488,97.814,280573.0,1,2 -Wildflowers in the Graveyard,Amber Rubarth,29.0,0.589,0.102,7.0,-16.807,1,0.0357,0.978,0.000245,0.115,0.424,79.547,3.016283333,4,0 -Nebu Kiniza,Questions (feat. Future),62.0,0.776,0.609,1.0,-5.631,0,0.0375,0.301,,0.077,0.375,138.047,184351.0,4,5 -"Enrico Pieranunzi, Thomas Fonnesbæk, Ulysses Owens Jr.",You Know,39.0,0.427,0.0348,1.0,-27.214,1,0.0411,0.987,0.922,0.0821,0.0703,116.824,6.588,4,7 -Hemlock Ernst,Down,47.0,0.834,0.904,3.0,-8.979,0,0.234,0.4,0.0101,0.119,0.282,103.969,258462.0,4,5 -Kilo Kish,BITE ME,48.0,0.761,0.806,10.0,-4.402,0,0.0603,0.0664,0.00695,0.619,0.707,116.977,206893.0,4,6 -Oceans of Slumber,A Return to the Earth Below,34.0,0.447,0.563,6.0,-8.404,1,0.0307,0.0388,0.000196,0.0879,0.0385,80.017,339120.0,4,8 -The Used,The Bird and the Worm,60.0,0.299,0.933,6.0,-6.874,0,0.17,0.0742,1.21e-05,0.0723,0.205,180.092,225040.0,3,10 -8485,hangar,48.0,0.463,0.654,9.0,-7.669,1,0.0408,0.000352,,0.301,0.371,100.012,165539.0,4,10 -Deep In Love,"Bonny Light Horseman, Eric D. Johnson, Josh Kaufman, Anaïs Mitchell",59.0,0.618,0.558,5.0,-8.184,1,0.0251,0.604,0.395,0.124,0.336,111.709,5.1512,4,0 -Focus,Hocus Pocus - Original Single Version,50.0,0.266,0.815,9.0,-9.946,1,0.296,0.0514,0.916,0.242,0.432,187.106,192261.0,4,10 -"Alexia Mathieu, Josephine Forrester",Body And Soul,47.0,0.6,0.155,1.0,-15.675,1,0.0673,0.972,0.882,0.108,0.0745,117.888,2.3542,4,7 -James Vincent McMorrow,I Should Go (with Kenny Beats),55.0,0.855,0.583,9.0,-5.277,0,0.074,0.196,0.000276,0.0766,0.902,134.953,144227.0,4,1 -BROCKHAMPTON,BANKROLL (feat. A$AP Rocky & A$AP Ferg),73.0,0.784,0.539,7.0,-8.938,0,0.274,0.0818,,0.106,0.576,149.059,202560.0,4,9 -Fox Stevenson,Bruises,61.0,0.45,0.856,11.0,-3.081,1,0.0734,0.000385,1.21e-05,0.604,0.361,174.096,220733.0,4,10 -Maggie Rose,Saint,46.0,0.53,0.396,,-6.537,1,0.0237,0.637,0.000654,0.105,0.316,82.084,281613.0,3,1 -Cream,Crossroads - Live,57.0,0.391,0.756,7.0,-11.317,1,0.0648,0.413,0.0418,0.879,0.839,131.648,258467.0,4,10 -"Zac Brown Band, Jimmy Buffett",Knee Deep (feat. Jimmy Buffett),,0.715,0.584,8.0,-8.231,1,0.0296,0.432,1.41e-06,0.095,0.61,90.987,3.386216667,4,4 -Glded,Could Be,36.0,0.572,0.368,4.0,-20.157,1,0.0371,0.66,0.804,0.0975,0.102,106.012,224358.0,4,6 -Dillon Carmichael,Hot Beer,53.0,0.639,0.867,11.0,-4.523,1,0.0382,0.118,,0.196,0.882,147.923,191738.0,4,10 -Mocky,Feeling Like I Like,49.0,0.763,0.525,1.0,-7.62,0,0.0565,0.071,0.0617,0.0555,0.704,105.584,258185.0,4,1 -Emmure,PIGS EAR,49.0,0.434,0.911,4.0,-6.89,1,0.11,0.000151,0.0643,0.357,0.426,139.702,131143.0,4,8 -Black Honey,Beaches,40.0,0.594,0.851,7.0,-3.47,1,0.0514,0.00881,8.26e-06,0.0749,0.898,83.522,180356.0,4,6 -The Bloody Beetroots,Warp 1.9,47.0,0.654,0.6,1.0,-6.174,1,0.264,0.0011,0.882,0.0403,0.406,130.166,203731.0,4,6 -Elle King,Ex's & Oh's,72.0,0.612,0.921,7.0,-2.882,1,0.085,0.0183,,0.0576,0.446,139.988,202173.0,4,10 -Phoxjaw,Trophies in the Attic,28.0,0.277,0.848,10.0,-7.714,1,0.0789,0.00421,0.000219,0.0896,0.126,128.194,208493.0,4,10 -Ten Years After,One Of These Days - live,37.0,0.15,0.828,11.0,-6.575,0,0.0856,0.000347,0.0357,0.734,0.432,75.99,308093.0,4,2 -Eiffel 65,Blue (Da Ba Dee) - Gabry Ponte Ice Pop Radio,76.0,0.822,0.969,7.0,-11.471,0,0.0582,0.259,0.000153,0.39,0.765,128.007,283748.0,4,9 -Alan Jackson,Where I Come From,58.0,0.726,0.631,11.0,-8.136,0,0.0334,0.22,,0.193,0.746,124.711,3.987333333,4,4 -Alexisonfire,This Could Be Anywhere In The World,53.0,0.192,0.737,1.0,-5.319,0,0.0835,3.78e-05,0.000712,0.14,0.266,83.763,243853.0,5,10 -Journey,Don't Stop Believin',1.0,0.338,0.66,4.0,-13.289,1,0.0632,0.0191,1.3e-05,0.967,0.201,123.416,262048.0,4,10 -Friedberg,Lizzy,40.0,0.5,0.817,1.0,-5.876,1,0.0457,0.000255,0.0922,0.136,0.48,130.978,230127.0,4,9 -"Ensemble Rivr Dane, Ana Olgica",Atoms,35.0,0.192,0.0305,3.0,-25.163,1,0.0374,0.942,0.964,0.114,0.0893,106.624,2.41395,3,7 -Klass Murda,Legendary,52.0,0.688,0.677,1.0,-7.269,1,0.384,0.418,,0.16,0.762,143.062,169615.0,4,5 -Jacques Burtin,L'aube,26.0,0.454,0.121,9.0,-18.337,0,0.0437,0.915,0.0546,0.0894,0.0724,109.119,4.782666667,5,7 -Passenger,Sword from the Stone,55.0,0.618,0.454,,-9.328,0,0.0348,0.587,4.78e-05,0.136,0.42,79.934,3.362,4,0 -O.R.k.,Kneel to Nothing,29.0,0.384,0.79,2.0,-6.104,0,0.0457,0.00518,6.56e-05,0.117,0.404,167.989,278227.0,4,8 -Teenage Wrist,Silverspoon,44.0,0.368,0.812,9.0,-5.633,1,0.0342,6.23e-05,0.00254,0.325,0.357,150.017,222588.0,4,10 -Johnny Hodges,Castle Rock,36.0,0.716,0.322,8.0,-12.394,1,0.0387,0.966,0.858,0.103,0.629,171.485,169413.0,4,2 -Cephas & Wiggins,Dog Days of August,14.0,0.601,0.41,9.0,-9.331,1,0.0442,0.509,0.0109,0.104,0.765,106.399,251693.0,4,2 -Sergey Golovin,Charger,32.0,0.526,0.845,1.0,-6.424,0,0.0584,1.16e-05,0.658,0.0951,0.425,125.986,247262.0,4,8 -Brothers Osborne,Stay A Little Longer,63.0,0.557,0.886,6.0,-5.356,1,0.0302,0.0377,0.108,0.163,0.545,96.989,5.591333333,4,4 -OMC,How Bizarre,69.0,0.772,0.705,,-6.255,1,0.0411,0.247,,0.23,0.834,124.908,225700.0,4,9 -Julian Casablancas,11th Dimension,55.0,0.574,0.925,6.0,-2.766,0,0.0463,0.00164,0.0243,0.115,0.369,125.501,243333.0,4,6 -Britney Spears,Toxic,81.0,0.774,0.838,5.0,-3.914,0,0.114,0.0249,0.025,0.242,0.924,143.04,3.313333333,4,9 -Monster Magnet,Negasonic Teenage Warhead,50.0,0.46,0.818,8.0,-7.945,1,0.0366,4.08e-05,0.372,0.0867,0.15,117.817,267933.0,4,8 -Dumpstaphunk,United Nations Stomp (feat. Marcus King),44.0,0.392,0.897,11.0,-3.835,1,0.0992,0.00161,0.000221,0.0416,0.561,184.053,347000.0,4,2 -Darkthrone,Transilvanian Hunger,47.0,0.267,1.0,4.0,-4.92,0,0.135,0.016,0.447,0.45,0.0215,138.616,369760.0,4,8 -Myrkur,House Carpenter,49.0,0.55,0.53,,-11.147,0,0.0342,0.809,0.00399,0.13,0.545,93.927,218112.0,4,8 -Trade Wind,No King but Me,25.0,0.452,0.83,2.0,-7.759,1,0.032,0.0018,0.0504,0.0935,0.405,141.825,230916.0,4,10 -Maher Cissoko,Kora by Night,36.0,0.415,0.0276,7.0,-26.725,1,0.0429,0.974,0.902,0.102,0.183,146.044,3.750666667,3,7 -Eve 6,Inside Out,68.0,0.483,0.818,11.0,-7.666,1,0.0444,0.114,,0.367,0.691,175.668,219467.0,4,9 -Julianna Barwick,Inspirit - Takuya's Ry≈´teki Dragons,34.0,0.189,0.476,11.0,-9.192,1,0.0306,0.881,0.917,0.127,0.038,88.83,255460.0,4,6 -Young M.A,Don Diva,16.0,0.82,0.726,8.0,-4.572,1,0.296,0.023,,0.139,0.631,176.189,183515.0,4,5 -waants,Keep Careful,34.0,0.631,0.787,7.0,-6.272,0,0.0436,0.389,0.15,0.179,0.663,94.008,277267.0,4,6 -A Tribe Called Quest,The Hop,60.0,0.928,0.517,1.0,-6.489,1,0.361,0.0679,,0.174,0.616,95.523,207467.0,4,5 -Little Simz,"might bang, might not",57.0,0.431,0.731,11.0,-6.188,0,0.0489,0.00709,,0.35,0.644,176.515,126463.0,5,5 -Lil Poppa,All The Money In The World (feat. Lil Durk),46.0,0.715,0.673,4.0,-6.495,0,0.313,0.0943,,0.174,0.292,97.61,148000.0,4,5 -Yeah Yeah Yeahs,Heads Will Roll,67.0,0.562,0.903,8.0,-4.46,0,0.0296,0.000187,0.0939,0.298,0.791,132.009,221000.0,4,10 -Pop Unknown,Half Of Ninety,25.0,0.411,0.595,1.0,-7.926,0,0.0334,0.279,0.328,0.0827,0.121,169.097,243267.0,4,10 -Flying Colors,More,34.0,0.583,0.79,3.0,-8.165,1,0.0423,0.00902,0.000144,0.0797,0.48,133.021,429533.0,4,10 -Miri Mesika,◊û◊û◊ô,24.0,0.544,0.484,4.0,-6.215,0,0.0303,0.57,,0.339,0.16,127.694,244427.0,4,9 -Bones Owens,White Lines,47.0,0.538,0.826,2.0,-4.479,1,0.0942,0.0169,,0.0887,0.594,142.037,188600.0,4,10 -Lene Lovich,Lucky Number,43.0,0.669,0.733,5.0,-10.495,1,0.0494,0.0205,0.000224,0.042,0.833,153.778,171093.0,4,1 -Refused,New Noise,53.0,0.68,0.763,9.0,-8.158,1,0.0908,0.0045,0.00462,0.106,0.385,105.902,312720.0,4,10 -Nothing More,Fade In / Fade Out,56.0,0.411,0.805,4.0,-5.246,0,0.0418,0.00879,2.58e-05,0.0819,0.238,83.479,364907.0,4,10 -SK√ÅLD,Gr√≥tti,49.0,0.66,0.836,6.0,-10.636,0,0.0335,0.0532,0.824,0.357,0.534,89.999,173067.0,4,8 -Psychedelic Porn Crumpets,Mr. Prism,38.0,0.414,0.938,11.0,-5.487,1,0.143,0.00125,0.00312,0.458,0.341,177.971,234800.0,4,10 -psykhi,White Picket Fence,24.0,0.551,0.8,,-4.813,1,0.0347,0.103,,0.111,0.811,164.127,176341.0,4,9 -Black River Delta,Going Down,19.0,0.483,0.808,7.0,-6.324,1,0.114,0.0407,0.00119,0.0987,0.68,82.042,208867.0,4,2 -FEELS,Car,21.0,0.487,0.678,2.0,-6.908,1,0.0277,0.0814,0.23,0.168,0.869,87.241,147187.0,4,6 -Handsome Boy Modeling School,The Truth,59.0,0.7,0.393,2.0,-10.88,1,0.0471,0.6,6.08e-06,0.113,0.477,79.638,337200.0,4,5 -Green Day,Longview,67.0,0.381,0.732,10.0,-7.594,0,0.0536,0.00834,0.0101,0.0854,0.814,142.504,233240.0,4,10 -Queen,You Are The Champions - In Support Of The Covid-19 Solidarity Response Fund,42.0,0.207,0.676,10.0,-6.078,1,0.0413,0.0276,,0.392,0.161,94.386,127450.0,4,10 -Catfish and the Bottlemen,Longshot,61.0,0.481,0.765,7.0,-4.025,1,0.0388,0.00381,0.000737,0.119,0.465,102.829,232960.0,4,10 -Omer Adam,Hopa,36.0,0.69,0.91,9.0,-4.103,1,0.083,0.163,,0.0665,0.664,120.986,183480.0,4,9 -Pearl Jam,Daughter (Remastered),68.0,0.615,0.702,7.0,-9.686,1,0.0278,0.00746,0.00431,0.0608,0.734,96.99,234333.0,4,10 -Explosions In The Sky,Your Hand In Mine,44.0,0.278,0.479,4.0,-16.422,1,0.0298,0.11,0.837,0.0601,0.108,115.029,496573.0,3,10 -Generation X,Dancing With Myself,53.0,0.385,0.947,4.0,-3.141,1,0.0729,4.72e-05,0.616,0.662,0.831,176.28,228080.0,4,1 -Zac Brown Band,Heavy Is the Head,45.0,0.402,0.924,8.0,-3.433,1,0.0519,0.000356,0.00335,0.0834,0.68,170.739,239747.0,4,10 -Nathan Cavaleri,29 Gold Stars,23.0,0.632,0.388,9.0,-6.686,1,0.117,0.341,4.45e-05,0.18,0.808,99.99,145513.0,4,2 -Jon Batiste,CRY,52.0,0.738,0.507,9.0,-6.991,0,0.0272,0.229,0.00151,0.0724,0.7,80.015,237244.0,4,2 -Basement Freaks,A Blues Thang,29.0,0.79,0.838,4.0,-5.497,0,0.136,0.0685,8.37e-05,0.102,0.916,97.976,203456.0,4,2 -Oxymorrons,Justice,40.0,0.406,0.961,2.0,-3.382,0,0.157,0.000177,0.00183,0.325,0.508,186.025,181935.0,4,6 -Paul McCartney,Here Today - Remixed 2015,46.0,0.349,0.201,,-15.368,1,0.0294,0.767,,0.134,0.338,77.402,148853.0,3,10 -Cannonball Adderley,One For Daddy-O - Remastered,52.0,0.616,0.434,5.0,-7.257,0,0.031,0.581,,0.131,0.404,108.467,505453.0,4,2 -Philip Sayce,Black Roller Coming,51.0,0.4,0.916,9.0,-5.443,0,0.0479,0.00982,0.00611,0.171,0.352,168.209,169287.0,4,10 -Eyal Golan,◊ú◊ë ◊©◊ú ◊í◊ë◊®,34.0,0.702,0.893,11.0,-6.647,0,0.0411,0.0742,,0.0582,0.962,112.116,251200.0,4,9 -Snooks Eaglin,Brown Skin Woman,35.0,0.647,0.191,11.0,-18.669,1,0.0271,0.924,0.0223,0.109,0.439,104.984,227960.0,1,2 -Queen,Life Is Real (Song For Lennon) - Remastered 2011,39.0,0.571,0.447,7.0,-8.303,1,0.0246,0.613,,0.07,0.345,80.699,211360.0,4,10 -daysormay,The Trend,40.0,0.676,0.674,7.0,-5.301,0,0.0582,0.107,,0.153,0.462,103.951,187041.0,4,10 -Shlomo Artzi,◊§◊™◊ê◊ï◊ù ◊õ◊©◊ú◊ê ◊ë◊ê◊™,34.0,0.552,0.636,3.0,-8.602,1,0.0305,0.65,,0.291,0.539,134.842,262773.0,4,10 -Celldweller,Into the Void,51.0,0.434,0.952,6.0,-4.946,1,0.117,3.23e-05,0.00234,0.173,0.573,194.027,210928.0,4,8 -ARXX,Deep,33.0,0.65,0.6,9.0,-10.615,0,0.04,0.0278,0.00121,0.811,0.795,110.016,180203.0,4,6 -Amplifier,Kaleidoscope,32.0,0.294,0.859,4.0,-4.635,0,0.0448,0.00519,0.0639,0.102,0.368,96.466,350513.0,4,8 -Willie Nelson,My Heroes Have Always Been Cowboys,47.0,0.387,0.322,2.0,-13.348,1,0.0378,0.181,0.0145,0.205,0.258,114.762,3.05755,3,4 -The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,6 -DENM,Life's 2 Short,50.0,0.485,0.707,,-5.598,1,0.0765,0.339,,0.16,0.541,79.744,240728.0,4,1 -Fleece,Do U Mind? (Leave the Light On),55.0,0.625,0.358,5.0,-8.545,0,0.0279,0.309,0.0171,0.11,0.238,84.609,222929.0,4,9 -Bon Jovi,Have A Nice Day,62.0,0.5,0.899,4.0,-4.066,1,0.0736,4.84e-05,0.000198,0.0794,0.566,130.06,229107.0,4,10 -Tord Gustavsen Trio,Curves,,0.515,0.0283,9.0,-28.954,1,0.0402,0.963,0.927,0.0906,0.0886,100.598,6.32555,4,7 -Manic Street Preachers,Motorcycle Emptiness,60.0,0.522,0.801,4.0,-3.641,1,0.0301,8.2e-06,0.0685,0.174,0.197,112.445,305707.0,4,6 -Sleater-Kinney,One More Hour,45.0,0.364,0.904,9.0,-4.168,1,0.0451,0.00341,1.9e-05,0.153,0.73,139.887,199693.0,4,10 -The Angels,Under The Stone,34.0,0.481,0.91,9.0,-4.176,1,0.0441,0.00169,3.67e-05,0.368,0.428,141.324,247742.0,4,10 -Molchat Doma,–ù–µ –°–º–µ—à–Ω–æ / Ne Smeshno,41.0,0.632,0.786,10.0,-9.329,0,0.0578,0.117,0.913,0.127,0.551,123.002,232120.0,4,6 -Basinettes,Longing,46.0,0.535,0.0689,5.0,-21.391,1,0.038,0.869,0.0292,0.0766,0.211,123.288,3.279733333,4,7 -Coi Leray,BIG PURR (Prrdd) (feat. Pooh Shiesty),77.0,0.774,0.412,1.0,-8.619,1,0.378,0.026,,0.088,0.38,139.943,116760.0,4,5 -Born a New,whentheresnobullettobite,25.0,0.364,0.98,9.0,-3.144,1,0.17,9.64e-05,,0.0622,0.505,74.987,172312.0,4,8 -Numenorean,Adore,40.0,0.345,0.965,7.0,-5.701,1,0.0701,1.74e-05,0.901,0.15,0.1,136.953,522250.0,4,8 -Rainbow,Stargazer,59.0,0.166,0.948,11.0,-8.503,0,0.0631,0.00374,0.0131,0.769,0.476,177.495,506160.0,4,8 -The Black Crowes,Jealous Again,55.0,0.633,0.842,7.0,-4.642,1,0.0262,0.111,,0.139,0.674,114.449,275067.0,4,10 -Griff,Shade of Yellow,68.0,0.675,0.562,9.0,-5.99,1,0.0968,0.245,0.00109,0.103,0.655,79.916,2.61605,1,9 -The Black Keys,Going Down South,60.0,0.475,0.762,11.0,-7.452,0,0.0391,0.0018,0.0493,0.285,0.619,113.682,228973.0,4,10 -Tiny Bradshaw,Soft,31.0,0.687,0.499,,-12.092,1,0.0395,0.664,0.772,0.0893,0.809,82.5,153573.0,4,2 -W.A.S.P.,I Wanna Be Somebody,61.0,0.285,0.825,1.0,-7.049,0,0.0466,0.000826,,0.268,0.516,164.611,223533.0,4,8 -Chicago,25 or 6 to 4 - 2002 Remaster,65.0,0.604,0.905,4.0,-7.059,0,0.0578,0.309,0.0632,0.0837,0.723,147.448,289800.0,4,10 -Westlife,World of Our Own,,0.704,0.761,1.0,-4.659,1,0.0347,0.0137,,0.0487,0.907,97.002,3.523783333,4,9 -So It Begins,Fenrir,44.0,0.257,0.984,1.0,-2.448,1,0.212,0.000209,0.0106,0.367,0.139,100.047,272100.0,4,8 -KALEO,All the Pretty Girls,69.0,0.466,0.496,1.0,-6.606,1,0.0302,0.626,6.22e-06,0.117,0.352,74.747,269893.0,4,10 -George Thorogood & The Destroyers,Bad To The Bone,69.0,0.459,0.727,,-11.777,1,0.0303,0.00614,0.0652,0.384,0.955,149.231,292173.0,1,2 -The Guess Who,American Woman,64.0,0.55,0.726,2.0,-8.51,1,0.0516,0.146,0.00608,0.428,0.37,92.697,307493.0,4,10 -Roni Dalumi,◊ñ◊î ◊ë◊ê ◊ê◊ú◊ô◊ô,42.0,0.8,0.44,2.0,-7.26,1,0.0428,0.0522,,0.0546,0.5,140.107,152571.0,4,9 -Mk.gee,Roll with the Punches,40.0,0.825,0.823,3.0,-6.757,1,0.0857,0.0321,0.156,0.0548,0.966,141.96,226646.0,4,6 -Eviatar Banai,◊û◊í◊ì◊ú ◊î◊û◊ô◊ù,27.0,0.431,0.26,7.0,-10.734,1,0.0491,0.914,0.00322,0.357,0.202,155.866,231260.0,3,10 -Brant Bjork,Automatic Fantastic,46.0,0.625,0.524,1.0,-10.965,1,0.046,0.0405,0.927,0.122,0.516,125.348,415467.0,4,8 -"WILLOW, Travis Barker",t r a n s p a r e n t s o u l feat. Travis Barker,86.0,0.39,0.83,11.0,-5.201,0,0.0563,0.0021,,0.156,0.191,90.021,2.8005,4,9 -Vacations,Young,78.0,0.498,0.81,7.0,-4.065,1,0.0263,0.00392,0.00717,0.0635,0.594,79.935,189160.0,4,9 -AURORA,Runaway,89.0,0.422,0.302,11.0,-9.214,1,0.0372,0.629,7.83e-05,0.104,0.123,114.089,248827.0,4,9 -Chris Cornell,Get It While You Can,40.0,0.599,0.639,5.0,-6.07,1,0.0295,0.125,2.07e-06,0.243,0.534,96.044,202844.0,4,10 -Flowdan,Banging Like a 45,32.0,0.623,0.551,,-11.776,0,0.353,0.232,0.000827,0.13,0.342,136.67,182165.0,4,5 -Lil Baby,All Of A Sudden,63.0,0.759,0.727,1.0,-5.617,1,0.111,0.000151,0.0015,0.0588,0.376,139.995,169187.0,4,5 -Caitlyn Smith,Cheap Date,52.0,0.587,0.299,2.0,-6.649,1,0.0327,0.853,2.11e-06,0.149,0.184,96.657,3.16778333,3,0 -Parquet Courts,Berlin Got Blurry,46.0,0.592,0.8,7.0,-6.086,1,0.0285,0.0225,6.35e-05,0.17,0.838,138.759,206333.0,4,6 -Bob Corritore,Big Mama's Soul Food,18.0,0.421,0.9,9.0,-3.171,1,0.162,0.59,0.000485,0.315,0.755,130.294,249235.0,4,2 -blessthefall,"Hey Baby, Here's That Song You Wanted",60.0,0.199,0.955,3.0,-2.774,0,0.111,0.00191,2.1e-05,0.098,0.454,184.916,194800.0,4,8 -Rammstein,AUSL√ÑNDER,70.0,0.681,0.912,,-4.159,1,0.0912,0.000757,0.00136,0.359,0.479,125.031,231603.0,4,8 -Arik Einstein,◊í◊ô◊ò◊®◊î ◊ï◊õ◊ô◊†◊ï◊®,46.0,0.537,0.391,4.0,-10.797,1,0.0264,0.842,0.0302,0.119,0.379,73.008,216467.0,4,10 -James Arthur,Medicine,77.0,0.306,0.74,10.0,-4.521,1,0.0532,0.232,,0.0892,0.314,98.3,208906.0,5,9 -Lauren Alaina,Road Less Traveled,63.0,0.611,0.886,,-4.673,1,0.0343,0.0551,1.1e-06,0.247,0.27,112.988,3.60445,4,4 -Be Careful,Epifuana,36.0,0.578,0.396,5.0,-14.602,0,0.133,0.0436,0.826,0.116,0.605,170.008,187200.0,4,6 -LightSkinKeisha,FDH,50.0,0.928,0.682,7.0,-6.301,1,0.265,0.05,,0.0872,0.769,140.094,168093.0,4,5 -Eyal Golan,◊ë◊ú◊¢◊ì◊ô◊ô◊ö,29.0,0.644,0.836,11.0,-6.995,0,0.0437,0.313,,0.309,0.629,110.041,276867.0,4,9 -Dreamshade,Stone Cold Digital,41.0,0.56,0.946,7.0,-6.106,1,0.0816,0.00146,,0.312,0.334,114.989,198267.0,4,10 -Avalanche Effect,The Veil,38.0,0.426,0.932,1.0,-9.138,1,0.0591,0.000138,0.00331,0.059,0.602,170.048,267000.0,4,8 -Damon Fowler,Alafia Moon,29.0,0.388,0.41,9.0,-9.376,1,0.0301,0.183,0.039,0.0993,0.42,116.168,274173.0,3,2 -Dead Disco,The Treatment - Metronomy Remix,16.0,0.582,0.704,,-6.49,1,0.0276,0.000987,0.587,0.224,0.375,106.918,199880.0,4,6 -Kobi Maman,◊¢◊ì ◊©◊†◊í◊û◊®,48.0,0.496,0.448,1.0,-7.822,0,0.0682,0.389,,0.0941,0.327,79.115,213500.0,4,9 -AJ Tracey,Little More Love,72.0,0.719,0.762,6.0,-6.623,1,0.114,0.199,9.89e-06,0.358,0.676,100.08,160000.0,4,5 -Rainbow,Catch The Rainbow,57.0,0.32,0.412,4.0,-12.75,0,0.0316,0.188,0.0339,0.0644,0.282,132.986,396467.0,4,10 -Shalom Hanoch,◊õ◊û◊î ◊ò◊ï◊ë ◊©◊ë◊ê◊™ ◊î◊ë◊ô◊™◊î,23.0,0.526,0.404,2.0,-18.53,1,0.0358,0.543,0.00842,0.107,0.445,81.851,321800.0,4,10 -Weathers,Losing Blood,50.0,0.687,0.773,5.0,-4.341,0,0.0551,0.0128,,0.148,0.674,100.009,184459.0,4,10 -Lil Nas X,MONTERO (Call Me By Your Name),58.0,0.61,0.508,8.0,-6.682,0,0.152,0.297,,0.384,0.758,178.818,2.29793333,4,9 -Chris Cornell,Showdown,40.0,0.647,0.872,4.0,-6.337,0,0.0388,0.0702,2.38e-05,0.342,0.694,104.982,203410.0,4,10 -George Strait,Fool Hearted Memory,43.0,0.567,0.57,10.0,-9.926,1,0.0295,0.317,,0.205,0.645,88.851,2.661116667,4,4 -Ryan Hurd,Payback (feat. The Cadillac Three),49.0,0.381,0.896,2.0,-3.712,1,0.0517,0.00113,,0.183,0.564,157.981,207215.0,4,10 -The 1975,Love It If We Made It,70.0,0.472,0.745,4.0,-5.297,1,0.0356,0.000607,2.74e-05,0.0957,0.0631,180.06,252926.0,4,9 -Heart,All I Wanna Do Is Make Love To You,68.0,0.626,0.746,7.0,-8.832,1,0.0282,0.16,,0.0618,0.8,102.896,310893.0,4,10 -Queen Jane Approximately,Emma Swift,31.0,0.573,0.679,2.0,-7.772,1,0.0263,0.0198,6.72e-05,0.201,0.777,113.06,4.6096,4,0 -Sure Sure,This Must Be The Place,64.0,0.886,0.371,5.0,-10.542,1,0.0465,0.349,0.00138,0.0985,0.928,115.026,219261.0,4,6 -"Claude Debussy, Claire Jones, Paul Watkins, English Chamber Orchestra",Danses pour Harpe Chromatique: Danse profane,34.0,0.264,0.0556,9.0,-23.917,1,0.0349,0.964,0.91,0.0783,0.0487,99.381,5.155066667,3,7 -Hemant Kumar,Insaaf Ki Dagar Pe,8.0,0.466,0.471,3.0,-11.494,1,0.0469,0.82,,0.175,0.716,137.8,3.32645,3,3 -King Nun,Chinese Medicine,29.0,0.481,0.938,1.0,-3.116,0,0.14,0.000116,0.000105,0.0835,0.608,162.971,165014.0,4,10 -System Of A Down,Protect The Land,67.0,0.432,0.886,8.0,-3.991,1,0.0341,9.2e-05,4.74e-05,0.338,0.248,76.04,307645.0,4,10 -"Kelsea Ballerini, LANY",I Quit Drinking,79.0,0.607,0.418,1.0,-6.997,1,0.0363,0.394,,0.182,0.386,95.002,2.853333333,4,4 -Narkis,◊û◊û◊î ◊ê◊™◊î ◊ë◊ï◊®◊ó,36.0,0.702,0.763,2.0,-5.237,0,0.0518,0.0175,1.91e-05,0.189,0.6,103.004,223511.0,4,9 -Dropdead Chaos,HUMANS,24.0,0.363,0.987,11.0,-3.849,0,0.236,8.36e-06,0.00251,0.246,0.202,200.015,290896.0,4,8 -Juan Wauters,Locura,43.0,0.718,0.63,4.0,-9.147,0,0.0373,0.0905,0.000169,0.483,0.666,115.537,164524.0,4,6 -Lady Gaga,Sour Candy (with BLACKPINK),72.0,0.752,0.87,9.0,-3.812,0,0.0623,0.0604,1.12e-05,0.489,0.784,120.006,157707.0,4,9 -"Udit Narayan, Alka Yagnik",Chand Chhupa Badal Mein,53.0,0.402,0.61,11.0,-9.509,0,0.141,0.368,,0.109,0.463,86.248,5.78355,4,3 -WALK THE MOON,Kamikaze,58.0,0.575,0.694,1.0,-5.674,1,0.0709,0.0158,,0.108,0.442,77.537,196533.0,4,9 -Sonny Landreth,Somebody Gotta Make A Move,41.0,0.572,0.522,4.0,-8.699,0,0.0348,0.582,0.00231,0.156,0.218,125.971,234418.0,4,2 -Lil Jon & The East Side Boyz,Lovers And Friends,66.0,0.675,0.501,10.0,-6.183,1,0.22,0.0541,,0.429,0.532,139.861,260600.0,4,5 -Luna Delirious,Valentine,43.0,0.361,0.231,4.0,-9.684,0,0.0375,0.924,,0.17,0.359,167.544,130339.0,4,6 -24kGoldn,Company (feat. Future),79.0,0.831,0.727,8.0,-3.657,0,0.169,0.447,,0.111,0.703,125.068,213080.0,4,9 -Island Apollo,Hold It Down,40.0,0.571,0.719,8.0,-7.193,0,0.0288,0.00274,0.000463,0.19,0.613,91.984,238508.0,4,1 -The All-American Rejects,Sweat,50.0,0.647,0.512,5.0,-4.162,1,0.0714,0.0017,5.97e-05,0.0689,0.695,135.171,183956.0,3,10 -Dudu Aharon,◊û◊ó◊õ◊î ◊®◊ß ◊ú◊ö,15.0,0.705,0.957,6.0,-2.373,1,0.0397,0.1,,0.161,0.787,105.045,191187.0,4,9 -Ida Mae,Reaching,29.0,0.499,0.395,10.0,-5.839,1,0.0293,0.521,4.23e-05,0.147,0.547,81.685,195467.0,4,2 -Matilda Mann,As It Is,57.0,0.657,0.258,10.0,-12.613,1,0.0311,0.908,2.79e-06,0.116,0.318,127.725,184301.0,4,9 -iivrson,Choose,35.0,0.544,0.463,9.0,-10.572,1,0.13,0.56,6.62e-05,0.112,0.157,88.906,138667.0,4,9 -The Uptown Players,Solitude,59.0,0.427,0.0841,5.0,-20.033,0,0.0319,0.973,0.962,0.0995,0.159,105.973,2.509966667,4,7 -KenTheMan,Might Not Like It,55.0,0.668,0.435,1.0,-9.839,1,0.479,0.257,,0.123,0.609,174.142,157000.0,4,5 -ODC,I Don't Know You,40.0,0.421,0.949,5.0,-2.215,0,0.0932,0.000189,0.00994,0.448,0.27,148.048,221988.0,4,8 -The B-52's,Rock Lobster,38.0,0.556,0.849,8.0,-8.967,1,0.0443,0.00107,0.00582,0.154,0.456,91.19,409440.0,4,9 -Derek & The Dominos,Layla - 40th Anniversary Version / 2010 Remastered,,0.404,0.903,1.0,-3.88,1,0.0668,0.577,0.297,0.287,0.498,115.672,7.064,4,10 -GA-20,Two In The Ground,35.0,0.529,0.481,5.0,-8.501,1,0.0258,0.627,0.0249,0.26,0.436,85.9,252634.0,4,2 -Doda,◊ê◊ú◊£ ◊õ◊ë◊ê◊ô◊ù,36.0,0.728,0.513,,-10.514,1,0.0446,0.115,1.06e-06,0.111,0.891,124.594,249000.0,4,10 -Diunna Greenleaf,Sunny Day Friends,31.0,0.604,0.771,,-4.656,1,0.0619,0.273,,0.0599,0.594,124.089,220933.0,4,2 -Mike Zito,Big Mouth,41.0,0.604,0.743,5.0,-6.442,0,0.0349,0.0971,0.000131,0.0604,0.823,99.37,248080.0,4,2 -"Ludwig van Beethoven, Itzhak Perlman, André Previn, London Symphony Orchestra","Beethoven: Violin Concerto in D Major, Op. 61: II. Larghetto",27.0,0.131,0.0398,7.0,-26.035,1,0.0484,0.957,0.753,0.0892,0.053,84.829,9.39955,4,7 -Parkwood,Screwdriver,34.0,0.446,0.989,7.0,-4.131,1,0.155,0.00125,9.2e-06,0.102,0.0437,105.955,197264.0,4,10 -LUMP,Animal - Edit,52.0,0.76,0.652,1.0,-8.896,1,0.0311,0.137,0.213,0.11,0.398,119.978,185536.0,3,6 -Valerio Castilla,Don't Belong Anywhere,46.0,0.671,0.172,2.0,-15.305,0,0.0508,0.981,0.942,0.122,0.268,89.969,3.892033333,4,7 -props,I Don't Mind,27.0,0.732,0.397,5.0,-10.648,1,0.254,0.0609,3.45e-05,0.0737,0.512,73.888,159791.0,4,6 -Brett Young,"1, 2, 3 Mississippi",51.0,0.596,0.751,6.0,-6.233,1,0.0355,0.00878,6.54e-06,0.0866,0.757,155.974,3.446666667,4,4 -France Gall,Laisse tomber les filles,39.0,0.663,0.699,2.0,-9.659,1,0.0313,0.485,,0.0994,0.965,132.817,124973.0,4,1 -John Denver,Rocky Mountain High,67.0,0.455,0.437,4.0,-11.411,1,0.0278,0.314,,0.501,0.724,81.396,283640.0,4,10 -Cream,White Room,12.0,0.55,0.576,,-13.475,1,0.0306,0.178,0.00935,0.0555,0.486,109.837,5.05333333,4,10 -Johnny & The Hurricanes,Red River Rock,40.0,0.371,0.813,,-11.397,1,0.0741,0.0946,0.919,0.272,0.822,153.963,2.13353333,4,10 -Ricky Skaggs,Highway 40 Blues,47.0,0.653,0.657,4.0,-11.966,1,0.0316,0.0582,0.00139,0.349,0.96,117.972,3.148216667,4,4 -Saliva,After Me - 2021 Version,48.0,0.462,0.855,1.0,-4.336,0,0.0428,8.06e-06,0.000346,0.0745,0.516,89.996,234288.0,4,10 -Lil Ed & The Blues Imperials,World Of Love,6.0,0.49,0.72,,-6.11,1,0.032,0.0251,0.0109,0.1,0.93,167.89,240267.0,4,2 -Survivor,"Burning Heart - From ""Rocky IV"" Soundtrack",67.0,0.652,0.609,9.0,-9.684,0,0.028,0.298,8.79e-06,0.0573,0.646,98.125,230107.0,4,10 -Tired Violence,"What is Today, But Yesterday's Tomorrow?",30.0,0.462,0.9,8.0,-7.393,1,0.051,0.00158,0.000199,0.376,0.609,155.033,98758.0,4,8 -James Morrison,I Won't Let You Go - Live At The Hospital Club,33.0,0.469,0.362,,-10.713,1,0.034,0.817,,0.699,0.214,104.534,4.002766667,4,9 -Benny Sings,Nobody‚Äôs Fault,48.0,0.883,0.405,2.0,-10.356,0,0.0387,0.479,0.328,0.0419,0.832,113.979,202538.0,4,1 -"Pragya Dasgupta, Jai Kothari",Palkan Lagi,13.0,0.447,0.252,11.0,-10.986,1,0.0377,0.669,,0.279,0.174,120.777,2.833066667,4,0 -Chris Cornell,"Thank You - Recorded Live At Esplanade Arts & Heritage Centre, Medicine Hat, Alberta, Canada on April 27, 2011",52.0,0.402,0.317,7.0,-5.826,1,0.0268,0.766,,0.715,0.103,77.654,288187.0,4,10 -Booker T. & the M.G.'s,Green Onions,68.0,0.816,0.514,10.0,-8.741,1,0.0339,0.767,0.949,0.0899,0.912,136.837,176333.0,4,10 -Gugun Power Trio,Vixen Eyes,35.0,0.687,0.853,6.0,-7.761,1,0.0567,0.0801,0.00171,0.109,0.918,110.051,256680.0,4,10 -The Weeknd,The Hills,86.0,0.585,0.564,,-7.063,0,0.0515,0.0671,,0.135,0.137,113.003,242253.0,4,9 -Altin G√ºn,Gelin Halayƒ±,36.0,0.407,0.704,,-10.505,1,0.0361,0.0395,0.0829,0.12,0.948,104.695,197125.0,4,1 -Roei Hermon,◊ê◊ô◊ü ◊ê◊ï◊™◊ô,31.0,0.67,0.833,11.0,-10.018,0,0.116,0.31,0.00603,0.313,0.751,122.334,290500.0,4,10 -Mateo Ortega,tranquilas noches valencianas,46.0,0.571,0.0442,2.0,-19.376,0,0.0588,0.994,0.868,0.105,0.121,107.813,3.513783333,4,7 -Mr. Big,To Be With You - 2010 Remastered Version,73.0,0.688,0.375,4.0,-9.601,1,0.0535,0.286,,0.133,0.45,83.635,210480.0,4,8 -Patti Smith,People Have the Power,51.0,0.622,0.737,2.0,-9.296,1,0.0289,0.0349,4.6e-06,0.318,0.742,130.255,310400.0,4,10 -Sacred Reich,Surf Nicaragua,41.0,0.318,0.963,7.0,-4.878,1,0.176,0.000182,0.387,0.344,0.358,102.225,280400.0,4,8 -LCD Soundsystem,Drunk Girls,1.0,0.562,0.961,4.0,-7.338,1,0.0617,0.00486,0.796,0.149,0.96,125.036,450547.0,4,6 -Danny Sanderson,◊ñ◊î ◊î◊õ◊ú ◊ë◊©◊ë◊ô◊ú◊ö,42.0,0.659,0.3,7.0,-10.946,0,0.0292,0.524,,0.211,0.214,87.864,205000.0,4,10 -Led Zeppelin,The Rover - 1993 Remaster,55.0,0.367,0.752,6.0,-8.134,0,0.0317,0.0133,0.00979,0.0658,0.401,205.47,336907.0,4,10 -Olivia Rodrigo,good 4 u,82.0,0.556,0.661,6.0,-5.052,0,0.204,0.3,,0.101,0.668,168.56,2.96913333,4,9 -Monster Magnet,Space Lord,53.0,0.636,0.743,10.0,-7.112,1,0.0354,0.000231,0.665,0.123,0.356,95.821,355933.0,4,10 -The Stone Foxes,I Know Who You Are,31.0,0.492,0.664,11.0,-8.116,1,0.0679,0.00584,0.329,0.101,0.35,154.919,191904.0,4,2 -False Advertising,You Said,17.0,0.435,0.833,10.0,-7.53,1,0.0375,1.48e-05,0.000898,0.278,0.551,170.836,222120.0,4,10 -The Maccabees,Marks To Prove It,44.0,0.18,0.916,7.0,-6.788,1,0.0923,0.000975,0.224,0.0945,0.186,85.614,254547.0,4,6 -Buddy Holly,Rave On,57.0,0.566,0.711,,-6.536,1,0.0335,0.611,6.59e-06,0.417,0.961,159.629,1.83266667,4,10 -Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,1 -The Record Company,Off The Ground,56.0,0.543,0.696,7.0,-4.572,1,0.0426,0.601,0.215,0.384,0.849,92.15,253747.0,4,10 -Jj Thames,Only Fool Was Me,25.0,0.562,0.466,4.0,-8.879,1,0.0333,0.441,0.00233,0.337,0.257,144.105,268453.0,3,2 -James Smith,Say You'll Stay - Acoustic,40.0,0.534,0.258,2.0,-8.007,0,0.0313,0.944,,0.171,0.512,88.771,211452.0,4,9 -A Tribe Called Quest,Scenario,60.0,0.795,0.6,2.0,-14.004,1,0.341,0.112,0.000171,0.111,0.633,101.78,250133.0,4,5 -Westlife,Bop Bop Baby,,0.68,0.895,2.0,-4.515,1,0.0306,0.0144,,0.229,0.659,118.023,4.365116667,4,9 -The Black Keys,Eagle Birds,44.0,0.512,0.78,11.0,-4.946,0,0.0409,0.0471,0.0242,0.0856,0.609,93.998,160543.0,4,10 -The Presidents Of The United States Of America,Lump,68.0,0.499,0.873,6.0,-3.902,1,0.0386,0.00468,,0.165,0.864,142.726,134200.0,4,6 -pg.lost,Eraser,46.0,0.242,0.87,7.0,-6.416,1,0.049,5.21e-06,0.76,0.37,0.192,127.01,510240.0,4,8 -FANGZ,Who Are We Now,25.0,0.386,0.971,,-2.766,1,0.094,5.69e-06,0.00553,0.555,0.32,174.898,142882.0,4,10 -The Monks,Complication,34.0,0.476,0.731,,-7.658,1,0.148,0.484,0.000392,0.129,0.613,126.8,142613.0,4,6 -CeeFineAss,Payback,54.0,0.643,0.49,7.0,-11.009,1,0.417,0.00841,,0.123,0.726,97.536,92682.0,4,5 -Trudy Lynn,One Monkey Don't Stop No Show,10.0,0.736,0.709,6.0,-5.687,1,0.121,0.671,7.62e-06,0.0849,0.832,118.888,194933.0,4,2 -Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,10 -The Vines,Outtathaway,45.0,0.505,0.948,7.0,-4.724,1,0.0659,0.00018,0.00313,0.128,0.594,133.561,182907.0,4,1 -shame,One Rizla,47.0,0.425,0.889,11.0,-4.53,0,0.0419,0.000116,1.49e-05,0.0812,0.583,131.949,214578.0,4,1 -Blondie,Dreaming - Remastered,43.0,0.343,0.901,2.0,-5.373,1,0.0419,0.00244,0.000147,0.0801,0.798,161.69,188427.0,4,1 -Anni Piper,Love's Truly Blind,32.0,0.639,0.422,11.0,-9.385,1,0.0263,0.272,9.98e-05,0.124,0.321,105.015,207640.0,3,2 -The Damnnation,Parasite,14.0,0.614,0.929,1.0,-5.087,1,0.0337,0.000378,0.00447,0.168,0.198,109.983,221240.0,4,8 -Incubus,Megalomaniac,59.0,0.532,0.943,7.0,-4.549,0,0.0512,0.0056,0.000587,0.317,0.371,140.042,294800.0,4,10 -Michael Schenker Group,In Search of the Peace of Mind,34.0,0.147,0.883,9.0,-5.926,1,0.0544,0.0885,0.263,0.123,0.368,179.893,387047.0,4,10 -The Fall of Troy,Knife Fight at the Mormon Church,32.0,0.485,0.97,3.0,-7.014,0,0.0609,4.07e-06,0.165,0.28,0.572,101.99,254678.0,4,1 -Simon & Garfunkel,Homeward Bound,,0.485,0.38,3.0,-11.773,1,0.034,0.829,,0.103,0.531,92.933,2.49355,4,0 -Malady,Famous Last Words,32.0,0.556,0.865,6.0,-5.694,0,0.0346,0.000337,7.55e-06,0.441,0.413,123.997,210333.0,4,9 -Boundaries,Is Survived By,39.0,0.511,0.937,2.0,-5.06,1,0.0755,1.7e-05,0.378,0.32,0.197,95.069,178947.0,4,8 -Joe Turner,Too Much,41.0,0.632,0.601,7.0,-7.742,0,0.0354,0.448,0.569,0.125,0.24,117.01,236480.0,4,6 -Alcest,Autre temps,44.0,0.24,0.548,1.0,-8.378,0,0.0325,0.00607,0.875,0.0941,0.128,127.337,350320.0,4,10 -Neck Deep,When You Know,59.0,0.546,0.782,8.0,-4.801,1,0.0371,0.00155,0.000545,0.0528,0.44,108.049,189102.0,4,10 -"Topic, Bebe Rexha",Chain My Heart,78.0,0.663,0.849,11.0,-4.462,0,0.0334,0.0791,1.2e-06,0.192,0.722,123.992,2.448,4,9 -Umphrey's McGee,"In the Kitchen, Pt. 1 (Live)",24.0,0.565,0.771,11.0,-11.088,0,0.0365,0.858,0.873,0.397,0.442,111.501,596885.0,4,10 -PVRIS,Thank You (feat. RAYE),53.0,0.498,0.748,4.0,-5.766,0,0.256,0.145,,0.0582,0.358,99.832,211418.0,4,10 -Jamie Berry,This Is For Everyone - Original Mix,42.0,0.674,0.65,5.0,-6.124,1,0.0398,0.182,0.0276,0.27,0.818,115.999,229655.0,4,2 -Yeah Yeah Yeahs,Maps,68.0,0.502,0.941,7.0,-5.194,1,0.0716,0.000346,0.319,0.553,0.124,119.783,219987.0,4,6 -TheColorGrey,Out Of My Hands (feat. Oddisee),47.0,0.553,0.611,9.0,-8.233,0,0.266,0.31,0.000112,0.0745,0.631,79.803,216453.0,4,5 -Frank Zappa,Watermelon In Easter Hay,56.0,0.486,0.433,9.0,-13.21,1,0.0439,0.192,0.031,0.124,0.295,110.936,547960.0,4,10 -Dan Owen,Made to Love You,,0.361,0.153,,-10.296,1,0.0332,0.879,,0.0918,0.128,80.794,3.46445,4,0 -Britney Spears,Private Show,,0.753,0.456,2.0,-5.892,1,0.0416,0.22,1.02e-06,0.449,0.525,112.521,3.92155,3,9 -Pinkshinyultrablast,Dance AM,33.0,0.556,0.607,10.0,-8.302,1,0.0456,0.000542,0.00235,0.0781,0.283,89.957,272498.0,4,10 -King King,Wait On Time - Live,35.0,0.561,0.804,4.0,-8.4,1,0.0607,0.0385,0.00255,0.706,0.588,118.076,386853.0,4,2 -Bahamas,Trick To Happy,65.0,0.755,0.289,2.0,-9.658,1,0.0614,0.535,0.000529,0.109,0.646,177.98,204453.0,4,1 -RUMINA,Stained Blue,19.0,0.566,0.35,4.0,-10.564,0,0.0333,0.811,0.0612,0.0907,0.0489,125.114,194165.0,4,6 -Amyl and The Sniffers,Some Mutts (Can't Be Muzzled),36.0,0.337,0.95,3.0,-2.218,0,0.0751,0.000943,0.00082,0.104,0.474,86.179,159566.0,4,1 -Doe Boy,Tweakin (feat. Future),51.0,0.839,0.497,6.0,-6.088,0,0.311,0.0966,,0.094,0.427,76.029,183144.0,4,5 -Designed Intervention,Strangers Who Know Every Secret,37.0,0.716,0.696,4.0,-5.289,1,0.0262,0.0738,0.125,0.08,0.55,110.019,156614.0,4,6 -IRONTOM,Big Shot,45.0,0.504,0.938,8.0,-2.696,0,0.0583,0.00743,,0.0741,0.612,145.91,220527.0,4,1 -The Black Keys,Your Touch,61.0,0.532,0.768,4.0,-8.698,0,0.0551,0.8,2.01e-05,0.377,0.698,116.026,162587.0,4,10 -Powerman 5000,Free,46.0,0.509,0.928,10.0,-2.557,0,0.0508,1.47e-05,0.000978,0.131,0.49,132.274,222813.0,4,8 -Biig Piig,American Beauty,,0.643,0.622,7.0,-10.569,0,0.0304,0.345,0.928,0.156,0.833,120.202,172067.0,4,6 -Wardruna,Helvegen,60.0,0.234,0.51,5.0,-13.398,0,0.0498,0.657,0.293,0.545,0.191,100.67,431867.0,4,8 -Phosphorescent,Ride On / Right On,47.0,0.539,0.582,7.0,-7.414,1,0.0328,0.00818,0.0717,0.15,0.245,95.07,224907.0,4,10 -"Bruno Mars, Anderson .Paak, Silk Sonic",Leave The Door Open,92.0,0.586,0.616,5.0,-7.964,1,0.0324,0.182,,0.0927,0.719,148.088,4.034933333,4,9 -Trivium,Until the World Goes Cold,50.0,0.517,0.887,10.0,-7.637,0,0.0732,0.000244,0.00258,0.151,0.531,166.008,321162.0,4,8 -Sam Fischer,For Now,64.0,0.731,0.233,1.0,-11.109,1,0.0376,0.89,,0.3,0.408,108.008,211813.0,4,9 -The Undertones,Teenage Kicks,61.0,0.415,0.782,2.0,-6.745,1,0.0461,0.0011,,0.14,0.564,135.029,148480.0,4,1 -Skales,Badman Love,44.0,0.87,0.68,5.0,-6.596,1,0.158,0.141,1.62e-05,0.0595,0.727,97.022,210033.0,4,9 -Awake for the Sunrise,Flock of Dimes,41.0,0.351,0.353,10.0,-11.15,1,0.084,0.889,2.12e-06,0.0903,0.564,201.789,3.972216667,3,0 -Rejjie Snow,Cookie Chips,58.0,0.458,0.635,5.0,-7.697,1,0.275,0.45,0.000108,0.114,0.555,91.926,259907.0,4,5 -U2,I Still Haven't Found What I'm Looking For,76.0,0.564,0.774,1.0,-9.424,1,0.0368,0.0135,0.00191,0.0861,0.657,100.894,4.62461667,4,10 -"Fuzon, Shafqat Amanat Ali",Khamaj,38.0,0.645,0.402,6.0,-14.454,1,0.0299,0.499,1.79e-05,0.362,0.438,80.056,6.932883333,4,0 -Young Rising Sons,Carry On - Acoustic,54.0,0.675,0.195,7.0,-13.465,0,0.0346,0.868,2.03e-06,0.126,0.275,91.935,3.46466667,4,0 -Stevedreez,STAY UP,42.0,0.803,0.319,,-10.736,0,0.154,0.000592,0.0154,0.103,0.441,110.007,229766.0,4,9 -Song Sung,Telling Tales,24.0,0.425,0.555,,-11.806,1,0.0287,0.0262,0.284,0.206,0.247,108.991,252500.0,4,10 -Wake up Frankie,The Outlaw,25.0,0.534,0.887,10.0,-6.371,0,0.0606,0.000439,0.000128,0.394,0.432,126.475,226957.0,4,8 -Johnny Cash,Get Rhythm,57.0,0.914,0.465,5.0,-11.406,1,0.0618,0.67,,0.222,0.932,110.205,133120.0,4,10 -Coach Party,Everybody Hates Me,41.0,0.556,0.885,10.0,-5.917,1,0.0397,0.00283,0.0137,0.144,0.556,137.969,154391.0,4,6 -UPSAHL,Douchebag,58.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,9 -SAINt JHN,Roses - Imanbek Remix [Latino Gang],22.0,0.802,0.78,8.0,-4.858,1,0.0753,0.0868,0.00149,0.199,0.875,121.985,208450.0,4,9 -Ben Harper,Black Eyed Dog,37.0,0.506,0.22,7.0,-13.371,1,0.0328,0.922,0.139,0.0806,0.496,93.583,168779.0,4,1 -Orchards,Butterfly,46.0,0.587,0.932,7.0,-4.697,1,0.0687,0.00257,,0.0694,0.564,100.004,207882.0,4,8 -Sampa the Great,Final Form,53.0,0.69,0.889,11.0,-6.689,0,0.166,0.00876,0.00226,0.302,0.761,96.02,216778.0,4,5 -"Jimmie Allen, Brad Paisley",Freedom Was A Highway,72.0,0.563,0.847,1.0,-4.493,1,0.0468,0.0891,,0.121,0.666,96.06,3.545333333,4,4 -Buddy Guy,Messin' with the Kid,2.0,0.723,0.738,5.0,-8.571,1,0.0442,0.81,0.011,0.0829,0.809,120.121,135547.0,4,2 -Albert King,Blues At Sunrise,35.0,0.343,0.617,11.0,-7.179,1,0.108,0.366,0.0363,0.784,0.523,171.624,910480.0,3,2 -MISSIO,Wolves,53.0,0.739,0.647,10.0,-8.643,0,0.069,0.0852,,0.237,0.19,119.991,223672.0,4,10 -JAWNY,Best Thing,60.0,0.781,0.746,5.0,-6.327,0,0.38,0.503,,0.106,0.858,95.73,156709.0,4,6 -shame,Concrete,44.0,0.446,0.902,2.0,-4.698,1,0.0423,0.00966,0.00301,0.135,0.203,92.496,214106.0,4,6 -Yuval Dayan,Mesunveret,28.0,0.603,0.323,5.0,-8.043,0,0.0322,0.837,6.88e-05,0.11,0.153,145.787,220283.0,4,9 -Action Bronson,Mongolia [Feat. Hologram & Meyhem Lauren],46.0,0.563,0.809,6.0,-5.678,1,0.326,0.452,1.76e-05,0.214,0.691,80.524,172040.0,4,5 -Wire,Outdoor Miner - 2006 Remastered Version,46.0,0.568,0.636,4.0,-8.862,1,0.0297,0.431,3.02e-06,0.492,0.71,124.37,104507.0,4,6 -Scorpions,Send Me An Angel,70.0,0.153,0.417,1.0,-11.587,1,0.0318,0.434,0.000622,0.211,0.166,80.87,273333.0,3,10 -Drown in Sulphur,Essence,33.0,0.454,0.9,,-6.282,1,0.0866,0.000455,0.802,0.226,0.0799,120.005,241250.0,4,8 -alt-J,Left Hand Free,67.0,0.698,0.875,3.0,-4.45,1,0.0482,0.456,0.0157,0.0826,0.811,101.989,173631.0,4,1 -Ben Kweller,American Cigarettes,42.0,0.692,0.488,7.0,-7.007,1,0.0341,0.00516,,0.113,0.291,144.06,222500.0,4,10 -Sha Na Na,Book of Love - Live at Woodstock,20.0,0.587,0.527,9.0,-8.599,1,0.0743,0.952,8.17e-06,0.669,0.914,116.953,121747.0,4,10 -Cautious Clay,Karma & Friends,59.0,0.548,0.58,6.0,-7.637,0,0.0251,0.048,0.0238,0.237,0.446,87.997,165306.0,4,1 -Lucy Dacus,Hot & Heavy,63.0,0.551,0.78,,-6.659,1,0.055,0.0941,1.15e-06,0.11,0.421,135.023,250613.0,4,6 -Eli Young Band,Even If It Breaks Your Heart,67.0,0.495,0.527,,-4.742,1,0.0351,0.000159,0.0163,0.1,0.574,208.067,3.675333333,4,4 -Dissection,Maha-Kali,45.0,0.571,0.853,1.0,-4.733,0,0.0303,3.37e-05,0.126,0.0919,0.648,109.019,366333.0,4,8 -Ehud Banai,◊ò◊ô◊§ ◊ò◊ô◊§◊î,28.0,0.634,0.803,2.0,-6.484,0,0.0266,0.109,1.28e-05,0.142,0.882,133.797,177307.0,4,10 -Buffalo Fuzz,Perfect Man,38.0,0.459,0.58,4.0,-9.7,1,0.0353,0.00872,0.0203,0.124,0.185,128.789,325313.0,4,10 -Chad Tepper,Enough,46.0,0.581,0.791,2.0,-6.872,1,0.07,0.00141,,0.0716,0.582,161.927,201852.0,4,10 -The Brian Jonestown Massacre,Panic In Babylon,40.0,0.465,0.884,11.0,-5.423,1,0.051,0.000793,0.818,0.49,0.288,128.284,278827.0,4,10 -Henry Green,The Sweetest Taboo,51.0,0.569,0.129,7.0,-19.854,0,0.0401,0.942,0.0251,0.0963,0.15,93.894,2.87556667,4,0 -Nati Levi,◊°◊ï◊õ◊®,21.0,0.68,0.727,11.0,-12.032,1,0.0328,0.251,4.84e-05,0.221,0.915,99.525,288000.0,4,9 -Welshly Arms,Legendary - Acoustic,45.0,0.665,0.458,6.0,-8.111,0,0.0371,0.661,,0.0774,0.612,141.934,216940.0,4,10 -Polo G,RAPSTAR,96.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,165926.0,4,5 -Marduk,Christraping Black Metal,36.0,0.195,0.983,3.0,-4.597,1,0.0773,1.68e-06,0.308,0.355,0.0378,93.087,225800.0,4,8 -Celso Blues Boy,Por um Monte de Cerveja,28.0,0.613,0.878,4.0,-5.731,1,0.0313,0.00777,9.2e-05,0.168,0.902,129.991,232699.0,4,2 -Ruth Brown,I Don't Know,46.0,0.727,0.296,8.0,-7.851,1,0.0381,0.642,0.00195,0.0815,0.592,101.006,173733.0,4,2 -Abbie Ozard,breakdowns,34.0,0.481,0.666,8.0,-9.43,1,0.0395,0.0957,,0.104,0.66,98.748,156352.0,4,6 -Jazz,◊ê◊ú ◊™◊©◊ô◊ù ◊ú◊ô ◊ô◊ì ◊¢◊ú ◊î◊û◊ï◊™◊ü,16.0,0.66,0.483,9.0,-6.491,0,0.268,0.0744,0.00103,0.105,0.44,177.585,295547.0,4,9 -Gun,Word Up - Radio Mix,46.0,0.525,0.954,6.0,-7.325,0,0.0426,0.00131,0.0453,0.295,0.635,117.729,260600.0,4,10 -Filip Benedetto,Catch a Moment in Time,47.0,0.523,0.133,4.0,-22.312,0,0.0543,0.925,0.892,0.0971,0.152,96.755,3.845833333,4,7 -Rush,Tom Sawyer,72.0,0.536,0.901,9.0,-7.211,1,0.0374,0.00145,0.0186,0.06,0.666,87.559,276880.0,4,10 -Waylon Jennings,This Time,41.0,0.448,0.597,,-12.201,1,0.0381,0.0884,0.285,0.149,0.514,98.494,2.412216667,4,4 -Lauran Hibberd,Sweat Patch,32.0,0.745,0.471,4.0,-6.455,1,0.0399,0.0848,0.000158,0.153,0.846,85.507,195864.0,4,10 -Hemant Kumar,Jane Woh Kaise Log The,33.0,0.514,0.273,4.0,-8.322,1,0.0376,0.956,,0.0829,0.496,92.879,4.318666667,4,3 -"BRELAND, Keith Urban",Throw It Back (feat. Keith Urban),70.0,0.79,0.73,,-4.98,1,0.0926,0.0586,,0.0878,0.513,93.985,3.148933333,4,4 -–∫—É–ª—å—Ç–æ–¥–∏–Ω–æ—á–µ—Å—Ç–≤–∞,–°–Ω–µ–≥,30.0,0.581,0.675,7.0,-10.567,1,0.0561,0.231,0.585,0.117,0.43,151.96,225802.0,4,6 -Shocking Blue,Send Me A Postcard,53.0,0.344,0.81,11.0,-8.098,1,0.0448,0.0017,0.000409,0.119,0.667,153.801,160827.0,4,1 -Tessa Violet,Games,61.0,0.682,0.736,1.0,-5.004,1,0.0458,0.017,,0.14,0.812,150.021,209748.0,4,1 -Fiddlehead,Loverman,,0.533,0.971,4.0,-6.15,1,0.0519,0.000433,0.646,0.109,0.368,129.999,133212.0,4,10 -Noah Cunane,F*CK ABOUT IT,49.0,0.364,0.936,9.0,-4.281,1,0.146,0.000626,2.5e-06,0.427,0.579,180.191,100608.0,4,10 -Molchat Doma,–û—Ç–≤–µ—Ç–∞ –ù–µ—Ç / Otveta Net,42.0,0.653,0.612,,-10.022,1,0.0294,0.000606,0.825,0.036,0.593,150.307,242966.0,4,6 -Jason Aldean,She's Country,69.0,0.553,0.872,1.0,-2.832,0,0.0782,0.198,,0.0659,0.638,172.138,3.676216667,4,4 -Omer Adam,◊û◊î ◊©◊†◊§◊ú ◊û◊î◊ô◊ì◊ô◊ô◊ù,53.0,0.664,0.354,11.0,-9.855,0,0.0373,0.789,1.97e-05,0.168,0.346,135.977,181765.0,4,9 -The White Stripes,Fell In Love With A Girl,71.0,0.323,0.982,9.0,-1.742,0,0.113,0.706,5.93e-05,0.853,0.365,95.517,110093.0,4,10 -Sarit Hadad,◊õ◊û◊ï ◊°◊ô◊†◊ì◊®◊ú◊î,32.0,0.747,0.89,2.0,-4.05,1,0.0274,0.225,,0.027,0.961,108.032,205507.0,4,9 -Aerosmith,Mama Kin,50.0,0.426,0.751,4.0,-10.91,1,0.0403,0.122,0.00144,0.271,0.889,153.359,267227.0,4,10 -North Mississippi Allstars,Catfish,49.0,0.633,0.862,10.0,-6.869,0,0.0507,0.0443,0.0148,0.366,0.611,89.957,231000.0,4,2 -Sarah Neufeld,Stories,26.0,0.194,0.262,4.0,-13.313,0,0.0362,0.968,0.94,0.162,0.0337,66.457,359476.0,4,6 -Aerosmith,What It Takes,55.0,0.522,0.738,,-6.423,1,0.031,0.0286,5.8e-06,0.4,0.461,142.702,310533.0,4,10 -Doss,On Your Mind,47.0,0.825,0.569,5.0,-8.334,0,0.0483,0.0617,0.776,0.094,0.502,123.013,246183.0,4,1 -Lydia Baskow Trio,Nuages ​​Creux,61.0,0.279,0.0331,,-21.254,1,0.041,0.775,0.00863,0.0938,0.212,98.321,2.625,4,7 -Howlin' Wolf,Back Door Man,42.0,0.528,0.592,9.0,-14.041,0,0.0621,0.747,1.13e-06,0.203,0.925,156.623,173533.0,4,2 -Elvis Presley,Mystery Train,52.0,0.699,0.514,4.0,-12.61,1,0.0315,0.587,0.029,0.22,0.63,120.758,144947.0,4,10 -Asynje,Vindr,37.0,0.244,0.371,5.0,-13.817,1,0.0444,0.857,0.0134,0.0644,0.0789,97.799,318213.0,3,8 -Edith Whiskers,Home,68.0,0.72,0.197,2.0,-12.494,1,0.0361,0.981,0.00187,0.1,0.284,120.024,3.289333333,4,9 -Windy & Carl,Undercurrent,34.0,0.0862,0.222,9.0,-20.901,1,0.0441,0.893,0.795,0.11,0.109,202.983,281453.0,4,6 -WurlD,GHOST TOWN,45.0,0.698,0.609,7.0,-5.658,0,0.208,0.394,0.00292,0.678,0.742,79.028,197327.0,4,9 -Wednesday 13,Devil Inside,36.0,0.568,0.89,5.0,-7.763,1,0.0446,4.6e-05,0.015,0.2,0.835,151.101,314358.0,4,8 -Maddie Jay,CR78,43.0,0.79,0.539,10.0,-6.918,1,0.0553,0.313,0.0534,0.106,0.778,95.024,171373.0,4,1 -ENMY,Demon Eyes,46.0,0.41,0.935,6.0,-3.063,1,0.0571,2.31e-05,0.000752,0.446,0.503,90.964,171758.0,4,8 -Rose Cousins,Chains,42.0,0.381,0.593,2.0,-7.376,1,0.0382,0.396,0.00245,0.113,0.477,79.848,194571.0,4,10 -Deftones,7 Words,53.0,0.431,0.906,9.0,-6.13,1,0.0945,0.0001,0.0001,0.123,0.53,125.459,223893.0,4,8 -Blur,Ghost Ship,63.0,0.803,0.722,2.0,-6.421,1,0.0377,0.0324,0.00264,0.0763,0.857,139.981,299133.0,4,10 -L√òL√ò,death wish,60.0,0.627,0.819,,-2.122,0,0.0539,0.0526,,0.0838,0.937,90.037,197301.0,4,10 -L.A. WITCH,True Believers,28.0,0.26,0.837,9.0,-3.526,1,0.0455,0.00172,0.685,0.0604,0.486,185.972,121560.0,4,6 -Tom Francis,Upon These Stones,42.0,0.583,0.333,,-14.111,0,0.0417,0.764,0.479,0.104,0.195,148.747,4.3,4,0 -Abigail Barlow,Good Guys,40.0,0.799,0.63,1.0,-4.794,0,0.161,0.154,,0.433,0.77,111.049,158164.0,4,9 -Cas Haley,Every Road I'm On,45.0,0.72,0.674,9.0,-7.83,1,0.0294,0.194,0.000386,0.0946,0.97,148.045,229381.0,4,10 -tricot,potage,47.0,0.296,0.577,,-4.516,0,0.0391,0.0204,1.02e-06,0.121,0.497,87.028,246915.0,4,10 -The Highwomen,Highwomen,58.0,0.554,0.47,8.0,-6.604,0,0.0548,0.77,2.6e-06,0.106,0.346,95.598,212480.0,4,9 -Bones Owens,Keep It Close,49.0,0.451,0.817,11.0,-5.124,1,0.038,0.0144,3.49e-06,0.103,0.459,79.974,220791.0,4,2 -Supergrass,Sun Hits The Sky,46.0,0.374,0.842,7.0,-12.169,0,0.045,4.08e-05,0.565,0.118,0.352,150.484,291370.0,4,10 -Bloc Party,Banquet,64.0,0.575,0.936,10.0,-4.913,0,0.0512,0.000128,0.0146,0.0828,0.879,150.234,201360.0,4,1 -Itay Levi,◊ó◊ô◊õ◊ô◊™◊ô ◊ó◊ô◊õ◊ô◊™◊ô,22.0,0.757,0.832,,-5.143,0,0.0911,0.137,,0.0959,0.688,104.063,186985.0,4,9 -Ollie,Shot Me Down,53.0,0.779,0.335,,-11.08,0,0.254,0.742,,0.0932,0.51,62.482,200838.0,4,5 -King Crimson,Red,42.0,0.297,0.743,9.0,-8.565,1,0.0299,0.00277,0.879,0.16,0.119,87.829,375749.0,4,10 -Sara Kays,Backseat Rider,64.0,0.569,0.538,2.0,-9.003,1,0.0323,0.593,,0.23,0.552,104.05,208091.0,4,9 -Miley Cyrus,Prisoner (feat. Dua Lipa),83.0,0.781,0.67,3.0,-3.912,0,0.0452,0.0103,,0.0761,0.595,127.99,169333.0,4,9 -Nevertel,new friend,,0.599,0.816,2.0,-5.87,1,0.053,0.00154,0.000131,0.462,0.249,120.022,178250.0,4,8 -ZZ Top,La Grange - 2005 Remaster,76.0,0.545,0.64,4.0,-9.937,0,0.224,0.00249,0.0304,0.196,0.606,80.544,3.84133333,4,10 -Tal Segev,◊ô◊ù ◊ë◊§◊®◊ô◊ñ,24.0,0.63,0.813,7.0,-6.284,1,0.0412,0.0856,4.29e-06,0.376,0.375,121.962,198211.0,4,9 -Digga D,Toxic,66.0,0.647,0.62,8.0,-8.37,1,0.442,0.217,,0.121,0.276,140.221,190286.0,4,5 -Survive Said The Prophet,Right and Left (To Redefine ver.),37.0,0.669,0.834,4.0,-5.209,0,0.0434,0.0636,,0.117,0.438,114.019,195227.0,4,10 -Immortal,Battles in the North,34.0,0.22,0.985,5.0,-4.335,1,0.0813,0.0158,0.637,0.296,0.0314,101.328,251797.0,3,8 -Generation X,Dancing With Myself,53.0,0.385,0.947,4.0,-3.141,1,0.0729,4.72e-05,0.616,0.662,0.831,176.28,228080.0,4,10 -Extreme,More Than Words,73.0,0.623,0.127,6.0,-14.935,1,0.0306,0.452,,0.114,0.237,91.625,334040.0,4,10 -Millennial,Aisha Badru,38.0,0.587,0.0984,2.0,-18.198,1,0.0424,0.87,0.000143,0.103,0.221,124.808,2.887183333,4,0 -Rudimental,"These Days (feat. Jess Glynne, Macklemore & Dan Caplen)",77.0,0.653,0.809,,-4.057,1,0.0474,0.194,,0.165,0.55,92.213,210773.0,4,9 -Kanye West,POWER,78.0,0.542,0.914,,-4.747,0,0.113,0.0161,,0.744,0.576,153.993,292093.0,4,5 -"Gautier Capuçon, Jerome Ducros",Einaudi: Una mattina,,0.0975,0.0077,9.0,-34.135,0,0.0471,0.988,0.83,0.0603,0.0989,87.152,3.180216667,4,7 -Kash Doll,Bossa Nova (feat. Tee Grizzley),56.0,0.908,0.696,9.0,-5.18,1,0.264,0.0213,4.06e-05,0.0747,0.287,102.032,156842.0,4,5 -Austin TV,El Hombre P√°nico,35.0,0.443,0.948,9.0,-3.91,0,0.0549,3.16e-05,0.21,0.142,0.859,186.161,138400.0,3,10 -CHVRCHES,The Mother We Share,54.0,0.462,0.722,1.0,-5.134,1,0.0306,0.0356,4.52e-06,0.127,0.327,173.941,191294.0,4,6 -Turin Brakes,Video Games,32.0,0.455,0.423,9.0,-8.343,1,0.0325,0.0115,5.47e-05,0.139,0.158,114.841,216193.0,4,6 -Justin Bieber,Off My Face,79.0,0.509,0.228,4.0,-8.68,1,0.0332,0.92,,0.104,0.586,90.674,156468.0,4,9 -Dejector,Take Me There,28.0,0.68,0.661,10.0,-13.39,1,0.0848,0.34,0.447,0.104,0.202,137.989,195041.0,4,9 -Ashley Monroe,Til It Breaks,48.0,0.712,0.354,1.0,-7.814,0,0.0309,0.386,1.14e-05,0.116,0.528,133.969,201520.0,4,1 -Britney Spears,Outrageous,55.0,0.828,0.662,7.0,-6.419,1,0.0461,0.0394,2.02e-05,0.191,0.847,105.014,3.365116667,4,9 -Cherry Tess & Her Rhythm Sparks,Leave a Happy Fool Alone,30.0,0.403,0.852,2.0,-5.84,1,0.0462,0.228,,0.0621,0.692,150.19,149000.0,4,10 -Tru Carr,Beat It Up,57.0,0.726,0.611,1.0,-5.541,1,0.338,0.0317,,0.286,0.684,154.067,202987.0,4,5 -The Kid LAROI,SO DONE,78.0,0.719,0.598,9.0,-6.254,1,0.077,0.232,,0.115,0.303,142.592,126521.0,4,9 -Fareeduddin Ayaz Qawal,Ghayal Hiraniaya,10.0,0.318,0.535,1.0,-8.816,1,0.0745,0.712,2.68e-05,0.0853,0.189,169.739,7.05885,5,0 -The Rolling Stones,Wild Horses - Acoustic Version,52.0,0.385,0.393,7.0,-7.874,1,0.0258,0.561,0.00138,0.101,0.178,147.665,347493.0,4,10 -Lalalar,ƒ∞syanlar - Radio Edit,43.0,0.776,0.523,7.0,-10.667,1,0.0626,0.17,0.82,0.429,0.529,100.976,280500.0,4,10 -Wooden Shjips,Eclipse,41.0,0.383,0.475,11.0,-11.842,0,0.0278,0.00706,0.759,0.108,0.339,141.423,383101.0,4,1 -The Lightning Seeds,Pure,55.0,0.622,0.702,4.0,-10.612,1,0.0282,0.0393,0.439,0.0903,0.858,123.518,3.79778333,4,10 -Eyal Golan,◊ê◊°◊™◊ì◊® ◊ú◊ë◊ì,34.0,0.724,0.399,2.0,-8.125,0,0.0445,0.782,,0.0936,0.454,135.82,208000.0,4,9 -Junon,Carcosa,31.0,0.447,0.962,2.0,-2.378,1,0.0656,2.27e-06,0.941,0.328,0.22,125.038,221574.0,4,8 -Backstreet Boys,Just Want You to Know,52.0,0.709,0.555,2.0,-3.506,1,0.0348,0.000269,,0.0804,0.638,106.0,3.853116667,4,9 -Doul,The Time Has Come,37.0,0.391,0.742,2.0,-4.691,1,0.0401,0.00277,0.00365,0.254,0.479,172.056,214520.0,4,1 -Kylie V,On My Mind,30.0,0.605,0.428,6.0,-7.93,1,0.0261,0.685,0.00924,0.201,0.228,152.969,260013.0,4,6 -Nytt Land,Valhalla Rising,37.0,0.428,0.42,4.0,-12.871,0,0.0355,0.145,0.272,0.348,0.107,87.016,420792.0,4,8 -Rosetta Stone,Adrenaline,38.0,0.469,0.813,7.0,-8.547,1,0.0504,8.15e-05,0.774,0.198,0.558,135.019,220960.0,4,10 -ssgkobe,Angels,53.0,0.584,0.561,11.0,-8.742,0,0.333,0.0121,,0.136,0.579,74.106,116728.0,4,5 -Prospa,WANT NEED LOVE,55.0,0.429,0.683,8.0,-7.297,1,0.038,0.000823,0.00342,0.0801,0.0536,126.873,241890.0,4,6 -Scream,Came Without Warning,26.0,0.29,0.982,9.0,-7.919,1,0.292,0.000291,3.72e-05,0.331,0.191,92.135,106187.0,4,10 -David Shaw,Heavy Soul,47.0,0.72,0.747,7.0,-4.413,1,0.0313,0.204,2.55e-05,0.139,0.919,145.047,182690.0,4,1 -DJ Scream,"Hood Rich Anthem (feat. 2 Chainz, Future, Waka Flocka Flame, Yo Gotti & Gucci Mane)",32.0,0.73,0.829,2.0,-4.11,1,0.191,0.137,,0.37,0.54,135.914,192533.0,4,5 -Meir Banai,◊ê◊¶◊ú◊ö ◊ë◊¢◊ï◊ú◊ù - Acoustic Version,44.0,0.5,0.268,4.0,-11.422,0,0.0295,0.842,1.15e-05,0.109,0.155,120.996,263387.0,3,10 -Bryan Adams,(Everything I Do) I Do It For You - Live At Sydney Opera House / 2013,36.0,0.402,0.356,,-7.626,1,0.0313,0.789,,0.906,0.312,136.979,3.925333333,4,9 -Sonic Youth,Teen Age Riot (Album Version),63.0,0.286,0.907,7.0,-9.67,1,0.0374,0.000277,0.202,0.0837,0.746,156.395,417800.0,4,10 -Saba,Ziplock,63.0,0.878,0.441,11.0,-8.864,0,0.0778,0.103,,0.102,0.374,115.051,198960.0,4,5 -Courtney Salas Group,Would You Be Mine?,50.0,0.573,0.0368,7.0,-23.202,0,0.0409,0.977,0.964,0.111,0.167,106.256,2.640866667,4,7 -Omer Adam,◊ê◊ì◊ï◊ü ◊û◊®◊§◊ô,35.0,0.576,0.311,3.0,-8.364,1,0.0558,0.745,,0.0918,0.692,110.277,186312.0,4,9 -Pearl Jam,Quick Escape,53.0,0.417,0.932,9.0,-5.482,1,0.055,0.000187,0.00121,0.326,0.436,163.527,286573.0,4,10 -Luke Bryan,All My Friends Say,60.0,0.683,0.9,9.0,-4.422,1,0.0333,0.0439,,0.177,0.962,117.036,4.046666667,4,4 -Lata Mangeshkar,Kahan Tak Ham Uthaye Gham,,0.523,0.218,1.0,-10.22,1,0.033,0.979,1.07e-05,0.226,0.515,87.652,3.342666667,4,3 -Melvoni,MILLION DOLLAR PEASANT,51.0,0.849,0.417,5.0,-8.479,1,0.105,0.11,,0.113,0.16,126.05,136992.0,4,5 -Shriekback,All Lined Up,37.0,0.769,0.673,,-9.761,1,0.0703,0.115,7.85e-05,0.458,0.878,131.254,225640.0,4,6 -Rob Zombie,The Triumph of King Freak (A Crypt of Preservation and Superstition),54.0,0.546,0.919,2.0,-5.467,1,0.0568,5.31e-05,0.178,0.0833,0.383,99.972,247040.0,4,8 -Bloody Hammers,Now the Screaming Starts,37.0,0.456,0.944,,-4.458,1,0.0758,0.000136,0.194,0.297,0.49,175.026,243689.0,4,8 -Hypocrisy,Slippin' Away,41.0,0.364,0.565,7.0,-8.793,0,0.0315,0.0005,0.289,0.254,0.0583,121.285,312933.0,4,8 -Kali,Do A Bitch,67.0,0.614,0.41,1.0,-11.034,0,0.422,0.0865,6.87e-06,0.159,0.31,104.482,164702.0,4,5 -Journey,Suzanne,44.0,0.52,0.952,10.0,-2.304,1,0.0538,0.23,2.52e-05,0.325,0.574,88.002,3.64821667,4,10 -Holly Herndon,Frontier,35.0,0.47,0.56,5.0,-6.844,0,0.0392,0.00244,7.14e-05,0.468,0.168,140.02,269079.0,4,6 -The Go,Summer Sun Blues,11.0,0.416,0.813,2.0,-6.183,1,0.0381,0.122,0.01,0.107,0.424,122.171,217040.0,4,2 -Transatlantic,Reaching for the Sky,27.0,0.377,0.871,10.0,-6.24,1,0.0467,0.00381,,0.762,0.325,131.232,340573.0,4,8 -Kasabian,Shoot the Runner,55.0,0.526,0.776,7.0,-4.169,1,0.0852,0.000431,0.0157,0.334,0.524,131.194,207373.0,4,6 -Rob Zombie,Superbeast,64.0,0.518,0.975,8.0,-4.425,1,0.0575,0.000136,0.827,0.42,0.32,154.059,220267.0,4,8 -You Am I,Berlin Chair,47.0,0.271,0.882,7.0,-8.483,1,0.06,0.0404,0.00201,0.0826,0.423,142.92,154667.0,4,10 -Bring Me The Horizon,Sleepwalking,63.0,0.4,0.959,2.0,-3.258,0,0.103,0.000187,4.21e-06,0.231,0.339,149.062,230093.0,4,8 -lil aaron,THAT ONE SONG,4.0,0.5,0.9,2.0,-3.654,1,0.0863,0.000375,,0.381,0.632,159.826,182953.0,4,10 -Marmozets,Habits,36.0,0.353,0.979,7.0,-2.701,0,0.13,0.005,0.102,0.342,0.26,157.907,220387.0,4,10 -Yaeji,MONEY CAN'T BUY,44.0,0.892,0.402,1.0,-8.735,1,0.192,0.157,0.0331,0.0875,0.506,108.02,170424.0,4,6 -Julien Baker,Heatwave,52.0,0.594,0.531,7.0,-6.436,1,0.0257,0.482,0.00258,0.157,0.624,107.968,164067.0,4,6 -Iron Maiden,Speed of Light,51.0,0.176,0.974,7.0,-5.778,0,0.132,0.000419,2.62e-05,0.107,0.334,185.491,301746.0,4,8 -"Niccolò Paganini, Jan Vogler","Cantabile, MS 109/Op. 17 (Arr. for Cello and Guitar)",38.0,0.16,0.257,2.0,-11.122,1,0.0425,0.99,0.8,0.107,0.224,172.442,3.43045,4,7 -Fantastic Negrito,Searching For Captain Save A Hoe,38.0,0.724,0.56,10.0,-7.429,0,0.0375,0.085,,0.153,0.373,74.984,225551.0,4,5 -Marina Maximilian,Maurin,21.0,0.505,0.362,10.0,-7.665,1,0.0289,0.442,0.000123,0.122,0.199,121.885,208457.0,4,9 -"Asha Bhosle, Manna Dey",Kaate Na Kaate Raina,11.0,0.331,0.759,6.0,-6.668,0,0.174,0.826,0.269,0.544,0.326,103.407,10.23036667,4,3 -Black Label Society,Suicide Messiah,54.0,0.359,0.83,5.0,-5.723,1,0.0725,0.000217,3.83e-05,0.0601,0.205,76.727,347867.0,4,8 -Quiet Riot,Cum on Feel the Noize,71.0,0.409,0.92,11.0,-5.439,0,0.12,0.00719,0.00105,0.0823,0.37,145.085,290960.0,4,8 -Foals,Mountain at My Gates,66.0,0.495,0.931,2.0,-5.336,0,0.0469,0.0025,0.0819,0.246,0.617,104.05,244293.0,4,6 -The Fretless,Alaska,32.0,0.76,0.292,,-14.534,1,0.0774,0.829,0.303,0.0832,0.568,104.939,229264.0,4,6 -"John Prine, Fiona Prine",My Happiness (feat. Fiona Prine),43.0,0.7,0.252,5.0,-14.384,1,0.0308,0.921,2.89e-05,0.117,0.552,97.51,2.92223333,4,0 -River,Leon Bridges,5.0,0.658,0.179,8.0,-10.866,1,0.0448,0.689,,0.17,0.191,128.128,3.976,4,0 -New Order,Age of Consent - 2015 Remaster,67.0,0.372,0.91,2.0,-5.559,1,0.0392,0.00101,0.0944,0.13,0.756,161.964,315333.0,4,6 -The Beatles,Here Comes The Sun - Remastered 2009,82.0,0.557,0.54,9.0,-10.484,1,0.0347,0.0339,0.00248,0.179,0.394,129.171,185733.0,4,10 -Sara Farell,Beautiful People,50.0,0.674,0.265,3.0,-11.687,1,0.031,0.845,,0.111,0.481,139.913,212625.0,4,9 -"Vincenzo Bellini, Ophélie Gaillard, Morphing Chamber Orchestra, Frédéric Chaslin",I Capuleti e i Montecchi: Oh quante volte (Arr. for Cello & Orchestra),37.0,0.111,0.188,7.0,-16.844,0,0.0403,0.986,0.854,0.114,0.0556,80.867,4.40555,4,7 -Fleetwood Mac,Everywhere - 2017 Remaster,78.0,0.73,0.487,4.0,-10.991,1,0.0303,0.258,0.01,0.0852,0.731,114.965,226653.0,4,10 -UniBe@t,dump,37.0,0.83,0.72,5.0,-8.14,0,0.354,0.0012,0.00456,0.0887,0.9,116.013,273103.0,4,6 -Dot Cromwell,Hold U,33.0,0.837,0.737,,-3.336,1,0.275,0.277,9.41e-05,0.322,0.578,133.048,162075.0,4,5 -Joe Bonamassa,Love Ain't a Love Song,36.0,0.471,0.944,10.0,-4.673,0,0.0686,0.000744,0.000587,0.193,0.763,94.414,228520.0,4,2 -Grateful Dead,Althea - 2013 Remaster,63.0,0.783,0.284,9.0,-14.307,1,0.0365,0.679,0.282,0.0767,0.584,82.676,412596.0,4,10 -Ariel Posen,Coming Back,33.0,0.61,0.547,2.0,-8.05,0,0.0353,0.0911,4.31e-06,0.165,0.618,131.99,178333.0,4,2 -Helena Deland,Truth Nugget,42.0,0.662,0.63,10.0,-10.558,1,0.0363,0.633,0.673,0.363,0.528,101.994,281253.0,4,1 -P Money,Is Someone There?,33.0,0.674,0.846,7.0,-9.552,1,0.367,0.613,,0.577,0.577,138.066,229091.0,4,5 -Skarlett Riot,Gravity,46.0,0.477,0.923,10.0,-3.163,0,0.0551,0.000462,5.54e-06,0.096,0.411,171.999,227478.0,4,8 -B.B. King,"You Upset Me, Baby",26.0,0.699,0.475,,-8.806,1,0.186,0.946,0.000762,0.281,0.74,116.471,183520.0,4,2 -Steely Dan,FM,53.0,0.787,0.607,11.0,-9.133,0,0.0274,0.119,0.00305,0.0929,0.681,109.38,290160.0,4,10 -Backstreet Boys,Get Another Boyfriend,53.0,0.738,0.75,2.0,-5.034,0,0.135,0.0323,,0.102,0.801,96.112,3.101783333,4,9 -Sarah Jarosz,Hometown,53.0,0.584,0.273,9.0,-12.806,1,0.0357,0.853,0.000109,0.102,0.47,149.757,180240.0,4,1 -Sum 41,Out For Blood,60.0,0.553,0.868,6.0,-4.186,0,0.048,7.35e-05,0.0359,0.0934,0.5,140.054,216571.0,4,10 -Anti-Flag,Hate Conquers All,44.0,0.582,0.945,11.0,-5.95,0,0.089,0.00016,,0.668,0.389,123.041,166893.0,4,10 -JD McPherson,Fire Bug,30.0,0.692,0.843,11.0,-6.66,0,0.0351,0.448,0.0193,0.0876,0.974,147.306,137813.0,4,10 -Cian Ducrot,Not Usually Like This,57.0,0.705,0.476,11.0,-9.039,1,0.0894,0.684,,0.16,0.757,134.947,199851.0,5,9 -PACKS,Silvertongue,29.0,0.363,0.683,11.0,-7.064,0,0.032,0.0118,0.000162,0.109,0.578,144.776,174041.0,4,6 -Lush,Thoughtforms - 2nd Version,40.0,0.363,0.872,11.0,-9.103,0,0.048,0.0743,0.929,0.231,0.238,105.06,167000.0,4,6 -Orr Amrami Brockman,◊ï◊®◊ï◊ì ◊ñ◊ï◊î◊®,43.0,0.594,0.622,1.0,-4.881,0,0.0908,0.169,,0.219,0.546,93.433,169677.0,4,9 -Ori Ben Ari,◊ú◊§◊¢◊û◊ô◊ù,39.0,0.577,0.497,5.0,-8.31,0,0.0356,0.203,,0.113,0.31,140.024,230115.0,4,9 -Sarit Hadad,◊†◊™◊™◊ô ◊ú◊î ◊ó◊ô◊ô,20.0,0.808,0.791,1.0,-5.228,1,0.0411,0.144,3.87e-06,0.0518,0.786,111.975,167293.0,4,9 -ATB,Your Love (9PM),91.0,0.669,0.784,7.0,-5.603,1,0.112,0.194,6.28e-06,0.115,0.517,125.993,150053.0,4,9 -Psychedelic Porn Crumpets,Mr. Prism,38.0,0.414,0.938,11.0,-5.487,1,0.143,0.00125,0.00312,0.458,0.341,177.971,234800.0,4,6 -La Banda del Capitan Corneta,La Cuerera,17.0,0.447,0.737,5.0,-6.185,1,0.0685,0.449,0.00029,0.157,0.762,128.733,228560.0,3,2 -Keren Peles,◊ê◊ô◊ü ◊°◊ï◊£ ◊ú◊ú◊ô◊ú◊î,39.0,0.545,0.572,2.0,-5.564,0,0.0328,0.605,,0.0601,0.365,128.288,185704.0,4,9 -Jacques Greene,Promise,43.0,0.565,0.468,8.0,-8.959,0,0.047,0.794,0.905,0.216,0.079,155.006,209806.0,4,6 -Shalom Hanoch,◊ê-◊ú◊ô-◊û◊ï◊™,15.0,0.486,0.831,7.0,-8.575,1,0.0353,0.0312,6.51e-05,0.159,0.398,97.855,281933.0,4,10 -SPIRIT OF THE BEEHIVE,RAPID & COMPLETE RECOVERY,47.0,0.266,0.66,2.0,-10.854,1,0.135,0.0629,0.514,0.437,0.358,83.02,241184.0,4,6 -Black Eyed Peas,NO MA√ëANA,55.0,0.885,0.681,6.0,-7.663,1,0.0439,0.129,0.0161,0.384,0.569,117.979,221695.0,4,9 -Gary Stewart,She's Actin' Single (I'm Drinkin' Doubles),37.0,0.708,0.482,6.0,-10.366,1,0.0315,0.567,2.59e-05,0.115,0.699,109.41,2.85155,4,4 -Gerry Rafferty,Baker Street,69.0,0.497,0.349,7.0,-14.0,1,0.0297,0.0929,0.028,0.259,0.421,113.762,365627.0,4,10 -Dead Pony,"23, Never Me",43.0,0.487,0.797,6.0,-5.634,0,0.0697,9.37e-05,0.0826,0.248,0.452,156.016,175432.0,4,10 -Demrick,Another Day,10.0,0.578,0.896,2.0,-5.562,1,0.406,0.00276,1.26e-05,0.221,0.362,185.64,136704.0,4,5 -Howler,Back of Your Neck,33.0,0.552,0.936,11.0,-2.93,1,0.28,0.314,0.0129,0.105,0.222,166.849,222573.0,4,6 -Benny Walker,Money and Fools,40.0,0.699,0.392,11.0,-9.618,1,0.0334,0.502,0.000344,0.133,0.289,134.855,230620.0,4,2 -Saptak Chatterjee,Paheli,23.0,0.53,0.765,7.0,-6.352,1,0.0864,0.564,,0.124,0.24,96.079,5.400483333,4,0 -Queen,We Will Rock You,78.0,0.692,0.497,2.0,-7.316,1,0.119,0.676,,0.259,0.475,81.308,122067.0,4,10 -Brothers Osborne,Skeletons,47.0,0.435,0.856,,-4.967,1,0.0515,0.00856,0.0343,0.117,0.569,180.298,219440.0,4,10 -Pete Shelley,Homosapien,45.0,0.603,0.872,2.0,-7.358,1,0.0577,0.00121,4.69e-06,0.754,0.686,132.82,275840.0,4,1 -Celtic Frost,Mexican Radio,46.0,0.245,0.933,4.0,-8.148,0,0.0863,3.43e-05,0.182,0.0437,0.456,178.555,209000.0,4,8 -Azu Tiwaline,Eyes of the Wind,25.0,0.178,0.461,,-16.2,1,0.0584,0.625,0.802,0.148,0.219,66.449,386796.0,5,6 -Alabama Shakes,Sound & Color,55.0,0.548,0.428,2.0,-7.399,1,0.0608,0.847,0.608,0.0827,0.181,114.752,182467.0,4,2 -"Domenico Monleone, Pietro Mascagni, HAUSER, Robert Ziegler, London Symphony Orchestra",Intermezzo (Cavalleria Rusticana),46.0,0.186,0.364,5.0,-8.288,1,0.0377,0.962,0.899,0.101,0.0392,88.955,3.44,3,7 -The Groundhogs,Smokestack Lightnin',31.0,0.388,0.657,11.0,-10.176,0,0.0639,0.0472,0.00198,0.299,0.905,185.47,188667.0,4,2 -Red Death,Path of Discipline,16.0,0.445,0.975,5.0,-4.149,1,0.0517,9.96e-05,0.018,0.297,0.136,109.401,219037.0,4,8 -Concrete Castles,Half Awake,43.0,0.553,0.707,1.0,-6.087,0,0.0374,0.0242,,0.0735,0.325,140.098,222969.0,4,1 -Nirvana,Love Buzz - Remastered,7.0,0.272,0.855,10.0,-5.937,1,0.14,0.853,0.00624,0.11,0.378,132.498,223573.0,4,10 -Lana Del Rey,hope is a dangerous thing for a woman like me to have - but I have it,68.0,0.49,0.104,4.0,-13.208,0,0.0635,0.964,,0.162,0.278,86.675,324499.0,4,6 -Little Simz,Venom,75.0,0.436,0.655,7.0,-8.153,1,0.159,0.425,,0.393,0.523,139.712,2.57915,4,9 -Creedence Clearwater Revival,Have You Ever Seen The Rain,77.0,0.741,0.697,,-7.028,1,0.0277,0.0664,2.28e-05,0.133,0.774,116.109,2.66888333,4,10 -Bon Jovi,Lay Your Hands On Me,50.0,0.332,0.967,2.0,-3.859,1,0.0679,0.177,,0.308,0.389,100.497,3.82155,4,10 -(sic)boy,social phobia,41.0,0.442,0.744,,-4.38,0,0.208,0.00804,1.32e-06,0.0823,0.563,182.212,182308.0,4,9 -The Dandy Warhols,Bohemian Like You,68.0,0.584,0.931,9.0,-6.158,1,0.0344,0.00315,0.772,0.133,0.694,131.275,211707.0,4,10 -Hayley Williams,Over Those Hills,55.0,0.561,0.372,3.0,-9.494,1,0.0425,0.541,0.00248,0.124,0.365,110.062,191950.0,4,6 -Dick Dale and his Del-Tones,Misirlou,53.0,0.289,0.879,4.0,-9.15,1,0.0543,0.015,0.503,0.441,0.584,172.924,134922.0,4,1 -"Anonymous, Sheku Kanneh-Mason, Isata Kanneh-Mason",Song Of The Birds,,0.131,0.0606,9.0,-24.672,0,0.0551,0.988,0.265,0.421,0.0391,87.462,2.799983333,4,7 -Two Door Cinema Club,Bad Decisions,50.0,0.652,0.722,5.0,-7.554,0,0.0325,0.0653,0.0211,0.259,0.496,105.972,232931.0,4,6 -John Coltrane,Equinox,3.0,0.617,0.167,8.0,-17.424,0,0.034,0.727,0.0111,0.0561,0.26,117.246,513573.0,4,2 -Our Last Night,winter,60.0,0.451,0.937,2.0,-4.455,1,0.106,0.000383,3.96e-06,0.134,0.524,177.878,175000.0,4,8 -Dizzee Rascal,"Fix Up, Look Sharp",52.0,0.934,0.826,7.0,-4.34,1,0.268,0.0241,4.32e-06,0.0934,0.301,104.741,224960.0,4,5 -Randy Travis,Diggin' Up Bones,50.0,0.703,0.575,,-8.215,1,0.0261,0.361,,0.0692,0.869,85.672,2.98955,4,4 -LAYBRICKS,Paradise,28.0,0.511,0.886,2.0,-4.678,1,0.0343,0.000354,0.000109,0.111,0.527,104.001,236231.0,4,10 -Ariel Posen,Heart by Heart,38.0,0.637,0.371,7.0,-13.499,0,0.0432,0.564,0.0063,0.101,0.693,82.965,241725.0,4,2 -Noisettes,Never Forget You,73.0,0.569,0.692,9.0,-4.683,1,0.0323,0.0167,3.78e-05,0.126,0.737,141.632,3.20355,4,9 -Electric Enemy,Voices,48.0,0.404,0.876,9.0,-2.008,1,0.0645,0.0269,,0.479,0.458,179.941,190661.0,4,10 -Hanan Ben Ari,◊ê◊û◊ü ◊¢◊ú ◊î◊ô◊ú◊ì◊ô◊ù,52.0,0.458,0.369,10.0,-12.132,0,0.0711,0.305,1.74e-06,0.339,0.239,53.437,218125.0,4,9 -Shlomo Artzi,◊ë◊ú◊ô◊ú◊ï◊™ ◊ê◊†◊ô ◊û◊™◊í◊¢◊í◊¢,21.0,0.381,0.371,7.0,-14.344,1,0.028,0.297,1.02e-06,0.145,0.255,86.514,265000.0,4,10 -blackbear,cheers (with Wiz Khalifa),73.0,0.795,0.642,9.0,-4.431,1,0.0288,0.0509,,0.17,0.669,97.999,201010.0,4,9 -NUMI,◊ú◊ê ◊ë◊û◊ß◊®◊î,8.0,0.863,0.446,7.0,-12.644,1,0.281,0.486,,0.0931,0.243,117.919,201356.0,4,5 -Yehudit Ravitz,◊û◊©◊†◊î ◊ú◊©◊†◊î,24.0,0.478,0.305,7.0,-12.031,1,0.0288,0.592,,0.104,0.192,85.737,293000.0,4,10 -Vice Beats,That Love - Radio Version,40.0,0.846,0.725,5.0,-6.803,0,0.0934,0.361,0.000406,0.0752,0.814,95.011,234947.0,4,5 -Sister James,Questions (feat. Samia),32.0,0.345,0.517,4.0,-6.916,1,0.042,0.0219,0.0728,0.189,0.398,144.015,249823.0,1,1 -Projexx,Sidepiece,52.0,0.623,0.463,6.0,-7.737,0,0.112,0.499,0.00341,0.22,0.103,99.693,186000.0,4,5 -Barns Courtney,Fire,65.0,0.548,0.64,10.0,-6.285,0,0.0306,0.21,0.000328,0.08,0.392,108.326,197520.0,4,10 -Brett Young,In Case You Didn't Know,75.0,0.607,0.536,10.0,-7.306,1,0.0305,0.386,,0.102,0.434,147.986,3.74755,4,4 -Surf Curse,Freaks,61.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,2.4506,4,9 -Infectious Grooves,Lock It In The Pocket,34.0,0.487,0.977,5.0,-3.779,1,0.0774,0.00734,3.15e-05,0.115,0.736,114.359,216507.0,4,10 -Avenue Beat,F2020,65.0,0.702,0.597,2.0,-7.067,1,0.207,0.587,3.62e-06,0.112,0.383,85.016,181852.0,4,9 -Danzig,Blood And Tears,50.0,0.533,0.411,7.0,-12.441,1,0.0265,0.012,0.073,0.128,0.148,84.049,259627.0,3,8 -Red Hot Chili Peppers,Suck My Kiss,64.0,0.623,0.936,,-9.955,1,0.0528,0.000617,9.86e-05,0.269,0.705,101.514,217133.0,4,10 -Persephone,Allison Russell,40.0,0.585,0.404,2.0,-8.188,1,0.0477,0.458,6.42e-06,0.121,0.43,125.267,4.378,4,0 -Cage The Elephant,Spiderhead,59.0,0.543,0.946,2.0,-0.734,1,0.0454,0.00614,1.49e-05,0.106,0.547,117.962,222813.0,4,10 -Noah Reid,"Simply the Best (From ""Schitt's Creek"")",56.0,0.441,0.138,11.0,-12.136,1,0.0352,0.93,0.00023,0.105,0.119,85.492,2.96531667,4,0 -Alice Cooper,$1000 High Heel Shoes,41.0,0.654,0.822,4.0,-3.16,1,0.0949,0.0228,3e-05,0.11,0.591,108.076,209071.0,4,8 -Merk,Deep Dive,23.0,0.76,0.537,9.0,-11.453,0,0.0388,0.544,0.0285,0.066,0.734,115.014,249407.0,4,6 -Oasis,Live Forever,58.0,0.335,0.776,9.0,-5.32,0,0.0325,9.27e-06,9.51e-06,0.369,0.219,90.59,276867.0,4,1 -U2,Bullet The Blue Sky,54.0,0.364,0.638,8.0,-10.24,1,0.0441,0.00735,0.399,0.133,0.451,152.509,271547.0,4,10 -Maximo Park,Graffiti,41.0,0.147,0.904,4.0,-2.602,1,0.0504,0.000328,0.129,0.375,0.414,150.163,185267.0,4,1 -deryk,Call You Out,34.0,0.641,0.464,9.0,-9.365,0,0.0464,0.631,0.0334,0.0868,0.246,145.862,177493.0,4,6 -Lords of Black,Into the Black,31.0,0.418,0.929,7.0,-4.122,1,0.0539,0.000131,0.00134,0.245,0.546,170.037,238018.0,4,8 -Little Simz,Woman,64.0,0.531,0.648,1.0,-7.638,1,0.209,0.712,0.000191,0.0973,0.799,86.739,269413.0,4,1 -Anti-Flag,A Dying Plea Vol. 1,42.0,0.359,0.988,,-2.485,1,0.325,0.0303,,0.0726,0.191,167.045,206205.0,4,10 -Johnni Bassett,Woman's Got Ways,12.0,0.68,0.393,7.0,-13.531,0,0.0321,0.153,0.00362,0.101,0.368,86.396,304520.0,4,2 -Koe Wetzel,Fuss & Fight,61.0,0.652,0.798,2.0,-5.592,0,0.0669,0.00486,,0.131,0.292,141.014,240266.0,4,10 -Shlomo Artzi,◊ú◊ô◊ú◊î ◊ú◊ê ◊©◊ß◊ò,29.0,0.639,0.211,,-18.037,1,0.0409,0.687,1.14e-05,0.0963,0.37,139.169,295000.0,4,10 -Martika,Toy Soldiers,59.0,0.514,0.59,1.0,-6.405,0,0.0274,0.403,,0.126,0.173,130.167,287600.0,4,10 -Ritt Momney,Put Your Records On,6.0,0.399,0.492,6.0,-10.777,0,0.0538,0.058,0.00101,0.11,0.159,91.066,3.507716667,4,9 -Royal Blood,Figure It Out,67.0,0.658,0.814,,-4.631,1,0.0558,0.229,0.00676,0.216,0.69,108.016,183602.0,4,10 -Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,10 -Ozzy Osbourne,No More Tears,67.0,0.346,0.749,6.0,-6.506,1,0.035,0.00167,8.86e-05,0.648,0.315,102.591,443240.0,4,8 -Dudu Aharon,◊ú◊ô◊ú◊î ◊û◊°◊ï◊ë◊ö,17.0,0.669,0.888,5.0,-4.159,0,0.0326,0.117,,0.503,0.695,131.982,256440.0,4,9 -The String Cheese Incident,Franklin's Tower (Live),25.0,0.515,0.871,,-8.263,1,0.0646,0.645,0.474,0.835,0.669,118.54,525173.0,4,10 -Passersby,somewhere else,28.0,0.381,0.322,2.0,-13.16,1,0.0318,0.867,0.424,0.111,0.377,170.033,155423.0,4,6 -Belinda Carlisle,Leave a Light On - Live,16.0,0.372,0.833,2.0,-8.122,1,0.0353,0.0228,,0.988,0.551,135.773,4.43755,4,9 -Dance Gavin Dance,We Own The Night,63.0,0.224,0.905,5.0,-3.239,0,0.0722,0.0509,,0.281,0.485,78.318,205707.0,4,10 -Aldous Harding,Revival,46.0,0.721,0.464,2.0,-8.634,1,0.0304,0.753,0.000869,0.0946,0.693,118.081,137314.0,4,6 -Spoonie Gee,Monster Jam,25.0,0.874,0.876,4.0,-8.3,0,0.153,0.377,,0.194,0.851,106.68,527760.0,4,5 -Bring Me The Horizon,heavy metal (feat. Rahzel),58.0,0.589,0.914,7.0,-3.582,1,0.0935,0.00119,0.000257,0.361,0.512,129.935,240587.0,4,10 -Benefits,Taking Us Back,12.0,0.591,0.925,11.0,-5.491,1,0.0517,0.142,,0.402,0.628,137.987,198600.0,4,6 -Kenny Wayne Shepherd,Woman Like You,39.0,0.343,0.901,7.0,-4.298,1,0.0444,0.00336,8.72e-06,0.258,0.668,174.134,259720.0,4,2 -Plush,Hate,47.0,0.393,0.852,,-1.69,1,0.0414,7.41e-05,0.00138,0.328,0.575,164.166,222874.0,4,10 -Great Grandpa,Digger,34.0,0.28,0.406,8.0,-8.106,1,0.0312,0.507,0.0975,0.117,0.188,172.765,294573.0,4,6 -UQiYO,√âlan Vital (feat. ‰πÖ‰øùÁî∞„É™„É߄Ƕ„Éò„ǧ),30.0,0.765,0.576,,-6.681,1,0.0342,0.276,0.00101,0.111,0.789,115.995,204178.0,4,6 -The Black Crowes,Twice As Hard,58.0,0.376,0.851,,-3.535,1,0.0459,0.11,0.000124,0.277,0.487,173.119,249533.0,4,10 -Estrellita De Palma,Qu√© bonito es el querer,23.0,0.488,0.428,10.0,-10.037,0,0.0438,0.873,,0.611,0.906,121.504,126840.0,4,9 -Catholic Action,Black & White,26.0,0.49,0.784,1.0,-8.057,0,0.0531,0.0235,6.42e-05,0.189,0.58,132.549,210238.0,4,10 -Animals As Leaders,Cafo,50.0,0.399,0.94,4.0,-6.686,1,0.0915,1.7e-05,0.815,0.348,0.132,154.999,401120.0,3,8 -Monster Magnet,Negasonic Teenage Warhead,50.0,0.46,0.818,8.0,-7.945,1,0.0366,4.08e-05,0.372,0.0867,0.15,117.817,267933.0,4,10 -salute,Want U There,44.0,0.623,0.965,6.0,-3.157,0,0.376,0.00135,2.44e-06,0.482,0.346,134.066,176506.0,4,1 -"Mohammed Rafi, Lata Mangeshkar",Diwane Hai Diwanon Ko,7.0,0.437,0.675,9.0,-6.453,1,0.245,0.759,1.1e-06,0.0902,0.723,144.211,4.559783333,3,3 -The Cramps,Human Fly,56.0,0.531,0.849,9.0,-10.754,1,0.111,0.0389,0.00763,0.186,0.305,119.516,136427.0,4,1 -Lady Lamb,Deep Love,35.0,0.496,0.469,7.0,-6.619,1,0.0352,0.366,,0.133,0.259,137.833,237680.0,4,1 -Kelly Clarkson,Already Gone,57.0,0.209,0.872,9.0,-2.996,1,0.0757,0.217,,0.0768,0.294,78.139,281560.0,4,10 -Bring Me The Horizon,Happy Song,67.0,0.295,0.924,5.0,-3.407,1,0.0678,4.02e-05,0.00462,0.377,0.219,171.941,239387.0,4,10 -Pir√°mides,14.12,21.0,0.39,0.744,1.0,-8.163,1,0.0336,0.016,0.907,0.14,0.197,130.894,203027.0,4,10 -Rage Against The Machine,Bulls On Parade,74.0,0.412,0.919,5.0,-7.291,1,0.184,0.0124,0.0601,0.424,0.572,166.367,229467.0,4,10 -The Goo Goo Dolls,Iris,79.0,0.315,0.715,11.0,-8.072,0,0.0362,0.00125,7.97e-06,0.0942,0.497,155.925,289533.0,3,10 -Wynton Kelly,Kelly Blue,32.0,0.588,0.223,5.0,-16.551,0,0.0487,0.776,0.000631,0.106,0.412,126.747,650467.0,4,2 -Glen Glenn,Everybody's Movin',37.0,0.696,0.666,1.0,-6.481,0,0.0497,0.694,0.00384,0.131,0.932,79.229,162493.0,4,10 -Nas,Halftime,60.0,0.766,0.793,4.0,-6.638,0,0.165,0.0294,7.97e-06,0.173,0.647,91.925,260800.0,4,5 -Udit Narayan,Ghoongte Mein Chanda,36.0,0.759,0.76,6.0,-10.802,0,0.223,0.294,0.00022,0.053,0.699,91.848,6.2,4,3 -Lonestar,My Front Porch Looking In,57.0,0.529,0.811,5.0,-5.62,1,0.0511,0.0317,,0.311,0.454,102.703,3.726216667,4,4 -Pearl Jam,Retrograde,53.0,0.463,0.62,8.0,-8.141,1,0.0301,0.172,2.77e-05,0.111,0.259,107.076,322307.0,4,10 -Vulture,Malicious Souls,29.0,0.306,0.935,4.0,-7.856,1,0.0611,6.88e-05,0.235,0.463,0.364,190.087,197933.0,4,8 -Pearl Jam,Superblood Wolfmoon,55.0,0.511,0.93,9.0,-5.173,1,0.0522,0.00556,,0.403,0.881,153.376,229467.0,4,10 -Sam Sparro,Happiness - The Magician Remix,31.0,0.733,0.671,10.0,-5.15,0,0.0374,0.00608,0.672,0.109,0.251,120.021,218025.0,4,6 -Joshua Redman,Turnaround,32.0,0.575,0.17,5.0,-16.196,1,0.0535,0.901,0.0306,0.179,0.37,77.048,384337.0,4,2 -Serpents Oath,Malediction,26.0,0.198,0.993,7.0,-3.961,0,0.143,3.63e-06,0.741,0.0775,0.0398,115.643,286851.0,4,8 -Goat Girl,Bang,32.0,0.413,0.69,10.0,-6.868,1,0.0299,0.212,0.0241,0.314,0.483,95.26,267533.0,4,1 -Caterina Valente,Bongo Cha Cha Cha - Bonus Track,62.0,0.78,0.591,3.0,-7.764,1,0.09,0.807,,0.23,0.771,126.803,166280.0,4,9 -Paramore,Misery Business,72.0,0.517,0.906,1.0,-3.677,1,0.0735,0.00272,9.26e-06,0.113,0.731,172.977,211520.0,4,10 -Park Wan Kyu,Another Day,32.0,0.452,0.766,4.0,-5.046,1,0.0374,0.0809,,0.186,0.258,109.135,251179.0,4,10 -Debtors' Prison,Dustbowl Revival,,0.64,0.549,2.0,-7.015,1,0.0345,0.655,,0.0983,0.498,76.029,4.884883333,4,0 -Idan Amedi,◊ê◊û◊®◊ô◊ß◊î,29.0,0.518,0.729,4.0,-7.141,0,0.0269,0.304,6.17e-05,0.107,0.482,106.956,238827.0,4,9 -Viagra Boys,Girls & Boys,44.0,0.493,0.839,9.0,-5.75,1,0.0431,0.000115,0.0857,0.199,0.36,122.996,279817.0,4,1 -Ehud Banai,◊ë◊í◊ú◊í◊ï◊ú ◊ê◊ó◊®,17.0,0.55,0.423,4.0,-16.101,0,0.0285,0.139,0.798,0.128,0.268,143.876,285267.0,4,10 -Airways,Out Of Luck,39.0,0.527,0.98,2.0,-5.791,1,0.0618,0.00825,0.00143,0.153,0.599,90.042,181333.0,4,10 -"Dmitri Shostakovich, Sheku Kanneh-Mason, City Of Birmingham Symphony Orchestra, Mirga Gražinytė-Tyla","The Gadfly Suite, Op. 97a: 10. Nocturne - Live",,0.124,0.0632,9.0,-25.258,0,0.0521,0.967,0.932,0.108,0.0361,82.475,5.056183333,4,7 -Blonde Redhead,23,44.0,0.383,0.835,8.0,-5.07,1,0.049,0.0194,0.189,0.153,0.17,120.268,318800.0,4,10 -The Chainsmokers,You Owe Me - Whyel Remix,32.0,0.471,0.918,9.0,-2.737,1,0.0351,0.000526,0.00147,0.384,0.203,179.97,256800.0,4,10 -National Nightmare,Witch,32.0,0.493,0.937,9.0,-3.555,0,0.0884,0.0198,0.000216,0.103,0.435,155.179,290417.0,4,8 -Tom Petty and the Heartbreakers,American Girl,75.0,0.55,0.824,2.0,-5.988,1,0.0334,0.448,0.000127,0.366,0.777,114.512,3.57888333,4,10 -Big Joe Turner,Well All Right,31.0,0.493,0.621,,-6.19,1,0.0525,0.619,2.21e-06,0.257,0.855,161.696,148733.0,4,2 -Gus Dapperton,First Aid,58.0,0.623,0.48,10.0,-4.39,0,0.0269,0.0148,0.00141,0.086,0.355,140.015,268509.0,4,6 -Berry Sakharof,◊®◊¢◊© ◊ú◊ë◊ü,24.0,0.506,0.845,1.0,-12.056,1,0.0376,0.0337,8.43e-06,0.161,0.467,120.829,232693.0,4,10 -Baby Keem,no sense,68.0,0.783,0.485,,-11.262,0,0.521,0.419,0.0998,0.182,0.858,179.948,170766.0,4,5 -Aaron Goldberg,The Wind In The Night,39.0,0.427,0.0787,10.0,-25.917,1,0.0413,0.98,0.933,0.0867,0.0398,140.156,5.044,4,7 -Andrew W.K.,Babalon,44.0,0.169,0.956,2.0,-2.94,1,0.0631,0.00127,0.0566,0.208,0.159,95.249,257240.0,3,8 -morgxn,PUMP THE BREAK,50.0,0.797,0.542,1.0,-5.131,1,0.0345,0.039,,0.314,0.394,102.045,192773.0,4,1 -Cemetery Sun,Stay A While,41.0,0.441,0.794,3.0,-5.642,1,0.0454,0.00599,,0.118,0.454,156.018,203013.0,4,9 -Warne Marsh,Quintessence - Remastered,41.0,0.57,0.165,,-16.408,0,0.0389,0.804,0.000911,0.236,0.591,76.368,4.268883333,4,7 -Grateful Dead,St. Stephen - 2013 Remaster,45.0,0.394,0.366,9.0,-12.883,1,0.0472,0.552,9.3e-06,0.0991,0.549,91.259,267507.0,4,10 -Carl Perkins,Dixie Fried,30.0,0.61,0.703,4.0,-8.349,0,0.0372,0.716,,0.0834,0.709,161.817,144240.0,4,10 -"Vinod Rathod, Sadhana Sargam",Gambler Gambler,19.0,0.477,0.876,7.0,-7.574,0,0.125,0.697,0.394,0.377,0.706,174.152,6.316666667,4,3 -Bloody Hammers,Hands of the Ripper,30.0,0.538,0.837,,-4.498,1,0.0319,5.36e-05,0.000429,0.158,0.768,130.001,172013.0,4,8 -Gene Vincent,Lotta Lovin',44.0,0.565,0.495,7.0,-14.611,1,0.0506,0.766,0.000111,0.287,0.952,168.21,131973.0,4,10 -The Bellamy Brothers,Let Your Love Flow,69.0,0.679,0.553,3.0,-14.687,1,0.0316,0.0611,7.16e-06,0.139,0.946,109.071,3.312666667,4,4 -"Manna Dey, Asrani",Tum Bin Jeevan,11.0,0.36,0.373,2.0,-12.611,1,0.0376,0.991,0.793,0.188,0.443,148.608,5.716666667,4,3 -Brittany Howard,History Repeats,40.0,0.555,0.933,11.0,-6.287,0,0.118,0.437,0.307,0.267,0.616,97.878,184827.0,4,2 -Koral Banko,The Nomad,54.0,0.544,0.0221,7.0,-21.88,0,0.0442,0.994,0.921,0.106,0.352,70.795,177196.0,3,1 -Deap Vally,Baby I Call Hell,42.0,0.383,0.917,9.0,-4.516,0,0.195,0.000636,4.35e-05,0.409,0.443,79.362,180400.0,4,10 -Bastille,Power,49.0,0.664,0.726,10.0,-4.899,1,0.0329,0.211,,0.272,0.538,97.749,209107.0,4,10 -Idan Amedi,◊®◊• ◊ê◊ú ◊î◊ê◊ï◊®,29.0,0.532,0.834,1.0,-5.486,0,0.032,0.195,,0.0971,0.517,90.521,217720.0,4,9 -The Black Keys,Fever,64.0,0.609,0.674,9.0,-6.506,0,0.0355,0.00378,0.000302,0.129,0.743,127.541,246307.0,4,6 -Megan Thee Stallion,What‚Äôs New,76.0,0.934,0.873,1.0,-4.707,1,0.309,0.00488,,0.0832,0.721,139.997,155090.0,4,5 -Bloc Party,Kettling,34.0,0.351,0.865,7.0,-4.526,1,0.0433,5.76e-05,0.00236,0.916,0.475,79.547,221120.0,4,10 -Basement,Promise Everything,46.0,0.3,0.957,4.0,-5.993,1,0.112,2.67e-05,1.58e-05,0.266,0.352,76.256,157080.0,4,10 -The Lumineers,Ophelia,79.0,0.664,0.573,5.0,-6.519,1,0.0277,0.613,0.000363,0.0857,0.566,76.023,160097.0,4,9 -"Joseph Boulogne Chevalier de Saint-Georges, Zhou Qian, Toronto Chamber Orchestra, Kevin Mallon",Violin Concerto No. 10 in G Major: Largo,51.0,0.212,0.0517,2.0,-24.467,1,0.0525,0.928,0.639,0.112,0.152,185.678,6.627333333,3,7 -The Doors,Touch Me,64.0,0.425,0.903,1.0,-4.801,1,0.0732,0.405,0.0128,0.117,0.769,108.748,190253.0,4,10 -Empire of the Sun,Walking On A Dream,78.0,0.871,0.701,5.0,-5.594,0,0.0458,0.257,7.52e-06,0.0589,0.716,126.975,198440.0,4,6 -DMX,How's It Goin' Down,60.0,0.912,0.596,6.0,-9.959,1,0.451,0.482,0.000369,0.107,0.816,90.463,282907.0,4,5 -Emma-Jean Thackray,Say Something,44.0,0.419,0.608,10.0,-9.957,0,0.054,0.798,0.0476,0.129,0.341,125.144,229500.0,1,6 -Pineapple Express,Colour,26.0,0.508,0.869,1.0,-5.393,1,0.0545,0.0256,,0.0552,0.6,149.92,4.026666667,4,0 -Idan Amedi,◊õ◊ê◊ë ◊©◊ú ◊ú◊ï◊ó◊û◊ô◊ù,43.0,0.318,0.259,9.0,-10.315,0,0.0307,0.803,,0.121,0.438,174.738,198773.0,4,9 -Muse,Uprising,75.0,0.602,0.905,2.0,-4.046,1,0.0775,0.000202,0.064,0.117,0.411,128.019,304840.0,4,10 -Justin Bieber,Lonely (with benny blanco),84.0,0.631,0.239,11.0,-7.071,0,0.0398,0.864,,0.116,0.0927,79.859,149297.0,4,9 -Little Boots,Meddle,26.0,0.641,0.88,2.0,-3.094,1,0.156,0.0219,3.97e-05,0.0802,0.636,168.99,195947.0,4,6 -Backstreet Boys,Feels Like Home,19.0,0.685,0.814,2.0,-5.227,1,0.0314,0.0278,,0.0998,0.748,112.008,3.4342,4,9 -Eviatar Banai,◊ê◊™◊î,25.0,0.403,0.265,2.0,-10.071,1,0.0273,0.806,0.165,0.134,0.193,78.177,188460.0,4,10 -Forth Wanderers,Nevermine,41.0,0.385,0.637,4.0,-5.176,1,0.0315,0.0455,0.349,0.286,0.246,163.913,234098.0,4,1 -Hollis Brown,Do Me Right,32.0,0.689,0.679,5.0,-6.735,1,0.0315,0.00028,3.38e-05,0.0986,0.43,136.988,278213.0,4,10 -Reyanna Maria,So Pretty,71.0,0.799,0.543,10.0,-6.094,0,0.24,0.0512,0.0425,0.134,0.25,187.906,85742.0,4,9 -Oliver Young,Just One Step At A Time,49.0,0.508,0.0729,4.0,-21.153,0,0.0721,0.97,0.927,0.111,0.0705,76.225,4.133333333,4,7 -Gorgoroth,Profetens √Öpenbaring,38.0,0.452,0.953,1.0,-7.215,1,0.0485,1.32e-05,0.0182,0.205,0.439,126.445,266627.0,4,8 -RIKA,DOSES,42.0,0.668,0.377,9.0,-9.488,1,0.134,0.147,,0.258,0.656,92.721,150968.0,4,9 -Rob Thomas,Her Diamonds,62.0,0.555,0.924,7.0,-4.93,1,0.0604,0.0159,,0.075,0.865,87.606,280000.0,4,10 -Filthy Gears,Scrub,20.0,0.578,0.459,5.0,-9.412,1,0.033,0.000157,0.906,0.11,0.0834,140.014,279431.0,4,5 -Billy Idol,White Wedding - Part 1 - 2001- Remaster,,0.672,0.792,9.0,-6.436,1,0.0333,0.0175,0.0119,0.313,0.649,146.904,505093.0,4,10 -Leslie West,Blood of the Sun,26.0,0.395,0.904,2.0,-7.762,0,0.0393,0.000368,0.000358,0.852,0.649,106.067,202040.0,4,10 -Hildegard,Jour 2,24.0,0.568,0.356,9.0,-8.874,1,0.0322,0.205,2.75e-05,0.202,0.247,55.994,281975.0,4,6 -The Strokes,What Ever Happened?,60.0,0.547,0.596,11.0,-6.044,1,0.0339,8.02e-05,0.739,0.273,0.584,116.17,169507.0,4,6 -Eno ‚Ä¢ Hyde,Daddy's Car,38.0,0.625,0.916,9.0,-5.861,1,0.0793,0.0368,0.0253,0.125,0.771,120.027,290144.0,4,6 -Lata Mangeshkar,Yeh Galiyan Yeh Chaubara,24.0,0.467,0.637,9.0,-10.193,0,0.0467,0.679,0.002,0.0728,0.875,82.625,6.476,4,3 -Chris Cornell,Nothing Compares 2 U - Live At SiriusXM/2015,62.0,0.434,0.327,,-10.72,1,0.0312,0.609,1.78e-06,0.686,0.295,119.506,303907.0,4,10 -Big Spring,Keep The Lights On Me,38.0,0.445,0.886,7.0,-6.592,1,0.0647,0.00158,5.44e-06,0.0424,0.382,81.37,227262.0,4,6 -lentra,o shit!,55.0,0.829,0.631,1.0,-7.876,1,0.106,0.875,0.0123,0.109,0.792,106.863,136822.0,4,1 -Hound Dog Taylor,Give Me Back My Wig,48.0,0.642,0.708,9.0,-13.402,1,0.0543,0.0346,0.0103,0.0844,0.775,108.143,215800.0,4,2 -Sir Mix-A-Lot,Baby Got Back,68.0,0.926,0.669,1.0,-11.271,1,0.301,0.0051,,0.0887,0.642,128.462,262827.0,4,9 -Tim Montana,Do It Fast,44.0,0.594,0.958,9.0,-3.887,1,0.0825,0.00918,4.41e-06,0.23,0.806,149.944,198013.0,4,10 -Japandroids,The House That Heaven Built,46.0,0.322,0.985,,-3.494,1,0.14,0.000522,0.00865,0.0964,0.0815,161.195,289150.0,4,6 -Jos√© James,You Know What It Do,38.0,0.799,0.926,1.0,-4.941,1,0.0392,0.0177,0.00588,0.0808,0.966,145.946,187214.0,4,9 -Avril Lavigne,When You're Gone,69.0,0.457,0.719,4.0,-3.921,0,0.0323,0.191,,0.228,0.168,142.034,240493.0,4,10 -The Clash,London Calling - Remastered,71.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,3.34133333,4,10 -Offica,Obito,55.0,0.797,0.631,11.0,-10.34,1,0.421,0.164,,0.0973,0.765,143.095,214825.0,4,5 -Dudi Buzaglo,◊û◊©◊ï◊í◊¢◊™,44.0,0.808,0.597,1.0,-5.68,1,0.226,0.13,,0.0696,0.719,96.028,161111.0,4,9 -Marcus King,Beautiful Stranger,46.0,0.485,0.248,4.0,-10.566,1,0.0292,0.837,1.52e-05,0.0935,0.188,111.662,247547.0,3,2 -Las Perlas Negras,Like A Tourist On Caminito,51.0,0.447,0.222,9.0,-13.136,0,0.0631,0.986,0.92,0.119,0.231,79.226,3.9,3,7 -Arch Echo,Strut,33.0,0.52,0.954,1.0,-3.882,1,0.0658,0.000736,0.866,0.349,0.609,104.914,272280.0,4,8 -Mott The Hoople,Jerkin' Crocus,24.0,0.493,0.857,2.0,-6.281,1,0.0382,0.0808,,0.265,0.901,128.407,240800.0,4,2 -Nviiri The Storyteller,Niko Sawa,46.0,0.74,0.641,6.0,-9.494,1,0.0863,0.102,,0.121,0.324,79.022,220755.0,4,9 -Pale Saints,Ordeal,31.0,0.503,0.541,2.0,-15.489,1,0.0335,7.82e-05,0.818,0.262,0.613,121.503,238227.0,3,6 -Pretenders,I Didn't Know When to Stop,37.0,0.35,0.835,9.0,-4.386,1,0.112,0.00257,0.00014,0.355,0.587,126.778,143853.0,4,10 -Anti-Flag,American Attraction,52.0,0.597,0.907,,-3.878,1,0.0519,0.000101,,0.116,0.659,119.975,176373.0,4,10 -D Smoke,Dreams,40.0,0.772,0.449,1.0,-10.324,1,0.366,0.457,1.93e-05,0.343,0.561,94.736,213438.0,4,5 -Ezra Charles,88 Answers,32.0,0.596,0.797,,-7.007,1,0.0431,0.129,0.00626,0.337,0.651,127.736,199400.0,4,2 -Type O Negative,Christian Woman,1.0,0.269,0.672,11.0,-7.714,1,0.0424,0.147,0.0196,0.239,0.136,90.237,539493.0,4,10 -Badge √âpoque Ensemble,"You Can Build a Palace, Or You Can Please People",33.0,0.543,0.525,,-7.144,1,0.0347,0.228,0.927,0.0801,0.695,112.892,213047.0,4,1 -The War and Treaty,Down to the River,44.0,0.461,0.695,6.0,-6.918,1,0.0601,0.162,4.3e-05,0.121,0.771,152.249,231253.0,4,2 -The Dead Deads,In for Blood,35.0,0.515,0.735,1.0,-2.972,1,0.0388,7.08e-05,0.00535,0.286,0.456,128.026,223933.0,4,10 -blackwave.,Bittersweet Baby,57.0,0.69,0.665,6.0,-6.963,0,0.0746,0.597,,0.606,0.423,88.018,199373.0,4,5 -John Moreland,You Don't Care for Me Enough to Cry,51.0,0.389,0.208,2.0,-11.669,1,0.0359,0.861,7.76e-06,0.192,0.233,90.346,254619.0,4,2 -Shlomo Artzi,◊û◊ó◊û◊ú ◊†◊§◊©◊ô,27.0,0.572,0.721,6.0,-4.061,0,0.0336,0.59,,0.103,0.618,142.832,252598.0,4,10 -Michal Geva,Let Me Go,7.0,0.57,0.586,,-9.426,0,0.05,0.164,0.0648,0.111,0.101,123.917,246262.0,4,6 -Tuna,◊ë◊°◊ô◊ë◊ï◊ë,49.0,0.633,0.81,11.0,-6.819,0,0.0486,0.0997,1.91e-06,0.12,0.665,94.009,313253.0,4,5 -Brothers Osborne,Pushing Up Daisies (Love Alive),57.0,0.606,0.633,9.0,-7.19,1,0.032,0.152,0.000765,0.196,0.535,142.016,3.650216667,4,4 -Gabriella Vargas Luna,Anoranza,42.0,0.689,0.209,9.0,-10.481,1,0.0941,0.87,0.222,0.104,0.236,75.474,2.8,4,7 -"Landon Austin, Jada Facer",Such Great Heights (Acoustic),48.0,0.557,0.372,8.0,-12.523,1,0.0344,0.693,1.16e-05,0.105,0.287,155.99,3.11538333,4,0 -Colin & Caroline,Send Me on My Way (Acoustic),49.0,0.363,0.356,,-10.857,1,0.0369,0.799,5.53e-06,0.0861,0.249,193.841,3.13021667,4,0 -Doss,Puppy,42.0,0.518,0.95,10.0,-5.461,0,0.0372,7.31e-05,0.82,0.129,0.468,140.01,248699.0,4,6 -Swales,The Night,33.0,0.794,0.705,4.0,-8.05,0,0.0499,0.00495,0.901,0.201,0.702,126.004,190476.0,4,6 -Soulico,Pitom Banu (feat. Axum),13.0,0.852,0.659,7.0,-5.548,1,0.19,0.00425,2.23e-06,0.1,0.193,105.016,204200.0,4,5 -Tom Grennan,Little Bit of Love,81.0,0.689,0.706,1.0,-4.48,0,0.0312,0.0833,,0.105,0.623,106.52,3.77113333,4,9 -Dominique,Soulja Life Mentality,27.0,0.854,0.474,8.0,-8.849,0,0.315,0.0576,,0.117,0.522,85.034,158118.0,4,5 -Avenged Sevenfold,Unholy Confessions,63.0,0.447,0.876,2.0,-5.446,0,0.066,0.000359,0.00103,0.255,0.532,92.535,283827.0,4,8 -Gun,Better Days,35.0,0.523,0.787,9.0,-13.211,1,0.0331,2.74e-05,0.00434,0.272,0.671,93.465,3.70666667,4,10 -The Cure,The Lovecats,60.0,0.747,0.571,9.0,-12.9,0,0.086,0.48,1.05e-06,0.242,0.965,91.838,220093.0,4,1 -girlhouse,pretty girl in la,42.0,0.567,0.532,2.0,-9.171,1,0.0324,0.191,0.000269,0.143,0.196,122.987,214634.0,4,6 -Skrillex,Butterflies (with Starrah & Four Tet),68.0,0.738,0.844,2.0,-5.743,0,0.14,0.00536,0.0119,0.397,0.243,128.005,195938.0,4,9 -"Mohammed Rafi, Asha Bhosle",Megha Re Bole and Bade Hain Dil Ke Kale,2.0,0.486,0.636,7.0,-9.389,1,0.0986,0.7,0.000911,0.494,0.911,125.624,6.358666667,4,3 -Adele,Make You Feel My Love (Live at Hotel Cafe),,0.447,0.166,10.0,-12.193,1,0.0374,0.974,3.81e-06,0.665,0.107,144.706,3.87,4,9 -Aurélien Trigo,Impermanence,46.0,0.393,0.163,9.0,-19.789,0,0.0477,0.971,0.914,0.127,0.097,134.853,3.224683333,4,7 -Kansas Joe McCoy & Memphis Minnie,When the Levee Breaks,5.0,0.62,0.439,7.0,-6.826,0,0.0391,0.916,0.000156,0.101,0.514,98.06,191120.0,4,2 -King Gizzard & The Lizard Wizard,Honey,52.0,0.575,0.558,11.0,-10.254,1,0.0321,0.0518,0.276,0.118,0.826,155.894,273854.0,1,10 -Weezer,Island in the Sun - Live from Spotify NYC,44.0,0.689,0.673,5.0,-7.6,0,0.0287,0.303,,0.723,0.564,113.139,224353.0,4,10 -Jack Ingram,In His Arms,61.0,0.641,0.101,,-14.288,1,0.0396,0.941,2.21e-06,0.377,0.217,98.596,150187.0,4,1 -Gomma,IENA,,0.405,0.968,4.0,-3.759,0,0.15,0.00313,,0.216,0.295,170.088,115240.0,4,10 -The Mothers Of Invention,Trouble Every Day,44.0,0.311,0.775,2.0,-12.683,1,0.076,0.506,,0.897,0.477,121.352,350053.0,4,1 -Eli Huli,UP UP UP,16.0,0.715,0.555,2.0,-7.147,1,0.0423,0.00213,2.08e-06,0.0949,0.219,122.992,203696.0,4,9 -The Rapture,How Deep Is Your Love?,52.0,0.472,0.826,9.0,-3.938,0,0.0594,0.000617,0.000713,0.187,0.132,122.326,385920.0,4,1 -Juke Ross,We Never Die (Acoustic),48.0,0.686,0.328,11.0,-5.013,0,0.0353,0.459,,0.128,0.466,80.098,194827.0,4,9 -Mohammed Rafi,Apni To Har Aah Ek Toofan Hai,7.0,0.515,0.258,6.0,-11.941,1,0.0298,0.98,0.00479,0.0918,0.375,88.839,4.584666667,5,3 -Joan Baez,Take Me Back To The Sweet Sunny South - Live At The Woodstock Music & Art Fair / 1969,23.0,0.411,0.381,7.0,-13.908,1,0.0329,0.777,,0.676,0.384,88.015,164900.0,4,10 -Spafford,Beautiful Day (Live),40.0,0.349,0.364,,-13.728,1,0.0303,0.755,0.000298,0.955,0.31,128.034,349250.0,4,10 -Gaffa Tape Sandy,Kill the Chord,34.0,0.358,0.912,9.0,-4.651,1,0.05,3.36e-06,0.00271,0.122,0.578,156.873,205400.0,4,1 -√òZWALD,Mt. Hood,26.0,0.57,0.83,,-7.992,1,0.0614,0.0725,0.015,0.176,0.735,117.05,210929.0,4,6 -Pink Floyd,Wish You Were Here,76.0,0.481,0.262,7.0,-15.73,1,0.0414,0.735,0.0114,0.832,0.375,122.883,334744.0,4,10 -COUNTERFEIT.,Enough,35.0,0.233,0.985,7.0,-4.839,1,0.182,0.000311,0.00324,0.335,0.54,194.927,218154.0,3,10 -Yebba,Distance,58.0,0.587,0.501,,-7.483,1,0.0408,0.704,0.193,0.0824,0.44,139.92,255794.0,4,9 -Westlife,When I'm With You,,0.592,0.703,9.0,-6.129,1,0.0474,0.11,,0.0844,0.273,119.89,4.178883333,4,9 -Dream Wife,Hasta La Vista,36.0,0.929,0.626,4.0,-5.996,1,0.0383,0.0483,0.000113,0.102,0.859,123.134,222215.0,4,6 -The Cold Stares,Break My Fall,41.0,0.49,0.317,7.0,-8.12,0,0.0297,0.816,0.000123,0.0938,0.251,139.308,265360.0,3,2 -Adam Jensen,Trouble,48.0,0.433,0.863,1.0,-6.213,0,0.0455,0.0397,,0.0763,0.424,85.999,224142.0,4,10 -Soul Asylum,Runaway Train,70.0,0.613,0.72,,-7.957,1,0.0425,0.0132,,0.104,0.561,117.341,265867.0,4,10 -Mayhem,De Mysteriis Dom Sathanas,42.0,0.0697,0.816,9.0,-6.41,1,0.0803,8.74e-06,0.833,0.303,0.0387,179.783,381853.0,4,8 -Mickey Gilley,Stand By Me - Single Version,50.0,0.666,0.42,4.0,-12.28,1,0.0255,0.699,0.0511,0.142,0.34,90.794,3.582066667,4,4 -Shamshad Begum,Boojh Mera Kya Naam Re,7.0,0.493,0.556,8.0,-6.27,1,0.0772,0.822,0.000332,0.233,0.931,190.617,4.51245,4,3 -Steve Miller Band,The Joker,76.0,0.596,0.448,5.0,-9.616,1,0.0396,0.365,5.3e-06,0.206,0.796,83.293,264504.0,4,10 -Eviatar Banai,◊û◊™◊†◊ï◊™,32.0,0.566,0.765,9.0,-5.329,0,0.0329,0.0376,5.97e-05,0.0716,0.576,111.957,211733.0,4,10 -Backstreet Boys,In Pieces,30.0,0.296,0.911,9.0,-3.093,1,0.0552,0.00422,,0.153,0.329,203.841,3.684883333,4,9 -Leah Kate,Boyfriend,52.0,0.898,0.509,11.0,-6.038,0,0.124,0.158,0.0036,0.0939,0.555,108.002,143556.0,4,9 -Sugar Ray,When It's Over - David Kahne Main,58.0,0.675,0.775,4.0,-5.772,1,0.0522,0.0387,,0.383,0.933,99.945,217853.0,4,10 -Tom Morello,Interstate 80 (with Slash),43.0,0.358,0.912,7.0,-4.736,1,0.0976,0.000456,0.000124,0.348,0.351,174.171,278270.0,4,10 -Nada Surf,Popular,53.0,0.444,0.884,7.0,-6.104,1,0.119,0.00751,8.94e-05,0.116,0.296,94.82,220587.0,4,6 -"yeah, sure",hello there,22.0,0.468,0.909,2.0,-3.641,1,0.0521,0.0237,,0.272,0.603,121.987,193784.0,4,10 -–î—É—Ä–Ω–æ–µ –í–ª–∏—è–Ω–∏–µ,–ñ–∏–∑–Ω—å –∫–∞–∫ –±–æ–ª–µ–∑–Ω—å,32.0,0.237,0.7,11.0,-11.703,1,0.0547,0.00646,0.814,0.122,0.125,136.016,303987.0,4,6 -Morphine,Buena,54.0,0.576,0.494,10.0,-12.242,0,0.0605,0.106,0.174,0.13,0.587,96.478,199667.0,4,1 -Shlomo Artzi,◊ó◊ï◊ù ◊ô◊ï◊ú◊ô ◊ê◊ï◊í◊ï◊°◊ò,31.0,0.605,0.451,6.0,-14.955,0,0.0318,0.159,2.83e-05,0.0748,0.343,128.708,331573.0,4,10 -Jex Opolis,Drive Safe,25.0,0.733,0.689,,-9.255,1,0.0351,0.0425,0.843,0.0733,0.38,128.029,247379.0,4,1 -Josiah and the Bonnevilles,Stolen Love,50.0,0.529,0.693,1.0,-7.47,1,0.0262,0.00613,4.38e-06,0.205,0.448,112.012,223160.0,4,1 -Steppenwolf,Born To Be Wild,72.0,0.438,0.71,2.0,-12.412,1,0.0919,0.262,0.537,0.221,0.53,145.928,3.50621667,4,10 -Superbloom,Pollen,,0.487,0.785,6.0,-5.857,1,0.0303,9.35e-05,0.0341,0.349,0.259,95.961,212883.0,4,1 -Lonnie Shields,All The Way Down,8.0,0.815,0.607,7.0,-6.623,0,0.0284,0.163,,0.112,0.57,117.36,242027.0,4,2 -Sharon Van Etten,Seventeen,63.0,0.538,0.77,5.0,-7.376,1,0.0487,0.0158,0.214,0.0686,0.238,127.103,265920.0,4,1 -Good Charlotte,Lifestyles of the Rich & Famous,70.0,0.62,0.93,1.0,-3.685,1,0.0374,0.00043,,0.0686,0.609,106.22,190173.0,4,10 -Hermano,The Bottle,42.0,0.381,0.539,7.0,-6.761,1,0.0375,2.5e-05,0.723,0.125,0.499,127.424,282160.0,4,8 -Imagine Dragons,Whatever It Takes,80.0,0.672,0.655,10.0,-5.021,0,0.0311,0.0362,,0.117,0.556,134.945,201240.0,4,10 -Paula Cole,Black Mountain Blues,38.0,0.579,0.689,3.0,-7.385,0,0.057,0.201,0.00501,0.117,0.578,101.394,308814.0,4,2 -Girlhood,The Love I Need,52.0,0.573,0.96,6.0,-2.578,1,0.0543,0.000945,0.00194,0.068,0.617,97.983,206000.0,4,9 -Godfather of Harlem,"Been To War (feat. Swizz Beatz, DMX & French Montana)",55.0,0.735,0.917,5.0,-5.524,0,0.212,0.0293,,0.138,0.483,91.993,187826.0,4,5 -System Of A Down,Toxicity,78.0,0.413,0.873,8.0,-4.151,1,0.0536,0.000264,0.00249,0.204,0.48,116.68,218933.0,3,8 -Jane Bordeaux,◊ê◊ô◊©◊î ◊ß◊©◊î,47.0,0.702,0.787,9.0,-8.175,0,0.0433,0.0137,0.526,0.105,0.436,99.982,195500.0,4,9 -Myd,Whether the Weather,43.0,0.668,0.811,1.0,-10.875,1,0.0522,0.000137,0.837,0.63,0.147,124.007,325533.0,4,6 -Zongamin,Bongo Song,34.0,0.783,0.929,1.0,-12.052,0,0.0455,0.000406,0.927,0.0738,0.644,123.687,314653.0,4,1 -Aerosmith,Livin' On The Edge,60.0,0.399,0.881,2.0,-4.341,1,0.0347,0.0019,0.00429,0.39,0.272,84.58,380893.0,4,10 -Kevin Powers,roddy,55.0,0.877,0.389,4.0,-8.186,0,0.182,0.0913,,0.1,0.15,89.95,112371.0,4,5 -Kanye West,Two Words,55.0,0.442,0.807,6.0,-4.753,1,0.265,0.0158,6.43e-06,0.217,0.446,84.649,266213.0,4,5 -Joe Bonamassa,This Train - Live,39.0,0.245,0.893,7.0,-8.147,1,0.049,0.0301,0.175,0.987,0.68,182.234,504893.0,4,2 -Jacqueline Tucci,Sweeter Things,25.0,0.589,0.676,2.0,-5.061,1,0.0284,0.0976,,0.324,0.632,108.008,143856.0,4,6 -Lenny Kravitz,Tunnel Vision,45.0,0.663,0.923,,-7.091,1,0.04,0.0272,0.00153,0.224,0.924,115.736,259027.0,4,10 -CHVRCHES,He Said She Said,56.0,0.574,0.625,7.0,-6.249,1,0.0304,0.0366,0.000243,0.114,0.281,126.923,189385.0,4,10 -Bon Jovi,Raise Your Hands,53.0,0.456,0.956,2.0,-3.086,1,0.0423,0.0607,0.00198,0.0728,0.527,136.283,256733.0,4,10 -Eviatar Banai,◊ë◊®◊ï◊©,32.0,0.635,0.484,7.0,-7.586,1,0.0345,0.644,,0.0802,0.779,125.358,205000.0,4,10 -System Of A Down,Sugar,70.0,0.451,0.889,1.0,-2.693,1,0.261,0.00167,0.00215,0.258,0.586,131.073,153800.0,4,8 -The Kinks,All Day and All of the Night,68.0,0.551,0.86,7.0,-7.839,1,0.0796,0.262,4.57e-06,0.0558,0.723,136.921,141507.0,4,1 -Flasher,Punching Up,24.0,0.267,0.734,2.0,-7.999,1,0.0727,0.00186,0.0534,0.116,0.307,207.72,211494.0,4,10 -Jagguar,Guessing in a Row,28.0,0.577,0.881,4.0,-5.961,1,0.039,0.291,0.000925,0.103,0.721,108.036,226944.0,4,1 -The Kid LAROI,FEEL SOMETHING (feat. Marshmello),71.0,0.523,0.609,1.0,-7.802,1,0.191,0.059,,0.14,0.374,154.051,139041.0,4,5 -Passenger,Simple Song,61.0,0.631,0.402,5.0,-11.125,1,0.0286,0.616,0.0114,0.0892,0.598,78.0,3.808,4,0 -Buckcherry,Crazy Bitch,68.0,0.661,0.978,1.0,-3.064,0,0.107,0.0247,,0.0856,0.592,98.019,204960.0,4,8 -Lynyrd Skynyrd,Free Bird,74.0,0.249,0.834,,-8.21,1,0.0577,0.0738,9.48e-05,0.0924,0.338,118.223,547107.0,4,10 -Dudu Tassa,◊î◊©◊ô◊ë◊î,20.0,0.656,0.638,11.0,-5.742,0,0.0463,0.00409,0.000289,0.106,0.152,136.926,261550.0,4,10 -Psychotic Waltz,All the Bad Men,21.0,0.509,0.918,6.0,-4.683,0,0.0423,1.5e-05,0.000381,0.385,0.363,115.072,238987.0,4,8 -Bad Wolves,Killing Me Slowly,63.0,0.345,0.89,1.0,-4.175,0,0.0774,0.000725,2.98e-06,0.204,0.276,137.973,237065.0,4,10 -Thelonious Monk,Ba-Lue Bolivar Ba-Lues-Are,36.0,0.566,0.374,5.0,-11.194,0,0.0507,0.596,0.0102,0.172,0.326,115.735,787933.0,4,2 -Mint Field,Aterrizar,28.0,0.624,0.526,,-8.925,1,0.0295,0.0305,0.572,0.112,0.237,110.949,214467.0,4,6 -Ravid Plotnik,◊°◊û◊ï◊®◊ê◊ô,44.0,0.612,0.478,,-10.728,1,0.0763,0.0778,4.78e-05,0.889,0.174,60.021,365387.0,4,5 -T.G. Sheppard,Do You Wanna Go to Heaven,34.0,0.651,0.527,1.0,-12.564,1,0.0283,0.559,0.00104,0.107,0.698,90.619,3.178883333,4,4 -"Jason Aldean, Carrie Underwood",If I Didn't Love You,74.0,0.456,0.679,1.0,-4.802,1,0.0324,0.176,,0.103,0.483,184.075,3.533833333,4,4 -Artillery,Khomaniac,32.0,0.21,0.955,,-7.741,1,0.178,5.09e-06,0.0237,0.244,0.119,90.134,401947.0,4,8 -Nothing More,Here's To The Heartache,50.0,0.165,0.919,5.0,-5.321,1,0.143,0.00113,,0.395,0.306,83.382,257093.0,3,10 -Quicksilver Daydream,Hang On,29.0,0.431,0.469,2.0,-8.941,0,0.027,0.561,0.0262,0.107,0.231,74.942,179632.0,4,6 -Britney Spears,Perfume (The Dreaming Mix),34.0,0.446,0.708,8.0,-4.367,1,0.0627,0.568,1.72e-06,0.311,0.496,159.858,4.041116667,4,9 -Auras,The Demoness,29.0,0.467,0.986,11.0,-4.458,0,0.108,7.01e-06,0.0178,0.158,0.391,130.026,258267.0,3,8 -Carmella Gross & Wagner,◊õ◊®◊û◊ú◊î ◊í◊®◊ï◊° ◊ï◊ê◊í◊†◊®,19.0,0.503,0.469,9.0,-13.264,0,0.0279,0.00764,0.000794,0.0787,0.262,130.047,261827.0,4,10 -Blue Hawaii,Still I Miss U,33.0,0.734,0.414,4.0,-10.895,0,0.0455,0.44,0.625,0.12,0.329,93.009,197810.0,4,6 -Backstreet Boys,Larger Than Life,67.0,0.661,0.973,,-2.994,0,0.037,0.11,1.74e-05,0.617,0.75,108.037,3.88045,4,9 -Mot√∂rhead,Ace of Spades,74.0,0.329,0.974,3.0,-8.77,0,0.135,0.000852,0.000118,0.0904,0.234,140.862,166920.0,4,10 -Randy Houser,How Country Feels,69.0,0.678,0.839,7.0,-3.617,1,0.0394,0.0379,,0.0742,0.772,104.952,3.09845,4,4 -The Lazy Eyes,The Seaside - Edit,34.0,0.612,0.601,5.0,-7.19,1,0.0288,0.0113,0.000255,0.267,0.291,120.044,207000.0,4,10 -Heart,Alone,74.0,0.418,0.452,1.0,-13.099,1,0.0356,0.638,0.00026,0.0959,0.168,175.088,218733.0,4,10 -Pale Waves,Change,53.0,0.598,0.906,7.0,-3.435,1,0.0447,0.00931,3.95e-05,0.16,0.525,97.007,172280.0,4,9 -Van Halen,Panama - 2015 Remaster,73.0,0.526,0.978,8.0,-5.436,1,0.108,0.00122,4.75e-05,0.0744,0.451,141.167,3.50378333,4,10 -Rema,Dumebi (Remix),46.0,0.922,0.693,3.0,-3.105,0,0.0842,0.15,0.000278,0.115,0.718,110.019,187926.0,4,9 -Rise Against,Savior,74.0,0.554,0.932,5.0,-3.424,0,0.0485,0.00154,0.000142,0.425,0.478,112.49,242280.0,4,10 -Roseburg,Wave,37.0,0.562,0.862,11.0,-3.895,0,0.0513,0.0104,,0.0624,0.835,75.096,186129.0,4,1 -Andreas Borkental,Olomana,51.0,0.617,0.0961,6.0,-16.523,0,0.0637,0.993,0.947,0.109,0.188,91.331,2.662266667,4,7 -Isotopes,Flower,40.0,0.447,0.975,6.0,-2.462,0,0.0682,0.000187,,0.349,0.507,165.017,239404.0,4,8 -Axty,What I've Become,39.0,0.492,0.954,8.0,-3.757,0,0.106,0.000333,,0.338,0.184,127.988,264375.0,4,10 -Lord Huron,I Lied (with Allison Ponthier),64.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,234383.0,3,1 -Robert Pete Williams,Angola Penitentiary Blues,16.0,0.612,0.372,8.0,-12.299,1,0.0737,0.472,0.00203,0.321,0.325,109.456,427960.0,4,2 -Dominique Saison,time stands still,46.0,0.466,0.119,9.0,-19.114,1,0.0587,0.992,0.935,0.112,0.393,126.277,2.89605,3,7 -David Essex,Rock On,51.0,0.676,0.292,11.0,-14.448,1,0.34,0.723,0.00189,0.433,0.649,74.798,204187.0,4,10 -The Smashing Pumpkins,Bullet With Butterfly Wings,73.0,0.404,0.72,10.0,-9.18,0,0.0623,5.59e-05,0.836,0.0466,0.475,121.864,258467.0,4,1 -Trevor Morris,Floki Appears to Kill Athelstan,54.0,0.481,0.336,1.0,-18.247,0,0.0382,0.562,0.185,0.107,0.0853,89.84,191067.0,4,8 -Devon Gilfillian,Unchained,49.0,0.385,0.832,7.0,-4.9,0,0.0891,0.0313,0.000717,0.132,0.673,179.839,244536.0,4,2 -Steppenwolf,Magic Carpet Ride,70.0,0.64,0.651,4.0,-14.981,0,0.0517,0.142,0.28,0.0341,0.801,111.676,4.52621667,4,10 -Jon Allen,How Long,26.0,0.653,0.293,2.0,-12.661,0,0.0342,0.483,1.81e-06,0.172,0.548,133.945,211455.0,4,2 -Welshly Arms,Indestructible,53.0,0.674,0.611,2.0,-6.322,0,0.0363,0.0415,1.13e-06,0.0726,0.782,175.929,226413.0,4,10 -"Lata Mangeshkar, Shabbir Kumar","Zindagi Har Kadam Ek Nai Jung Hai, Pt. 2",16.0,0.287,0.672,10.0,-8.441,0,0.048,0.908,0.332,0.102,0.494,135.984,5.322883333,4,3 -Patrick Sweany,One Thing (2020),22.0,0.395,0.421,,-12.227,1,0.0301,0.115,0.527,0.102,0.135,131.79,246053.0,3,2 -Lil Durk,Backdoor,59.0,0.665,0.549,4.0,-7.597,0,0.311,0.107,3.51e-06,0.27,0.229,82.069,200000.0,4,5 -Ollie Danon,◊ë◊ô◊ü ◊î◊¢◊†◊§◊ô◊ù (◊ê◊ë◊ï◊ì◊î ◊ë◊ô◊§◊ü),17.0,0.471,0.571,1.0,-8.599,1,0.0321,0.0445,0.0333,0.127,0.347,146.841,351690.0,4,6 -Sonny Fisher,Rocking Daddy,24.0,0.534,0.83,7.0,-6.855,1,0.111,0.228,0.000248,0.1,0.78,188.248,151160.0,4,10 -The Animals,House Of The Rising Sun,62.0,0.315,0.534,9.0,-7.552,0,0.031,0.000825,0.108,0.101,0.283,116.891,4.49533333,3,10 -Gingiot,Gingiot,24.0,0.567,0.559,7.0,-12.591,1,0.0296,0.325,0.201,0.107,0.115,117.587,279432.0,4,10 -Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,1 -Samia,Big Wheel,58.0,0.553,0.512,5.0,-7.759,1,0.0465,0.569,3.87e-05,0.107,0.259,94.96,195773.0,4,1 -The White Stripes,Seven Nation Army,83.0,0.726,0.463,,-7.828,1,0.0799,0.00817,0.447,0.255,0.321,123.881,231733.0,4,10 -Spare Parts For Broken Hearts,Mush,31.0,0.554,0.915,8.0,-8.52,1,0.0522,0.00105,0.000231,0.13,0.327,127.997,220878.0,4,1 -Garbage,#1 Crush,46.0,0.647,0.627,7.0,-7.156,0,0.0236,0.000119,0.0162,0.331,0.445,94.204,290507.0,4,10 -John Denver,Thank God I'm a Country Boy - Live,,0.409,0.621,9.0,-11.016,1,0.138,0.656,,0.967,0.836,202.354,3.341116667,3,4 -Brooke Eden,Sunroof,46.0,0.586,0.905,8.0,-5.268,1,0.0457,0.0028,5.95e-06,0.322,0.371,94.968,222593.0,4,9 -Iya Terra,We All Walk Our Own Roads (with Trevor Hall),51.0,0.608,0.827,4.0,-6.026,0,0.0688,0.28,3.62e-05,0.174,0.629,152.029,237225.0,4,10 -Nathaniel Rateliff & The Night Sweats,S.O.B.,66.0,0.699,0.579,1.0,-6.504,1,0.0416,0.267,0.00602,0.452,0.128,109.948,247613.0,4,10 -Gang Starr,Manifest,34.0,0.849,0.803,6.0,-6.775,1,0.275,0.0502,4.94e-06,0.24,0.738,90.873,290813.0,4,5 -Eliad,◊®◊ï◊ó◊ï◊™,36.0,0.797,0.468,10.0,-5.901,0,0.0438,0.0672,,0.0819,0.486,132.998,216373.0,4,9 -The Texas Gentlemen,Habbie Doobie,41.0,0.51,0.723,2.0,-6.72,1,0.0331,0.0367,7.88e-05,0.161,0.499,89.964,376619.0,4,10 -Black Label Society,Pictures Of Home,24.0,0.29,0.971,4.0,-1.96,0,0.104,0.0368,1.26e-06,0.108,0.64,120.248,213107.0,4,8 -The Who,Behind Blue Eyes - Original Album Version,,0.399,0.518,7.0,-10.637,1,0.0318,0.229,0.00122,0.262,0.285,127.084,3.72221667,4,10 -Enslaved,Havenless,42.0,0.33,0.85,4.0,-7.016,1,0.0665,0.00242,0.53,0.279,0.696,135.413,335333.0,3,8 -Stepson,Deeper Sleep,43.0,0.532,0.992,10.0,-2.68,0,0.135,0.000794,,0.1,0.5,90.019,203244.0,4,8 -JD McPherson,North Side Gal,44.0,0.687,0.64,2.0,-7.799,1,0.0515,0.523,1.32e-06,0.327,0.97,84.965,151493.0,4,9 -Lola Flores,La zarzamora,33.0,0.543,0.351,11.0,-8.17,0,0.0909,0.978,,0.308,0.791,89.948,168907.0,3,9 -Sl√∏tface,Tap the pack,23.0,0.401,0.822,9.0,-7.091,1,0.122,0.000147,0.0011,0.0713,0.674,174.966,146520.0,4,1 -Nothing More,Just Say When,50.0,0.456,0.579,,-5.665,1,0.0311,0.0898,2.48e-06,0.0992,0.164,147.28,224343.0,4,9 -Vaporwavez,Floppy Disk Prism,35.0,0.525,0.677,4.0,-6.211,1,0.0251,0.124,0.923,0.244,0.246,99.974,164400.0,4,6 -CRX,Broken Bones,46.0,0.352,0.571,2.0,-3.801,0,0.0441,3e-05,0.00885,0.125,0.53,99.202,211373.0,3,10 -Kappi Kat,Baarish,14.0,0.461,0.777,2.0,-7.469,1,0.0306,0.388,0.923,0.291,0.525,163.043,283909.0,4,6 -Edenbridge,Live and Let Go,36.0,0.443,0.927,3.0,-8.046,0,0.0613,4.62e-05,6.2e-06,0.123,0.392,129.993,270599.0,4,8 -The Fray,How to Save a Life,82.0,0.64,0.743,10.0,-4.08,1,0.0379,0.269,,0.101,0.361,122.035,262533.0,4,9 -FRITZ,Die Happily,29.0,0.488,0.548,9.0,-7.176,1,0.0396,0.000121,0.277,0.0762,0.235,100.023,205417.0,4,10 -Leyla Blue,What A Shame,75.0,0.699,0.463,,-7.828,1,0.475,0.315,,0.0803,0.565,143.99,177200.0,4,9 -Durand Jones & The Indications,Witchoo,52.0,0.804,0.591,11.0,-11.184,0,0.0797,0.198,0.00179,0.0597,0.762,118.015,222901.0,4,1 -Habe,Soho,35.0,0.713,0.537,1.0,-6.456,0,0.0603,0.471,0.424,0.283,0.635,83.023,242892.0,4,6 -Michael Franti & Spearhead,I Got You,54.0,0.768,0.774,2.0,-5.584,1,0.0446,0.244,,0.113,0.775,100.005,216099.0,4,10 -Nice And Quiet,Bedouine,,0.51,0.29,,-14.789,1,0.0294,0.723,0.386,0.105,0.435,130.936,3.851116667,4,0 -Clawfinger,Out to Get Me,42.0,0.543,0.952,2.0,-3.402,1,0.0376,0.000469,0.000239,0.117,0.733,129.977,224427.0,4,8 -Local Natives,Tusk,30.0,0.46,0.576,7.0,-10.118,0,0.0344,0.00312,0.158,0.118,0.443,93.775,210000.0,4,6 -Martin Luke Brown,Opalite,41.0,0.728,0.664,2.0,-5.543,1,0.0438,0.00973,0.000515,0.37,0.105,104.021,211749.0,4,1 -Ana Popovic,Lives That Don't Exist,36.0,0.715,0.92,2.0,-4.189,1,0.0849,0.0929,,0.296,0.798,100.61,235453.0,4,10 -Alice Cooper,School's Out,68.0,0.294,0.745,5.0,-9.138,1,0.0461,0.05,0.125,0.676,0.347,134.364,210107.0,4,8 -Leon Bridges,Mrs.,57.0,0.706,0.354,6.0,-9.592,1,0.29,0.479,,0.0734,0.376,119.793,242520.0,3,2 -Steven Wilson,KING GHOST,45.0,0.499,0.485,2.0,-12.348,1,0.0509,0.221,0.503,0.0578,0.167,188.046,246027.0,4,10 -duendita,bio,43.0,0.484,0.493,1.0,-10.587,0,0.0909,0.492,0.0223,0.327,0.146,113.765,257910.0,4,6 -Simple Minds,Theme For Great Cities,50.0,0.536,0.808,8.0,-13.407,1,0.0439,0.0579,0.894,0.117,0.678,122.408,351867.0,4,6 -Lil Greenwood,Grandpa Can Boogie Too,34.0,0.699,0.688,5.0,-4.11,0,0.141,0.755,,0.151,0.843,79.242,170387.0,4,2 -Blay Vision,99 Pace,8.0,0.55,0.879,8.0,-5.623,0,0.286,0.0296,,0.375,0.1,140.686,137826.0,4,5 -We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,1 -Taarovet Eskot,◊î◊ó◊ì◊® ◊î◊ê◊ô◊†◊ò◊ô◊û◊ô ◊©◊ú◊ô,31.0,0.765,0.612,,-8.427,1,0.0252,0.133,2.27e-05,0.063,0.935,106.455,210333.0,4,10 -Liam St. John,OZARK,26.0,0.724,0.464,1.0,-7.383,0,0.0462,0.0898,1.29e-06,0.26,0.599,106.061,224151.0,4,2 -Anoushka Shankar,Lasya,34.0,0.661,0.446,7.0,-10.972,1,0.036,0.884,0.513,0.073,0.399,116.0,278520.0,4,6 -Myrkur,Ella,42.0,0.24,0.313,5.0,-11.476,1,0.033,0.791,0.000156,0.176,0.131,101.673,234923.0,3,8 -Au√∞n,N√¶√∞ir um,31.0,0.115,0.758,2.0,-7.819,0,0.0731,0.000105,0.842,0.371,0.175,171.998,304440.0,4,8 -The Record Company,Ball And Chain,47.0,0.552,0.958,1.0,-5.304,0,0.0719,0.00397,0.0401,0.226,0.183,128.008,304687.0,4,10 -The Knickerbockers,Lies (are breaking my heart),34.0,0.491,0.696,9.0,-10.114,1,0.0301,0.707,,0.211,0.893,144.765,165360.0,4,1 -Run‚ÄìD.M.C.,Beats to the Rhyme,38.0,0.78,0.828,6.0,-4.737,0,0.31,0.00384,,0.204,0.538,103.176,160840.0,4,5 -Camel,Echoes,36.0,0.195,0.608,10.0,-8.497,1,0.031,0.0114,0.0145,0.295,0.485,153.379,437600.0,4,10 -Kaiser Chiefs,Oh My God,41.0,0.367,0.938,7.0,-4.643,1,0.0464,0.0052,5.18e-06,0.428,0.556,177.916,214880.0,4,6 -Boston,Foreplay / Long Time,65.0,0.436,0.657,5.0,-8.868,1,0.0541,0.00975,0.00748,0.0931,0.21,118.693,467640.0,4,10 -Kenny Wayne Shepherd,Mr. Soul,24.0,0.233,0.931,2.0,-7.206,1,0.132,0.0015,0.00273,0.983,0.608,137.834,235173.0,4,2 -Lackhoney,Pocketwatcher,34.0,0.871,0.451,,-7.939,1,0.362,0.0408,,0.0797,0.766,94.959,171789.0,4,5 -Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,1 -Mandrake Handshake,Monolith,27.0,0.369,0.618,10.0,-8.202,1,0.0298,0.0289,,0.108,0.516,76.998,431973.0,4,6 -Bernstein Square,This Is New,58.0,0.445,0.17,3.0,-18.671,1,0.044,0.976,0.826,0.102,0.0943,122.232,3.253033333,4,7 -MILLY,Star Spangled Banner,22.0,0.62,0.668,6.0,-6.882,1,0.0269,0.00959,0.0323,0.113,0.537,111.979,224963.0,3,10 -Lata Mangeshkar,Zulmi Sang Ankh Ladi Re,11.0,0.6,0.49,5.0,-9.2,1,0.0431,0.784,1e-06,0.203,0.955,77.603,3.455783333,3,3 -The Calling,Wherever You Will Go,73.0,0.558,0.719,2.0,-5.113,1,0.0267,0.0367,,0.115,0.371,112.027,208600.0,4,10 -City Girls,Pussy Talk,73.0,0.943,0.641,1.0,-5.598,1,0.191,0.0016,,0.211,0.242,99.099,218333.0,4,9 -Da Brat,Funkdafied,57.0,0.802,0.461,11.0,-12.367,0,0.302,0.0757,,0.109,0.74,90.995,185933.0,4,5 -Albert King,Playing On Me,27.0,0.57,0.703,2.0,-11.672,1,0.14,0.21,1.49e-05,0.156,0.937,166.75,203067.0,4,2 -John Mayer,"Free Fallin' - Live at the Nokia Theatre, Los Angeles, CA - December 2007",73.0,0.315,0.296,5.0,-13.262,1,0.0315,0.771,,0.702,0.435,173.509,263573.0,4,10 -The Warning,CHOKE,,0.47,0.825,7.0,-4.936,0,0.0337,0.000132,9.89e-05,0.0929,0.372,87.947,231855.0,4,10 -The Psychedelic Furs,Pretty in Pink,59.0,0.386,0.916,2.0,-5.955,1,0.0741,0.105,0.00991,0.325,0.775,135.642,238107.0,4,1 -anaiis,juno,35.0,0.361,0.433,2.0,-13.35,0,0.0671,0.617,0.0376,0.0924,0.318,139.911,205927.0,4,6 -Shalom Hanoch,◊¢◊ú ◊©◊§◊™ ◊î◊†◊ó◊ú ◊î◊ñ◊ï◊®◊ù,15.0,0.206,0.0758,4.0,-22.17,1,0.0407,0.882,7.79e-05,0.191,0.346,82.356,226280.0,1,10 -Delain,One Second,40.0,0.487,0.955,9.0,-5.067,0,0.0574,0.000122,0.000152,0.283,0.382,139.965,216520.0,4,8 -Def√≥rmica,Novelesco,25.0,0.209,0.545,7.0,-8.941,0,0.0321,0.0153,0.908,0.127,0.0375,169.654,303893.0,3,10 -The Subways,Kalifornia,26.0,0.4,0.975,,-2.723,0,0.0627,2.41e-05,0.0688,0.158,0.408,146.875,174387.0,4,10 -Dudu Aharon,◊û◊î ◊¢◊©◊ô◊™ ◊ú◊ô,15.0,0.672,0.875,11.0,-3.383,0,0.0452,0.0263,,0.662,0.581,128.019,216680.0,4,9 -Of Mice & Men,When You Can't Sleep At Night,54.0,0.58,0.376,7.0,-7.012,1,0.0252,0.784,0.000659,0.118,0.0872,104.996,212027.0,4,10 -The Heavytrackerz,Put the Word Out,32.0,0.759,0.71,10.0,-5.242,1,0.111,0.259,0.191,0.456,0.5,120.993,230000.0,4,5 -Kyuss,Green Machine,55.0,0.497,0.947,,-8.802,1,0.0391,8.21e-05,0.000693,0.118,0.588,90.371,217907.0,4,10 -Philip Sayce,Steamroller / Powerful Thing - Live,34.0,0.328,0.967,8.0,-4.975,1,0.155,0.0687,,0.965,0.152,89.079,382741.0,4,2 -Siouxsie and the Banshees,Monitor,48.0,0.461,0.836,7.0,-6.518,1,0.035,0.407,3.31e-05,0.414,0.27,95.84,334667.0,4,10 -Narissa,Transactions,52.0,0.918,0.363,1.0,-8.937,1,0.506,0.293,1.02e-06,0.0797,0.61,107.962,152184.0,4,5 -Good Rockin' Charles,I Wish I Had Somebody,29.0,0.566,0.251,,-17.183,1,0.0298,0.752,0.818,0.0764,0.644,96.721,286271.0,4,2 -"Percy Grainger, Slovak Radio Symphony Orchestra, Keith Brion",My Robin Is to the Greenwood Gone,24.0,0.141,0.0347,9.0,-29.991,0,0.0391,0.953,0.853,0.0978,0.048,91.036,4.072883333,4,7 -Chris Duarte,My Way Down,37.0,0.608,0.97,6.0,-4.943,0,0.0465,0.0174,0.131,0.0933,0.617,98.307,276560.0,4,2 -Clairo,4EVER,71.0,0.75,0.585,9.0,-7.576,0,0.0285,0.049,0.00552,0.155,0.584,102.331,159595.0,4,6 -Orgy,Blue Monday,62.0,0.589,0.696,8.0,-8.109,1,0.034,8.65e-05,3.43e-05,0.0779,0.938,129.833,267000.0,4,10 -Afrikan Boy,LITW,8.0,0.606,0.496,5.0,-10.92,1,0.0848,0.793,,0.107,0.71,91.266,318232.0,4,5 -Manna Dey,Zindagi Kaisi Hai Paheli,35.0,0.374,0.62,,-6.486,1,0.0373,0.857,5.02e-06,0.343,0.529,97.23,3.486883333,4,3 -Led Zeppelin,Going to California - 1990 Remaster,31.0,0.495,0.237,2.0,-17.701,1,0.0333,0.892,0.00638,0.0865,0.541,77.376,3.52445,4,0 -FEVER 333,Made An America,51.0,0.479,0.926,3.0,-4.226,0,0.0893,0.000399,0.0022,0.179,0.673,175.994,173327.0,4,10 -Paul McCartney,Slidin' - EOB Remix,50.0,0.421,0.808,9.0,-5.772,0,0.0637,0.00117,4.91e-05,0.265,0.482,111.86,159746.0,4,10 -Mr Eazi,Saudi Arabia,51.0,0.815,0.565,1.0,-10.499,0,0.0902,0.213,0.000239,0.0952,0.705,103.955,119291.0,4,9 -Sid Vicious,My Way - 1993 Remastered Version,43.0,0.236,0.823,4.0,-7.165,1,0.0863,0.699,0.643,0.364,0.259,175.38,244813.0,4,6 -Yair Rubin,◊õ◊ú ◊ô◊ï◊ù,15.0,0.713,0.667,7.0,-10.765,1,0.0297,0.0987,0.14,0.11,0.817,131.027,216066.0,4,6 -Dead Eyes,Break In The Current,,0.608,0.916,9.0,-7.23,0,0.11,0.000135,1.75e-05,0.134,0.287,110.009,210860.0,4,10 -CABAL,Drag Me Down (feat. Jamie Hails),27.0,0.544,0.959,7.0,-5.517,1,0.141,0.000109,,0.0717,0.176,117.967,243147.0,4,8 -Demob Happy,Less Is More,37.0,0.529,0.743,1.0,-6.865,1,0.091,0.00378,5.46e-06,0.0432,0.616,112.985,180000.0,4,10 -Dashboard Confessional,We Fight,43.0,0.51,0.894,5.0,-4.264,1,0.0544,0.00691,5.16e-05,0.0921,0.553,174.033,204613.0,4,10 -Allman Brothers Band,"Statesboro Blues - Live at Fillmore West, San Francisco, CA 1/30/71",18.0,0.359,0.678,7.0,-7.748,1,0.0552,0.588,0.00345,0.982,0.774,126.665,258482.0,4,10 -ERRA,Disarray,36.0,0.499,0.988,11.0,-2.887,1,0.116,0.00305,1.68e-06,0.373,0.212,104.957,230000.0,4,8 -Shampoo,Trouble,43.0,0.796,0.971,9.0,-6.339,1,0.0882,0.025,0.00226,0.32,0.963,133.159,193142.0,4,9 -Stormzy,Own It (feat. Ed Sheeran & Burna Boy),74.0,0.817,0.781,7.0,-4.178,0,0.112,0.00838,5.21e-06,0.123,0.359,104.0,216707.0,4,9 -Jack White,Over and Over and Over,44.0,0.565,0.849,4.0,-5.313,0,0.0926,0.000243,0.00289,0.0631,0.758,123.768,216280.0,4,10 -Kings of Leon,The Bucket,58.0,0.494,0.637,,-6.004,1,0.0336,0.0789,2.77e-05,0.215,0.175,140.034,175547.0,4,6 -Backstreet Boys,Climbing the Walls,37.0,0.493,0.867,5.0,-4.035,1,0.0314,0.0522,,0.265,0.229,91.011,3.705116667,4,9 -Flatpocket,One from the Tap,45.0,0.613,0.491,3.0,-10.315,1,0.142,0.871,0.175,0.116,0.225,81.327,92053.0,4,5 -Otherkin,"Yeah, I Know",42.0,0.488,0.976,6.0,-4.609,0,0.0621,0.000234,0.000922,0.349,0.381,159.971,213493.0,4,10 -Teddy Neguse,◊™.◊ñ,27.0,0.88,0.596,1.0,-6.465,1,0.0998,0.232,0.000262,0.116,0.389,144.918,149295.0,4,5 -The Pink Fairies,Lucille (1970 BBC Top Gear Radio Broadcast),16.0,0.294,0.931,3.0,-6.744,0,0.113,0.0864,0.0274,0.367,0.573,133.948,162893.0,4,2 -Badflower,The Jester,54.0,0.51,0.827,2.0,-6.013,1,0.0419,0.00708,7.27e-05,0.191,0.338,92.92,245933.0,4,10 -Me & My Toothbrush,Intoxicated,43.0,0.926,0.728,7.0,-6.103,1,0.129,0.0679,0.181,0.0716,0.821,120.034,208524.0,4,6 -Detroit Grand Pubahs,Sandwiches,36.0,0.794,0.482,2.0,-6.699,1,0.0532,0.000207,0.518,0.143,0.687,134.001,182533.0,4,9 -Poison,(Flesh & Blood) Sacrifice - Remastered 2006,34.0,0.579,0.975,8.0,-2.641,1,0.0458,0.0106,,0.223,0.571,114.067,280600.0,4,8 -The Pink Slips,Texas,28.0,0.421,0.95,4.0,-1.226,0,0.238,0.000661,0.000429,0.126,0.572,171.949,195613.0,4,10 -Daron Malakian and Scars On Broadway,Guns Are Loaded,50.0,0.532,0.739,8.0,-4.066,1,0.0325,0.0254,4.03e-06,0.0498,0.295,145.031,256587.0,4,8 -"Surprise, Surprise",Savannah Conley,48.0,0.481,0.134,1.0,-17.099,1,0.0461,0.608,9.02e-05,0.0992,0.0753,120.27,3.937933333,3,0 -Death Cab for Cutie,Black Sun,57.0,0.608,0.642,2.0,-7.978,1,0.0251,0.17,0.0667,0.166,0.608,87.703,289160.0,4,10 -Lucille Bogan,Man Stealer Blues,34.0,0.539,0.228,5.0,-8.234,0,0.0466,0.992,2.19e-06,0.126,0.518,84.324,182400.0,4,2 -Nuski2Squad,Live On (Thuggin Days) - Remix,50.0,0.552,0.698,7.0,-4.973,0,0.249,0.172,,0.313,0.266,68.478,221002.0,3,5 -Run‚ÄìD.M.C.,King of Rock,47.0,0.825,0.857,2.0,-3.389,0,0.0448,0.00907,,0.0461,0.791,98.204,314147.0,4,5 -Karl Hector & The Malcouns,Mother Seletta,36.0,0.361,0.91,9.0,-7.914,1,0.0943,0.0338,0.648,0.122,0.305,108.168,486861.0,4,6 -The Cold Stares,The Great Unknown,41.0,0.443,0.888,1.0,-3.333,1,0.0714,0.00071,4.91e-06,0.303,0.637,162.067,181440.0,4,10 -At The Drive In,Arcarsenal,34.0,0.369,0.987,2.0,-2.517,1,0.219,0.00596,0.000923,0.368,0.232,130.214,174760.0,4,10 -Ishay Levi,◊®◊ô◊ß◊ì◊ô,32.0,0.687,0.728,,-12.67,0,0.0289,0.292,8.22e-06,0.0375,0.96,103.733,314760.0,4,9 -Cedric Burnside,Hard to Stay Cool,38.0,0.629,0.23,2.0,-12.813,0,0.0385,0.585,0.000118,0.138,0.539,138.566,334360.0,4,2 -"Oscar Roberto Casares, Flavio Cucchi","7 Spanish songs (7 Canciones Sefaradies): No. 3, En la mar ay una torre",39.0,0.382,0.0164,7.0,-29.371,1,0.0452,0.975,0.914,0.113,0.506,74.326,2.248216667,5,7 -Pixey,Free to Live in Colour,42.0,0.553,0.74,9.0,-5.54,1,0.0363,0.0987,,0.134,0.656,115.957,194313.0,4,6 -Big Zuu,Variation,44.0,0.67,0.649,1.0,-8.382,1,0.303,0.02,,0.111,0.203,105.251,208500.0,3,5 -Barracuda Sound,Quiet Desperation,42.0,0.595,0.121,9.0,-19.476,0,0.069,0.966,0.917,0.103,0.384,115.258,2.2784,4,7 -Yuval Dayan,◊ê◊û◊ê,30.0,0.586,0.253,1.0,-8.667,0,0.0465,0.932,5.27e-05,0.114,0.568,104.217,164973.0,4,9 -Imanbek,Dancing On Dangerous,27.0,0.656,0.863,1.0,-2.698,0,0.0518,0.203,2.64e-06,0.119,0.696,105.038,123429.0,4,9 -Dead Pony,Sharp Tongues,37.0,0.508,0.89,1.0,-6.592,1,0.0687,3.43e-05,0.00133,0.319,0.661,160.084,163875.0,4,1 -Curtis Waters,System,43.0,0.717,0.866,2.0,-3.662,1,0.0474,0.248,,0.385,0.734,154.889,129117.0,4,1 -Bachman-Turner Overdrive,Blue Moanin',29.0,0.64,0.459,9.0,-13.294,0,0.0355,0.0282,0.297,0.197,0.769,122.82,223840.0,4,2 -Goldfinger,99 Red Balloons,64.0,0.285,0.843,4.0,-7.318,1,0.129,0.00103,0.00037,0.327,0.282,97.051,229173.0,4,10 -"Asha Bhosle, Simi Garewal, Mukesh",Teetar Ke Do Aage Teetar,8.0,0.66,0.696,,-11.597,0,0.093,0.738,0.83,0.334,0.893,115.765,3.797116667,4,3 -Dead Vibrations,Reflections,32.0,0.342,0.926,2.0,-5.338,1,0.0384,2.18e-05,0.871,0.155,0.425,129.446,235583.0,4,10 -Soulja Boy,She Make It Clap,74.0,0.941,0.471,1.0,-13.087,1,0.494,0.0308,0.00838,0.0837,0.487,119.898,111550.0,4,9 -Patricia Brennan,Solar,28.0,0.27,0.0118,1.0,-28.505,1,0.0408,0.993,0.94,0.108,0.0363,69.334,250648.0,5,6 -Immortal,Damned In Black,38.0,0.11,0.969,1.0,-5.858,0,0.124,3.21e-06,0.779,0.151,0.17,79.762,409600.0,4,8 -Kings of Leon,Closer,66.0,0.398,0.768,11.0,-4.624,0,0.0392,0.469,2.02e-05,0.106,0.235,108.685,237480.0,5,10 -Slow Pulp,Steel Birds,39.0,0.581,0.432,2.0,-7.305,1,0.0262,0.461,0.00127,0.0972,0.253,140.062,203500.0,4,1 -Post Animal,Gelatin Mode,39.0,0.274,0.719,8.0,-6.072,1,0.053,0.121,,0.116,0.494,153.714,347973.0,4,1 -Westlife,L.O.V.E.,37.0,0.916,0.501,1.0,-5.023,1,0.0494,0.315,,0.0873,0.89,103.049,2.887783333,4,9 -Otherwise,Soldiers,64.0,0.592,0.877,2.0,-4.05,0,0.0502,0.0095,0.000171,0.131,0.712,117.106,241849.0,4,10 -Ozzy Osbourne,"Mama, I'm Coming Home",69.0,0.282,0.656,8.0,-6.557,1,0.0302,0.0105,,0.0892,0.242,139.352,251867.0,4,10 -,Playback,29.0,0.629,0.893,6.0,-7.577,0,0.0653,0.000344,0.828,0.0531,0.788,94.968,107604.0,4,6 -Lil Poppa,Mask On,52.0,0.758,0.631,11.0,-6.645,0,0.43,0.13,,0.164,0.25,139.925,164752.0,4,5 -Kanishk Seth,Jhinjhoti,24.0,0.499,0.544,1.0,-12.079,1,0.0383,0.76,0.837,0.103,0.182,120.019,5.033333333,4,0 -Arik Einstein,◊©◊ë◊ô◊®,33.0,0.729,0.512,2.0,-13.078,1,0.0284,0.00208,0.0408,0.242,0.933,124.959,219000.0,4,10 -Lacy Cavalier,Get Away With It,,0.453,0.419,,-6.548,1,0.0544,0.102,,0.239,0.477,111.992,2.787083333,4,4 -Rodney Atkins,These Are My People,62.0,0.558,0.896,,-3.687,1,0.0545,0.0316,,0.528,0.63,90.064,3.560883333,4,4 -Kutiman,◊û◊ú◊õ◊î ◊ï◊û◊ú◊ö,28.0,0.42,0.721,10.0,-6.08,1,0.0313,0.000449,,0.112,0.367,85.471,202900.0,4,6 -Bessie Smith,Devil's Gonna Git You,36.0,0.653,0.0442,10.0,-12.269,0,0.0371,0.993,,0.131,0.346,71.434,190027.0,5,2 -GAUPA,Vakuum,38.0,0.39,0.899,6.0,-3.57,1,0.0469,0.000267,0.074,0.0472,0.244,132.421,302417.0,1,8 -Circa Waves,Saviour,28.0,0.444,0.845,9.0,-4.586,1,0.0424,0.000731,0.0552,0.364,0.636,87.963,189001.0,4,10 -Eyal Golan,◊õ◊©◊ê◊™ ◊ê◊ô◊†◊ö,30.0,0.459,0.708,4.0,-3.887,0,0.0412,0.0541,,0.109,0.449,99.833,253227.0,3,9 -Gojira,Oroborus,48.0,0.395,0.962,7.0,-4.568,0,0.0783,1.36e-05,0.0831,0.176,0.0681,136.839,321787.0,4,8 -The Collective,Quiet Now,56.0,0.567,0.0839,4.0,-21.322,0,0.0368,0.966,0.904,0.144,0.0777,118.54,4.731516667,4,7 -Shemekia Copeland,I Feel A Sin Coming On,39.0,0.6,0.489,3.0,-6.775,1,0.0307,0.13,9.57e-05,0.119,0.365,121.961,232347.0,3,2 -Ed Sheeran,Afterglow,81.0,0.641,0.324,11.0,-5.851,1,0.0299,0.698,,0.328,0.273,110.184,3.09145,4,0 -AHI,Ol' Sweet Day,58.0,0.393,0.558,3.0,-9.429,1,0.0475,0.603,4.85e-05,0.108,0.336,112.64,178053.0,4,9 -Sterling Brown,Ma Rainey,,0.687,0.0292,,-23.057,1,0.209,0.844,,0.145,0.435,134.231,132000.0,3,5 -FJ√òRA,Come With Me,28.0,0.479,0.651,11.0,-5.609,0,0.0384,0.0786,,0.332,0.426,124.943,141196.0,4,10 -Hellhammer,The Third of the Storms (Evoked Damnation),33.0,0.173,0.872,11.0,-10.796,0,0.0363,0.000602,0.794,0.212,0.492,164.09,177027.0,4,8 -La Blusa El√©ctrica,Viento,18.0,0.396,0.702,9.0,-7.521,1,0.0411,0.000577,0.02,0.26,0.649,147.951,274065.0,4,2 -...And Oceans,As the After Becomes the Before,23.0,0.171,0.713,4.0,-9.328,1,0.0613,2.51e-06,0.097,0.0471,0.234,116.29,313000.0,4,8 -N.E.R.D,Lapdance,,0.713,0.96,11.0,-2.34,1,0.143,0.0381,1.25e-05,0.255,0.715,101.982,209760.0,4,10 -–®—Ç–∞–¥—Ç,–ü–µ—Ä–ø–µ—Ç—É—É–º-–º–æ–±–∏–ª–µ,26.0,0.522,0.747,2.0,-9.554,1,0.033,2.21e-05,0.868,0.139,0.313,124.995,257088.0,4,6 -Timeflies,Once In a While - Acoustic,54.0,0.636,0.355,5.0,-7.047,1,0.0665,0.794,,0.374,0.738,99.295,3.85971667,4,0 -Radiohead,Ill Wind,44.0,0.515,0.491,5.0,-11.1,0,0.0274,0.869,0.564,0.0977,0.223,146.908,254113.0,4,1 -Municipal Waste,Sadistic Magician,50.0,0.26,0.998,4.0,-2.844,1,0.16,0.000728,0.0187,0.141,0.447,194.788,129387.0,4,8 -New West,Next to You,56.0,0.373,0.644,9.0,-6.032,1,0.0277,0.346,,0.387,0.436,172.045,232326.0,4,6 -Joywave,It's A Trip!,59.0,0.673,0.716,8.0,-4.982,0,0.0291,0.088,0.00256,0.209,0.727,97.925,183525.0,4,1 -Curses,Rest,35.0,0.534,0.849,11.0,-3.931,1,0.0638,0.00208,5.37e-06,0.137,0.575,114.896,243017.0,4,8 -Studio Killers,Jenny (I Wanna Ruin Our Friendship),75.0,0.668,0.798,11.0,-5.701,1,0.0334,0.00305,0.0144,0.277,0.575,133.928,215280.0,4,9 -Resentment,Madi Diaz,40.0,0.554,0.122,11.0,-12.692,1,0.0614,0.883,,0.107,0.381,166.355,2.89045,4,0 -Fr√∂st,Record Still Spinning,24.0,0.607,0.649,,-8.463,1,0.0323,0.0432,0.625,0.117,0.693,150.009,209630.0,4,10 -Julia Holter,So Humble the Afternoon,40.0,0.238,0.225,,-12.986,1,0.0322,0.807,0.787,0.122,0.0366,63.633,322840.0,4,6 -young friend,PINCH ME,58.0,0.777,0.465,6.0,-10.55,0,0.0501,0.621,,0.0932,0.757,113.003,179363.0,4,6 -Moon Taxi,Say,50.0,0.553,0.595,9.0,-6.834,1,0.0549,0.0126,,0.112,0.619,160.019,189427.0,4,6 -Samantha Fish,Try Not To Fall In Love With You,26.0,0.725,0.436,1.0,-9.649,0,0.026,0.506,0.00227,0.077,0.676,100.12,244907.0,4,2 -"Bob Dylan, Johnny Cash",Girl from the North Country,65.0,0.607,0.142,7.0,-23.455,1,0.0382,0.843,0.000197,0.121,0.305,118.867,3.67333333,4,0 -Polo G,RAPSTAR,96.0,0.789,0.536,6.0,-6.862,1,0.242,0.41,,0.129,0.437,81.039,165926.0,4,9 -Hadag Nahash,◊¢◊ï◊ì ◊ô◊î◊ô◊î ◊ò◊ï◊ë,24.0,0.719,0.906,6.0,-5.56,0,0.0797,0.0587,0.00044,0.291,0.55,108.998,211178.0,4,5 -pizzagirl,car freshener aftershave,36.0,0.603,0.724,7.0,-6.843,1,0.0265,0.00135,1.02e-05,0.184,0.387,129.984,243868.0,4,1 -Justin Morgan,Human Nature,56.0,0.717,0.292,9.0,-11.542,0,0.0733,0.796,,0.126,0.502,140.157,236953.0,4,9 -Volbeat,I Only Wanna Be With You,55.0,0.429,0.991,2.0,-4.824,1,0.0874,6.29e-06,0.0141,0.0389,0.607,137.928,164093.0,4,8 -Champion Jack Dupree,Junker's Blues,50.0,0.779,0.155,5.0,-21.57,1,0.112,0.856,7.82e-06,0.0974,0.696,103.251,192707.0,4,2 -Jasmine Thompson,Rather Be,,0.534,0.332,11.0,-7.44,1,0.0374,0.837,,0.0997,0.509,110.771,4.13028333,4,0 -Ravid Plotnik,◊ê◊ô◊ñ◊ë◊ú (◊†◊¶'◊ô ◊†◊¶'),34.0,0.448,0.748,5.0,-8.301,0,0.213,0.0356,2.27e-05,0.127,0.599,99.804,187800.0,4,5 -Holy Fawn,Dark Stone,43.0,0.304,0.583,6.0,-5.313,1,0.061,0.052,0.185,0.179,0.0764,105.929,382167.0,4,6 -Daze of June,Hiroshima (feat. Keisuke Numata),39.0,0.473,0.985,2.0,-3.312,1,0.132,8.91e-05,6.48e-05,0.13,0.082,125.003,264940.0,4,10 -Anson Seabra,"It's Raining, It's Pouring",70.0,0.598,0.444,2.0,-8.683,0,0.0327,0.68,1.94e-05,0.142,0.286,113.919,183090.0,4,9 -Olivia Newton-John,Let Me Be There,,0.559,0.673,7.0,-7.693,1,0.0409,0.281,5.97e-06,0.147,0.83,129.015,2.96645,4,4 -Bush,Lost In You,46.0,0.517,0.753,5.0,-5.242,1,0.036,0.0204,0.000557,0.0575,0.121,117.044,259798.0,4,10 -Bj√∂rk,Stonemilker,39.0,0.133,0.257,2.0,-13.545,1,0.0317,0.12,0.00608,0.1,0.0501,82.163,409320.0,5,6 -Westlife,My Blood,41.0,0.549,0.711,11.0,-5.025,1,0.187,0.0563,,0.0607,0.32,187.932,3.298216667,4,9 -The Bohicas,Where You At,35.0,0.44,0.922,,-5.381,1,0.0596,6.23e-05,0.158,0.229,0.694,173.016,168756.0,4,10 -Hadag Nahash,◊û◊°◊§◊®◊ô◊ù,28.0,0.713,0.704,,-8.54,0,0.0515,0.202,,0.279,0.771,122.007,265693.0,4,5 -2 Chainz,Quarantine Thick,55.0,0.934,0.65,9.0,-6.065,0,0.0698,0.13,,0.0902,0.649,135.869,190378.0,4,5 -Slipknot,Wait and Bleed,70.0,0.382,0.996,7.0,-4.119,1,0.104,0.00208,,0.417,0.327,93.345,147840.0,4,10 -New Bleach,Night,23.0,0.357,0.412,9.0,-12.903,0,0.0451,0.808,0.838,0.105,0.206,178.23,331533.0,4,6 -Immortal,Blashyrkh - Mighty Ravendark,41.0,0.317,0.99,9.0,-6.162,1,0.154,0.0272,0.651,0.224,0.0336,137.196,273763.0,4,8 -EMF,Unbelievable,63.0,0.636,0.848,1.0,-6.854,1,0.0362,0.000339,0.0402,0.141,0.934,104.073,209813.0,4,10 -Resolve,Of Silk and Straw,41.0,0.304,0.994,11.0,-1.446,1,0.246,1.46e-05,0.642,0.12,0.147,89.879,225250.0,4,8 -The Receiving End Of Sirens,This Armistice,33.0,0.457,0.869,7.0,-6.663,1,0.0401,0.000496,0.000443,0.399,0.181,146.024,355640.0,4,10 -AmPm,Afterglow - feat. Kimberley Chen,44.0,0.709,0.729,3.0,-6.452,0,0.0321,0.0135,0.00022,0.0532,0.719,122.991,184687.0,4,9 -The Kooks,She Moves In Her Own Way,71.0,0.41,0.803,7.0,-5.363,1,0.0623,0.239,,0.103,0.814,153.315,169307.0,4,10 -"Andrew ""Jr Boy"" Jones",Whiskey Drinkin' Blues,39.0,0.658,0.569,7.0,-5.574,1,0.0302,0.195,1.22e-05,0.281,0.454,119.949,273347.0,3,2 -L7,Fake Friends (feat. Joan Jett),36.0,0.393,0.878,9.0,-2.553,1,0.0908,0.00316,3.72e-05,0.298,0.4,142.997,188880.0,4,10 -Shalom Hanoch,◊©◊ë◊¢◊™ ◊ô◊û◊ô◊ù,18.0,0.674,0.736,11.0,-7.476,0,0.0295,0.589,4.89e-05,0.125,0.533,110.025,206045.0,4,10 -Kishore Kumar,Zindagi Milke Bitayenge - Sad Version / Satte Pe Satta / Soundtrack Version,16.0,0.305,0.044,3.0,-16.577,0,0.0367,0.932,0.000103,0.151,0.219,92.074,1.796,5,3 -Lowlands,Alina Hardin,51.0,0.421,0.192,8.0,-11.996,0,0.0315,0.973,0.000111,0.0948,0.256,140.963,4.602,4,0 -Lou Reed,Walk On the Wild Side,74.0,0.575,0.318,,-16.729,1,0.109,0.683,0.000202,0.0934,0.385,104.522,4.23621667,4,10 -"Billy Bragg, Joe Henry",Hobo's Lullaby,,0.397,0.16,7.0,-10.392,1,0.0457,0.969,1.36e-06,0.104,0.354,202.515,3.95546667,4,0 -Pattern-Seeking Animals,No Burden Left to Carry,24.0,0.258,0.741,8.0,-6.256,0,0.0361,0.0546,0.000194,0.0667,0.283,162.026,577980.0,3,10 -The Regrettes,Poor Boy,45.0,0.606,0.704,,-4.615,1,0.0519,0.0292,6.79e-06,0.105,0.686,106.96,195722.0,4,6 -British Lion,Lightning,33.0,0.25,0.946,2.0,-3.712,0,0.136,0.00963,0.000805,0.289,0.349,160.878,349736.0,4,8 -"Mohammed Rafi, Lata Mangeshkar",Yunhi Tum Mujhse - From Sachaa Jhutha,41.0,0.658,0.582,8.0,-9.613,1,0.0879,0.879,,0.0997,0.884,117.968,4.289783333,3,3 -Mendel,Descending Upon Hades,33.0,0.253,0.951,11.0,-6.251,1,0.0968,0.000862,0.419,0.282,0.183,114.999,393829.0,4,8 -Novelists FR,Terrorist,54.0,0.331,0.917,5.0,-5.0,1,0.105,8.13e-05,0.00957,0.191,0.347,147.873,226652.0,4,10 -Everclear,Father Of Mine,64.0,0.568,0.94,1.0,-5.401,1,0.0411,0.000431,4.96e-05,0.0779,0.738,97.096,231400.0,4,9 -Overkill,"Mean, Green, Killing Machine",47.0,0.324,0.977,4.0,-4.963,0,0.0913,3.24e-05,0.0101,0.0888,0.438,198.97,449787.0,4,8 -The Raconteurs,Blank Generation (Studio Version) - Recorded at Electric Lady Studios,50.0,0.391,0.791,11.0,-5.964,0,0.0552,0.0232,0.295,0.124,0.582,131.09,233597.0,4,10 -"Javed-Mohsin, Arijit Singh, Shreya Ghoshal",Pal,61.0,0.495,0.498,7.0,-7.023,0,0.0337,0.701,,0.0706,0.32,133.992,4.121433333,4,3 -Steven Wilson,EMINENT SLEAZE,41.0,0.749,0.463,11.0,-10.398,0,0.0545,0.21,3.43e-06,0.142,0.662,125.023,232928.0,4,10 -Sid Vicious,My Way - 1993 Remastered Version,43.0,0.236,0.823,4.0,-7.165,1,0.0863,0.699,0.643,0.364,0.259,175.38,244813.0,4,1 -Superbloom,Whatever,36.0,0.385,0.972,3.0,-3.816,0,0.0648,0.000193,0.000413,0.302,0.398,141.041,186635.0,4,6 -Eviatar Banai,◊©◊ú◊ó ◊ú◊ô ◊û◊ú◊ê◊ö,47.0,0.694,0.636,6.0,-5.829,0,0.0354,0.17,0.00493,0.0975,0.931,142.984,237601.0,4,9 -U2,Bad - Remastered 2009,56.0,0.373,0.681,2.0,-9.055,1,0.0296,0.0116,0.000827,0.0905,0.34,98.7,368440.0,4,10 -Slayer,War Ensemble,51.0,0.332,0.988,8.0,-4.111,1,0.146,7.65e-05,0.0126,0.055,0.097,98.878,291733.0,4,8 -Arik Einstein,◊§◊©◊ï◊ò ◊ê◊ï◊û◊® ◊ú◊ö,21.0,0.677,0.57,,-8.179,1,0.0485,0.835,4.82e-06,0.105,0.61,77.008,189333.0,4,10 -Country Joe & The Fish,Rock And Soul Music,27.0,0.331,0.808,2.0,-9.89,1,0.0686,0.115,2.52e-05,0.876,0.641,117.038,414240.0,3,10 -Muse,Starlight,73.0,0.55,0.874,4.0,-4.046,1,0.0321,0.000436,1.02e-05,0.206,0.318,121.61,240213.0,4,10 -SPIRIT OF THE BEEHIVE,RAPID & COMPLETE RECOVERY,47.0,0.266,0.66,2.0,-10.854,1,0.135,0.0629,0.514,0.437,0.358,83.02,241184.0,4,1 -Onslaught,Bow Down To the Clowns,25.0,0.426,0.95,1.0,-7.524,1,0.1,1.34e-05,0.131,0.78,0.261,93.997,290600.0,4,8 -Jellyfish in Space,Helium Balloon,29.0,0.831,0.276,,-12.188,1,0.0721,0.324,0.257,0.112,0.0686,119.991,191964.0,4,6 -KAWALA,Chasing/Wasting Time,48.0,0.675,0.795,8.0,-6.441,0,0.0323,0.0647,0.00294,0.154,0.905,117.959,158840.0,4,6 -Manntra,Ori Ori,44.0,0.592,0.994,8.0,-3.62,1,0.0807,4.57e-05,0.0032,0.215,0.153,110.009,192753.0,4,8 -Metallica,The Unforgiven,73.0,0.54,0.584,7.0,-9.579,1,0.0254,0.0108,0.00296,0.253,0.244,139.261,386493.0,4,10 -The Black Keys,Lonely Boy,74.0,0.356,0.872,2.0,-7.837,1,0.068,0.00417,0.00975,0.0997,0.607,166.3,193653.0,4,10 -"Sting, Branford Marsalis, Royal Philharmonic Concert Orchestra, Steven Mercurio",Englishman In New York - Live In Berlin/2010,38.0,0.639,0.639,11.0,-7.976,0,0.0445,0.343,,0.95,0.545,104.899,4.647333333,4,9 -The Jesus and Mary Chain,Just Like Honey,64.0,0.341,0.552,8.0,-10.503,1,0.0423,8.02e-05,0.616,0.0591,0.486,121.361,182493.0,4,10 -Bladee,Drama (feat. Charli XCX),63.0,0.725,0.659,8.0,-5.45,1,0.146,0.0908,,0.124,0.637,74.95,120754.0,4,10 -"Our Hollow, Our Home",Better Daze,46.0,0.292,0.971,10.0,-3.084,0,0.104,0.000298,0.00195,0.348,0.411,99.65,230765.0,4,10 -Deno,Medicine (feat. Unknown T),55.0,0.835,0.676,11.0,-5.453,1,0.138,0.0948,,0.0586,0.566,141.994,179150.0,4,5 -Gleemer,Gauze,48.0,0.567,0.539,10.0,-8.745,1,0.0333,0.00458,0.406,0.109,0.372,81.989,297501.0,4,10 -The Luka State,Bury Me,44.0,0.35,0.846,4.0,-8.265,0,0.0657,1.57e-05,0.000639,0.333,0.737,178.031,182758.0,4,1 -Gucci Mane,Shit Crazy (feat. BIG30),73.0,0.913,0.573,11.0,-9.05,1,0.379,0.0202,,0.236,0.626,145.011,162802.0,4,5 -The Streets,Blinded by the Lights,56.0,0.599,0.701,9.0,-5.718,0,0.568,0.315,,0.102,0.669,133.046,284600.0,4,5 -Don Williams,Tulsa Time,46.0,0.877,0.489,4.0,-15.244,1,0.0385,0.493,8.05e-06,0.0611,0.929,103.886,3.213333333,4,4 -Robin Trower,I Can't Wait Much Longer,29.0,0.364,0.497,4.0,-12.402,0,0.0426,0.0124,0.000195,0.0741,0.37,136.595,321160.0,4,2 -Evalyn,Under the Same Stars,14.0,0.425,0.386,,-9.741,1,0.0357,0.693,0.000573,0.108,0.137,138.82,217554.0,4,9 -Bernard Allison,Chills & Thrills,30.0,0.581,0.752,2.0,-9.183,1,0.065,0.081,0.304,0.93,0.627,111.91,410520.0,4,10 -King Crimson,Starless,48.0,0.271,0.481,7.0,-9.979,0,0.037,0.106,0.465,0.153,0.121,117.925,744569.0,4,10 -Claudio Van Hoven,Maria,45.0,0.53,0.113,4.0,-19.022,1,0.0647,0.994,0.942,0.108,0.188,84.797,3.6384,4,7 -The J. Geils Band,Floyd's Hotel,22.0,0.599,0.721,,-7.565,1,0.0421,0.283,0.261,0.118,0.78,131.103,189520.0,4,2 -Major Murphy,Attention,43.0,0.533,0.876,2.0,-5.452,1,0.0311,0.000754,0.178,0.0823,0.606,101.011,177326.0,4,1 -REYN,Un Dimanche Orageux,29.0,0.395,0.0163,3.0,-20.892,1,0.0608,0.984,0.942,0.111,0.193,72.217,117500.0,3,1 -Still Woozy,Kenny,70.0,0.743,0.49,1.0,-10.845,1,0.0377,0.307,0.0393,0.108,0.394,120.028,194133.0,4,6 -Jonas Brothers,Only Human,75.0,0.795,0.496,,-5.883,1,0.0722,0.108,,0.0645,0.874,94.01,183000.0,4,9 -R√òNIN,ALL GIRLS ARE THE SAME,79.0,0.785,0.343,9.0,-10.923,0,0.0862,0.593,,0.103,0.468,118.065,121949.0,4,5 -Royal Blood,"My Sharona - Live Session from Abbey Road Studios, London, UK",49.0,0.48,0.867,9.0,-6.24,0,0.12,0.0231,0.0169,0.555,0.593,151.074,152378.0,4,10 -Otherkin,Treat Me So Bad,32.0,0.413,0.862,8.0,-4.118,1,0.0362,7.5e-06,0.145,0.0932,0.547,91.017,187827.0,4,10 -Sjowgren,I Don't Know,53.0,0.673,0.739,1.0,-7.529,1,0.0266,0.0115,0.0162,0.371,0.961,111.968,195045.0,4,6 -The Dirtbombs,I Can't Stop Thinking About It,24.0,0.581,0.996,7.0,-4.175,0,0.0534,0.356,0.0391,0.411,0.419,153.145,183533.0,4,2 -Kano,P's and Q's,53.0,0.468,0.779,11.0,-6.625,0,0.382,0.085,0.000235,0.553,0.735,84.458,248107.0,5,5 -HUGEL,VIP (feat. BLOODLINE),49.0,0.794,0.695,3.0,-5.998,0,0.0451,0.185,4.39e-06,0.0796,0.695,123.018,144790.0,4,9 -Pappo's Blues,Blues para Mi Guitarra,34.0,0.786,0.474,9.0,-7.051,0,0.0341,0.479,0.000359,0.14,0.607,98.506,429067.0,3,2 -Blur,Song 2,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,10 -Ronnie Atkins,Scorpio,34.0,0.465,0.979,7.0,-7.443,1,0.0575,1.08e-05,2.22e-06,0.0917,0.433,137.029,274547.0,4,10 -Bratty,tdbn,53.0,0.594,0.681,1.0,-8.67,0,0.038,0.0548,0.19,0.0786,0.65,76.972,199173.0,4,6 -Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,1 -Ben Kweller,American Cigarettes,42.0,0.692,0.488,7.0,-7.007,1,0.0341,0.00516,,0.113,0.291,144.06,222500.0,4,6 -Andrew Bird,Olympians - Acoustic,43.0,0.519,0.386,7.0,-8.065,1,0.0431,0.786,0.00176,0.0757,0.292,155.328,297453.0,4,1 -Geoffrey O'Connor,Foolish Enough (feat. Laura Jean),21.0,0.631,0.774,11.0,-6.845,0,0.0262,0.126,0.000344,0.179,0.517,119.989,198949.0,4,6 -Swamp Dogg,"Good, Better, Best",40.0,0.84,0.405,10.0,-11.714,0,0.16,0.336,0.0347,0.111,0.814,90.036,170040.0,4,9 -Cold Years,Too Far Gone,22.0,0.415,0.941,11.0,-4.3,1,0.0524,0.00181,3.56e-06,0.337,0.572,167.978,176529.0,4,10 -"Dua Lipa, DaBaby",Levitating (feat. DaBaby),90.0,0.702,0.825,6.0,-3.787,0,0.0601,0.00883,,0.0674,0.915,102.977,3.3844,4,9 -Nitin Sawhney,Daydream (feat. Ashwin Srinivasan),42.0,0.413,0.148,7.0,-16.149,0,0.0412,0.974,0.623,0.0952,0.459,59.584,115453.0,4,6 -Haken,Prosthetic,44.0,0.429,0.971,11.0,-4.954,1,0.0854,0.00135,0.00804,0.108,0.261,186.02,358133.0,3,8 -"Akhil Sachdeva, Tulsi Kumar",Tera Ban Jaunga,64.0,0.605,0.53,11.0,-6.346,1,0.0246,0.821,,0.131,0.397,93.95,3.940616667,4,3 -Queen,Jealousy - Remastered 2011,44.0,0.574,0.478,3.0,-9.842,1,0.031,0.211,,0.243,0.211,80.8,193147.0,4,10 -Fr√§ulein,Pretty People,24.0,0.852,0.273,8.0,-12.233,0,0.0356,0.302,0.62,0.088,0.896,119.855,260582.0,5,10 -Sparklehorse,Wish You Were Here,47.0,0.787,0.132,2.0,-16.174,1,0.0343,0.363,0.794,0.223,0.0933,104.928,418160.0,4,6 -City Girls,Jobs,62.0,0.885,0.592,10.0,-6.06,0,0.303,0.00094,9.04e-05,0.081,0.672,159.996,121386.0,4,5 -Tired Violence,"What is Today, But Yesterday's Tomorrow?",30.0,0.462,0.9,8.0,-7.393,1,0.051,0.00158,0.000199,0.376,0.609,155.033,98758.0,4,10 -Levi Conner,Wasting My Time,34.0,0.392,0.669,3.0,-5.445,1,0.031,0.019,6.59e-06,0.0534,0.512,160.014,259030.0,3,10 -Fleetwood Mac,Warm Ways - 2017 Remaster,36.0,0.652,0.373,3.0,-13.994,1,0.0272,0.569,0.00263,0.312,0.457,92.234,233507.0,4,10 -Loretta Lynn,Coal Miner's Daughter - Single Version,58.0,0.604,0.354,9.0,-14.07,1,0.0313,0.836,0.00474,0.103,0.635,137.349,3.016,4,4 -Eyal Golan,◊û◊†◊í◊ô◊†◊™ ◊î◊ú◊ë,29.0,0.675,0.925,7.0,-4.631,0,0.0308,0.335,2.02e-06,0.226,0.865,106.013,234333.0,4,9 -Cross My Heart,The Great Depression,22.0,0.516,0.834,11.0,-5.704,0,0.0372,3.04e-05,0.0312,0.152,0.564,117.65,241800.0,4,10 -MJ Guider,Vi√±ales,18.0,0.293,0.581,7.0,-13.786,1,0.0461,0.0199,0.652,0.266,0.217,159.952,248671.0,4,6 -Salt-N-Pepa,Push It,68.0,0.913,0.596,11.0,-12.477,0,0.0707,0.00658,0.00349,0.078,0.973,127.215,272133.0,4,5 -From Autumn To Ashes,The After Dinner Payback,46.0,0.444,0.971,4.0,-2.238,0,0.146,0.000322,,0.0533,0.542,89.706,171267.0,4,10 -Seether,Dangerous,62.0,0.599,0.901,,-4.842,0,0.071,0.000766,0.0154,0.0597,0.536,100.995,229640.0,4,10 -Amusement Parks On Fire,Our Goal to Realise,31.0,0.282,0.813,,-3.261,0,0.0503,5.31e-06,,0.499,0.387,70.994,197563.0,3,10 -Dayglow,Medicine,,0.866,0.754,,-5.531,1,0.0356,0.0364,0.00181,0.0801,0.962,115.034,229173.0,4,6 -Kishore Kumar,Sara Zamana - Yaarana / Soundtrack Version,28.0,0.409,0.825,8.0,-9.606,1,0.0743,0.882,0.00179,0.207,0.576,137.967,4.441116667,4,3 -"Wolfgang Amadeus Mozart, Nikolaj Znaider, London Symphony Orchestra","Violin Concerto No. 4 in D Major, K. 218: III. Rondeau. Andante grazioso - Allegro ma non troppo",31.0,0.463,0.0717,2.0,-21.259,1,0.0572,0.924,0.0665,0.0758,0.379,130.72,6.843116667,3,7 -Cam,Forgetting You,43.0,0.503,0.431,8.0,-8.171,1,0.0366,0.275,2.4e-05,0.108,0.176,163.728,184760.0,3,1 -The Kinks,Lola - Remastered,57.0,0.468,0.839,9.0,-7.39,1,0.0365,0.459,0.461,0.151,0.935,151.842,242027.0,4,1 -S. P. Balasubrahmanyam,Sach Mere Yaar Hai - Saagar / Soundtrack Version,36.0,0.392,0.443,2.0,-14.144,1,0.111,0.224,2.16e-05,0.144,0.355,81.338,6.874883333,4,3 -Missy Elliott,Sock It 2 Me (feat. Da Brat),53.0,0.874,0.498,8.0,-9.108,1,0.233,0.00791,0.00375,0.102,0.599,81.997,257467.0,4,5 -LANCO,Greatest Love Story,69.0,0.669,0.617,10.0,-8.72,1,0.057,0.401,,0.119,0.621,147.992,3.70955,4,4 -Dudu Tassa,◊í◊®◊û◊†◊ô◊î,20.0,0.455,0.717,9.0,-6.236,0,0.0292,0.142,,0.178,0.293,149.942,267757.0,4,10 -Grandmaster Flash,White Lines (Don't Do It),51.0,0.844,0.522,,-13.277,1,0.0874,0.0846,3.24e-05,0.0729,0.771,115.267,269667.0,4,5 -Mammoth WVH,Mammoth,,0.428,0.957,9.0,-4.439,1,0.185,1.25e-05,0.00476,0.264,0.132,97.541,270380.0,4,10 -"Alan Jackson, Zac Brown Band",As She's Walking Away,45.0,0.556,0.655,3.0,-5.909,1,0.031,0.46,,0.12,0.334,183.981,3.730666667,4,4 -Eviatar Banai,◊ê◊ë◊ê,38.0,0.548,0.41,4.0,-9.006,0,0.0264,0.813,0.202,0.103,0.144,97.273,269307.0,4,10 -"Kumar Sanu, Sadhana Sargam",Hum Unse Mohabbat Karke,28.0,0.402,0.829,11.0,-5.882,0,0.0844,0.823,0.000735,0.0747,0.817,153.375,8.9,4,3 -Albert King,Crosscut Saw - Mono Mix,50.0,0.84,0.412,1.0,-14.23,1,0.056,0.0217,0.784,0.041,0.963,122.807,156398.0,4,2 -Jeremy Leone,Breathe In,33.0,0.46,0.653,5.0,-10.412,1,0.072,0.305,2.17e-06,0.0905,0.408,168.138,192857.0,4,9 -Patient Sixty-Seven,Where to from Here - Reimagined,33.0,0.431,0.887,10.0,-3.285,0,0.0764,0.0929,,0.113,0.251,145.098,197586.0,4,8 -Arctic Monkeys,Fake Tales Of San Francisco,63.0,0.454,0.778,9.0,-4.225,1,0.0449,0.00998,,0.0427,0.704,127.158,177947.0,4,10 -Crawly,You Got What You Came For,45.0,0.7,0.373,8.0,-10.277,1,0.03,0.174,6.08e-06,0.179,0.329,107.082,179439.0,4,5 -YoungBoy Never Broke Again,Toxic Punk,69.0,0.633,0.534,1.0,-8.605,1,0.229,0.0524,,0.189,0.29,155.111,123871.0,4,5 -Steve Harley,Make Me Smile (Come up and See Me),64.0,0.571,0.818,,-8.277,1,0.0337,0.00706,0.000177,0.0877,0.773,141.463,239213.0,4,6 -Terry vs. Tori,Magic Hour,27.0,0.46,0.727,1.0,-8.336,1,0.0299,8.29e-05,0.79,0.121,0.807,145.015,167045.0,4,6 -Alfie Templeman,Happiness In Liquid Form,61.0,0.691,0.854,6.0,-4.542,0,0.068,0.00181,0.00762,0.333,0.833,124.005,212825.0,4,9 -Meg Ward,Make U Mine,,0.814,0.785,1.0,-10.308,1,0.167,0.144,0.0117,0.316,0.63,131.955,261822.0,4,1 -Lil Tjay,Calling My Phone,89.0,0.907,0.393,4.0,-7.636,0,0.0539,0.451,1.35e-06,0.135,0.202,104.949,205458.0,4,9 -Sunglasses For Jaws,What Does It Look Like,21.0,0.692,0.779,9.0,-6.87,0,0.0455,0.0883,0.00601,0.091,0.654,108.996,200473.0,4,6 -MARINA,Bubblegum Bitch,82.0,0.495,0.856,,-5.123,0,0.0311,0.000219,,0.103,0.609,158.024,154667.0,4,9 -M√∂tley Cr√ºe,Dr Feelgood,70.0,0.537,0.968,2.0,-3.957,1,0.0705,0.000668,0.00945,0.231,0.348,110.966,289920.0,4,10 -LP,One Last Time,32.0,0.479,0.761,8.0,-7.94,0,0.0501,0.0986,4.32e-06,0.133,0.443,111.7,193213.0,4,10 -The California Honeydrops,Live Learn,41.0,0.616,0.728,11.0,-6.623,1,0.165,0.2,4.83e-05,0.0731,0.773,171.982,275347.0,4,2 -The Shins,The Past And Pending,52.0,0.575,0.309,9.0,-12.976,1,0.0413,0.854,0.124,0.0882,0.153,118.855,323907.0,4,6 -Queen Latifah,Ladies First,42.0,0.846,0.795,11.0,-9.984,1,0.28,0.0572,,0.307,0.874,107.319,238693.0,4,5 -Angel Olsen,All Mirrors,52.0,0.433,0.688,7.0,-7.378,0,0.0376,0.00302,0.00195,0.153,0.232,105.018,282027.0,4,6 -Vory,This Side ft. Landstrip Chip,49.0,0.622,0.509,4.0,-8.489,0,0.0983,0.382,6.96e-06,0.122,0.0788,91.9,211738.0,4,5 -Pillow Queens,Liffey,45.0,0.319,0.771,4.0,-5.824,1,0.0456,0.000142,0.00324,0.0996,0.187,97.959,259218.0,4,1 -Overmono,If U Ever,38.0,0.829,0.408,,-16.117,0,0.125,0.811,0.658,0.107,0.406,132.976,288331.0,4,1 -Circle of Dust,Onenemy - Fury Weekend Remix,42.0,0.587,0.923,,-4.205,1,0.189,0.00074,0.000172,0.447,0.571,134.051,272239.0,4,8 -Bob Seger,Shame On The Moon,56.0,0.615,0.563,9.0,-7.585,1,0.0254,0.283,0.00118,0.117,0.547,105.772,295053.0,4,10 -The Treatment,Rat Race,32.0,0.532,0.839,2.0,-6.563,1,0.0351,6.86e-05,0.000409,0.0661,0.641,133.997,204440.0,4,10 -Blossoms,Stranger Still - Acoustic,39.0,0.614,0.39,9.0,-11.028,0,0.0371,0.797,,0.106,0.237,125.04,205968.0,4,6 -"Anonymous, Mischa Maisky, Pavel Gililov",Catalan Folksong - arr. Pablo Casals (1876-1973),34.0,0.194,0.061,9.0,-25.181,0,0.0519,0.991,0.596,0.0799,0.044,88.571,3.229333333,1,7 -Betty Davis,Anti Love Song,41.0,0.715,0.616,5.0,-10.124,0,0.111,0.504,0.0372,0.611,0.901,93.421,272427.0,4,10 -Type O Negative,I Don't Wanna Be Me,58.0,0.474,0.977,8.0,-8.651,0,0.15,0.024,0.604,0.0931,0.0449,100.557,308827.0,4,8 -Gerry Cinnamon,Sometimes,65.0,0.638,0.699,9.0,-6.736,1,0.0304,0.0214,,0.0739,0.959,149.992,196600.0,4,6 -Tuna,◊ê◊ï◊®◊ï◊™ ◊í◊ë◊ï◊î◊ô◊ù,34.0,0.721,0.702,11.0,-7.848,0,0.149,0.00861,0.000338,0.248,0.611,140.079,236670.0,4,5 -Blondes,Minimum Wage,33.0,0.569,0.913,9.0,-3.237,1,0.0335,0.000905,0.00945,0.123,0.713,144.017,196513.0,4,10 -Golden Vessel,getforward,49.0,0.71,0.486,4.0,-11.482,1,0.266,0.282,0.0587,0.15,0.422,124.009,600250.0,4,6 -Erol Alkan,Waves,40.0,0.34,0.533,11.0,-12.554,0,0.034,0.939,0.852,0.156,0.121,128.918,258546.0,4,1 -Tom Ashbrook,Klass,42.0,0.3,0.194,6.0,-19.867,1,0.038,0.949,0.95,0.139,0.0887,172.835,392792.0,4,1 -Asquith,NFT - Bass Mix,19.0,0.45,0.992,10.0,-6.055,0,0.116,0.000253,0.916,0.475,0.848,147.941,294163.0,4,1 -Freddie King,Stumble,52.0,0.678,0.612,4.0,-9.764,1,0.0339,0.101,0.318,0.164,0.857,118.381,216627.0,4,2 -Theory of a Deadman,Rx (Medicate),71.0,0.639,0.71,1.0,-7.445,1,0.0275,0.0133,,0.118,0.378,119.989,233173.0,4,10 -Joel Corry,BED,89.0,0.671,0.782,6.0,-4.593,1,0.0341,0.0142,0.00221,0.333,0.618,123.989,178088.0,4,9 -Type O Negative,Unsuccessfully Coping with the Natural Beauty of Infidelity,38.0,0.267,0.936,11.0,-6.517,1,0.134,0.00681,0.253,0.721,0.113,133.286,756547.0,4,8 -Lynn Anderson,Rose Garden,60.0,0.589,0.501,,-11.665,1,0.031,0.168,,0.0741,0.969,131.064,2.931116667,4,4 -Kol HaChatichim Etzli,◊õ◊ú ◊î◊°◊ô◊ë◊ï◊™,26.0,0.539,0.665,7.0,-6.709,1,0.0256,0.0973,0.000122,0.0955,0.377,127.968,335387.0,4,6 -Cihan M√ºrtezaoƒülu,Belli Olmaz,44.0,0.653,0.668,2.0,-10.294,0,0.0388,0.106,0.00451,0.149,0.958,126.03,172791.0,4,1 -Almighty Mighty,Slow Burner,27.0,0.185,0.75,7.0,-7.022,0,0.0354,0.0542,0.119,0.156,0.196,92.839,318560.0,4,6 -Paul McCartney,Live And Let Die,48.0,0.388,0.41,7.0,-13.285,1,0.0565,0.229,0.00027,0.221,0.223,154.24,191493.0,5,10 -Teenage Wrist,Mary,39.0,0.28,0.921,,-2.581,1,0.067,8e-05,0.396,0.312,0.223,140.031,226089.0,3,10 -Shed Seven,Going For Gold,48.0,0.353,0.808,9.0,-4.849,1,0.0358,0.0175,0.476,0.0991,0.426,96.142,265493.0,4,6 -Las Penas,Tu Bolero Es Mi Zamba,47.0,0.475,0.197,,-14.956,1,0.0643,0.985,0.925,0.111,0.274,78.128,3.183333333,4,7 -Mountain,"Long Red - Live at Woodstock, Bethel, NY - August 1969",21.0,0.446,0.889,4.0,-5.464,0,0.136,0.273,0.239,0.411,0.767,91.983,343693.0,4,10 -Tennis,Runner,46.0,0.531,0.831,7.0,-6.179,1,0.0412,0.0886,0.00266,0.106,0.667,157.266,216960.0,4,6 -Blake Shelton,Honey Bee,64.0,0.481,0.849,4.0,-5.131,1,0.0385,0.00167,1.49e-06,0.121,0.723,205.57,3.512,4,4 -Jack Miller,I Like,22.0,0.709,0.455,7.0,-11.117,1,0.0285,0.0834,,0.0944,0.731,90.002,203646.0,4,9 -Judas Priest,Painkiller,66.0,0.435,0.987,1.0,-4.667,0,0.16,0.000195,0.0847,0.268,0.101,103.16,365827.0,4,8 -Phora,Destiny's Song,56.0,0.642,0.4,,-10.529,0,0.407,0.792,4.54e-06,0.381,0.357,54.718,161067.0,4,5 -Flyying Colours,It's Tomorrow Now,16.0,0.225,0.865,9.0,-6.572,1,0.0919,4.91e-06,0.125,0.579,0.197,99.368,223013.0,4,10 -Calum Scott,Rhythm Inside - Recorded At Spotify Studios NYC,45.0,0.537,0.27,5.0,-7.003,1,0.0375,0.941,,0.0892,0.363,122.655,3.78261667,4,0 -Garbage,I Think I'm Paranoid,54.0,0.557,0.762,,-7.487,1,0.0323,0.000751,0.0406,0.43,0.514,113.888,218135.0,4,10 -The Picturebooks,Rebel (feat. Lzzy Hale),36.0,0.372,0.599,6.0,-5.015,1,0.0336,0.126,0.00396,0.123,0.16,67.356,311653.0,4,10 -Eyal Golan,◊î◊ï◊ú◊õ◊ô◊ù ◊ú◊î◊©◊™◊í◊¢,34.0,0.823,0.742,3.0,-5.582,0,0.0424,0.135,0.000196,0.122,0.689,125.962,196190.0,4,9 -Lawrence Hart,Surrender Yourself,40.0,0.641,0.677,7.0,-9.002,0,0.0462,0.0813,0.826,0.111,0.0708,122.992,347413.0,4,6 -Dave Matthews Band,That Girl Is You,39.0,0.698,0.46,,-8.697,0,0.0822,0.741,1.45e-05,0.135,0.383,102.041,196869.0,4,10 -beachtown,whenever,30.0,0.55,0.645,8.0,-8.683,0,0.0484,0.734,0.111,0.166,0.262,79.013,222798.0,4,6 -Stone Foundation,Hold on to Love,36.0,0.511,0.455,2.0,-7.71,0,0.0284,0.54,7.39e-06,0.0957,0.857,171.125,182544.0,4,9 -Bade Ghulam Ali Khan,Shubh Din Aayo Raj Dulara,12.0,0.358,0.448,8.0,-17.377,1,0.0504,0.991,0.936,0.293,0.636,68.718,2.834,4,3 -Meet Me in St. Louis,All We Need Is A Little Energon And A Lot Of Luck,21.0,0.268,0.692,,-9.793,1,0.106,0.000381,,0.172,0.359,85.836,224907.0,4,10 -Justin Bieber,Love Yourself,,0.759,0.401,4.0,-8.999,1,0.259,0.86,,0.299,0.576,100.126,232627.0,4,9 -The Dead Daisies,Like No Other 2021,40.0,0.491,0.961,1.0,-5.361,1,0.259,9.58e-05,9.79e-05,0.335,0.5,102.022,209937.0,4,8 -Ehud Banai,◊¢◊ë◊ï◊ì◊î ◊©◊ó◊ï◊®◊î,24.0,0.641,0.72,9.0,-8.565,1,0.0418,0.435,0.0211,0.0893,0.827,92.422,358027.0,4,10 -Cigar Cigarette,Time After Time,60.0,0.378,0.533,10.0,-8.843,1,0.0279,0.479,0.508,0.131,0.285,75.927,290630.0,4,6 -Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,8 -Eric Bibb,Whole World's Got The Blues (feat. Eric Gales),41.0,0.636,0.495,,-9.428,1,0.0395,0.0456,0.0823,0.106,0.536,108.23,333989.0,3,2 -Creedence Clearwater Revival,I Put A Spell On You - Live At The Woodstock Music & Art Fair / 1969,38.0,0.33,0.922,,-6.189,1,0.0609,0.0156,0.03,0.839,0.64,112.907,268080.0,4,10 -Eloy,Poseidon's Creation,40.0,0.164,0.594,,-11.36,1,0.0352,0.00228,0.398,0.136,0.198,82.122,701960.0,4,10 -Arcade Fire,We Used to Wait,48.0,0.573,0.642,8.0,-7.239,1,0.0279,0.0734,0.0232,0.105,0.49,120.753,301400.0,4,6 -Lavinia Meijer,La Valse d'Amélie,39.0,0.246,0.0833,9.0,-25.533,0,0.0488,0.992,0.915,0.0883,0.161,92.413,2.64245,3,7 -Seckou Keita,Tatono,27.0,0.342,0.213,4.0,-17.861,0,0.0355,0.935,0.907,0.103,0.365,139.797,6.215116667,4,7 -The Smashing Pumpkins,Cyr,52.0,0.671,0.876,8.0,-6.991,1,0.0277,2.5e-05,0.0241,0.0857,0.504,127.0,243160.0,4,10 -Otis Rush,Double Trouble,50.0,0.566,0.424,7.0,-8.689,0,0.0392,0.669,0.00456,0.175,0.431,105.768,163440.0,1,2 -Carnifex,Cursed - Isolation Mix,35.0,0.289,0.899,5.0,-4.907,1,0.104,1.21e-05,0.899,0.746,0.0642,120.032,324000.0,4,8 -Rascal Flatts,I Like The Sound Of That,65.0,0.611,0.8,,-5.61,1,0.0377,0.257,,0.194,0.527,89.974,3.488,4,4 -Winona Oak,Old Insecurities,58.0,0.384,0.513,11.0,-8.664,0,0.0567,0.725,2.92e-05,0.131,0.265,104.878,201747.0,4,9 -Age Is a Box,One by One - Edit,10.0,0.74,0.491,10.0,-8.905,0,0.0458,0.12,0.581,0.148,0.221,120.019,167280.0,4,6 -Mohammed Aziz,O Bahena,14.0,0.626,0.688,9.0,-11.12,1,0.0496,0.0983,,0.0326,0.925,88.034,4.754883333,4,3 -Faith No More,Midlife Crisis,59.0,0.669,0.656,9.0,-10.549,1,0.0413,0.00113,0.000252,0.0989,0.464,108.098,259866.0,4,10 -Frameworks,Cusp - Edit,39.0,0.733,0.726,5.0,-9.894,0,0.0366,0.278,0.83,0.173,0.0823,117.991,249080.0,4,9 -Foals,On The Luna,51.0,0.525,0.976,,-2.023,1,0.0479,0.0662,0.000392,0.0804,0.855,138.984,192695.0,4,1 -Khruangbin,Summer Madness,59.0,0.504,0.323,6.0,-12.442,0,0.0481,0.382,0.835,0.373,0.453,79.654,201917.0,4,1 -Columbus,Pain Is a Mirror,34.0,0.51,0.833,3.0,-5.528,1,0.0449,0.000966,0.000104,0.127,0.44,152.952,200506.0,4,10 -Foghat,My Babe,,0.383,0.803,7.0,-9.353,1,0.0709,0.0861,0.0186,0.171,0.618,143.188,276760.0,4,2 -Daniel Avery,Endless Hours,41.0,0.512,0.883,7.0,-8.808,1,0.0323,0.0133,0.901,0.106,0.452,135.957,317464.0,4,6 -Brand of Sacrifice,Demon King,44.0,0.484,0.987,7.0,-4.621,1,0.182,0.000212,,0.338,0.195,125.032,235267.0,4,8 -Mark Roswell Trio,Tenderly,54.0,0.537,0.132,3.0,-18.58,1,0.0363,0.96,0.864,0.144,0.119,119.394,3.38915,3,7 -T. Rex,20th Century Boy,54.0,0.426,0.954,9.0,-6.121,1,0.0474,0.00144,,0.149,0.721,135.302,218666.0,4,10 -Arcade Fire,Ready to Start,58.0,0.282,0.932,9.0,-4.701,1,0.0387,0.12,0.0335,0.0692,0.536,190.08,255893.0,4,6 -The Walkmen,Heaven,51.0,0.368,0.905,9.0,-6.346,1,0.0577,0.000105,0.152,0.144,0.49,157.976,266867.0,4,10 -Allister,Somewhere On Fullerton,45.0,0.54,0.912,3.0,-4.662,1,0.0855,0.00315,,0.124,0.828,96.958,159573.0,4,10 -"Boney M., G. Mart",Rasputin - Club Mix,60.0,0.718,0.907,6.0,-5.154,0,0.0501,0.167,0.00104,0.245,0.975,127.151,4.537116667,4,9 -Joanna Connor,I Feel So Good,34.0,0.581,0.833,4.0,-7.904,0,0.0577,0.00757,0.045,0.367,0.154,119.949,216853.0,4,2 -IDLES,War,50.0,0.24,0.956,,-3.335,1,0.07,3.39e-05,0.000752,0.0579,0.205,93.486,187451.0,4,1 -Gama Bomb,Lords of the Hellfire Club,23.0,0.576,0.974,6.0,-4.244,0,0.12,0.00127,0.00434,0.116,0.343,106.472,151935.0,4,8 -Uniforms,Semana Sat√°n,28.0,0.392,0.668,11.0,-6.92,1,0.0314,0.0214,0.714,0.102,0.253,102.004,305940.0,4,6 -The Beatles,In My Life - Remastered 2009,73.0,0.688,0.435,9.0,-11.359,1,0.0323,0.449,,0.113,0.435,103.239,146333.0,4,10 -Hadag Nahash,◊©◊ô◊® ◊†◊ó◊û◊î,38.0,0.694,0.897,7.0,-4.046,1,0.0591,0.0145,0.000101,0.256,0.929,152.075,240693.0,4,5 -Sponge,Plowed,55.0,0.412,0.88,1.0,-9.001,1,0.045,0.00252,4.39e-05,0.09,0.234,105.241,197000.0,4,10 -Jack Larsen,Saving Grace,52.0,0.433,0.713,,-8.288,1,0.0345,0.0157,,0.137,0.447,82.47,179476.0,4,6 -Stephen Puth,Look Away - Acoustic,56.0,0.696,0.188,6.0,-14.328,1,0.0324,0.793,,0.0986,0.713,106.433,184900.0,4,9 -Maroon 5,Memories,87.0,0.764,0.32,11.0,-7.209,1,0.0546,0.837,,0.0822,0.575,91.019,189486.0,4,9 -Thomas Rhett,Die A Happy Man,74.0,0.595,0.389,2.0,-9.245,1,0.0349,0.418,1.39e-06,0.116,0.4,166.052,3.79045,4,4 -Neil Cowley,Tramlines,46.0,0.234,0.0129,2.0,-29.399,0,0.029,0.985,0.925,0.105,0.152,68.011,226669.0,4,1 -Neon95,Welcome to the Afterlife,28.0,0.596,0.7,5.0,-9.06,1,0.0357,0.0974,0.845,0.211,0.313,99.973,196103.0,4,6 -Joe Bonamassa,High Class Girl - Live,39.0,0.512,0.859,11.0,-5.349,0,0.0644,0.0308,0.00457,0.77,0.661,118.02,341840.0,4,2 -CueStack,Through the Night,40.0,0.5,0.941,4.0,-4.186,0,0.0581,0.00574,0.0837,0.286,0.484,160.113,204494.0,4,8 -Naughty By Nature,Hip Hop Hooray,66.0,0.862,0.642,6.0,-13.652,0,0.101,0.102,,0.272,0.765,99.201,267267.0,4,5 -Nothing But Thieves,Unperson,53.0,0.535,0.904,1.0,-6.041,1,0.109,0.00227,0.0085,0.0301,0.274,140.002,204537.0,4,10 -Lakeyah,Perfect,54.0,0.874,0.591,5.0,-5.12,0,0.126,0.138,,0.166,0.736,138.018,141512.0,4,5 -bl00dwave,Far from Here,24.0,0.477,0.585,8.0,-8.717,1,0.0394,0.411,0.255,0.12,0.0337,170.022,191993.0,4,6 -Talking Heads,Girlfriend Is Better - 2005 Remaster,51.0,0.865,0.752,7.0,-6.493,1,0.0941,0.0892,0.000626,0.0401,0.966,118.649,343427.0,4,10 -Sammy Hagar,Right Now,35.0,0.37,0.823,,-4.295,0,0.0481,0.000721,0.00175,0.384,0.495,83.475,219821.0,4,10 -Berry Sakharof,◊î◊¢◊ô◊ü,20.0,0.572,0.699,7.0,-6.008,1,0.0389,0.00166,0.000698,0.149,0.459,126.061,234320.0,4,10 -Joan Baez,One Day At A Time - Live At The Woodstock Music & Art Fair / 1969,25.0,0.282,0.237,1.0,-17.871,1,0.0547,0.759,,0.13,0.416,82.559,275496.0,4,10 -The Doors,Roadhouse Blues - New Stereo Mix,47.0,0.602,0.668,9.0,-8.023,1,0.0308,0.0929,4.79e-06,0.0708,0.753,120.229,248147.0,4,10 -Creedence Clearwater Revival,Proud Mary,,0.699,0.64,2.0,-7.564,1,0.0288,0.13,0.000224,0.0601,0.729,120.745,187213.0,4,10 -Kid Cudi,Day 'N' Nite - Crookers Remix,,0.757,0.706,11.0,-4.744,0,0.0462,0.0326,0.0497,0.0552,0.962,129.993,281747.0,4,1 -"Our Hollow, Our Home",Better Daze,46.0,0.292,0.971,10.0,-3.084,0,0.104,0.000298,0.00195,0.348,0.411,99.65,230765.0,4,8 -Cradle Of Filth,Her Ghost in the Fog,47.0,0.379,0.996,2.0,-3.023,0,0.285,0.00457,9.26e-06,0.0981,0.0386,128.049,384813.0,4,8 -The Hunna,Bad Place,56.0,0.648,0.564,9.0,-3.972,1,0.0322,0.216,,0.0854,0.357,132.932,139729.0,4,10 -Brett James,Tell the People,43.0,0.535,0.731,4.0,-3.458,1,0.0343,0.024,6.44e-06,0.0665,0.417,153.971,218782.0,4,10 -Dirty Heads,Oxygen,60.0,0.68,0.878,8.0,-3.923,0,0.0554,0.0744,,0.137,0.769,169.987,225395.0,4,10 -Jos√© Gonz√°lez,Visions,57.0,0.516,0.243,2.0,-11.832,1,0.0319,0.872,0.00598,0.0999,0.204,97.526,235773.0,4,6 -minco eggersman,Abide,35.0,0.342,0.0213,1.0,-22.668,0,0.038,0.976,0.0116,0.139,0.04,82.917,280962.0,3,1 -TK from Ling tosite sigure,yesworld,48.0,0.518,0.937,8.0,-2.857,1,0.102,0.044,,0.159,0.584,138.983,288093.0,4,10 -Justice For The Damned,Guidance From The Pain,30.0,0.416,0.954,1.0,-4.846,1,0.121,4.79e-05,0.00985,0.0696,0.145,129.292,180837.0,4,8 -Pixies,Where Is My Mind?,77.0,0.519,0.441,4.0,-14.178,1,0.0353,0.0204,0.000453,0.076,0.25,81.334,234973.0,4,1 -Arik Einstein,◊§◊®◊ê◊í - ◊§◊ï◊ñ◊ô - ◊®◊ô◊û◊ê◊°◊ò◊®◊ô◊†◊í,26.0,0.366,0.609,4.0,-10.279,0,0.12,0.1,0.000168,0.0928,0.315,172.937,324011.0,4,10 -Larissa Lambert,Weak,77.0,0.617,0.451,7.0,-9.323,1,0.0584,0.627,,0.267,0.487,127.923,159375.0,4,9 -Asia,Sole Survivor,44.0,0.424,0.948,,-7.232,1,0.0803,0.0818,7.32e-06,0.0273,0.318,124.292,287773.0,4,10 -Talat Aziz,Zindagi Jab Bhi,36.0,0.604,0.497,2.0,-6.933,1,0.0267,0.748,,0.358,0.549,95.007,4.946,4,3 -Idan Amedi,◊ñ◊û◊ü,33.0,0.545,0.317,1.0,-12.755,1,0.0298,0.816,4.31e-05,0.128,0.187,90.051,202667.0,4,9 -Cody Jinks,Loud and Heavy (Unplugged),37.0,0.499,0.491,,-7.326,0,0.0292,0.0311,2.01e-06,0.134,0.431,80.062,214072.0,4,1 -The Police,Tea In The Sahara,44.0,0.555,0.243,1.0,-18.21,0,0.0484,0.131,0.0002,0.0918,0.338,137.928,259493.0,4,10 -Gin Blossoms,Hey Jealousy,3.0,0.385,0.919,6.0,-4.154,0,0.0642,0.00019,,0.358,0.469,153.02,235840.0,4,9 -U2,When Love Comes To Town,54.0,0.65,0.665,9.0,-11.259,1,0.0372,0.0526,4.62e-06,0.13,0.593,115.51,254267.0,4,10 -The Kinks,You Really Got Me - Mono Mix,72.0,0.573,0.939,8.0,-6.441,1,0.0808,0.493,,0.0994,0.963,137.382,134253.0,4,10 -YUNGBLUD,acting like that (feat. Machine Gun Kelly),71.0,0.522,0.9,,-2.631,0,0.0719,6.98e-05,,0.3,0.579,160.01,191067.0,4,10 -Gabe Lee,Talk to You,39.0,0.691,0.222,1.0,-8.387,1,0.033,0.805,,0.0767,0.535,79.735,181488.0,4,1 -De La Soul,Pain,55.0,0.908,0.417,10.0,-8.244,0,0.255,0.0452,0.0824,0.0895,0.81,104.504,279754.0,4,5 -Twin Shadow,Get Closer,,0.778,0.809,8.0,-4.383,1,0.0282,0.102,3.28e-05,0.101,0.949,95.042,201960.0,4,6 -James,Laid,66.0,0.457,0.909,,-9.451,1,0.0317,0.0016,0.000276,0.135,0.755,115.998,156667.0,4,6 -Lou Donaldson,Play Ray,39.0,0.704,0.214,3.0,-17.339,1,0.0617,0.787,0.00209,0.0923,0.664,77.52,5.522216667,4,7 -Eyal Golan,◊ó◊ñ◊ß ◊û◊û◊†◊ô,28.0,0.775,0.81,7.0,-4.89,1,0.0744,0.499,3.62e-06,0.0773,0.322,99.978,201093.0,4,9 -Alfie Templeman,Shady,44.0,0.789,0.743,6.0,-6.113,0,0.0861,0.0234,0.015,0.489,0.629,109.987,175205.0,4,6 -Don Cotti,Bun War - Instrumental Version,11.0,0.556,0.847,11.0,-6.361,0,0.0939,0.0503,0.906,0.326,0.663,139.942,207305.0,4,5 -Benny The Butcher,Overall (feat. Chinx),55.0,0.454,0.772,1.0,-7.181,1,0.342,0.319,9.95e-06,0.361,0.64,172.31,205640.0,4,5 -The Clash,Should I Stay or Should I Go - Remastered,79.0,0.743,0.836,2.0,-6.465,1,0.116,0.0804,,0.384,0.82,113.375,3.14978333,4,10 -Matt Rollings,"Stay (Feat. Alison Krauss, with Vince Gill)",35.0,0.448,0.246,8.0,-13.153,1,0.0312,0.905,0.0477,0.108,0.0906,120.696,331853.0,4,1 -Vibe Ish,◊õ◊ú ◊î◊ô◊ï◊ù,34.0,0.609,0.786,4.0,-6.777,0,0.264,0.462,,0.109,0.544,92.795,192568.0,4,5 -"Traditional, Simon Dinnigan",Spanish Romance,46.0,0.401,0.0133,11.0,-31.385,0,0.0447,0.996,0.899,0.0921,0.066,102.819,2.92155,4,7 -"Curtis Peoples, Mari√© Digby",Not Enough Drugs (Acoustic),42.0,0.468,0.413,10.0,-10.349,1,0.0427,0.662,,0.0669,0.403,159.487,3.77746667,4,0 -Colibrí Acústico,Ora,45.0,0.425,0.48,4.0,-9.296,0,0.0362,0.694,0.94,0.101,0.187,119.451,2.777433333,4,7 -Arcade Fire,Dimensions,53.0,0.218,0.179,3.0,-24.814,1,0.0397,0.966,0.956,0.0858,0.0383,163.743,339444.0,4,1 -The Jam,Town Called Malice,69.0,0.542,0.91,7.0,-8.924,1,0.0873,0.00228,0.00524,0.0686,0.775,101.774,173320.0,4,6 -Joha,Non Pi√π,29.0,0.157,0.11,,-18.521,1,0.0361,0.92,0.925,0.0832,0.089,61.424,989947.0,4,6 -"Udit Narayan, Vibha Sharma",Ishq Hua Kaise Hua,41.0,0.479,0.747,6.0,-6.227,0,0.0692,0.56,0.000728,0.422,0.502,79.323,7.577783333,4,3 -Omar Apollo,Ugotme,63.0,0.782,0.494,,-1.458,1,0.0339,0.454,6.31e-05,0.134,0.401,65.832,127273.0,4,6 -Ron Gallo,CAN WE STILL BE FRIENDS? - Sports Remix,30.0,0.759,0.617,9.0,-8.984,0,0.0781,0.0386,0.00119,0.103,0.507,106.639,166853.0,4,9 -Dire Straits,Sultans of Swing,67.0,0.73,0.868,5.0,-7.325,1,0.0288,0.0632,0.0661,0.318,0.923,148.217,5.84,4,10 -Kaidi & NK-OK,Sweet Shop,44.0,0.673,0.763,6.0,-9.027,0,0.08,0.00667,0.184,0.159,0.261,147.078,230427.0,4,1 -Little Axe,Midnight Dream,12.0,0.742,0.775,2.0,-4.581,0,0.105,0.347,4.32e-05,0.345,0.679,89.899,243973.0,4,2 -"Fancy Cars, SVRCINA",I'll Follow - Acoustic Version,53.0,0.582,0.436,10.0,-4.077,1,0.0259,0.735,,0.19,0.378,96.039,3.30731667,4,0 -LAP√™CHE,Finally Trying,35.0,0.4,0.984,2.0,-4.771,1,0.0973,8.8e-06,0.897,0.118,0.455,148.96,183042.0,4,6 -Vance Joy,Missing Piece,78.0,0.628,0.877,,-4.205,1,0.046,0.0155,5.97e-06,0.113,0.721,101.992,3.62346667,4,9 -Fathomsong,Cypress Castles,45.0,0.536,0.218,9.0,-14.675,0,0.0989,0.893,0.88,0.13,0.152,115.952,2.583333333,3,7 -Lil Gotit,Burnt N Turnt,64.0,0.943,0.537,10.0,-6.855,0,0.256,0.342,,0.19,0.59,122.008,184918.0,4,5 -Zeus,Are You Gonna' Waste My Time?,17.0,0.431,0.795,9.0,-5.0,1,0.0914,0.00437,3.45e-06,0.0906,0.678,147.961,158945.0,4,9 -J Man_wv,THE ANTHEM,,0.421,0.566,1.0,-9.849,1,0.245,0.337,,0.107,0.128,140.275,150831.0,4,5 -Type O Negative,Summer Breeze,48.0,0.365,0.706,9.0,-7.984,1,0.0381,0.021,0.792,0.287,0.346,127.937,289240.0,4,8 -Blind Melon,Tones Of Home,55.0,0.556,0.808,,-6.965,1,0.0335,0.166,0.000167,0.164,0.844,115.287,266827.0,4,10 -Moses Boyd,2 Far Gone - Vocal Mix,41.0,0.415,0.79,1.0,-7.349,1,0.0515,0.0192,0.0319,0.132,0.376,123.912,309625.0,4,6 -Sue Foley,The Ice Queen,38.0,0.488,0.408,4.0,-8.373,0,0.0432,0.756,0.00125,0.198,0.445,151.196,383133.0,3,10 -Vektor,Activate,35.0,0.552,0.986,1.0,-3.265,0,0.176,0.000112,0.888,0.314,0.328,104.032,210288.0,4,8 -Moshiko Mor,◊ô◊§◊î ◊©◊ú◊ô,41.0,0.756,0.526,4.0,-6.695,0,0.03,0.603,,0.083,0.523,104.006,240500.0,4,9 -BROTHER SUN SISTER MOON,Cactus,35.0,0.489,0.474,5.0,-7.459,0,0.0256,0.649,0.803,0.0891,0.201,132.042,352189.0,3,6 -jxdn,Tonight (feat. iann dior),66.0,0.501,0.633,5.0,-6.56,1,0.0466,0.00358,,0.351,0.463,165.029,135573.0,4,9 -Karolina,◊ê◊î◊ë◊î ◊ë◊ï◊ê◊ô (Prod. by JORDI),34.0,0.752,0.568,2.0,-8.235,0,0.0893,0.14,,0.127,0.511,102.09,195294.0,4,9 -Booker T. & the M.G.'s,Green Onions - 45 Version,59.0,0.788,0.38,10.0,-15.179,1,0.0346,0.811,0.906,0.102,0.892,138.205,167385.0,4,10 -The View,Same Jeans,58.0,0.479,0.967,,-2.445,1,0.0431,0.00697,,0.217,0.719,134.743,213080.0,4,6 -Jeff Buckley,Grace,57.0,0.546,0.867,11.0,-4.235,0,0.0354,0.0256,0.000229,0.221,0.189,127.988,322040.0,4,6 -Rasco,Cult,13.0,0.224,0.635,9.0,-8.39,1,0.0357,0.134,0.865,0.3,0.203,124.688,226881.0,4,6 -Faith No More,Epic,69.0,0.358,0.893,4.0,-7.486,0,0.12,0.0222,0.0524,0.126,0.262,174.238,293653.0,4,10 -Tuna,◊î◊ò◊ï◊ë ◊î◊®◊¢ ◊ï◊ê◊ó◊ï◊™◊ö,45.0,0.657,0.822,4.0,-6.071,0,0.0785,0.108,,0.34,0.597,82.011,204351.0,4,10 -King Tuff,Neverending Sunshine,36.0,0.158,0.893,,-6.4,1,0.129,0.00782,0.00544,0.119,0.607,170.233,220037.0,4,1 -Wipers,When It's Over,42.0,0.435,0.756,9.0,-4.275,0,0.0264,3.24e-05,0.788,0.208,0.346,85.524,394120.0,4,1 -Arhkota,Dreamy Hamilton,25.0,0.115,0.385,,-12.351,1,0.0375,0.753,0.313,0.339,0.149,71.203,296518.0,3,6 -Psychedelic Porn Crumpets,Pukebox,41.0,0.386,0.94,1.0,-5.235,0,0.0871,6.8e-05,2.11e-05,0.329,0.378,150.112,188780.0,4,1 -The Killers,When You Were Young,,0.441,0.976,8.0,-3.09,0,0.147,0.000335,0.0475,0.298,0.248,130.411,220413.0,4,10 -Zack Villere,Sore Throat,40.0,0.48,0.165,8.0,-11.561,1,0.0284,0.851,0.00657,0.0917,0.168,78.372,121240.0,4,6 -Andreas Moe,Ocean - Stripped Acoustic,,0.56,0.393,1.0,-9.924,0,0.0305,0.821,,0.0933,0.58,93.038,2.6176,4,0 -Eddie Rabbitt,Drinkin' My Baby (Off My Mind) - 2009 Remaster,40.0,0.614,0.706,4.0,-7.397,0,0.0292,0.0764,,0.306,0.867,127.952,2.43245,4,4 -Mob Rich,Made To Fall,27.0,0.54,0.579,10.0,-8.227,1,0.0323,0.0106,1.5e-05,0.0695,0.331,85.484,195854.0,4,10 -Arthur Brown,Fire,46.0,0.439,0.882,5.0,-9.036,0,0.087,0.541,0.671,0.793,0.317,138.551,174160.0,4,1 -Michael Schenker Group,Sail the Darkness,45.0,0.544,0.924,11.0,-5.077,0,0.0353,0.0251,8.83e-05,0.431,0.74,97.987,217578.0,4,10 -"Anne-Marie, Little Mix",Kiss My (Uh Oh),75.0,0.638,0.878,5.0,-3.639,0,0.0484,0.0151,0.000223,0.308,0.481,103.948,2.94666667,4,9 -Alan Walker,Fake A Smile,76.0,0.447,0.553,,-4.817,1,0.0322,0.212,,0.165,0.252,149.877,168118.0,4,9 -Midival Punditz,Night,,0.535,0.422,10.0,-8.754,1,0.0314,0.539,0.0198,0.18,0.103,130.016,5.908666667,4,0 -Big Daddy Wilson,Thumb A Ride,36.0,0.727,0.27,4.0,-13.179,0,0.0367,0.84,0.124,0.0949,0.742,96.04,173613.0,4,2 -"Mulgrew Miller, Richie Goods, Karriem Riggins",It Never Entered my Mind,,0.445,0.223,3.0,-17.402,1,0.0374,0.921,0.884,0.131,0.225,110.821,6.52845,4,7 -Charlie Parker Quartet,Chi Chi,31.0,0.419,0.58,8.0,-6.566,1,0.0525,0.228,0.00353,0.277,0.63,202.668,182867.0,3,2 -The Elovaters,Margaritas (with Orange Grove),47.0,0.675,0.592,1.0,-6.975,1,0.0626,0.32,,0.27,0.741,170.09,217409.0,4,10 -Crowded House,Chocolate Cake,39.0,0.71,0.642,4.0,-11.786,0,0.0366,0.103,,0.0322,0.772,116.149,242093.0,4,10 -Young Stoner Life,Came and Saw (feat. Rowdy Rebel),72.0,0.771,0.817,2.0,-6.791,1,0.214,0.306,,0.155,0.554,123.952,174413.0,4,5 -Vaporwave Aesthetic,By Myself,30.0,0.753,0.403,,-10.505,1,0.042,0.67,0.913,0.198,0.357,84.989,152475.0,4,6 -Plan B,Charmaine,34.0,0.779,0.601,10.0,-4.748,0,0.341,0.412,,0.155,0.793,95.269,226133.0,4,5 -Quarters of Change,Down That Road,32.0,0.587,0.697,,-8.358,0,0.0364,0.0149,4.11e-06,0.175,0.658,143.969,257000.0,4,6 -Mohammed Rafi,Yeh Reshmi Zulfen,13.0,0.455,0.599,5.0,-6.865,1,0.0548,0.942,7.8e-05,0.14,0.683,133.581,5.334666667,4,3 -En Vogue,Giving Him Something He Can Feel,,0.49,0.298,9.0,-10.175,0,0.0409,0.306,1.72e-06,0.0875,0.705,203.914,235707.0,3,5 -The Postal Service,Such Great Heights,66.0,0.644,0.808,5.0,-7.268,1,0.0513,0.0467,0.187,0.0652,0.175,174.98,266507.0,4,10 -Cypress Hill,How I Could Just Kill a Man,63.0,0.769,0.675,6.0,-13.326,1,0.0724,0.000722,0.000149,0.0904,0.803,101.884,252240.0,4,5 -As I Lay Dying,A Greater Foundation,47.0,0.522,0.992,3.0,-3.234,0,0.114,0.000585,0.00093,0.665,0.365,124.983,226213.0,4,8 -"Lata Mangeshkar, Hariharan",Likha Hai Yeh,23.0,0.37,0.67,7.0,-11.007,0,0.0445,0.809,6.32e-06,0.236,0.802,177.164,5.209333333,3,3 -To The Grave,Miserable Summer,41.0,0.417,0.817,9.0,-7.821,1,0.0445,1.16e-05,0.823,0.0918,0.267,137.945,294783.0,4,8 -KID BRUNSWICK,Prescription Kid,53.0,0.529,0.767,1.0,-5.847,1,0.0407,0.00069,0.00206,0.37,0.299,87.462,208601.0,4,10 -Mt. Eddy,Metaphor,39.0,0.558,0.921,4.0,-4.409,1,0.0639,0.0234,0.00035,0.154,0.357,93.468,211087.0,4,10 -"Alexia Mathieu, Josephine Forrester",Estate,45.0,0.729,0.113,11.0,-18.318,0,0.0666,0.981,0.936,0.11,0.173,116.245,2.733083333,4,7 -Latto,Muwop (feat. Gucci Mane),63.0,0.79,0.61,9.0,-6.958,0,0.102,0.0613,,0.243,0.62,145.88,200135.0,4,5 -Lucky Peterson,Let The Good Time Party Begin,21.0,0.708,0.667,2.0,-6.45,1,0.0686,0.118,1.12e-05,0.119,0.648,121.993,275227.0,4,2 -Squid,Narrator - Edit,36.0,0.526,0.71,2.0,-6.555,0,0.0624,0.00136,0.00384,0.638,0.363,135.063,270904.0,4,6 -18veno,Blocc Life,32.0,0.844,0.542,1.0,-7.451,1,0.341,0.0401,,0.103,0.797,144.923,117264.0,4,5 -Jim Reeves,This Is It,46.0,0.417,0.179,2.0,-16.966,1,0.0287,0.859,0.156,0.0922,0.431,85.578,3.107333333,4,4 -Daniel Wilson,Killed Ya,23.0,0.602,0.873,1.0,-5.683,0,0.0407,0.000361,0.855,0.268,0.867,149.957,155200.0,4,6 -Maggie Lindemann,Knife Under My Pillow,59.0,0.562,0.876,,-4.448,1,0.0463,0.00147,0.000678,0.217,0.525,149.971,122999.0,4,10 -Creedence Clearwater Revival,Born On The Bayou - Live At The Woodstock Music & Art Fair / 1969,43.0,0.433,0.63,9.0,-7.607,1,0.0451,0.0101,0.192,0.823,0.749,120.51,333493.0,4,10 -James Blake,Retrograde,65.0,0.533,0.251,7.0,-11.283,0,0.0372,0.873,0.104,0.134,0.186,77.503,223600.0,4,6 -Billy F Gibbons,My Lucky Card,39.0,0.527,0.896,7.0,-4.552,1,0.0346,0.00772,0.000245,0.587,0.547,88.064,153760.0,4,10 -Erica Banks,Throw Dat,45.0,0.97,0.241,10.0,-19.112,0,0.44,0.0246,,0.153,0.614,127.056,156029.0,4,5 -Dipzy,What Do You Want - Treasure Fingers Remix,28.0,0.859,0.842,,-5.896,1,0.0811,0.00588,0.742,0.0728,0.599,127.033,222992.0,4,6 -This Is The Kit,Coming to Get You Nowhere,49.0,0.688,0.523,7.0,-10.659,1,0.0401,0.898,0.375,0.127,0.864,94.89,200480.0,4,6 -Temple Balls,Thunder from the North,37.0,0.44,0.988,8.0,-3.46,0,0.0482,1.52e-05,0.389,0.0757,0.664,166.041,220392.0,4,8 -Mukesh,O Janewale Ho Sake To Laut Ke Aana,15.0,0.284,0.3,5.0,-13.927,1,0.032,0.957,0.0564,0.151,0.482,88.331,3.262,3,3 -Wilderado,Surefire,62.0,0.675,0.688,11.0,-5.116,1,0.0323,0.00062,2.07e-06,0.118,0.318,126.032,240252.0,4,10 -Alec Benjamin,The Way You Felt,75.0,0.872,0.52,,-6.928,1,0.0618,0.715,,0.0982,0.736,131.918,182810.0,4,9 -chloe moriondo,I Eat Boys,61.0,0.523,0.537,2.0,-4.958,1,0.0274,0.0499,,0.222,0.167,91.728,162867.0,4,9 -Perrosky,Gris,15.0,0.515,0.816,7.0,-6.152,1,0.037,0.0471,0.0353,0.0758,0.753,98.568,185640.0,3,2 -Figueroa,Back to the Stars,35.0,0.417,0.569,4.0,-7.56,1,0.0303,0.000302,0.606,0.104,0.0352,140.02,366957.0,4,1 -Various Artists,Tere Ishq Ka Mujhpe Hua Ye Asar / Dialogue : Halat Kuch Ti Apni Bhi ( Nagin ) - Nagin / Soundtrack Version,22.0,0.461,0.624,9.0,-6.06,1,0.108,0.847,,0.36,0.643,123.546,6.84445,4,3 -My Thinking Face,Sane! Sane! Sane!,10.0,0.251,0.78,9.0,-5.217,1,0.0587,8.07e-06,1.36e-05,0.106,0.411,85.759,132061.0,4,10 -Eashwar Subramanian,Across the River,17.0,0.229,0.158,8.0,-20.951,0,0.0408,0.957,0.904,0.105,0.193,79.841,261000.0,4,6 -Filter,Dose,36.0,0.394,0.912,4.0,-7.126,0,0.0641,4.44e-05,0.889,0.0368,0.334,158.881,233960.0,4,8 -Hearts & Colors,Can't Help Falling In Love,53.0,0.365,0.195,1.0,-10.34,1,0.0283,0.906,,0.105,0.24,74.721,2.34666667,4,0 -Emmylou Harris,Two More Bottles of Wine - 2003 Remaster,48.0,0.764,0.736,3.0,-7.571,1,0.0333,0.251,0.000294,0.121,0.96,134.336,3.10555,4,4 -"Stan Getz, Bob Brookmeyer",A Nightingale Sang In Berkeley Square,,0.407,0.106,1.0,-19.078,1,0.0375,0.973,0.0762,0.123,0.233,94.231,6.966666667,4,7 -Rema,Peace Of Mind,49.0,0.516,0.688,4.0,-8.719,0,0.286,0.243,,0.0662,0.656,138.326,208692.0,5,9 -Oscar Lang,Antidote to Being Bored,41.0,0.352,0.988,9.0,-2.777,1,0.107,1.19e-06,0.234,0.361,0.307,146.011,171493.0,4,6 -iamjakehill,dying lately,61.0,0.711,0.497,4.0,-10.128,1,0.0382,0.328,,0.341,0.861,140.018,221147.0,4,5 -Neil Cowley,She Lives in Golden Sands,29.0,0.436,0.277,9.0,-18.604,0,0.0306,0.977,0.899,0.0647,0.404,142.184,335768.0,4,1 -Frank Zappa,Muffin Man,47.0,0.412,0.657,6.0,-11.78,1,0.0887,0.111,8.83e-05,0.15,0.742,129.119,337733.0,4,10 -A. G. Cook,Animals,32.0,0.328,0.36,9.0,-6.775,1,0.0275,0.623,,0.106,0.077,80.044,247907.0,4,6 -Berry Sakharof,◊õ◊õ◊î ◊ñ◊î (◊ú◊ê◊î◊ï◊ë ◊ê◊ï◊™◊ö) - ◊í◊®◊°◊î ◊û◊ï◊ß◊ì◊û◊™,23.0,0.512,0.872,11.0,-6.956,0,0.0338,0.0415,0.00225,0.404,0.563,156.487,242965.0,4,10 -Song Sung,Telling Tales,24.0,0.425,0.555,,-11.806,1,0.0287,0.0262,0.284,0.206,0.247,108.991,252500.0,4,6 -"Phil Woods, Space Jazz Trio",Blue Ballad,48.0,0.47,0.156,2.0,-17.036,1,0.0399,0.623,0.187,0.104,0.059,118.176,6.582,4,7 -Arik Einstein,◊ï◊¢◊ï◊ì ◊ú◊ê ◊ê◊û◊®◊™◊ô ◊î◊õ◊ú - ◊ï◊¢◊ï◊ì ◊ú◊ê ◊ê◊û◊®◊™◊ô ◊î◊õ◊ú - ◊ê◊ï◊°◊£ ◊î◊ß◊ú◊ò◊ï◊™ ◊†◊ì◊ô◊®◊ï◊™,24.0,0.511,0.188,5.0,-14.726,1,0.0413,0.959,0.000989,0.135,0.18,72.236,226133.0,4,10 -Blur,Country House - 2012 Remaster,57.0,0.331,0.885,9.0,-6.606,1,0.0924,0.205,,0.123,0.589,175.294,236960.0,4,6 -MY BABY,Electrified,32.0,0.793,0.519,1.0,-11.452,1,0.0432,0.122,0.71,0.335,0.307,126.204,398110.0,4,2 -Dio,The Last In Line,55.0,0.295,0.833,9.0,-8.279,0,0.0764,0.014,0.0683,0.0816,0.625,172.756,343173.0,4,8 -Eden Hason,◊©◊ß◊ô◊¢◊ï◊™ ◊ê◊ì◊ï◊û◊ï◊™,58.0,0.585,0.394,6.0,-9.016,0,0.0321,0.676,,0.119,0.345,84.018,212963.0,4,9 -Sugarland,Stuck Like Glue,66.0,0.702,0.795,1.0,-4.764,1,0.0568,0.329,,0.0505,0.836,83.961,4.12645,4,4 -Ben Abraham,She,46.0,0.444,0.296,8.0,-12.873,1,0.0388,0.913,0.00191,0.0957,0.26,138.516,3.55021667,3,0 -Roy Milton,Best Wishes,,0.494,0.0905,8.0,-19.986,1,0.0827,0.855,0.024,0.114,0.205,73.943,163200.0,4,2 -Madison Beer,Blue,67.0,0.64,0.501,7.0,-7.86,1,0.0624,0.15,,0.16,0.346,114.031,229882.0,4,9 -J. Cole,l e t . g o . m y . h a n d (with Bas & 6LACK),82.0,0.583,0.625,1.0,-8.011,1,0.277,0.506,,0.196,0.516,89.812,266291.0,4,5 -The Stone Roses,Fools Gold - Remastered,61.0,0.731,0.875,7.0,-6.393,1,0.0457,0.000367,0.858,0.289,0.164,112.78,594453.0,4,10 -Greg Koch,Chief's Blues,23.0,0.432,0.449,4.0,-9.577,0,0.0399,0.0151,0.897,0.189,0.474,150.755,428578.0,3,2 -Kryple,No Caption,30.0,0.861,0.597,1.0,-8.667,1,0.285,0.139,,0.084,0.742,104.976,156038.0,4,5 -Ike & Tina Turner,River Deep - Mountain High,58.0,0.389,0.745,3.0,-6.998,1,0.0384,0.777,0.00159,0.143,0.271,83.037,214880.0,4,10 -Chris Cain,Out Of My Head,26.0,0.33,0.826,9.0,-2.479,0,0.0466,0.0123,5.79e-05,0.687,0.456,137.579,200973.0,4,2 -Dudu Aharon,◊ô◊®◊ï◊ß ◊ï◊ì◊ë◊©,20.0,0.579,0.336,10.0,-7.787,1,0.0297,0.801,,0.367,0.588,102.504,257987.0,4,9 -Teni,FOR YOU,58.0,0.724,0.62,7.0,-5.576,1,0.101,0.29,3.57e-06,0.105,0.478,107.159,188411.0,4,9 -Phife Dawg,Nutshell Pt. 2 (feat. Busta Rhymes and Redman),48.0,0.847,0.741,1.0,-6.609,1,0.38,0.0861,,0.147,0.818,94.232,221656.0,4,5 -Blu DeTiger,Figure It Out,62.0,0.747,0.554,8.0,-6.154,0,0.289,0.493,0.000425,0.332,0.585,96.988,164318.0,4,9 -Blanco,The Great Escape (feat. Central Cee),68.0,0.854,0.671,8.0,-6.072,0,0.148,0.256,,0.103,0.877,142.073,192676.0,4,9 -Daft Punk,Get Lucky (feat. Pharrell Williams & Nile Rodgers) - Radio Edit,79.0,0.794,0.811,6.0,-8.966,0,0.038,0.0426,1.07e-06,0.101,0.862,116.047,248413.0,4,9 -The Avalanches,Frontier Psychiatrist,36.0,0.712,0.908,6.0,-7.414,1,0.221,0.128,0.000167,0.383,0.408,98.946,288027.0,4,6 -Robert Cray,Hot,31.0,0.588,0.788,1.0,-3.417,1,0.0746,0.373,0.0695,0.301,0.782,79.073,224907.0,4,2 -Frank Zappa,Peaches En Regalia,53.0,0.385,0.689,11.0,-11.616,0,0.0294,0.262,0.835,0.0848,0.777,101.894,218893.0,4,10 -Itay Levi,◊ó◊¶◊ô ◊ë◊©◊ë◊ô◊ú◊ô,46.0,0.727,0.53,10.0,-6.599,0,0.0939,0.459,2.29e-06,0.102,0.368,93.986,203085.0,4,9 -A. G. Cook,Xcxoplex (with Charli XCX),60.0,0.608,0.741,,-4.622,1,0.0721,0.0599,,0.449,0.509,75.03,141867.0,4,6 -Lake Street Dive,I Can Change,,0.546,0.193,,-11.903,1,0.0426,0.868,4.18e-05,0.087,0.311,139.795,3.19488333,4,0 -Charlie Puth,One Call Away,71.0,0.667,0.613,1.0,-5.353,1,0.0344,0.403,,0.115,0.47,91.024,194453.0,4,9 -Surf Curse,Freaks,86.0,0.346,0.944,9.0,-9.874,1,0.0485,4.16e-05,0.565,0.0546,0.403,179.63,147036.0,4,9 -Lenny Kravitz,Thinking Of You,50.0,0.636,0.726,9.0,-8.008,1,0.0412,0.18,0.00581,0.32,0.563,166.657,384133.0,4,10 -ZZ Top,Just Got Paid,56.0,0.567,0.687,9.0,-10.536,1,0.0435,0.29,0.426,0.121,0.625,99.93,267480.0,4,10 -A92,Spin Dat,15.0,0.899,0.49,8.0,-8.563,1,0.51,0.115,1.13e-06,0.0954,0.592,141.959,218239.0,4,5 -Nicolas Cage Fighter,Dead Ends,30.0,0.22,0.884,1.0,-7.053,1,0.0814,1.7e-06,0.948,0.0768,0.311,83.215,201963.0,4,8 -Honeysuckle Weekends,Ahir Bhairav,15.0,0.597,0.511,3.0,-9.498,1,0.0382,0.171,0.0702,0.0909,0.397,155.982,5.665766667,4,0 -Lynyrd Skynyrd,Sweet Home Alabama,17.0,0.597,0.605,7.0,-12.013,1,0.0255,0.181,0.000331,0.118,0.886,97.782,4.68578333,4,10 -Free,Songs Of Yesterday,30.0,0.508,0.494,6.0,-11.111,1,0.0468,0.117,1.98e-05,0.113,0.548,103.951,215627.0,4,2 -Alexas Lucio,Viaggio privato,47.0,0.568,0.0764,2.0,-22.455,1,0.0632,0.962,0.959,0.108,0.345,105.192,1.9903,3,7 -The Beatles,Come Together - Remastered 2009,78.0,0.533,0.376,9.0,-11.913,0,0.0393,0.0302,0.248,0.0926,0.187,165.007,259947.0,4,10 -"Suman Kalyanpur, Kamal Barot",Garjat Barsat Sawan Aayo Re,13.0,0.404,0.472,,-12.144,1,0.0517,0.963,0.262,0.851,0.8,100.833,3.206216667,4,3 -almost monday,broken people,58.0,0.758,0.723,9.0,-3.618,0,0.0764,0.0723,0.000656,0.0747,0.589,116.016,202662.0,4,9 -Will Smith,Gettin' Jiggy Wit It,71.0,0.881,0.874,6.0,-4.505,1,0.139,0.0175,1.14e-06,0.154,0.858,107.891,227933.0,4,5 -The Killers,Out Of My Mind,49.0,0.626,0.859,11.0,-4.295,0,0.0378,0.00213,0.00412,0.081,0.153,100.01,223680.0,4,10 -The Gories,Early in the Morning,22.0,0.629,0.733,1.0,-13.401,1,0.0445,0.259,0.000307,0.162,0.847,130.391,160493.0,4,2 -"Sridevi Kapoor, Jolly Mukherjee",Chandni O Meri Chandni,24.0,0.56,0.755,2.0,-9.87,0,0.0702,0.742,2.57e-06,0.443,0.86,90.817,4.708133333,4,3 -Satellite and the Harpoonist,Satellite Man,20.0,0.556,0.473,10.0,-11.486,0,0.0911,0.347,0.00404,0.0979,0.739,127.409,180433.0,4,2 -New Radicals,Someday We'll Know,57.0,0.65,0.663,1.0,-7.163,0,0.0291,0.208,,0.334,0.431,109.415,217467.0,4,10 -Aarti Mukherji,Do Naina Aur Ek Kahani,30.0,0.5,0.31,9.0,-13.013,1,0.028,0.717,1.81e-06,0.0509,0.387,95.492,5.444,4,3 -ÌöåÏǨAUTO,Age.Of.Aquarius,27.0,0.495,0.677,11.0,-13.135,1,0.159,0.0627,0.84,0.103,0.244,170.052,209722.0,4,6 -Chapterhouse,Falling Down,32.0,0.459,0.836,9.0,-7.637,1,0.0378,1.77e-05,0.457,0.146,0.547,101.977,236373.0,4,10 -Left Lane Cruiser,Putain!,33.0,0.317,0.955,8.0,-5.196,1,0.131,2.83e-06,0.817,0.184,0.408,76.146,228693.0,4,8 -Patrick Droney,When The Lights Go Out,,0.679,0.689,,-7.208,1,0.0586,0.0208,0.1,0.243,0.431,115.067,198693.0,4,9 -Alma Zohar,◊ê◊í◊ï ◊ò◊®◊ô◊§,15.0,0.561,0.874,3.0,-3.396,1,0.0307,0.00412,6.1e-06,0.162,0.685,134.934,242416.0,4,9 -John Mayall & The Bluesbreakers,All Your Love - Mono,33.0,0.28,0.715,2.0,-4.787,0,0.029,0.00247,2.04e-05,0.0388,0.738,107.162,215027.0,4,2 -Eden Ben Zaken,◊û◊ú◊õ◊™ ◊î◊©◊ï◊©◊†◊ô◊ù,34.0,0.761,0.793,5.0,-2.896,1,0.109,0.329,,0.118,0.684,125.999,185071.0,4,9 -Joe Bonamassa,So Many Roads,48.0,0.29,0.756,5.0,-5.408,0,0.039,0.0114,0.148,0.0947,0.546,146.458,425853.0,3,2 -Chris Robinson Brotherhood,Let It Bleed - Live,18.0,0.456,0.638,,-8.753,1,0.0326,0.448,0.0037,0.713,0.754,110.024,453707.0,4,10 -Young Bleed,How Ya Do Dat,53.0,0.788,0.451,1.0,-9.313,1,0.318,0.118,,0.134,0.302,89.97,271067.0,4,5 -Seffy Efrati,Cool,3.0,0.591,0.552,,-7.719,1,0.0277,0.278,0.139,0.391,0.305,136.01,264920.0,4,6 -Harry Styles,Falling,86.0,0.567,0.267,4.0,-6.502,1,0.0299,0.839,1.46e-06,0.089,0.0592,110.011,240133.0,4,9 -Anderson East,Madelyn,57.0,0.675,0.638,4.0,-4.083,0,0.0373,0.0413,,0.21,0.675,89.998,195413.0,4,1 -Camp Lo,Luchini AKA This Is It,33.0,0.579,0.93,6.0,-6.589,1,0.309,0.0403,,0.335,0.837,81.05,228520.0,4,5 -Crystal Lake,Chosen Ones,43.0,0.382,0.702,1.0,-5.102,1,0.0315,0.00043,7.95e-05,0.198,0.148,147.867,202754.0,4,10 -Iron Maiden,Run to the Hills - 1998 Remastered Version,23.0,0.193,0.995,,-3.579,1,0.223,0.00214,0.00165,0.773,0.218,172.855,237533.0,4,8 -Lata Mangeshkar,"Suno Chhoti Si Gudiya Ki Kahani, Pt. 1",1.0,0.533,0.371,6.0,-10.423,1,0.0494,0.961,0.015,0.371,0.811,136.692,2.891116667,3,3 -A Day To Remember,Last Chance To Dance (Bad Friend),66.0,0.308,0.916,4.0,-4.13,0,0.0875,2.02e-05,,0.322,0.68,122.231,185733.0,4,8 -Peter Sarstedt,Where Do You Go To (My Lovely) [Re-Recorded],,0.555,0.447,2.0,-7.537,0,0.035,0.283,6.18e-05,0.139,0.451,182.699,4.79533333,3,0 -Berry Sakharof,◊ê◊ì◊ù,16.0,0.55,0.711,11.0,-8.111,0,0.0293,0.207,0.0308,0.131,0.598,80.012,234722.0,4,10 -Witchcraft,An Alternative to Freedom,44.0,0.328,0.738,11.0,-6.356,1,0.0343,9.02e-05,0.0193,0.283,0.264,132.121,317600.0,4,8 -Westlife,Hello My Love,52.0,0.683,0.713,5.0,-4.584,1,0.0398,0.153,,0.112,0.219,121.963,3.605533333,4,9 -Talvin Singh,Traveller - Leafcutter John Remix,,0.309,0.501,10.0,-12.711,0,0.0405,0.0556,0.854,0.107,0.121,148.055,5.841333333,4,0 -No Fit State,Hit the Ground,34.0,0.417,0.919,,-7.314,0,0.112,0.00882,0.003,0.484,0.438,143.975,196771.0,4,10 -John Mayer,Slow Dancing in a Burning Room - Acoustic,56.0,0.611,0.313,4.0,-10.242,1,0.0339,0.835,0.000315,0.111,0.378,134.858,232707.0,3,9 -Ballaké Sissoko,Maimouna,37.0,0.54,0.0713,5.0,-20.538,1,0.0469,0.977,0.918,0.0806,0.527,96.862,3.570666667,4,7 -LEADR,"Hi, I'm Human",22.0,0.669,0.544,,-5.855,1,0.0247,0.249,0.0197,0.0996,0.173,95.031,197347.0,4,9 -Skeletal Family,Promised Land,43.0,0.243,0.808,9.0,-11.592,1,0.0592,1.31e-05,0.0706,0.0981,0.225,169.361,291573.0,4,10 -Sally Sossa,Right My Wrongs (with Toosii),50.0,0.565,0.641,,-5.566,0,0.354,0.0572,,0.117,0.535,108.232,164319.0,5,5 -Scissor Sisters,Take Your Mama,56.0,0.758,0.954,8.0,-4.573,1,0.108,0.196,4.11e-05,0.0531,0.924,153.973,271907.0,4,1 -Tom The Mail Man,Forever,54.0,0.705,0.563,10.0,-8.387,0,0.27,0.132,,0.107,0.578,132.985,187669.0,4,5 -Train,Drops of Jupiter (Tell Me),78.0,0.481,0.638,,-5.862,1,0.0276,0.153,,0.154,0.497,79.064,259933.0,4,10 -Big Star,Thirteen,53.0,0.456,0.344,,-10.296,0,0.0298,0.565,9.19e-06,0.114,0.359,117.116,154480.0,4,10 -Dudu Tassa,◊ô◊ï◊™◊® ◊ë◊®◊ï◊®,20.0,0.606,0.57,4.0,-9.294,0,0.0271,0.316,0.000484,0.21,0.346,116.983,266040.0,4,10 -Digital Farm Animals,Last Night (feat. HARLEE),64.0,0.779,0.719,11.0,-3.887,0,0.0446,0.113,,0.173,0.752,122.989,152195.0,4,9 -The Polyphonic Spree,Lithium,38.0,0.582,0.86,7.0,-7.484,1,0.0547,0.068,,0.0925,0.309,122.236,323787.0,4,10 -Isasa,Reencuentro,42.0,0.295,0.0991,5.0,-18.472,1,0.0735,0.928,0.701,0.272,0.0601,130.594,4.5775,4,7 -Joy Oladokun,bad blood,35.0,0.531,0.315,6.0,-12.662,0,0.0396,0.743,,0.0945,0.258,157.96,188493.0,4,2 -NOISY,I Wish I Was A...,47.0,0.607,0.946,1.0,-2.965,1,0.15,0.00548,0.00039,0.278,0.653,120.011,195181.0,4,10 -Defamed,Aeon,37.0,0.396,0.981,,-4.23,1,0.107,0.000133,0.925,0.677,0.14,139.898,250714.0,4,8 -Ozzy Osbourne,Dreamer,65.0,0.493,0.636,1.0,-7.408,1,0.0256,0.0629,2.49e-06,0.0921,0.279,79.419,284907.0,4,8 -Flatbush Zombies,Afterlife,60.0,0.736,0.535,1.0,-8.564,1,0.0924,0.31,1.13e-06,0.107,0.376,110.014,194747.0,4,5 -Walter Wolfman Washington,Steal Away,23.0,0.544,0.381,10.0,-11.48,0,0.0582,0.307,,0.104,0.4,146.731,254235.0,4,2 -The Bright Light Social Hour,Sun King,40.0,0.556,0.683,1.0,-9.149,0,0.0374,0.101,0.0577,0.229,0.694,101.006,190135.0,4,1 -George Michael,"Freedom! '90 - Live from MTV Unplugged, 1996",48.0,0.684,0.834,1.0,-10.652,0,0.0498,0.0311,,0.889,0.676,94.039,6.03695,4,9 -Outkast,Player's Ball,60.0,0.857,0.764,1.0,-6.304,1,0.246,0.0398,,0.425,0.578,93.071,261267.0,4,5 -"Payal Dev, Jubin Nautiyal","Tum Hi Aana (From ""Marjaavaan"")",66.0,0.473,0.401,4.0,-7.018,0,0.0241,0.629,1.17e-05,0.154,0.345,90.076,4.152116667,4,3 -Eric Lee,Walking in Your Shoes,43.0,0.563,0.712,7.0,-6.143,1,0.0275,0.00526,,0.138,0.337,102.034,166040.0,4,10 -Silver Synthetic,Around the Bend,31.0,0.362,0.858,,-5.142,1,0.0479,0.00583,0.00418,0.0995,0.784,131.027,255256.0,4,10 -Alice Cooper,School's Out,68.0,0.294,0.745,5.0,-9.138,1,0.0461,0.05,0.125,0.676,0.347,134.364,210107.0,4,10 -Riverside,We Got Used To Us,45.0,0.562,0.444,7.0,-11.08,0,0.0273,0.443,0.0108,0.0943,0.205,140.035,250880.0,4,8 -Feeder,Buck Rogers,58.0,0.484,0.948,5.0,-4.349,1,0.054,0.000269,0.00108,0.0733,0.157,120.824,193133.0,4,10 -DDG,Hood Melody (feat. Youngboy Never Broke Again),68.0,0.89,0.509,5.0,-10.331,1,0.318,0.35,,0.111,0.652,122.011,208544.0,4,5 -The Pale White,That Dress,50.0,0.566,0.829,,-4.714,1,0.0565,0.00492,0.00356,0.218,0.533,128.137,188088.0,4,10 -Run The Jewels,the ground below (feat. Royal Blood) - Royal Jewels Mix,54.0,0.594,0.867,7.0,-6.637,1,0.2,0.00526,8.43e-06,0.293,0.531,90.062,173132.0,4,10 -Perturbator,Future Club,57.0,0.448,0.955,5.0,-2.945,0,0.0441,0.00108,0.837,0.371,0.39,99.994,289187.0,4,6 -Maggie Rose,Body on Fire,47.0,0.533,0.877,1.0,-4.299,1,0.0366,0.0951,1.94e-06,0.143,0.601,160.003,3.683233333,4,4 -Primal Fear,I Am Alive,47.0,0.517,0.98,7.0,-4.011,1,0.102,1.97e-06,0.00191,0.0758,0.0422,110.023,274827.0,4,8 -YUNGBLUD,"I Love You, Will You Marry Me",58.0,0.518,0.929,11.0,-3.851,0,0.0654,4.71e-05,,0.104,0.548,149.961,177870.0,4,10 -Sikkil Gurucharan,Bho Shambho,24.0,0.356,0.676,7.0,-7.645,1,0.103,0.631,1.08e-05,0.0992,0.518,167.62,5.7,4,0 -Sunflower Bean,Come For Me,36.0,0.775,0.693,,-3.34,1,0.0393,0.0252,,0.382,0.813,123.01,209021.0,4,6 -Ten Thousand Crows,The Empress,34.0,0.275,0.945,7.0,-2.749,1,0.105,1.93e-05,0.0629,0.407,0.0862,105.51,236670.0,4,8 -Outkast,Roses,72.0,0.751,0.708,,-5.653,1,0.0545,0.0482,1.85e-05,0.107,0.509,108.97,369573.0,4,5 -Vistas,Everything Changes in the End,45.0,0.438,0.908,11.0,-4.816,1,0.0342,2.69e-05,0.00203,0.61,0.465,158.963,197670.0,4,6 -Night Demon,Kill the Pain,34.0,0.24,0.902,8.0,-8.427,1,0.0863,0.00175,0.428,0.0829,0.443,110.692,258626.0,3,8 -Dua Saleh,umbrellar,41.0,0.293,0.85,1.0,-6.05,1,0.066,0.557,0.0304,0.234,0.367,129.634,155763.0,4,6 -AC/DC,Whole Lotta Rosie,64.0,0.292,0.838,9.0,-4.459,1,0.078,0.0014,0.479,0.0953,0.423,159.176,5.56333333,4,10 -Stone Temple Pilots,Creep,58.0,0.66,0.567,4.0,-6.318,0,0.0289,0.00428,0.0137,0.11,0.182,107.754,332627.0,4,10 -Skrillex,Butterflies (with Starrah & Four Tet),68.0,0.738,0.844,2.0,-5.743,0,0.14,0.00536,0.0119,0.397,0.243,128.005,195938.0,4,6 -Lucky Kilimanjaro,KIDS,46.0,0.837,0.767,11.0,-6.086,1,0.167,0.515,,0.278,0.756,115.963,158077.0,4,9 -Slim Flock,The Feds Watching,32.0,0.536,0.628,1.0,-9.24,1,0.209,0.00944,0.000502,0.177,0.188,113.194,180500.0,5,5 -Dream Theater,To Tame a Land,34.0,0.22,0.903,2.0,-4.643,1,0.0546,0.00566,0.00544,0.12,0.257,94.232,435853.0,4,8 -Devon Gilfillian,Unchained,49.0,0.385,0.832,7.0,-4.9,0,0.0891,0.0313,0.000717,0.132,0.673,179.839,244536.0,4,9 -Emma-Jean Thackray,Open - Remix (feat. Blu),41.0,0.431,0.683,1.0,-6.873,1,0.0908,0.386,1.48e-05,0.556,0.724,78.391,182757.0,3,5 -Sleep Waker,Distance,41.0,0.476,0.849,3.0,-6.944,1,0.0435,0.000696,0.02,0.261,0.535,148.062,219757.0,4,10 -Richie Kotzen,Venom,42.0,0.471,0.886,8.0,-3.627,1,0.0496,0.00261,0.0942,0.124,0.473,100.025,236719.0,4,10 -Coldplay,In My Place,71.0,0.424,0.588,9.0,-5.455,1,0.0278,0.0553,4.95e-06,0.298,0.193,144.636,226680.0,4,10 -Idan Rafael Haviv,◊†◊©◊û◊î ◊©◊ú◊ô,53.0,0.601,0.444,1.0,-9.058,0,0.0305,0.423,2.06e-06,0.0968,0.304,82.004,220053.0,4,9 -DJ Counselling,Cool Air,47.0,0.76,0.682,4.0,-8.906,0,0.134,0.209,0.877,0.0719,0.216,122.018,270506.0,4,6 -Mumford & Sons,Little Lion Man,69.0,0.517,0.492,5.0,-8.05,1,0.0272,0.0275,3.19e-05,0.0873,0.455,138.585,245173.0,4,6 -The Edgar Winter Group,Frankenstein,47.0,0.628,0.669,2.0,-14.636,0,0.0932,0.0901,0.898,0.237,0.5,96.152,284293.0,4,10 -Fangclub,Bad Words,32.0,0.409,0.679,2.0,-5.824,1,0.0307,3.03e-06,0.0141,0.111,0.236,84.988,267080.0,4,10 -Pan Daijing,Dust,26.0,0.43,0.163,7.0,-14.413,1,0.0539,0.759,0.48,0.0946,0.0635,115.219,239321.0,5,6 -The Rakes,1989,40.0,0.492,0.942,6.0,-1.574,0,0.0757,0.00302,0.112,0.0531,0.845,168.026,180640.0,4,1 -Au/Ra,Bite Marks,56.0,0.56,0.273,7.0,-9.118,1,0.147,0.767,,0.169,0.479,156.577,163759.0,3,6 -YUNGBLUD,strawberry lipstick,25.0,0.408,0.92,10.0,-3.729,1,0.133,9.56e-06,,0.426,0.181,126.947,163862.0,4,10 -Tenacious D,Tribute,68.0,0.365,0.767,9.0,-6.185,0,0.0681,0.181,0.000856,0.0942,0.422,94.174,248053.0,4,10 -Orgy,Blue Monday,62.0,0.589,0.696,8.0,-8.109,1,0.034,8.65e-05,3.43e-05,0.0779,0.938,129.833,267000.0,4,8 -Ida Mae,Click Click Domino (feat. Marcus King),47.0,0.465,0.751,2.0,-5.801,1,0.126,0.279,0.00764,0.208,0.618,149.501,203100.0,4,10 -Weeekly,After School,83.0,0.634,0.928,1.0,-1.609,1,0.0514,0.00719,2.55e-06,0.0626,0.738,164.007,205373.0,4,9 -Green Day,Revolution Radio,58.0,0.419,0.971,7.0,-3.622,1,0.0909,4.63e-05,1.43e-05,0.171,0.677,180.033,180853.0,4,10 -El Ten Eleven,My Only Swerving,51.0,0.521,0.627,4.0,-11.863,1,0.0471,0.109,0.829,0.122,0.139,171.84,314587.0,4,10 -Julien Baker,Faith Healer,57.0,0.4,0.628,4.0,-6.801,1,0.034,0.169,0.00126,0.129,0.399,155.757,174773.0,3,1 -Medium Build,Rabbit,33.0,0.732,0.72,2.0,-8.347,1,0.0274,0.384,0.00454,0.174,0.739,115.017,207248.0,4,9 -Monster Magnet,Unbroken (Hotel Baby),42.0,0.414,0.986,6.0,-3.664,1,0.0684,0.0015,1.53e-06,0.687,0.518,125.097,222067.0,4,10 -Sleep Waker,Distance,41.0,0.476,0.849,3.0,-6.944,1,0.0435,0.000696,0.02,0.261,0.535,148.062,219757.0,4,8 -Limp Bizkit,Take A Look Around,72.0,0.425,0.852,11.0,-5.607,1,0.046,0.0175,0.306,0.0935,0.512,101.968,321040.0,4,8 -Billy Ray Cyrus,Achy Breaky Heart,65.0,0.8,0.563,9.0,-10.209,1,0.0303,0.051,,0.0797,0.961,121.808,3.38955,4,4 -Money Man,24 (feat. Lil Baby),75.0,0.868,0.638,2.0,-7.746,1,0.0736,0.146,0.0565,0.0931,0.459,126.03,182857.0,4,5 -The Charlatans,The Only One I Know,60.0,0.546,0.572,5.0,-13.104,1,0.0319,0.0701,0.000731,0.079,0.529,113.312,238120.0,4,1 -Tears For Fears,Shout,70.0,0.511,0.942,,-10.407,1,0.0429,0.174,1.87e-05,0.139,0.498,97.909,6.56111667,4,10 -Eyal Golan,◊ê◊™◊î ◊î◊û◊ú◊ö,34.0,0.589,0.461,,-5.656,0,0.0295,0.316,,0.117,0.254,128.123,271413.0,4,9 -Stanley Turrentine,Stolen Sweets,33.0,0.451,0.414,3.0,-10.857,1,0.0355,0.712,9.33e-05,0.0821,0.764,165.617,6.21,4,7 -John Moulder,Soul in Twilight,42.0,0.4,0.144,10.0,-15.52,1,0.037,0.958,0.878,0.119,0.146,120.329,6.077116667,4,7 -K.Flay,Break Stuff,43.0,0.663,0.68,2.0,-6.837,1,0.045,0.145,4.96e-05,0.112,0.548,91.988,182772.0,4,10 -UPSAHL,Douchebag,57.0,0.685,0.697,7.0,-5.511,1,0.067,0.166,,0.129,0.65,86.019,142667.0,4,1 -Jefferson Airplane,Somebody to Love,73.0,0.504,0.578,4.0,-9.302,1,0.031,0.408,,0.321,0.654,132.411,174840.0,4,10 -Taletta,Nancy Knew,31.0,0.447,0.551,9.0,-9.418,1,0.038,0.452,0.00564,0.116,0.362,177.875,177213.0,4,1 -Duran Duran,Hungry Like the Wolf,73.0,0.691,0.812,,-7.772,1,0.0558,0.0433,1.16e-06,0.299,0.685,127.568,220627.0,4,9 -Kostakis,The Woods - Radio Edit,36.0,0.823,0.648,,-7.824,0,0.0496,0.0443,0.455,0.0818,0.335,119.999,216000.0,4,6 -Wheatus,Teenage Dirtbag,72.0,0.625,0.85,4.0,-3.904,1,0.0495,0.346,0.000233,0.174,0.633,94.661,241667.0,4,10 -The Cardigans,My Favourite Game,67.0,0.586,0.777,5.0,-6.185,0,0.0303,4.78e-05,0.00147,0.0729,0.424,143.339,220468.0,4,1 -Saylee Talwalkar,Shiv Taandav,34.0,0.339,0.873,5.0,-5.668,1,0.211,0.154,0.00127,0.104,0.0711,81.062,5.901433333,4,0 -Yaw Tog,Sore - Remix,59.0,0.662,0.723,2.0,-4.683,1,0.0762,0.355,,0.103,0.226,145.987,266501.0,4,9 -Dorothy,Raise Hell,63.0,0.547,0.693,6.0,-6.404,1,0.0264,0.0224,,0.523,0.716,79.963,181868.0,4,10 -The Steel Woods,I Need You (feat. Ashley Monroe),46.0,0.5,0.511,7.0,-6.457,1,0.0329,0.011,0.0281,0.0999,0.385,121.071,429489.0,3,10 -Mohammed Rafi,Jangal Mein More Nacha,8.0,0.793,0.52,3.0,-7.624,1,0.0469,0.852,0.00173,0.0423,0.973,118.143,3.115533333,4,3 -MSTRKRFT,Heartbreaker,41.0,0.551,0.858,,-4.882,0,0.0981,0.0621,0.000102,0.354,0.422,128.05,194013.0,4,6 -Jane Lee Hooker,Later On,26.0,0.401,0.693,9.0,-3.9,1,0.0318,0.293,0.000805,0.0983,0.346,122.678,338587.0,3,2 -Welshly Arms,Indestructible,53.0,0.674,0.611,2.0,-6.322,0,0.0363,0.0415,1.13e-06,0.0726,0.782,175.929,226413.0,4,2 -Van Halen,Mean Street - 2015 Remaster,53.0,0.481,0.902,1.0,-7.43,1,0.0681,0.00585,0.000121,0.0722,0.608,102.315,300491.0,4,10 -The Vines,Ride,44.0,0.593,0.938,9.0,-3.075,1,0.0426,0.00189,0.000158,0.0424,0.657,125.925,156213.0,4,10 -Poolside,Losing Control - Satin Jackets Remix,4.0,0.686,0.582,11.0,-6.038,0,0.0321,0.124,0.242,0.21,0.733,102.029,214400.0,4,6 -Zinoleesky,Kilofese - Remix,53.0,0.949,0.732,2.0,-6.407,1,0.0647,0.0611,2.64e-06,0.0824,0.645,112.004,216429.0,4,9 -The Clash,Rock the Casbah - Remastered,72.0,0.797,0.872,9.0,-6.727,0,0.0575,0.291,,0.284,0.866,129.885,222427.0,4,1 -Das EFX,They Want EFX,2.0,0.886,0.534,5.0,-10.407,0,0.302,0.0848,,0.0848,0.611,98.856,221093.0,4,5 -Lazy Lester,I Made up My Mind,32.0,0.632,0.554,7.0,-10.513,1,0.0455,0.535,0.131,0.7,0.706,131.462,263059.0,4,2 -Cody Jinks,What Else Is New,44.0,0.512,0.601,8.0,-6.84,1,0.0267,0.00187,,0.0535,0.821,96.046,170861.0,1,10 -Immortal,Withstand The Fall Of Time,42.0,0.159,0.964,4.0,-4.452,0,0.0871,1.11e-06,0.302,0.0819,0.0567,133.026,509640.0,4,8 -Songhoy Blues,Worry,45.0,0.349,0.827,7.0,-6.915,1,0.0473,0.0431,0.0048,0.217,0.854,96.186,185160.0,4,2 -The Presets,Are You The One? - Simian Mobile Disco Remix,13.0,0.741,0.863,11.0,-4.875,0,0.0563,0.000279,0.268,0.0668,0.817,126.971,320667.0,4,1 -Eviatar Banai,◊ê◊†◊ô ◊õ◊ê◊ü,33.0,0.477,0.771,,-5.648,1,0.0369,0.177,0.00425,0.132,0.542,170.049,252606.0,4,10 -Rajna Swaminathan,Offering,16.0,0.567,0.302,7.0,-13.048,1,0.0504,0.82,0.929,0.109,0.684,93.406,402376.0,4,6 -Yungeen Ace,Opp Boyz,59.0,0.762,0.592,2.0,-6.016,1,0.173,0.453,,0.123,0.583,100.012,142617.0,4,5 -YUNGBLUD,21st Century Liability,53.0,0.651,0.924,11.0,-3.336,0,0.173,0.0123,,0.293,0.552,93.025,189263.0,4,10 -PJ Harvey,Down By The Water,58.0,0.623,0.622,2.0,-12.255,1,0.0412,0.00168,0.181,0.343,0.319,125.166,194507.0,4,1 -Tee Grizzley,Life Insurance (feat. Lil Tjay),62.0,0.752,0.745,7.0,-6.365,0,0.229,0.24,,0.118,0.735,156.024,233905.0,4,5 -John Mayer,I Don't Trust Myself (With Loving You),58.0,0.842,0.384,9.0,-11.384,0,0.0353,0.638,0.000487,0.0998,0.604,84.026,292013.0,4,2 -Brett Dennen,Already Gone - Acoustic,41.0,0.555,0.463,4.0,-7.994,1,0.0343,0.612,,0.142,0.661,88.399,174053.0,4,9 -The Blackout,Save Our Selves (The Warning),44.0,0.434,0.903,10.0,-3.005,0,0.0399,0.000635,0.0013,0.607,0.408,90.959,214960.0,4,10 -Armored Saint,End of the Attention Span,42.0,0.36,0.99,8.0,-4.444,1,0.17,1.25e-05,3.12e-05,0.172,0.151,191.99,313355.0,4,8 -Dizzee Rascal,Only One King,35.0,0.641,0.718,1.0,-4.919,1,0.0532,0.0157,,0.306,0.0594,142.985,141442.0,4,5 -Human Impact,Genetic,21.0,0.176,0.907,5.0,-6.901,0,0.142,0.0016,0.027,0.103,0.182,101.795,280960.0,5,8 -Bad/Love,Follow the Leader,40.0,0.452,0.862,10.0,-4.293,0,0.0616,0.000153,,0.178,0.164,83.093,211696.0,4,10 -U2,Love Is Blindness,43.0,0.263,0.383,10.0,-13.418,0,0.0503,0.363,0.208,0.12,0.166,145.979,263347.0,4,10 -Siouxsie and the Banshees,Arabian Knights,50.0,0.429,0.852,4.0,-7.666,0,0.0467,0.00144,0.0132,0.659,0.384,128.486,185947.0,4,10 -Jungle,Keep Moving,72.0,0.724,0.603,10.0,-6.261,0,0.0317,0.183,0.000469,0.0948,0.569,111.493,240880.0,4,1 -Weezer,I Need Some of That,57.0,0.631,0.763,1.0,-5.582,1,0.0782,0.00227,7.75e-05,0.65,0.666,119.886,199667.0,4,1 -"Florida Georgia Line, Backstreet Boys","God, Your Mama, And Me",64.0,0.443,0.817,7.0,-3.729,1,0.0511,0.318,,0.374,0.652,168.1,3.056883333,4,4 -Buddy Guy,Mustang Sally,53.0,0.613,0.934,,-3.711,1,0.0342,0.0406,0.000313,0.0882,0.776,107.273,283267.0,4,2 -The Southern Oracle,Prisoner,20.0,0.51,0.989,1.0,-3.66,0,0.376,0.000124,6.2e-05,0.41,0.371,99.889,141400.0,4,8 -Chick Willis,Someday Baby,9.0,0.692,0.724,2.0,-6.406,0,0.0438,0.532,5.02e-06,0.259,0.826,97.445,282027.0,4,2 -Diana Navarro,Embruja por tu querer,30.0,0.712,0.77,2.0,-2.241,1,0.147,0.517,,0.152,0.581,138.853,207373.0,4,9 -Sirenia,Addiction No. 1,38.0,0.476,0.946,9.0,-5.373,1,0.0929,0.000319,0.00725,0.944,0.256,130.032,243030.0,4,8 -Hozier,Almost (Sweet Music),66.0,0.523,0.687,7.0,-5.601,1,0.105,0.0215,2.86e-06,0.203,0.711,90.036,217480.0,4,9 -Alana Springsteen,Slow Down,47.0,0.583,0.605,2.0,-4.528,1,0.0274,0.203,,0.29,0.524,141.894,3.44735,4,4 -Troi Irons,Shakespeare,48.0,0.607,0.757,10.0,-4.127,1,0.052,0.000568,,0.249,0.396,125.009,165655.0,4,10 -MASN,Hate Me!,69.0,0.683,0.628,6.0,-6.512,1,0.123,0.659,,0.106,0.356,142.06,154757.0,4,5 -The Beatles,Back In The U.S.S.R. - 2018 Mix,,0.51,0.893,9.0,-9.267,1,0.0342,0.00102,5.85e-05,0.201,0.934,142.657,2.72445,4,10 -Krokus,Screaming in the Night,53.0,0.475,0.576,9.0,-13.059,1,0.0312,0.0218,0.0221,0.391,0.524,96.378,397773.0,4,8 -Unida,Left Us To Mold,36.0,0.214,0.942,5.0,-3.928,0,0.157,0.000359,0.708,0.0942,0.391,130.433,346117.0,4,10 -Casey Bill Weldon,The Twelves (The Dirty Dozens),32.0,0.569,0.394,6.0,-12.499,1,0.0559,0.94,0.00239,0.117,0.712,102.364,191107.0,4,2 -Lost Boyz,Me And My Crazy World,50.0,0.769,0.539,,-9.108,1,0.0781,0.00258,,0.0739,0.573,92.172,311827.0,4,5 -Nick Mulvey,Third Way,44.0,0.678,0.612,4.0,-9.051,0,0.0291,0.793,0.00647,0.0945,0.589,101.046,287693.0,4,1 -Favourite People,Shell Island,41.0,0.522,0.817,4.0,-9.069,1,0.0668,0.118,0.888,0.135,0.678,170.97,203680.0,4,10 -Menahan Street Band,The Starchaser,37.0,0.538,0.767,10.0,-7.182,0,0.0346,0.0627,0.914,0.403,0.868,119.246,168400.0,4,1 -Rain Radio,Talk About,53.0,0.814,0.874,6.0,-5.316,1,0.0425,0.000222,0.522,0.276,0.434,123.992,161041.0,4,9 -Bruno Mars,Just The Way You Are,79.0,0.637,0.843,5.0,-5.413,1,0.0432,0.0151,,0.0876,0.434,109.012,220733.0,4,9 -Blondie,Hanging On The Telephone,50.0,0.503,0.824,5.0,-5.771,0,0.0757,0.00191,6.54e-05,0.219,0.581,152.396,142293.0,4,10 -Donata Antoni,Downhill,48.0,0.564,0.152,7.0,-14.733,1,0.0524,0.983,0.941,0.103,0.137,112.873,5.016666667,3,7 -Westlife,Fool Again,11.0,0.532,0.526,4.0,-6.812,1,0.0292,0.0468,,0.053,0.536,75.996,3.917783333,4,9 -Hip Linkchain,Night Life,29.0,0.508,0.43,2.0,-13.072,1,0.27,0.806,0.0835,0.222,0.434,186.263,288880.0,3,2 -The Monks,I Hate You,42.0,0.65,0.798,9.0,-8.126,0,0.0541,0.441,0.000706,0.137,0.464,110.646,213707.0,4,10 -Dermot Kennedy,Boston,54.0,0.556,0.448,4.0,-10.921,1,0.0387,0.191,0.00116,0.383,0.126,116.297,273667.0,4,9 -Yes,"Close to the Edge (i. The Solid Time of Change, ii. Total Mass Retain, iii. I Get up I Get Down, iv. Seasons of Man) - 2003 Remaster",45.0,0.222,0.597,5.0,-10.924,1,0.056,0.265,0.155,0.411,0.251,80.654,1121253.0,3,10 -TOKYO ROSE,BLVCK,34.0,0.516,0.886,7.0,-4.164,1,0.14,0.00285,5.65e-05,0.351,0.387,200.003,173125.0,4,10 -Sinego,Kenopsia,41.0,0.74,0.452,3.0,-10.888,0,0.0462,0.867,0.774,0.121,0.334,115.997,203922.0,4,1 -Shannon Curfman,No Riders,32.0,0.642,0.814,,-5.641,1,0.0281,0.108,0.00129,0.141,0.824,107.062,209867.0,4,2 -BETWEEN FRIENDS,lonely,50.0,0.471,0.446,5.0,-8.404,1,0.195,0.56,1.01e-06,0.129,0.328,84.512,162240.0,4,6 -Conquer Divide,Chemicals,50.0,0.383,0.945,8.0,-3.74,0,0.0866,0.00175,8.02e-05,0.381,0.402,150.102,230000.0,4,8 -Al Stewart,On the Border,51.0,0.477,0.642,2.0,-12.427,1,0.0331,0.0571,2.02e-05,0.0767,0.729,98.418,202293.0,4,10 -"Bickram Ghosh, Kala Ramnath",Rasiya,21.0,0.732,0.55,2.0,-8.711,0,0.0397,0.809,0.091,0.0914,0.235,132.974,6.133783333,1,0 -Katie Dey,Darkness (Lonelyspeck remix),31.0,0.635,0.629,2.0,-4.955,1,0.0285,0.649,0.897,0.209,0.402,107.98,142825.0,4,6 -Migos,Straightenin,79.0,0.847,0.629,9.0,-5.81,1,0.102,0.0318,,0.152,0.109,135.976,255532.0,4,9 -Phoebe Bridgers,Motion Sickness,73.0,0.652,0.545,1.0,-9.021,1,0.0358,0.774,0.0428,0.0847,0.626,107.019,229760.0,4,6 -John Coltrane,I'll Wait and Pray,45.0,0.475,0.0588,5.0,-17.464,0,0.0418,0.89,0.0238,0.129,0.241,115.642,3.439333333,4,7 -The Well Runs Red,Fight Me,39.0,0.498,0.748,8.0,-5.826,0,0.0464,5.45e-05,,0.0643,0.514,137.113,216350.0,4,10 -St. Vincent,The Melting Of The Sun,61.0,0.52,0.463,10.0,-10.429,1,0.0958,0.609,0.0014,0.426,0.469,159.931,257520.0,4,1 -Jade Macrae,Oh My Darling,28.0,0.58,0.289,,-10.516,1,0.0764,0.609,5.08e-05,0.0873,0.404,116.86,337933.0,3,2 -Cypress Hill,Insane in the Brain,73.0,0.897,0.612,11.0,-10.489,1,0.211,0.0297,0.186,0.0894,0.767,102.305,208267.0,4,5 -Shinedown,Call Me,61.0,0.413,0.445,1.0,-7.259,0,0.025,0.438,,0.111,0.117,95.562,222200.0,4,10 -Queens of the Stone Age,I Sat By The Ocean,66.0,0.516,0.78,8.0,-4.004,0,0.0364,0.00136,0.000715,0.11,0.899,116.794,235587.0,4,10 -girlfriends,Congratulations (feat. Jasiah),53.0,0.57,0.891,11.0,-3.6,0,0.128,0.00478,,0.0248,0.831,169.979,114809.0,4,5 -Khia,Ka$H Only,27.0,0.955,0.848,11.0,-5.018,0,0.102,0.000611,,0.237,0.3,102.005,239971.0,4,5 -Badge √âpoque Ensemble,"You Can Build a Palace, Or You Can Please People",33.0,0.543,0.525,,-7.144,1,0.0347,0.228,0.927,0.0801,0.695,112.892,213047.0,4,6 -Pynch,Somebody Else,43.0,0.662,0.695,2.0,-6.32,1,0.0633,0.0137,0.119,0.104,0.761,149.961,331664.0,4,6 -Lata Mangeshkar,Mohabbat Ki Jhooti Kahani,9.0,0.373,0.245,3.0,-10.094,0,0.0326,0.993,0.0246,0.0978,0.637,130.75,3.354216667,4,3 -Normandie,White Flag,54.0,0.343,0.91,8.0,-5.734,1,0.0648,0.00136,5.67e-05,0.0717,0.15,163.975,225732.0,4,1 -Nick Lowe,I Love The Sound Of Breaking Glass,41.0,0.699,0.622,7.0,-10.74,1,0.0332,0.107,0.794,0.112,0.936,107.656,194920.0,4,1 -Shlomo Artzi,◊ê◊ó◊®◊ô ◊î◊õ◊ú ◊ê◊™ ◊©◊ô◊®,28.0,0.536,0.335,8.0,-12.395,0,0.0308,0.858,0.0232,0.309,0.331,133.343,304400.0,4,10 -M√∂tley Cr√ºe,Kickstart My Heart,76.0,0.359,0.981,7.0,-3.622,0,0.303,0.00125,0.00236,0.284,0.271,178.98,282653.0,4,10 -Deap Vally,I Like Crime,38.0,0.54,0.917,,-3.403,1,0.238,0.00128,0.908,0.0697,0.37,157.916,210083.0,4,10 -"Manna Dey, Kalyanji-Anandji",Jiska Koi Nahin Sad,24.0,0.424,0.356,,-9.143,1,0.0419,0.819,,0.311,0.602,145.941,1.197383333,3,3 -Chris Cain,Hush Money,35.0,0.454,0.78,7.0,-3.502,0,0.102,0.146,,0.34,0.707,99.499,254000.0,4,2 -Jeremy Zucker,you were good to me,81.0,0.561,0.0848,2.0,-15.099,1,0.0404,0.913,2.62e-05,0.112,0.206,102.128,219147.0,4,9 -Pablo Briceño,Preludio del valle,43.0,0.384,0.185,9.0,-14.269,0,0.0774,0.991,0.844,0.0931,0.15,149.834,2.52695,3,7 -Amy Macdonald,Mr Rock & Roll,60.0,0.61,0.858,9.0,-4.867,1,0.0318,0.0284,,0.102,0.421,110.881,214813.0,4,9 -Interloper,Search Party,34.0,0.28,0.951,4.0,-5.316,0,0.0884,0.00978,,0.239,0.233,139.835,295214.0,4,8 -Jacco Gardner,Find Yourself,35.0,0.579,0.74,10.0,-5.926,0,0.0277,0.0164,0.653,0.0996,0.752,150.02,214176.0,4,1 -M√∂tley Cr√ºe,The Dirt (Est. 1981) [feat. Machine Gun Kelly],51.0,0.421,0.859,1.0,-4.333,1,0.0694,0.000103,0.000248,0.1,0.373,166.099,232000.0,4,8 -Las Almas Nuevas,Patagonia Wind,50.0,0.461,0.279,4.0,-15.836,1,0.0883,0.975,0.908,0.0981,0.311,112.015,3.516666667,4,7 -Eva-Lina,I Am the Ex Now,46.0,0.654,0.592,4.0,-8.528,0,0.0584,0.381,0.000913,0.105,0.312,119.957,208000.0,4,9 -Ondo Fudd,Blue Dot,8.0,0.279,0.238,6.0,-20.501,0,0.0467,0.924,0.295,0.249,0.139,129.375,275312.0,4,6 -Sonny Boy Williamson II,Got The Bottle Up And Gone,5.0,0.601,0.0793,9.0,-19.872,1,0.306,0.989,0.00104,0.116,0.802,171.861,154098.0,4,2 -KALI,I Just Wanna,46.0,0.693,0.586,11.0,-5.59,0,0.0361,0.147,0.000431,0.111,0.51,108.579,254399.0,4,9 -Blackberry Smoke,You Hear Georgia,52.0,0.306,0.745,,-4.64,1,0.0376,0.000295,2.6e-05,0.396,0.453,143.805,245839.0,4,10 -The Godfathers,"Birth, School, Work, Death",42.0,0.521,0.765,9.0,-10.942,1,0.0367,0.000548,0.00885,0.114,0.719,120.674,248827.0,4,6 -TOTO,Africa,83.0,0.671,0.373,9.0,-18.064,1,0.0323,0.257,8.01e-05,0.0481,0.732,92.718,295893.0,4,10 -◊ô◊ï◊¶◊®◊ï◊™ ◊ê◊™ ◊î◊ë◊ï◊ù,◊ë◊ï◊ù,46.0,0.662,0.493,4.0,-7.828,0,0.0879,0.648,6.03e-06,0.414,0.352,92.931,203310.0,4,9 -Make Them Suffer,Soul Decay,47.0,0.417,0.914,4.0,-5.008,0,0.0639,8.48e-06,0.000205,0.226,0.422,83.98,223773.0,4,10 -Pop Smoke,Aim For The Moon (feat. Quavo),69.0,0.713,0.605,11.0,-7.487,1,0.107,0.497,3.46e-06,0.115,0.432,142.025,175756.0,4,5 -Radiohead,Just,63.0,0.291,0.767,7.0,-6.913,0,0.0862,0.000401,0.012,0.0763,0.359,175.702,234800.0,4,10 -Tricky,Chills Me to the Bone,34.0,0.797,0.376,7.0,-13.752,1,0.111,0.598,0.646,0.106,0.675,158.792,136547.0,4,6 -The J. Geils Band,Centerfold,73.0,0.653,0.677,,-12.244,1,0.0396,0.249,,0.403,0.888,114.37,216533.0,4,10 -Ali Farka Tour√©,Ai Bine,33.0,0.322,0.42,6.0,-13.367,0,0.0321,0.656,0.124,0.0828,0.29,92.978,380973.0,4,2 -Ashe,Till Forever Falls Apart,80.0,0.509,0.498,2.0,-6.94,1,0.0315,0.413,,0.0674,0.283,99.729,222861.0,4,9 -Television,Marquee Moon - Remastered,47.0,0.494,0.657,7.0,-7.543,1,0.0397,0.0632,0.449,0.0849,0.737,118.194,645000.0,4,1 -Hulkoff,Martialisk - Svitjod Edition,39.0,0.487,0.984,1.0,-4.79,1,0.161,0.000439,0.0234,0.354,0.291,120.031,225627.0,4,8 -"Red Garland, Paul Chambers, Art Taylor",Almost Like Being In Love,57.0,0.561,0.346,,-12.596,0,0.0409,0.873,0.399,0.104,0.697,93.689,4.838216667,4,7 -Squid,Sludge,41.0,0.391,0.835,7.0,-4.944,1,0.0702,0.00485,0.00514,0.118,0.109,129.024,300820.0,4,6 -Tinariwen,Tiw√†yyen,41.0,0.454,0.623,7.0,-8.709,1,0.0575,0.147,0.741,0.115,0.332,126.453,224400.0,4,2 -Bad Wolves,Zombie,70.0,0.448,0.826,2.0,-3.244,0,0.0319,0.00756,,0.117,0.19,77.093,254805.0,4,10 -The Last Shadow Puppets,The Age Of The Understatement,52.0,0.383,0.868,11.0,-6.222,0,0.0847,0.00114,3.51e-06,0.353,0.546,147.267,189560.0,4,10 -Flight Facilities,Lights Up (feat. Channel Tres),59.0,0.789,0.446,10.0,-8.264,0,0.0942,0.00454,0.0893,0.23,0.508,118.011,191537.0,4,6 -KAYTRANADA,Caution,58.0,0.696,0.394,11.0,-13.825,0,0.539,0.0579,0.821,0.0899,0.747,216.053,155758.0,4,1 -"Mani Sharma, Amit Heri, Gayathri",Remembering His Violin,18.0,0.509,0.294,5.0,-16.365,0,0.0464,0.955,0.933,0.0951,0.0338,120.102,3.061933333,4,0 -Thursday,Understanding in a Car Crash,55.0,0.401,0.907,5.0,-4.956,1,0.102,4.1e-05,0.000468,0.151,0.415,162.542,264547.0,4,10 -S. D. Burman,Wahan Kaun Hai Tera Musafir,35.0,0.456,0.264,6.0,-13.787,1,0.0318,0.983,0.343,0.118,0.694,94.352,4.722666667,3,3 -Boysetsfire,Rookie,51.0,0.458,0.878,10.0,-6.035,0,0.0601,0.000201,0.0819,0.223,0.348,98.144,253440.0,4,10 -Queensr√øche,Silent Lucidity - Remastered 2003,63.0,0.462,0.628,7.0,-5.659,1,0.0274,0.0534,0.00025,0.12,0.0981,140.049,347760.0,4,10 -Chitalkar,Kadam Kadam Badhaye Ja,,0.884,0.225,3.0,-10.038,0,0.54,0.986,0.000741,0.104,0.541,117.203,2.687333333,4,3 -Van Buren Records,Outro,28.0,0.539,0.792,2.0,-6.967,1,0.308,0.423,,0.227,0.496,81.573,324403.0,4,5 -Gracie Abrams,Mess It Up,69.0,0.765,0.582,,-4.528,1,0.12,0.245,8.21e-05,0.154,0.36,132.992,171280.0,4,9 -ERRA,Snowblood,53.0,0.529,0.983,11.0,-3.186,1,0.125,2.41e-05,0.0148,0.0763,0.359,125.017,253680.0,4,8 -AC/DC,T.N.T.,77.0,0.754,0.759,9.0,-5.218,1,0.302,0.153,0.000108,0.101,0.435,126.366,3.57778333,4,10 -Yuval Dayan,◊ê◊™◊î ◊ë◊õ◊ï◊ú◊ù,43.0,0.471,0.398,9.0,-8.337,0,0.0447,0.875,2.29e-05,0.0987,0.301,133.085,181333.0,4,9 -Chase & Status,Control,38.0,0.638,0.888,11.0,-5.238,0,0.0406,0.0287,0.000576,0.0623,0.508,140.046,250867.0,4,10 -Sleaford Mods,Kebab Spider,38.0,0.949,0.7,8.0,-8.091,1,0.0832,0.251,0.0343,0.183,0.86,119.927,220693.0,4,6 -Jackboy,Protecting My Energy,26.0,0.871,0.454,9.0,-9.532,0,0.11,0.144,,0.0916,0.393,97.012,157557.0,4,5 -ElyOtto,SugarCrash!,86.0,0.748,0.734,,-6.499,1,0.124,0.524,1.15e-05,0.0975,0.368,97.753,80081.0,4,9 -David Gilden,Yarabi,27.0,0.473,0.0788,,-23.653,0,0.0537,0.944,0.786,0.118,0.255,145.149,4.31955,4,7 -Midtown Trio,Waltz At Midnight,50.0,0.478,0.0901,2.0,-16.511,1,0.036,0.946,0.956,0.136,0.163,82.946,3.582333333,3,7 -Death Cab for Cutie,Soul Meets Body,57.0,0.63,0.772,2.0,-8.366,0,0.0251,0.124,0.000432,0.116,0.717,128.133,230907.0,4,10 -LONELYOUTH,Mouth Full of Glass,31.0,0.462,0.93,5.0,-2.882,0,0.0678,0.000448,9.69e-05,0.0628,0.393,109.929,246484.0,4,8 -Arlo Parks,Creep,54.0,0.585,0.0228,,-15.218,1,0.0422,0.986,0.000702,0.0756,0.424,75.84,4.63158333,4,0 -Eddie Cochran,Summertime Blues,63.0,0.714,0.886,11.0,-8.629,0,0.0554,0.116,0.184,0.18,0.954,156.351,1.98933333,4,10 -The End of Electronics,Union,35.0,0.592,0.351,7.0,-17.706,1,0.0335,0.554,0.819,0.0884,0.364,120.034,168000.0,4,6 -House Of Lords,Can‚Äôt Find My Way Home,36.0,0.337,0.418,6.0,-10.357,1,0.0428,0.372,1.02e-05,0.0939,0.487,174.251,295160.0,4,10 -Thomas Csorba,Dallas Girl,37.0,0.489,0.593,,-6.912,1,0.0312,0.353,0.0321,0.143,0.357,125.016,279081.0,4,1 -Kishore Kumar,Ek Ladki Bheegi Bhagi Si,14.0,0.563,0.455,4.0,-7.01,0,0.0551,0.808,,0.154,0.892,120.784,3.946666667,4,3 -Shlomo Artzi,◊ê◊í◊ì◊™ 21,27.0,0.716,0.574,1.0,-11.796,0,0.0371,0.0863,,0.137,0.57,131.911,338627.0,4,10 -Poppy,I Disagree,62.0,0.355,0.867,,-4.596,1,0.0737,0.066,,0.325,0.357,180.111,193500.0,4,10 -Wauwatosa,Good Life,27.0,0.412,0.417,5.0,-7.594,1,0.0376,0.652,0.012,0.112,0.16,78.968,269413.0,3,9 -Clairo,Sofia,83.0,0.744,0.619,,-9.805,1,0.039,0.598,0.00372,0.231,0.641,112.997,188387.0,4,10 -Dudu Tassa,◊û◊™◊ô ◊ú◊ó◊ñ◊ï◊®,34.0,0.59,0.509,11.0,-7.547,0,0.0256,0.26,,0.0932,0.383,79.981,226199.0,4,9 -Lili Franko,◊ë◊™◊ô◊ê◊ë◊ï◊ü,4.0,0.508,0.94,4.0,-6.412,0,0.0742,0.00114,,0.334,0.564,135.979,211140.0,4,6 -Finlep,Mittenwald,47.0,0.554,0.0862,7.0,-15.67,1,0.0524,0.988,0.941,0.112,0.158,106.939,2.6781,4,7 -Lonely The Brave,Backroads (Redux),47.0,0.466,0.536,4.0,-5.4,1,0.0266,0.000979,0.000521,0.105,0.0922,77.08,256400.0,4,10 -The Clash,Train in Vain (Stand by Me) - Remastered,65.0,0.762,0.722,2.0,-8.712,1,0.0428,0.0922,0.000368,0.132,0.966,122.769,194667.0,4,10 -"Diego Diaz, Yuto Kanazawa",The Past,39.0,0.364,0.0647,4.0,-19.622,0,0.0373,0.993,0.929,0.0951,0.0507,81.388,2.8,4,7 -Blackout Problems,MURDERER,11.0,0.419,0.622,11.0,-6.239,1,0.0867,0.00048,,0.311,0.217,120.117,268155.0,4,1 -Oneohtrix Point Never,Long Road Home,50.0,0.469,0.592,1.0,-6.934,0,0.0427,0.331,0.0539,0.11,0.377,76.689,212316.0,4,6 -Joan Baez,Oh Happy Day - Live At The Woodstock Music & Art Fair / 1969,29.0,0.408,0.364,9.0,-14.531,1,0.0538,0.641,,0.568,0.538,119.445,271354.0,4,10 -Marife De Triana,Maria de la O,37.0,0.422,0.491,9.0,-4.618,0,0.0358,0.947,1.2e-06,0.358,0.497,120.501,223160.0,4,9 -Bachelor,Stay in the Car,37.0,0.581,0.569,1.0,-6.144,0,0.0426,0.0469,0.00891,0.345,0.401,120.011,164731.0,4,1 -Johnny Griffin,The Boy Next Door - Rudy Van Gelder Edition/Digital Remaster/2006,39.0,0.525,0.441,2.0,-8.256,0,0.035,0.803,0.275,0.128,0.439,138.515,4.899333333,4,7 -"Georg Holm, Jon Thor Birgisson, Kjartan Sveinsson, Orri Pall Dyrason, 12 Ensemble",Fljótavík,32.0,0.141,0.137,8.0,-15.424,1,0.0431,0.948,0.562,0.0612,0.0353,85.479,4.144883333,4,7 -Far,Mother Mary,29.0,0.331,0.885,,-6.167,1,0.058,0.00864,4.96e-05,0.101,0.399,174.043,136267.0,4,10 -Juice WRLD,Smile (with The Weeknd),78.0,0.694,0.685,6.0,-6.535,0,0.133,0.224,,0.124,0.306,158.831,196180.0,4,9 -Heavenward,MJ-12,25.0,0.426,0.842,2.0,-5.717,1,0.0297,1.78e-05,0.224,0.375,0.113,91.154,285000.0,4,10 -James Bay,Hold Back The River,68.0,0.715,0.715,5.0,-7.364,1,0.0902,0.0526,,0.0936,0.507,134.922,238747.0,4,9 -80KIDZ,Your Closet - yonkey Remix,18.0,0.666,0.537,7.0,-6.492,1,0.159,0.172,1.76e-06,0.0654,0.549,105.136,197995.0,4,9 -Unearth,Giles,37.0,0.345,0.986,11.0,-3.666,1,0.196,0.000209,0.0374,0.274,0.211,122.483,237987.0,4,8 -Reality Grey,Multidimensional Hollow,18.0,0.211,0.993,5.0,-2.485,1,0.195,4.01e-05,0.58,0.0994,0.0394,120.009,256500.0,4,8 -Swamp,Get Gone,32.0,0.311,0.775,8.0,-3.984,0,0.19,0.404,,0.525,0.705,78.636,185598.0,4,2 -Green Day,American Idiot,79.0,0.38,0.988,1.0,-2.042,1,0.0639,2.64e-05,7.86e-05,0.368,0.769,186.113,176346.0,4,10 -The Sounds,Painted By Numbers,47.0,0.475,0.807,3.0,-3.959,0,0.0332,0.0136,6.74e-05,0.109,0.731,145.179,200000.0,4,1 -Terror Danjah,Wavy,15.0,0.817,0.399,4.0,-9.067,0,0.102,0.13,0.548,0.156,0.561,139.939,193108.0,4,5 -Lainey Wilson,Things A Man Oughta Know,14.0,0.661,0.67,3.0,-5.58,1,0.0307,0.518,2.2e-06,0.13,0.357,139.852,3.438666667,4,4 -Blackfield,Family Man,33.0,0.295,0.681,2.0,-10.259,1,0.0438,0.0702,0.492,0.365,0.382,109.38,219475.0,3,10 -Earl King,Trick Bag,19.0,0.668,0.589,7.0,-6.737,1,0.056,0.635,,0.147,0.759,146.419,188600.0,4,2 -Benzy!,LOVE!,26.0,0.377,0.598,,-11.065,1,0.0357,0.0171,0.0018,0.109,0.3,150.152,168554.0,4,10 -Exumer,Possessed by Fire,30.0,0.228,0.899,4.0,-10.049,1,0.171,0.000601,1.15e-05,0.0539,0.0728,96.11,300267.0,4,8 -Rage,Straight To Hell,46.0,0.548,0.858,8.0,-5.729,1,0.0745,0.000155,0.00169,0.0951,0.374,104.177,271533.0,4,8 -Carbe and Durand,Fragile,44.0,0.429,0.387,4.0,-11.087,0,0.0476,0.917,0.876,0.317,0.39,83.395,5.859333333,4,7 -Junior Wells,Snatch It Back And Hold It,39.0,0.765,0.408,4.0,-13.079,1,0.167,0.0984,,0.141,0.891,136.713,174467.0,4,2 -my bloody valentine,All I Need,44.0,0.304,0.953,6.0,-7.701,0,0.128,0.000444,0.862,0.258,0.0865,107.395,185027.0,4,6 -Tungsten,King of Shadows,42.0,0.535,0.857,2.0,-5.441,0,0.0409,0.0119,,0.0603,0.649,140.014,232071.0,4,8 -Eagles Of Death Metal,"Blinded By The Light - From ""Super Troopers 2"" Soundtrack",47.0,0.548,0.947,5.0,-4.959,1,0.0779,0.0162,,0.18,0.416,135.813,276013.0,4,10 -Buckshot LeFonque,Music Evolution,51.0,0.841,0.535,10.0,-12.194,0,0.365,0.0811,0.0035,0.112,0.686,93.434,299067.0,4,5 -Westlife,Closer,1.0,0.22,0.708,2.0,-6.99,1,0.0331,0.0617,,0.0838,0.262,179.927,4.111333333,4,9 -W.C. Clark,My Texas Home,34.0,0.491,0.695,7.0,-2.913,1,0.0358,0.548,0.00298,0.146,0.38,85.787,293373.0,3,2 -Black Eyed Peas,GIRL LIKE ME,86.0,0.965,0.485,2.0,-8.784,1,0.191,0.0206,0.0237,0.0655,0.312,124.025,222523.0,4,9 -Kings of Leon,"100,000 People",59.0,0.42,0.466,,-8.67,1,0.0323,0.322,0.133,0.0839,0.107,78.015,344013.0,1,10 -Genesis,The Cinema Show,42.0,0.303,0.654,2.0,-8.718,1,0.0487,0.194,0.006,0.235,0.232,133.927,641320.0,3,10 -Ravid Plotnik,◊ô◊ï◊ù ◊ó◊ì◊© (◊†◊¶'◊ô ◊†◊¶'),47.0,0.633,0.59,7.0,-5.626,1,0.304,0.0363,,0.16,0.32,85.015,208653.0,4,5 -Royal & the Serpent,phuck u,,0.584,0.804,7.0,-6.094,1,0.0619,0.000968,0.635,0.284,0.635,159.953,161037.0,4,10 -Phoenix,1901,64.0,0.607,0.835,,-5.427,1,0.0415,0.0588,4.71e-05,0.195,0.719,144.087,193120.0,4,10 -SebastiAn,Walkman,42.0,0.77,0.748,2.0,-8.906,1,0.21,0.00217,0.881,0.0905,0.729,118.931,299947.0,4,6 -Roseburg,Wave,37.0,0.562,0.862,11.0,-3.895,0,0.0513,0.0104,,0.0624,0.835,75.096,186129.0,4,10 -Born Ruffians,Heat Wave,35.0,0.348,0.486,,-5.203,1,0.0307,0.0436,1.49e-05,0.121,0.514,70.62,272893.0,4,6 -Wolves In The Throne Room,Born from the Serpent's Eye,35.0,0.0943,0.747,10.0,-6.443,1,0.109,0.00208,0.782,0.0795,0.036,161.078,576556.0,4,8 -Metric,Combat Baby,51.0,0.649,0.914,9.0,-6.199,1,0.0455,0.00573,0.000165,0.0997,0.739,139.125,209760.0,4,6 -August Burns Red,Paramount,53.0,0.214,0.968,7.0,-4.902,1,0.173,4.73e-05,0.0699,0.136,0.237,156.293,288947.0,4,8 -LANDMVRKS,Tired of It All,52.0,0.318,0.957,6.0,-4.825,0,0.0961,0.00096,,0.155,0.482,164.646,217364.0,4,8 -Saski,Faking Bright,42.0,0.852,0.156,6.0,-9.703,1,0.221,0.757,0.0893,0.11,0.26,118.035,200339.0,4,6 -Jacques Dutronc,"Mini, mini, mini",34.0,0.773,0.483,9.0,-9.303,1,0.0818,0.0166,,0.0907,0.755,166.116,114773.0,4,6 -MAY-A,Swing of Things,20.0,0.645,0.61,7.0,-5.4,1,0.0289,0.251,,0.386,0.716,99.985,178573.0,4,9 -Annika Wells,Love Sucks,48.0,0.576,0.403,3.0,-8.849,0,0.08,0.68,,0.527,0.279,139.15,154578.0,4,9 -"Kishore Kumar, Manna Dey, Mehmood",Ek Chatur Naar Karke Sringar,22.0,0.493,0.652,2.0,-10.323,1,0.52,0.934,0.000207,0.237,0.817,80.594,6.356,4,3 -Pale Seas,Someday,35.0,0.567,0.914,,-5.969,0,0.0363,0.0106,,0.125,0.667,124.005,229067.0,4,1 -Fontaines D.C.,Boys In the Better Land,55.0,0.39,0.972,9.0,-5.023,1,0.0744,0.000287,2.32e-05,0.348,0.592,177.0,300116.0,4,6 -Paradise Lost,Embers Fire,37.0,0.121,0.685,,-9.661,1,0.0361,0.00103,0.0222,0.112,0.249,87.24,284360.0,4,8 -Animals As Leaders,Physical Education,52.0,0.57,0.945,1.0,-5.665,0,0.0567,0.00017,0.827,0.0543,0.53,114.987,280956.0,4,8 -Akral Necrosis,Silent Altar,20.0,0.123,0.916,7.0,-5.06,1,0.0717,1.06e-06,0.949,0.0817,0.0777,97.203,307363.0,3,8 -MISSIO,Sing To Me,64.0,0.55,0.872,2.0,-4.742,0,0.0588,0.0864,0.000291,0.0617,0.618,142.041,189920.0,4,1 -The Subways,Rock & Roll Queen,61.0,0.395,0.764,10.0,-6.258,0,0.0419,0.000316,0.00131,0.111,0.325,141.423,169947.0,4,10 -ArrDee,6am in Brighton,68.0,0.743,0.56,11.0,-9.989,0,0.261,0.175,,0.286,0.634,142.038,194366.0,4,5 -Roy Rabinovici,On Our Own,5.0,0.522,0.502,2.0,-12.773,0,0.0362,0.861,0.871,0.128,0.259,155.927,163253.0,4,6 -Lush,Nothing Natural,40.0,0.447,0.796,11.0,-12.171,0,0.0333,0.00689,0.807,0.0626,0.913,105.984,354640.0,4,6 -Lil Peep,hellboy,70.0,0.598,0.683,4.0,-6.588,0,0.054,0.0152,,0.319,0.122,135.982,177160.0,5,5 -Tom Lewis Band,Dream A Little Dream,37.0,0.714,0.245,7.0,-14.197,1,0.0305,0.841,0.678,0.108,0.287,106.992,3.736066667,4,7 -my bloody valentine,Lose My Breath,44.0,0.391,0.651,6.0,-11.523,1,0.0266,0.000512,0.841,0.0954,0.402,92.124,218000.0,4,6 -Uneven Structure,Innocent,34.0,0.515,0.687,6.0,-9.631,1,0.0585,0.00116,9.56e-05,0.106,0.332,105.967,339507.0,4,8 -The Electric Prunes,I Had Too Much to Dream (Last Night),49.0,0.341,0.714,2.0,-7.998,0,0.0404,0.354,,0.31,0.412,147.604,178144.0,4,1 -The Church,"North, South, East and West",32.0,0.437,0.687,4.0,-13.638,0,0.035,0.00388,0.00512,0.285,0.608,128.98,289173.0,4,10 -Bappi Lahiri,Yaad Aa Raha Hai,37.0,0.783,0.612,3.0,-8.221,1,0.0697,0.013,,0.677,0.756,133.813,6.326466667,4,3 -Sixth Street Quartet,Good Morning Heartache,50.0,0.502,0.153,7.0,-19.51,0,0.0334,0.973,0.769,0.122,0.116,110.032,4.94195,4,7 -H.E.A.T,Rise - Kenny Leckremo Version,33.0,0.496,0.947,2.0,-2.332,1,0.0555,0.000148,0.000201,0.366,0.328,105.006,257114.0,4,10 -Gyakie,Forever (Remix),62.0,0.543,0.482,1.0,-5.927,1,0.0526,0.286,0.000395,0.101,0.522,133.369,201600.0,5,9 -Paul McCartney,Great Day,47.0,0.566,0.49,9.0,-11.703,1,0.0402,0.646,7.34e-05,0.212,0.601,85.615,2.14755,4,0 -Arctic Monkeys,From The Ritz To The Rubble,65.0,0.216,0.882,11.0,-5.176,0,0.0439,0.00147,,0.308,0.656,189.286,193427.0,4,10 -THE DRIVER ERA,Preacher Man,55.0,0.689,0.947,1.0,-3.926,1,0.0897,0.00209,,0.228,0.393,119.993,219390.0,4,9 -"Alka Yagnik, Vinod Rathod",Aisi Deewangi,47.0,0.444,0.755,1.0,-9.801,0,0.0528,0.512,7.71e-05,0.0554,0.619,115.051,6.9246,4,3 -Dave Stewart,Storm Came,25.0,0.322,0.519,8.0,-7.764,1,0.0385,0.0803,,0.366,0.187,184.071,138546.0,4,2 -Niveum,Together,29.0,0.56,0.908,1.0,-4.988,1,0.0557,0.000488,0.835,0.361,0.641,115.03,185739.0,4,6 -Omer Adam,◊õ◊™◊ë◊™◊ô ◊¢◊ú◊ô◊ô◊ö ◊©◊ô◊®,37.0,0.816,0.606,2.0,-7.013,1,0.109,0.245,,0.0467,0.648,92.017,169239.0,4,9 -The Rolling Stones,Loving Cup,52.0,0.471,0.843,7.0,-5.702,1,0.041,0.636,0.0402,0.773,0.632,156.695,264267.0,4,10 -Voyager,Colours,26.0,0.551,0.953,1.0,-5.023,1,0.0881,0.000679,0.00262,0.338,0.198,129.026,244904.0,3,8 -ENVYYOU,New Friends,46.0,0.545,0.651,11.0,-5.966,0,0.044,0.000792,1.43e-05,0.484,0.502,99.926,176349.0,4,10 -HELLYEAH,Love Falls,54.0,0.583,0.889,7.0,-4.112,1,0.035,0.00235,,0.642,0.301,110.023,274165.0,4,10 -You Me At Six,Our House (The Mess We Made),56.0,0.633,0.766,,-6.696,1,0.0445,0.00791,0.00292,0.253,0.394,133.017,220528.0,4,10 -The Black Keys,Everlasting Light,56.0,0.77,0.64,4.0,-6.008,1,0.0416,0.0706,0.00374,0.325,0.738,90.7,205396.0,4,6 -Tedeschi Trucks Band,Nobody Knows You When You're Down And Out - Live at LOCKN' / 2019,,0.409,0.614,,-10.241,1,0.0442,0.155,0.0004,0.989,0.471,104.887,299864.0,3,2 -Black Rebel Motorcycle Club,Beat the Devil's Tattoo,57.0,0.517,0.909,4.0,-2.815,1,0.0378,0.451,0.0135,0.0923,0.683,96.528,226760.0,4,10 -Mickey Gilley,Don't the Girls All Get Prettier at Closing Time,34.0,0.657,0.808,,-8.564,1,0.0445,0.605,2.68e-05,0.291,0.926,89.918,2.95445,4,4 -"Kanchan, Amit Kumar",Laila O Laila - Qurbani / Soundtrack Version,40.0,0.662,0.537,7.0,-9.428,0,0.0632,0.0826,0.00155,0.0843,0.777,132.572,4.526666667,4,3 -Itay Levi,◊õ◊û◊¢◊ò ◊©◊†◊™◊ô◊ô◊ù,31.0,0.469,0.494,9.0,-7.609,1,0.226,0.591,,0.0934,0.164,100.635,203040.0,3,9 -Immortal,Unsilent Storms In The North Abyss,32.0,0.0808,0.85,1.0,-10.799,1,0.0514,1.53e-06,0.928,0.368,0.039,170.488,194520.0,4,8 -Collin Raye,"Love, Me",56.0,0.6,0.242,,-12.63,1,0.031,0.697,,0.128,0.3,106.616,3.86045,4,4 -The Chameleons,Swamp Thing,45.0,0.374,0.748,10.0,-7.306,0,0.0248,0.00383,0.183,0.0646,0.317,99.112,356973.0,4,10 -Erika de Casier,Busy,47.0,0.754,0.655,11.0,-6.872,0,0.0494,0.0888,0.0342,0.335,0.695,124.986,239500.0,4,6 -Sinead Harnett,Pulling Away (acoustic),46.0,0.493,0.322,7.0,-11.456,0,0.0545,0.8,,0.114,0.287,137.384,208490.0,4,9 -Guns N' Roses,One In A Million,47.0,0.587,0.653,8.0,-9.73,0,0.0302,0.703,1.86e-05,0.064,0.576,135.866,371133.0,4,10 -Creeper,Be My End,43.0,0.367,0.88,,-3.193,1,0.0569,0.00471,0.0011,0.098,0.407,163.826,158545.0,4,10 -bdrmm,Gush,45.0,0.574,0.564,9.0,-6.453,1,0.0307,0.0133,0.737,0.1,0.749,147.974,226468.0,4,6 -Salem,Throat,,0.384,0.863,1.0,-4.866,1,0.0609,0.0157,0.397,0.379,0.833,76.883,207800.0,4,10 -Wilson Pickett,It's Harder Now - Remix,11.0,0.651,0.451,7.0,-11.044,0,0.0688,0.447,0.000191,0.144,0.476,98.289,222067.0,4,2 -Nomy,Cross fire,48.0,0.509,0.844,,-4.235,0,0.0354,0.045,4.4e-06,0.153,0.0958,106.031,226415.0,4,8 -Joji,Yeah Right,80.0,0.672,0.588,1.0,-9.573,1,0.133,0.619,0.241,0.0992,0.204,169.033,174358.0,4,6 -Motorpsycho,Psychotzar,29.0,0.501,0.652,1.0,-10.403,1,0.0319,0.0262,0.346,0.173,0.476,142.013,523467.0,4,10 -Erol Alkan,Automatic - Palms Trax Remix,36.0,0.744,0.872,10.0,-6.994,0,0.0416,0.00279,0.589,0.0623,0.601,129.996,334020.0,4,1 -Yung Raja,Mami,50.0,0.915,0.641,10.0,-8.739,0,0.188,0.00941,1.73e-06,0.111,0.77,139.97,178286.0,4,5 -Buckethead,Welcome to Bucketheadland,43.0,0.486,0.972,11.0,-4.677,0,0.0818,0.000685,0.75,0.707,0.497,141.892,296299.0,4,8 -Frank Carter & The Rattlesnakes,My Town (feat. Joe Talbot),57.0,0.591,0.947,,-3.259,1,0.0838,0.065,,0.23,0.542,177.064,164485.0,4,6 -The Academic,Anything Could Happen,49.0,0.772,0.809,2.0,-4.212,1,0.0355,0.0135,2.5e-06,0.0278,0.891,120.975,203474.0,4,6 -Silver Lake by Esa Holopainen,Storm,46.0,0.573,0.892,,-6.63,0,0.0485,0.045,0.0211,0.157,0.35,125.014,254368.0,4,8 -Tkay Maidza,Syrup,47.0,0.854,0.498,1.0,-9.105,1,0.266,0.0442,1.45e-05,0.0758,0.275,106.011,145964.0,4,5 -Riot In Belgium,La musique - Jbag's Boomboxed Re-Edit,27.0,0.573,0.929,3.0,-6.103,0,0.0458,0.000282,0.724,0.269,0.526,128.125,251867.0,4,6 -Flotsam & Jetsam,Hammerhead,42.0,0.189,0.95,11.0,-9.648,1,0.0954,0.00371,0.000779,0.0543,0.124,155.558,375400.0,4,8 -YungManny,Clap For 'Em (feat. Flo Milli & Sada Baby),69.0,0.903,0.785,1.0,-4.709,1,0.322,0.0245,,0.0652,0.823,129.835,125580.0,4,9 -Elton John,Candle In The Wind - Live,33.0,0.527,0.699,4.0,-6.618,1,0.0315,0.422,0.000373,0.982,0.369,130.177,3.752216667,4,9 -Shotgun Revolution,Cold Star Light,36.0,0.176,0.948,1.0,-5.744,0,0.0867,1.31e-05,0.0221,0.293,0.433,161.123,209616.0,4,10 -Pixies,Where Is My Mind?,77.0,0.519,0.441,4.0,-14.178,1,0.0353,0.0204,0.000453,0.076,0.25,81.334,234973.0,4,6 -"Christian Lee Hutson, Shamir",Just Like Heaven,45.0,0.353,0.301,9.0,-12.755,1,0.0366,0.849,0.291,0.102,0.321,139.911,3.4416,4,0 -Pearl Jam,Last Kiss,71.0,0.622,0.692,7.0,-6.97,1,0.0276,0.363,0.000158,0.193,0.774,112.053,195467.0,4,10 -Jim Stubblefield Group,Ojos de las Estrellas,40.0,0.588,0.552,9.0,-8.97,0,0.0403,0.889,0.474,0.142,0.526,175.958,5.6037,4,7 -The All-American Rejects,Gives You Hell,71.0,0.718,0.691,4.0,-6.44,1,0.0387,0.0159,,0.0627,0.552,100.008,213107.0,4,10 -Tekno,PuTTin,50.0,0.592,0.642,6.0,-6.576,0,0.0544,0.314,0.342,0.0932,0.653,199.903,155250.0,4,9 -Author & Punisher,The Speaker is Systematically Blown,38.0,0.342,0.712,10.0,-8.477,0,0.0384,4.94e-06,0.975,0.381,0.198,90.003,254032.0,3,8 -Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,9 -K.Flay,TGIF (feat. Tom Morello),,0.594,0.813,,-7.519,0,0.0853,0.0986,,0.335,0.532,130.08,199929.0,4,1 -Rammstein,DEUTSCHLAND,73.0,0.521,0.895,7.0,-5.242,1,0.0442,5.54e-05,0.349,0.0985,0.237,120.117,322340.0,4,8 -Juke Ross,Morning Breeze,56.0,0.636,0.383,11.0,-9.381,1,0.0434,0.585,2.24e-06,0.122,0.213,72.871,3.23445,4,0 -Ben Sollee,Over The Pines,47.0,0.278,0.212,2.0,-16.375,1,0.0473,0.883,0.797,0.115,0.0998,118.36,191387.0,5,1 -Yuval Dayan,◊©◊ù,29.0,0.619,0.574,7.0,-9.199,0,0.0268,0.699,0.0699,0.169,0.352,120.004,216634.0,4,9 -Bleeker,Free,41.0,0.525,0.694,2.0,-5.275,1,0.0688,0.000212,0.000516,0.0836,0.829,184.112,145013.0,4,10 -Wanda Jackson,Right Or Wrong,43.0,0.425,0.291,7.0,-10.554,1,0.0315,0.814,,0.143,0.393,114.571,157160.0,4,10 -Phoebe Green,Reinvent,48.0,0.573,0.734,8.0,-5.576,1,0.0416,0.000796,0.112,0.102,0.13,101.023,243382.0,4,6 -Slush Puppy,Juliette,56.0,0.463,0.473,2.0,-9.581,1,0.0493,0.0302,,0.213,0.499,165.305,170625.0,4,6 -Contracult Collective,Follow,39.0,0.49,0.977,6.0,-4.788,1,0.119,3.53e-05,0.47,0.0916,0.286,129.981,203993.0,4,8 -Lior Miller,Hurricane (Remix) [feat. Marina Maximilian],19.0,0.595,0.675,5.0,-6.631,0,0.0342,0.0288,0.00337,0.801,0.42,100.011,294990.0,4,9 -Hala,Why Do You Want Anything To Do With Me?,27.0,0.533,0.82,6.0,-6.341,0,0.0295,0.0887,0.000524,0.141,0.896,154.983,168101.0,4,6 -Shake Shake Go,Blackbird,48.0,0.669,0.369,9.0,-5.805,1,0.0307,0.641,0.000779,0.113,0.207,114.87,277627.0,4,10 -Protest The Hero,No Stars over Bethlehem,44.0,0.362,0.76,10.0,-10.179,0,0.0787,2.93e-05,0.0031,0.328,0.321,112.738,265409.0,3,10 -Pep Squad,Rebel,41.0,0.587,0.921,2.0,-4.053,0,0.0909,0.0291,1.3e-06,0.131,0.609,150.06,160184.0,4,10 -The Yardbirds,For Your Love - 2015 Remaster,58.0,0.288,0.62,2.0,-10.103,1,0.0428,0.24,,0.0882,0.617,94.445,150627.0,4,10 -Noname,Rainforest,62.0,0.531,0.546,6.0,-10.936,0,0.372,0.26,0.00949,0.379,0.7,92.06,162437.0,4,5 -Total Control,Flesh War,39.0,0.579,0.636,2.0,-8.574,0,0.0276,0.0821,0.922,0.446,0.898,132.652,280853.0,4,10 -Bring Me The Horizon,Follow You,68.0,0.54,0.661,3.0,-5.534,0,0.0381,0.0765,,0.125,0.506,90.012,231107.0,4,10 -From First To Last,Emily,54.0,0.484,0.553,7.0,-7.577,1,0.0315,0.605,,0.102,0.36,148.13,159347.0,4,10 -Kadavar,Black Sun,39.0,0.207,0.867,2.0,-2.062,1,0.0731,0.0818,0.0852,0.26,0.471,175.941,373000.0,3,10 -WALK THE MOON,Kamikaze,58.0,0.575,0.694,1.0,-5.674,1,0.0709,0.0158,,0.108,0.442,77.537,196533.0,4,10 -Skid Row,18 and Life,69.0,0.466,0.648,1.0,-11.101,0,0.028,0.0023,1.49e-05,0.112,0.305,90.435,229960.0,4,8 -Ronnie Milsap,Any Day Now - Remastered,,0.663,0.561,5.0,-7.971,1,0.0248,0.0849,4.79e-05,0.0725,0.605,102.911,3.707116667,4,4 -Dudu Tassa,Lola,14.0,0.348,0.61,11.0,-6.015,0,0.0583,0.71,0.000666,0.971,0.241,145.115,265300.0,4,9 -Parquet Courts,Master Of My Craft,29.0,0.166,0.861,2.0,-6.761,1,0.0651,0.0267,0.842,0.605,0.523,187.544,190347.0,4,1 -Sea Girls,Ready For More,45.0,0.481,0.856,1.0,-5.733,1,0.0331,0.0223,2.26e-05,0.275,0.564,97.515,207373.0,4,10 -Joy Division,Love Will Tear Us Apart,69.0,0.443,0.956,2.0,-6.198,1,0.0511,5.24e-05,0.825,0.135,0.909,146.754,206867.0,4,1 -Bury Tomorrow,Earthbound,50.0,0.473,0.988,1.0,-3.078,1,0.0721,0.00438,2.37e-05,0.281,0.283,99.89,222101.0,4,8 -Nardo Wick,Knock Knock,50.0,0.734,0.447,1.0,-7.08,1,0.308,0.000219,0.000114,0.108,0.061,172.075,145372.0,4,5 -Abbie Falls,No One's Above,42.0,0.193,0.994,10.0,-3.387,1,0.136,1.41e-05,0.879,0.234,0.0701,90.022,213733.0,4,8 -Evile,Thrasher,43.0,0.483,0.993,4.0,-3.244,1,0.122,0.000151,0.131,0.173,0.0653,104.018,189360.0,4,8 -Dissection,Frozen,33.0,0.273,0.991,4.0,-3.548,0,0.165,0.000136,0.651,0.147,0.106,108.884,208000.0,4,8 -Judas Priest,Breaking the Law,70.0,0.362,0.961,2.0,-5.664,1,0.0857,0.024,9.35e-06,0.159,0.491,164.019,153840.0,4,8 -Dio,Holy Diver,66.0,0.473,0.783,10.0,-10.671,0,0.0869,0.0125,0.475,0.268,0.124,91.976,340640.0,4,10 -fun.,We Are Young (feat. Janelle Mon√°e) - Acoustic [Acoustic],44.0,0.445,0.296,5.0,-7.091,1,0.0419,0.815,,0.0562,0.289,169.331,272547.0,4,9 -Shuli Rand,◊û◊©◊†◊ô◊™◊†◊î ◊î◊®◊©◊ï◊™,26.0,0.332,0.38,,-9.585,1,0.0296,0.531,,0.12,0.369,91.137,188961.0,4,9 -Flying Colors,More,34.0,0.583,0.79,3.0,-8.165,1,0.0423,0.00902,0.000144,0.0797,0.48,133.021,429533.0,4,8 -Pixies,Here Comes Your Man,69.0,0.669,0.795,2.0,-10.865,1,0.0285,0.00772,0.0781,0.401,0.882,124.594,201187.0,4,10 -D:Ream,Things Can Only Get Better,60.0,0.671,0.74,10.0,-12.43,0,0.0389,0.122,,0.196,0.102,125.0,258000.0,4,9 -UFO,Doctor Doctor - 2007 Remaster,61.0,0.298,0.799,2.0,-6.962,0,0.0464,0.000168,9.42e-05,0.496,0.561,143.072,252453.0,4,10 -Nati Hassid,◊ß◊¶◊™ ◊ê◊™,27.0,0.865,0.69,,-7.369,1,0.0621,0.564,1.57e-06,0.0891,0.843,109.995,168545.0,4,5 -The Gories,There But for the Grace of God Go I,39.0,0.587,0.556,1.0,-14.085,1,0.0346,0.0228,0.00624,0.0808,0.677,148.155,187667.0,4,2 -Sweet,Action - Single Version,32.0,0.312,0.818,2.0,-5.473,1,0.0521,0.0608,0.00892,0.129,0.622,172.961,198680.0,4,10 -Meshuggah,New Millennium Cyanide Christ,49.0,0.359,0.968,10.0,-5.168,0,0.121,0.000209,0.00309,0.148,0.154,152.511,335667.0,4,8 -The Hellacopters,By the Grace of God,47.0,0.211,0.973,4.0,-3.292,1,0.154,0.0015,,0.0597,0.309,154.295,184640.0,4,10 -Ehud Banai,◊©◊ô◊® ◊î◊ó◊ô◊ô◊ú - ◊í◊®◊°◊™ ◊®◊ì◊ô◊ï,13.0,0.658,0.917,2.0,-2.801,0,0.0303,0.24,0.0118,0.0943,0.774,129.987,249847.0,4,10 -Lido Pimienta,Nada,50.0,0.383,0.617,1.0,-8.431,0,0.0464,0.672,0.0286,0.112,0.641,78.207,298809.0,4,6 -"The Anirudh Varma Collective, Abby V",Rang - Raga Baageshri,18.0,0.473,0.688,,-10.232,1,0.0433,0.721,0.0158,0.102,0.325,111.8,6.64285,3,0 -"Muhafiz, Sarthak Kalyani, Siddharth Chopra",Inn Dino,12.0,0.504,0.556,1.0,-12.983,1,0.0327,0.695,0.00357,0.0992,0.359,162.046,4.617283333,4,0 -Caskets,Glass Heart,54.0,0.411,0.955,6.0,-5.545,0,0.102,0.000201,8.37e-05,0.118,0.329,164.09,224167.0,4,8 -White Denim,At Night in Dreams,41.0,0.539,0.943,1.0,-5.05,1,0.0753,0.0693,,0.176,0.7,88.427,244347.0,4,10 -Tuna,◊¢◊ú ◊î◊®◊õ◊ë◊™,37.0,0.579,0.669,9.0,-8.448,0,0.0451,0.394,5.49e-06,0.187,0.485,97.051,287813.0,4,5 -Lola Flores,D√≠me,37.0,0.652,0.846,5.0,-6.896,0,0.065,0.647,,0.157,0.879,112.11,168547.0,4,9 -Judas Iscariot,Bathed in Clouds of Blood,30.0,0.189,0.999,7.0,-9.303,0,0.0656,4.13e-05,0.785,0.304,0.0183,95.482,201160.0,4,8 -Shriekback,All Lined Up,37.0,0.769,0.673,,-9.761,1,0.0703,0.115,7.85e-05,0.458,0.878,131.254,225640.0,4,1 -Miri Mesika,◊©◊ú◊ï◊ù ◊ú◊ê◊û◊ï◊†◊ï◊™,20.0,0.61,0.783,9.0,-5.724,1,0.0516,0.0226,0.000207,0.111,0.401,114.912,264213.0,4,9 -Godsmack,Awake,66.0,0.395,0.756,7.0,-4.12,1,0.0544,1.74e-05,0.00665,0.319,0.475,112.092,304373.0,4,8 -Little Walter,My Babe - Single Version,10.0,0.683,0.347,5.0,-10.37,1,0.053,0.871,,0.186,0.81,157.636,160293.0,4,2 -R3HAB,Thinking About You (with Winona Oak) - Acoustic,46.0,0.523,0.316,6.0,-10.581,0,0.0312,0.619,3.22e-05,0.163,0.235,119.755,166562.0,4,9 -Al Harper,"Hey You, What‚Äôs New",20.0,0.669,0.719,,-7.536,1,0.0284,0.301,9.99e-05,0.14,0.762,124.519,233160.0,4,6 -"Hariharan, Bickram Ghosh",Baaton Baaton Mein,25.0,0.558,0.515,2.0,-9.424,1,0.0404,0.486,5.66e-05,0.112,0.55,128.347,3.658916667,4,0 -The Record Company,Life To Fix - Radio Edit,50.0,0.601,0.843,9.0,-4.674,1,0.0446,0.133,1.75e-06,0.613,0.403,114.829,197104.0,4,10 -David Bowie,Space Oddity - 2015 Remaster,73.0,0.31,0.403,,-13.664,1,0.0326,0.0726,9.27e-05,0.139,0.466,134.48,318027.0,4,10 -Pitchshifter,Genius,48.0,0.533,0.96,7.0,-3.918,1,0.122,0.00153,0.00244,0.243,0.134,135.797,246507.0,4,8 -Neil Young,Like a Hurricane - 2003 Remaster,48.0,0.423,0.834,9.0,-5.498,0,0.037,0.0129,0.00113,0.164,0.606,113.876,501213.0,4,10 -Sean Tizzle,Chargie,37.0,0.885,0.602,9.0,-5.357,0,0.0496,0.12,,0.0567,0.662,103.997,207109.0,4,9 -Hell Is A Crowded Room,Allison Ponthier,43.0,0.357,0.296,6.0,-10.199,0,0.0349,0.915,0.00137,0.0912,0.12,142.65,3.183083333,3,0 -Tigercub,Control,36.0,0.44,0.905,8.0,-6.308,1,0.0477,0.000348,0.00182,0.104,0.568,83.978,246006.0,4,10 -Jasmin Moallem,◊û◊°◊ô◊ë◊î,52.0,0.682,0.454,1.0,-9.297,0,0.0584,0.0163,,0.0683,0.0734,115.971,202171.0,4,9 -Dirty Pretty Things,Bang Bang You're Dead,41.0,0.359,0.802,5.0,-2.945,1,0.0528,0.00687,1.54e-05,0.398,0.433,152.481,212200.0,4,1 -Ruth B.,Situation,60.0,0.686,0.589,7.0,-8.009,1,0.134,0.748,0.0205,0.0965,0.372,159.991,210720.0,4,9 -D-Block Europe,Birds Are Chirping,60.0,0.748,0.47,2.0,-9.929,1,0.15,0.207,,0.138,0.167,134.962,215500.0,4,5 -Eliad,◊û◊©◊î◊ï ◊ê◊û◊ô◊™◊ô,21.0,0.724,0.692,10.0,-5.79,1,0.0404,0.0336,9.41e-05,0.0862,0.668,95.012,217667.0,4,9 -Monophonics,Last One Standing,60.0,0.588,0.576,6.0,-6.945,0,0.0367,0.218,0.0357,0.172,0.66,129.155,436840.0,4,9 -"Reynaldo Hahn, Mischa Maisky, Daria Hovora",Chansons grises: 5. L'heure exquise,34.0,0.35,0.0801,2.0,-25.073,1,0.0489,0.989,0.834,0.111,0.0454,93.646,3.47555,4,7 -Sublime,What I Got,9.0,0.804,0.693,7.0,-7.47,1,0.0915,0.00876,0.000916,0.314,0.654,95.721,170907.0,4,10 -◊ë◊ï◊®◊ß◊° ◊ê◊§◊ú,◊§◊ì◊ô◊ó◊î,19.0,0.728,0.381,2.0,-15.595,1,0.0334,0.00468,0.262,0.0454,0.3,99.997,216600.0,4,6 -Beastie Boys,Sabotage,73.0,0.324,0.938,6.0,-7.332,0,0.102,0.032,0.0321,0.0961,0.543,168.131,178440.0,4,10 -Oren Barzilay,◊ê◊ó◊ú◊ï◊ù ◊ú◊†◊¶◊ó - ◊ê◊ß◊ï◊°◊ò◊ô,23.0,0.501,0.251,9.0,-11.476,0,0.0286,0.694,0.006,0.119,0.357,105.969,212696.0,4,10 -Daniel Pearson,Brother,44.0,0.633,0.652,4.0,-6.246,1,0.0353,0.0496,8.35e-06,0.0961,0.881,90.067,179029.0,4,10 -Jammz,Warrior - Instrumental,13.0,0.831,0.38,1.0,-10.588,0,0.378,0.000541,0.858,0.166,0.323,143.053,167919.0,4,5 -Ginevra Nervi,Gaslighting,20.0,0.539,0.429,4.0,-13.747,0,0.0663,0.413,0.0221,0.0973,0.036,99.808,238853.0,4,6 -Jordan Rudess,"Wired For Madness, Pt. 1.1 (Bring It On)",32.0,0.546,0.847,2.0,-9.797,1,0.0473,0.000301,0.866,0.0935,0.314,108.495,320416.0,4,10 -Jimi Hendrix,All Along the Watchtower,78.0,0.438,0.805,8.0,-6.237,1,0.0624,0.00255,5.69e-05,0.0842,0.564,113.253,240800.0,4,10 -Balmorhea,Nos,43.0,0.477,0.0612,10.0,-25.266,0,0.0346,0.984,0.871,0.107,0.183,112.879,81641.0,4,1 -Airbourne,Breakin' Outta Hell,57.0,0.429,0.993,2.0,-2.772,1,0.157,4.65e-05,0.762,0.163,0.256,172.08,232425.0,4,10 -Mathieu Boogaerts,Am I Crazy,37.0,0.745,0.3,10.0,-13.33,1,0.0652,0.372,0.229,0.152,0.6,137.924,138262.0,4,1 -For Those I Love,You Stayed / To Live,42.0,0.586,0.915,6.0,-5.39,0,0.07,0.00759,0.00559,0.326,0.211,134.976,327107.0,4,1 -Kasbo,Aldrig Mer (feat. TENDER),47.0,0.359,0.774,7.0,-5.789,1,0.0745,0.0649,0.104,0.11,0.141,184.739,243919.0,4,6 -T-Bone Walker,Call It Stormy Monday,53.0,0.606,0.301,,-11.402,1,0.0423,0.545,0.00194,0.0419,0.457,100.979,183027.0,4,2 -Jub√´l,Weekend Vibe,70.0,0.688,0.742,5.0,-6.363,1,0.0496,0.00912,1.37e-06,0.186,0.74,110.026,166909.0,4,9 -Ella Henderson,Let‚Äôs Go Home Together,75.0,0.661,0.486,5.0,-4.438,1,0.0431,0.454,,0.0994,0.309,78.31,208692.0,4,9 -Modest Mouse,We Are Between,63.0,0.614,0.91,11.0,-3.175,0,0.0444,0.00956,0.000301,0.343,0.407,128.973,232907.0,3,1 -Middle Kids,Cellophane (Brain),34.0,0.545,0.421,,-7.201,1,0.0276,0.0469,2.28e-06,0.214,0.314,149.955,210133.0,4,9 -Bob Dylan,Hurricane,71.0,0.509,0.827,,-7.715,1,0.079,0.0409,,0.12,0.743,135.601,512733.0,4,10 -RedHook,Kamikaze,47.0,0.567,0.954,1.0,-2.502,1,0.0796,0.000224,0.000586,0.317,0.48,90.015,192920.0,4,10 -ECHO,◊ß◊ê◊®◊û◊î,37.0,0.658,0.655,5.0,-8.802,0,0.255,0.114,,0.108,0.765,110.107,181091.0,4,5 -Miri Mesika,◊¢◊õ◊©◊ô◊ï ◊ê◊™◊î ◊ó◊ï◊ñ◊® ◊ë◊ó◊ñ◊®◊î,37.0,0.696,0.485,9.0,-3.675,0,0.0286,0.312,9.61e-05,0.094,0.17,121.926,244387.0,4,9 -Oceans,My Own Summer (Shove It),35.0,0.375,0.958,7.0,-4.931,1,0.115,0.000722,0.00208,0.265,0.299,72.238,218051.0,4,8 -Eve Monsees and the Exiles,"Lonely, Lonely Nights",18.0,0.591,0.542,9.0,-6.421,1,0.0288,0.853,0.0101,0.067,0.557,103.014,236280.0,3,10 -Laxmikant–Pyarelal,Do Raaste Theme - Instrumental,3.0,0.383,0.627,3.0,-11.082,0,0.0565,0.957,0.607,0.241,0.599,118.081,2.186666667,4,3 -Weezer,All the Good Ones,65.0,0.573,0.708,5.0,-4.144,0,0.0433,0.0117,,0.302,0.893,81.963,164253.0,4,10 -BEAM,SOMEBODY (feat. Vory) - from the Crimson Soundtrack,55.0,0.804,0.463,7.0,-6.808,1,0.0443,0.0271,,0.0705,0.354,143.989,172727.0,4,5 -Lady A,Like A Lady,67.0,0.637,0.933,8.0,-3.519,1,0.0343,0.0614,2.9e-06,0.105,0.797,95.511,3.019983333,4,4 -AM,Squeeze It Off,48.0,0.84,0.671,,-6.676,1,0.255,0.267,0.00175,0.179,0.619,143.104,204755.0,3,5 -Eyal Golan,◊û◊û◊î ◊ê◊™ ◊û◊§◊ó◊ì◊™,48.0,0.642,0.384,11.0,-8.05,0,0.0381,0.635,,0.114,0.387,131.796,191608.0,4,9 -David Hazeltine,I'll Let You Know,49.0,0.442,0.124,3.0,-22.227,1,0.0388,0.92,0.605,0.21,0.2,65.003,6.81,4,7 -Moss,My Decision - Edit,42.0,0.59,0.73,7.0,-6.726,1,0.0293,0.0397,0.125,0.182,0.709,146.939,238099.0,4,6 -Starcrawler,Hollywood Ending,31.0,0.325,0.912,4.0,-3.39,0,0.0514,0.0016,0.000973,0.132,0.652,132.609,205933.0,4,6 -Lata Mangeshkar,Tujhse Naraz Nahin Zindagi - Female Vocals,33.0,0.611,0.293,9.0,-12.809,1,0.0283,0.308,0.00256,0.185,0.65,96.94,3.66845,4,3 -"Joe ""Guitar"" Hughes",A Blue Song,30.0,0.784,0.594,7.0,-11.61,1,0.0467,0.0946,0.000429,0.085,0.749,124.073,314493.0,4,2 -Bendigo Fletcher,Evergreen,43.0,0.237,0.658,4.0,-7.813,1,0.0335,0.136,3e-05,0.142,0.267,158.351,280827.0,4,1 -George Harrison,My Sweet Lord,,0.538,0.704,1.0,-8.904,0,0.0332,0.0794,,0.0867,0.583,120.963,4.68711667,4,0 -Lenny Kravitz,If You Can't Say No,49.0,0.607,0.428,,-7.827,1,0.189,0.159,4.25e-05,0.101,0.504,77.146,317027.0,4,10 -Miri Mesika,◊ê◊ï◊ß◊ô◊ô◊†◊ï◊°,25.0,0.656,0.731,10.0,-6.159,0,0.0923,0.302,1.97e-05,0.349,0.522,104.922,212810.0,4,9 -Zach Bryan,Heading South,72.0,0.68,0.246,4.0,-14.112,1,0.058,0.783,,0.106,0.388,110.23,171693.0,4,1 -Run‚ÄìD.M.C.,Walk This Way (feat. Aerosmith),70.0,0.761,0.711,9.0,-7.989,1,0.0604,0.0174,0.000101,0.0652,0.947,105.448,310387.0,4,10 -Falana,Joy (feat. Oxlade) - Spax Remix,27.0,0.795,0.653,1.0,-7.862,1,0.0684,0.0869,0.0802,0.11,0.749,109.018,167339.0,4,9 -Ginger Root,B4,40.0,0.797,0.726,7.0,-5.267,1,0.0804,0.476,0.472,0.0769,0.969,104.432,172329.0,4,6 -Backstreet Boys,One in a Million,38.0,0.619,0.851,,-1.902,0,0.0264,0.0152,,0.127,0.66,92.011,3.547783333,4,9 -Modou Toure,Dune Blues,6.0,0.592,0.714,7.0,-9.393,1,0.0489,0.0948,0.00195,0.152,0.611,170.891,250600.0,3,2 -Mashina,◊ê◊™ ◊ë◊ê◊î ◊ú◊ë◊ß◊®,25.0,0.23,0.979,4.0,-4.081,0,0.088,1.99e-05,0.0973,0.0552,0.229,132.035,196653.0,4,10 -Gautam Kale,Manwa,18.0,0.27,0.441,11.0,-10.699,1,0.0562,0.906,0.0077,0.131,0.181,172.764,3.987533333,3,0 -RMR,Vibes (feat. Tyla Yaweh),14.0,0.709,0.587,8.0,-6.156,1,0.133,0.414,,0.0998,0.613,81.975,163970.0,4,5 -Jon Bon Jovi,Miracle,55.0,0.577,0.677,3.0,-10.327,1,0.0245,0.367,,0.493,0.683,92.007,319427.0,4,10 -Mother Love Bone,Chloe Dancer/Crown Of Thorns,52.0,0.353,0.362,2.0,-13.502,1,0.031,0.0894,3.38e-05,0.114,0.267,141.285,502040.0,4,10 -Des Rocs,Let Me Live / Let Me Die,64.0,0.51,0.759,9.0,-4.854,1,0.101,0.034,,0.077,0.237,91.123,207142.0,4,1 -Deep Purple,Throw My Bones,38.0,0.335,0.892,7.0,-3.688,0,0.0751,0.0146,2.33e-06,0.336,0.408,179.835,218693.0,4,10 -Deee-Lite,Groove Is in the Heart,63.0,0.694,0.881,1.0,-4.053,0,0.0701,0.0153,0.0196,0.0851,0.924,121.554,231787.0,4,9 -Shrapnel,Winds Of Slaughter,21.0,0.314,0.955,4.0,-4.864,0,0.0755,5.74e-06,0.0111,0.36,0.513,187.363,284000.0,4,8 -ZillaKami,BADASS (with Lil Uzi Vert),66.0,0.674,0.838,9.0,-4.808,1,0.49,0.055,,0.227,0.747,155.014,186218.0,4,5 -DIVINE,Bag,46.0,0.825,0.655,2.0,-8.177,1,0.277,0.261,,0.223,0.474,98.067,177462.0,4,9 -Gary Clark Jr.,When My Train Pulls In,44.0,0.195,0.941,11.0,-3.412,0,0.128,0.0486,0.00654,0.706,0.321,177.504,430133.0,4,2 -Loft Trio,Simple Things,56.0,0.475,0.123,5.0,-19.717,1,0.0372,0.939,0.878,0.114,0.254,85.435,3.114516667,4,7 -Koko Taylor,Bring Me Some Water,15.0,0.594,0.757,9.0,-5.604,1,0.0427,0.114,,0.292,0.866,106.172,321400.0,4,2 -Mazzy Star,Fade Into You,73.0,0.42,0.33,9.0,-13.925,1,0.0275,0.245,0.000679,0.0677,0.175,157.143,295600.0,3,10 -Filip Benedetto,The Little Island Bossa,46.0,0.827,0.0406,2.0,-23.167,0,0.109,0.975,0.919,0.113,0.352,90.078,4.102133333,4,7 -Marilyn Manson,This Is The New Shit,60.0,0.566,0.869,2.0,-6.084,1,0.1,0.000916,0.00346,0.114,0.647,178.113,259667.0,4,8 -Sheryl Crow,Home,38.0,0.485,0.409,,-13.92,1,0.0278,0.245,0.251,0.0887,0.301,166.177,290733.0,4,10 -Eric Bibb,Refugee Moan,,0.639,0.219,11.0,-12.693,0,0.0974,0.927,0.00164,0.105,0.513,128.158,186733.0,4,2 -Charlotte Funke,2nd Episode,41.0,0.229,0.0552,7.0,-21.734,1,0.0337,0.947,0.924,0.12,0.113,82.672,2.597216667,3,7 -Meek Mill,Ima Boss (feat. Rick Ross),67.0,0.37,0.87,5.0,-2.09,1,0.271,0.0415,,0.604,0.331,79.092,250240.0,4,5 -Dudu Aharon,◊ë◊ó◊ú◊ï◊û◊ï◊™ ◊©◊ú◊†◊ï,50.0,0.651,0.462,7.0,-7.006,1,0.0334,0.703,,0.351,0.556,104.303,238159.0,4,9 -Moonshine,Ginseng,29.0,0.792,0.946,7.0,-4.582,1,0.183,0.292,0.689,0.188,0.44,131.056,179542.0,4,1 -Yoav Itzhak,◊ñ◊î ◊î◊ñ◊û◊ü ◊ú◊°◊ú◊ï◊ó,28.0,0.663,0.479,9.0,-13.153,0,0.0294,0.0643,,0.0409,0.969,130.017,233827.0,4,9 -The Animals,House Of The Rising Sun,74.0,0.316,0.484,9.0,-9.11,0,0.0308,0.000334,0.00445,0.0912,0.299,117.363,269907.0,3,10 -Jet,Cold Hard Bitch,62.0,0.458,0.895,2.0,-3.972,1,0.0681,0.000219,0.000394,0.106,0.357,130.327,243200.0,4,1 -Alan Walker,On My Way,76.0,0.509,0.689,1.0,-4.929,0,0.102,0.0209,,0.301,0.297,170.087,193798.0,4,9 -Slayer,Seasons In The Abyss,57.0,0.263,0.97,5.0,-4.182,0,0.163,0.00338,0.000795,0.0922,0.17,151.729,397827.0,4,8 -Gang Of Four,I Love a Man In a Uniform,25.0,0.772,0.435,10.0,-12.612,1,0.088,0.0333,,0.514,0.92,112.264,247293.0,4,1 -Alectrona,Super Generation,23.0,0.567,0.96,4.0,-5.725,0,0.051,0.00071,0.68,0.319,0.437,118.026,186102.0,4,10 -Patti Smith,Because the Night,67.0,0.466,0.763,11.0,-7.748,0,0.0391,0.0542,,0.119,0.473,123.539,204800.0,4,1 -Sarit Hadad,◊ú◊û◊î ◊ú◊ô,33.0,0.85,0.77,6.0,-5.231,1,0.0646,0.153,,0.115,0.802,107.942,213069.0,4,9 -"Alka Yagnik, Udit Narayan",Gazab Ka Hai Din,45.0,0.526,0.278,7.0,-14.456,1,0.0392,0.873,0.000762,0.111,0.649,150.16,4.445333333,4,3 -Shin Sakiura,Flame,15.0,0.772,0.65,1.0,-7.702,1,0.22,0.186,0.000161,0.141,0.673,106.961,204911.0,4,9 -Riot,Swords and Tequila,,0.35,0.939,2.0,-9.239,1,0.0642,8.74e-05,3.9e-05,0.231,0.353,90.115,200333.0,4,8 -Joe Bonamassa,What I've Known For A Very Long Time,37.0,0.605,0.596,1.0,-6.016,1,0.0281,0.209,0.000239,0.0716,0.393,142.952,333333.0,3,2 -Dan Owen,If You Knew Better,39.0,0.645,0.334,2.0,-6.709,0,0.0288,0.731,1.08e-05,0.113,0.508,91.337,145347.0,4,9 -Omer Adam,◊î◊†◊©◊ô◊ß◊ï◊™ ◊©◊ú◊ô,50.0,0.662,0.355,8.0,-8.332,0,0.0391,0.93,,0.111,0.628,136.091,148456.0,4,9 -Indigo Storm,Chatterbox,15.0,0.659,0.88,8.0,-4.016,1,0.054,0.00403,4.51e-05,0.064,0.416,126.714,223875.0,3,8 -Naomi Young,Departure,39.0,0.272,0.0707,5.0,-19.335,0,0.0544,0.961,0.677,0.122,0.0381,68.106,1.8802,4,7 -Fishbone,Shakey Ground,40.0,0.71,0.843,9.0,-5.154,1,0.0886,0.0293,0.000325,0.233,0.847,86.007,224380.0,4,10 -Eliza Neals,You Ain't My Dog No More,31.0,0.527,0.735,9.0,-6.576,0,0.0352,0.00462,0.211,0.32,0.448,115.446,264522.0,3,2 -Painted Shield,I Am Your Country,20.0,0.525,0.79,4.0,-7.903,1,0.0979,0.107,2.22e-05,0.11,0.405,162.081,173213.0,4,10 -Blur,Beetlebum - 2012 Remaster,58.0,0.542,0.626,,-7.105,1,0.0242,0.0789,0.000508,0.277,0.813,89.734,305213.0,4,1 -Ehud Banai,◊ê◊ë◊ô◊ê ◊ú◊ö,31.0,0.448,0.468,3.0,-7.031,0,0.0284,0.649,0.00215,0.0395,0.471,146.19,243293.0,4,10 -Zella Day,Purple Haze,51.0,0.65,0.672,11.0,-7.964,0,0.0393,0.0387,0.0114,0.139,0.593,125.03,198763.0,4,6 -Teenage Fanclub,Fallin',44.0,0.77,0.567,6.0,-13.372,0,0.0568,0.0911,0.000418,0.135,0.893,88.01,265573.0,4,10 -James Morrison,You Give Me Something - Live At The Hospital Club,37.0,0.452,0.329,,-12.433,1,0.0508,0.861,3.78e-06,0.689,0.383,77.668,5.0159,4,9 -KennyHoopla,how will i rest in peace if i'm buried by a highway?//,63.0,0.479,0.844,1.0,-4.338,0,0.0819,0.0134,3.91e-06,0.195,0.49,159.852,218533.0,4,6 -Pogo Car Crash Control,D√©prime hostile,22.0,0.428,0.974,7.0,-5.007,1,0.0856,2.08e-05,8.11e-06,0.388,0.243,101.559,138646.0,4,10 -For Those I Love,You Stayed / To Live,42.0,0.586,0.915,6.0,-5.39,0,0.07,0.00759,0.00559,0.326,0.211,134.976,327107.0,4,6 -Sarit Hadad,◊ê◊ï◊ú◊ô ◊¢◊ï◊ì ◊ß◊¶◊™ ◊ë◊ô◊ó◊ì,17.0,0.627,0.443,3.0,-6.589,0,0.0537,0.876,,0.109,0.426,88.045,206591.0,4,9 -Izzy True,New Fruit,20.0,0.526,0.638,2.0,-8.19,1,0.0453,0.0219,0.776,0.137,0.664,91.381,218593.0,4,10 -Two Feet,Fire,59.0,0.523,0.715,11.0,-6.215,1,0.0358,0.000162,0.0843,0.0805,0.663,190.095,213933.0,4,10 -Sleepy Hallow,2055,82.0,0.829,0.512,6.0,-5.865,0,0.187,0.492,,0.12,0.638,80.511,2.06645,4,9 -Pixies,Gigantic,56.0,0.39,0.694,7.0,-11.783,1,0.0399,0.00299,0.304,0.0757,0.795,115.197,235707.0,4,1 -We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,10 -Sullivan King,Someone Else,59.0,0.363,0.763,1.0,-2.237,0,0.042,0.53,,0.118,0.218,144.659,226759.0,4,10 -Babyshambles,Killamangiro,42.0,0.21,0.898,7.0,-4.238,1,0.109,0.0354,0.00224,0.222,0.421,217.416,193027.0,4,6 -Brendan Eder Ensemble,HOP,37.0,0.732,0.725,1.0,-8.164,1,0.0832,0.376,0.689,0.0885,0.45,99.984,2.34705,3,7 -Chevron,You and I,36.0,0.632,0.87,1.0,-3.79,0,0.234,0.0982,0.0745,0.0868,0.506,127.045,204094.0,4,6 -Sylvester Cotton,Three Cent Stamp Blues,5.0,0.638,0.237,6.0,-11.395,1,0.0411,0.931,0.0154,0.0997,0.475,132.959,159219.0,4,2 -Matt Schofield,Anything But Time,31.0,0.571,0.725,5.0,-5.628,0,0.0361,0.0134,0.00907,0.0897,0.722,122.999,218413.0,4,2 -Asha Bhosle,Piya Piya Na Lage Mora Jiya,3.0,0.611,0.475,7.0,-10.195,1,0.0493,0.644,1.02e-05,0.59,0.905,87.893,3.391116667,4,3 -Cherym,Kisses On My Cards,25.0,0.459,0.953,4.0,-5.578,1,0.0724,0.000121,0.0933,0.135,0.512,142.003,189248.0,4,10 -Softspoken,The Road,37.0,0.417,0.932,5.0,-4.096,0,0.0579,0.000221,9.12e-05,0.412,0.184,79.998,226600.0,4,8 -Nothing More,Go To War,61.0,0.461,0.892,6.0,-4.807,0,0.0901,0.00187,1.34e-06,0.0942,0.35,137.35,245196.0,4,10 -The Jailbirds,I Will Move On,28.0,0.405,0.735,7.0,-7.571,0,0.0415,0.00089,,0.0691,0.524,94.032,200978.0,3,10 -The Byrds,Mr. Tambourine Man,64.0,0.456,0.47,2.0,-9.564,1,0.0294,0.513,3.76e-05,0.444,0.639,120.336,149467.0,4,10 -Christy,Dancing With Air,43.0,0.33,0.367,2.0,-9.008,1,0.0327,0.547,,0.248,0.212,183.61,200120.0,3,9 -Zohar Argov,◊î◊§◊®◊ó ◊ë◊í◊†◊ô,36.0,0.208,0.695,,-7.45,0,0.044,0.0661,,0.071,0.584,81.038,222707.0,4,9 -Armik,One Night with You,41.0,0.706,0.709,4.0,-6.489,0,0.0374,0.849,0.854,0.116,0.701,144.129,4.881366667,4,7 -A Mermaid in Lisbon,"Patrick Watson, Teresa Salgueiro",51.0,0.428,0.447,6.0,-10.755,0,0.0377,0.706,0.00393,0.195,0.532,79.222,3.477483333,4,0 -SL,Versus,64.0,0.554,0.702,4.0,-8.093,0,0.407,0.236,,0.323,0.82,98.312,174302.0,5,5 -Machine Head,Davidian,58.0,0.278,0.937,7.0,-6.952,1,0.168,0.000535,0.118,0.227,0.29,154.244,296627.0,3,8 -LOONY,royal flush,47.0,0.846,0.451,7.0,-4.168,1,0.124,0.263,1.74e-06,0.12,0.63,85.942,146305.0,4,1 -Gary Numan,Are 'Friends' Electric?,34.0,0.423,0.748,5.0,-9.832,1,0.0387,0.0303,0.223,0.169,0.429,93.973,325200.0,4,6 -Des Rocs,Wayne,54.0,0.444,0.926,4.0,-4.948,1,0.123,0.0444,0.000715,0.547,0.279,150.134,200933.0,4,10 -Weezer,Dope Nose,45.0,0.416,0.724,10.0,-4.87,1,0.0512,0.000336,0.0788,0.247,0.819,127.357,137400.0,4,6 -Fontaines D.C.,A Hero's Death,50.0,0.705,0.812,10.0,-8.08,0,0.0361,0.00158,0.000514,0.103,0.611,109.976,269540.0,4,10 -Kings of Leon,The Bandit,65.0,0.394,0.833,,-5.18,1,0.042,0.00863,0.811,0.109,0.362,145.082,250961.0,4,10 -Poison,Every Rose Has Its Thorn - Remastered 2003,72.0,0.533,0.637,6.0,-5.571,1,0.0323,0.16,1.12e-05,0.369,0.292,140.167,260173.0,4,10 -Marcus King,The Well,53.0,0.58,0.573,9.0,-8.137,1,0.061,0.00305,0.0015,0.182,0.477,121.225,177093.0,4,10 -KALI,Too Tired,46.0,0.71,0.605,6.0,-5.262,1,0.0368,0.283,1.36e-05,0.193,0.608,115.297,194331.0,3,6 -Neon Nox,Fahrenheit,45.0,0.546,0.85,10.0,-6.88,0,0.0373,0.0853,0.711,0.0964,0.199,104.996,323000.0,4,6 -The Fratellis,Whistle For The Choir,48.0,0.595,0.696,4.0,-4.551,1,0.0311,0.0492,,0.12,0.725,131.561,216880.0,4,10 -Everclear,Father Of Mine,64.0,0.568,0.94,1.0,-5.401,1,0.0411,0.000431,4.96e-05,0.0779,0.738,97.096,231400.0,4,10 -Dream Theater,"Metropolis - Part I: ""The Miracle and the Sleeper""",52.0,0.28,0.907,2.0,-9.29,1,0.0586,0.000104,0.00536,0.337,0.45,104.896,572133.0,4,8 -Tommies Trio,Stella by Starlight,50.0,0.404,0.132,7.0,-20.659,0,0.0348,0.905,0.903,0.0828,0.111,106.291,3.95405,4,7 -Bloody Hammers,Let Sleeping Corpses Lie,41.0,0.524,0.937,11.0,-5.201,1,0.0607,0.000189,0.00696,0.121,0.394,116.977,316385.0,4,8 -Yehudit Ravitz,◊ê◊ô◊ñ◊ï ◊û◊ô◊ü ◊ô◊ú◊ì◊î,18.0,0.558,0.678,,-7.524,1,0.0249,0.0572,0.000168,0.118,0.458,94.008,269160.0,4,10 -Gary Clark Jr.,Pearl Cadillac (feat. Andra Day),45.0,0.376,0.509,3.0,-4.995,0,0.0357,0.489,6.63e-06,0.115,0.259,119.47,210887.0,4,10 -Tera Melos,Weird Circles,35.0,0.728,0.568,1.0,-10.241,0,0.138,0.489,0.666,0.506,0.0389,114.976,185187.0,5,10 -Extreme,Hole Hearted,46.0,0.583,0.742,6.0,-9.42,1,0.0332,0.163,,0.0715,0.704,101.854,219400.0,4,10 -Bleached,Shitty Ballet,27.0,0.761,0.273,9.0,-9.251,1,0.041,0.776,,0.0866,0.412,130.914,223173.0,4,10 -"Claus Waidtløw, Nikolaj Hess, Portraits in Jazz",Clouds,18.0,0.338,0.165,10.0,-15.702,1,0.0315,0.977,0.315,0.122,0.174,76.266,4.727516667,4,7 -Left Boy,Corner Store,46.0,0.739,0.715,6.0,-7.767,1,0.038,0.109,2.93e-06,0.112,0.726,140.009,147577.0,4,9 -Sam Gendel,1/2 SCULPTURE,28.0,0.332,0.0072,5.0,-29.808,0,0.0388,0.99,0.798,0.0689,0.0614,96.009,491372.0,4,6 -Laxmikant–Pyarelal,"Soul Of Bobby Theme, Pt. 1 - Instrumental",5.0,0.28,0.4,4.0,-10.554,1,0.0387,0.88,0.683,0.309,0.371,97.226,20.42421667,4,3 -The Killers,Some Kind Of Love,54.0,0.246,0.482,8.0,-9.949,1,0.0359,0.713,0.226,0.102,0.0776,141.863,278093.0,4,10 -The Vaughan Brothers,Brothers,37.0,0.357,0.408,7.0,-13.557,1,0.0407,0.000582,0.833,0.328,0.562,175.188,305053.0,3,2 -Cake,Short Skirt / Long Jacket,66.0,0.778,0.899,2.0,-6.552,1,0.0451,0.0028,0.0345,0.0263,0.881,119.995,204133.0,4,6 -Robert Plant,"Charlie Patton Highway (Turn it Up, Pt. 1)",36.0,0.443,0.43,4.0,-11.479,1,0.0325,0.108,0.666,0.221,0.32,85.532,260360.0,4,10 -Coldplay,Yellow,86.0,0.429,0.661,11.0,-7.227,1,0.0281,0.00239,0.000121,0.234,0.285,173.372,266773.0,4,9 -Eliad,◊û◊î ◊©◊ô◊©,22.0,0.733,0.629,1.0,-6.249,1,0.0404,0.218,,0.0605,0.898,171.953,201213.0,4,9 -Eyal Golan,◊ô◊û◊ô◊ù ◊ò◊ï◊ë◊ô◊ù,47.0,0.797,0.509,10.0,-9.193,0,0.0418,0.653,0.000382,0.114,0.612,97.997,161633.0,4,9 -Calboy,Miseducation (feat. Lil Wayne),62.0,0.684,0.67,5.0,-5.919,0,0.405,0.226,,0.12,0.298,90.122,187000.0,4,5 -ev.exi,Stellae,38.0,0.717,0.863,4.0,-5.664,0,0.427,0.153,0.0645,0.288,0.627,122.066,230164.0,4,6 -Burn Too Bright,Laura Veirs,19.0,0.532,0.669,9.0,-9.695,0,0.0315,0.137,0.247,0.326,0.537,133.005,2.995233333,4,0 -Type O Negative,Love You to Death,55.0,0.423,0.738,6.0,-7.329,1,0.0319,0.359,0.084,0.0801,0.276,111.414,428800.0,4,8 -Boubacar Traor√©,Karkar / Vincent,19.0,0.598,0.262,5.0,-11.871,0,0.043,0.796,0.807,0.11,0.634,136.342,323293.0,4,2 -Pet Grotesque,Pingin' Alone,29.0,0.687,0.749,10.0,-6.174,1,0.0387,0.396,0.0321,0.115,0.52,130.077,198000.0,4,6 -Bring Me The Horizon,MANTRA,63.0,0.5,0.817,,-3.501,1,0.0459,0.00054,,0.152,0.599,90.01,233129.0,4,10 -Backstreet Boys,We've Got It Goin' On - Radio Edit,47.0,0.758,0.875,3.0,-4.518,0,0.0363,0.0851,,0.227,0.91,112.966,3.657783333,4,9 -Nocturnal Pestilence,The Witch,35.0,0.516,0.957,9.0,-3.821,1,0.139,0.00326,2.28e-05,0.15,0.315,130.033,281538.0,4,8 -Switchfoot,Twenty-four,42.0,0.389,0.509,7.0,-7.053,1,0.028,0.671,,0.29,0.444,159.834,293520.0,3,10 -Sweetwater,What's Wrong - Live at Woodstock 1969 Version,26.0,0.47,0.755,2.0,-8.472,1,0.151,0.263,0.0561,0.959,0.431,83.66,623733.0,4,10 -"Lata Mangeshkar, Kumar Sanu",Samdhi Samdhan - Aaj Hamare Dil Mein,29.0,0.679,0.577,7.0,-11.202,1,0.0365,0.483,7.83e-06,0.101,0.757,124.085,5.852666667,4,3 -Brantley Gilbert,You Don't Know Her Like I Do,60.0,0.49,0.716,4.0,-6.681,1,0.0441,0.022,0.00048,0.0526,0.288,74.988,4.775333333,4,4 -Chadwick Stokes,Right Me Up,49.0,0.55,0.542,,-7.017,1,0.0581,0.501,,0.345,0.641,173.896,253040.0,4,10 -Etta James,Good Rockin' Daddy,25.0,0.732,0.357,3.0,-8.975,1,0.0523,0.805,,0.368,0.695,114.784,148120.0,4,2 -Nathan Goshen,◊ó◊ñ◊®◊ô ◊ê◊ú◊ô,42.0,0.484,0.321,7.0,-7.779,0,0.0316,0.667,,0.187,0.358,127.658,184687.0,4,9 -Melody's Echo Chamber,I Follow You,50.0,0.41,0.78,9.0,-4.941,0,0.0327,0.0174,0.408,0.233,0.727,100.452,215587.0,4,6 -City Girls,"Pussy Talk (feat. Quavo, Lil Wayne, & Jack Harlow) [Remix]",57.0,0.949,0.617,1.0,-4.961,1,0.185,0.00213,,0.178,0.32,99.029,199299.0,4,5 -Dan Evans-Parker,Hush,52.0,0.352,0.0235,8.0,-19.128,0,0.0348,0.945,0.781,0.115,0.119,89.874,3.78265,4,7 -PJ Harvey,Sheela-na-gig,32.0,0.469,0.902,10.0,-6.147,1,0.0651,0.00617,0.000521,0.0813,0.413,123.972,199107.0,4,6 -Robert Randolph & The Family Band,I Thank You (feat. Cory Henry),32.0,0.644,0.884,11.0,-3.548,1,0.0443,0.0526,0.00195,0.0639,0.683,115.976,256147.0,4,2 -AFI,Looking Tragic,50.0,0.536,0.873,,-3.07,1,0.0554,7.69e-05,3.52e-05,0.107,0.706,134.889,157894.0,4,10 -Mogwai,Ritchie Sacramento,50.0,0.395,0.727,,-7.495,1,0.0319,0.000396,0.819,0.173,0.112,137.128,252267.0,4,10 -Angel Olsen,New Love Cassette (Mark Ronson Remix),24.0,0.776,0.413,6.0,-11.206,0,0.0559,0.221,0.897,0.111,0.357,88.99,208056.0,4,6 -Backstreet Boys,Darlin',30.0,0.671,0.518,,-8.281,0,0.0262,0.106,,0.111,0.308,122.079,5.528883333,4,9 -The Sanctuary,gold,46.0,0.69,0.43,6.0,-8.958,0,0.273,0.0613,0.0327,0.2,0.238,111.93,193175.0,4,6 -Pain of Salvation,PANTHER,34.0,0.622,0.791,,-11.251,0,0.0935,0.0611,0.000256,0.0898,0.327,111.918,251507.0,4,8 -ZZ Top,Tush - 2006 Remaster,66.0,0.58,0.885,,-5.154,0,0.0715,0.1,0.00157,0.146,0.788,145.405,137933.0,4,2 -Puppet,Dynamo,38.0,0.411,0.969,1.0,-4.726,1,0.136,0.0256,0.122,0.298,0.245,100.025,239874.0,4,10 -Sick Puppies,Where Do I Begin,40.0,0.545,0.931,5.0,-4.852,1,0.0452,0.0034,3.39e-06,0.098,0.395,134.023,214907.0,4,10 -Islander,The Outsider,46.0,0.536,0.927,,-4.771,1,0.0812,8.12e-05,1.58e-05,0.255,0.449,124.036,173305.0,4,10 -"William Soovik Grand Finale, Malin Wättring, Signe Dahlgreen, Viktor Reuter, Joel Fabiansson",Hampus & Anna,33.0,0.256,0.516,7.0,-9.296,1,0.0335,0.0992,0.746,0.373,0.237,101.305,4.556983333,4,7 -Oscar Roland,Red Lava,45.0,0.646,0.0825,11.0,-16.919,0,0.0574,0.99,0.895,0.111,0.152,99.888,2.911783333,3,7 -The Killers,Caution,61.0,0.278,0.931,7.0,-3.719,1,0.121,0.00525,5.78e-06,0.144,0.167,178.346,228040.0,4,6 -Liz Lawrence,Down For Fun,12.0,0.677,0.791,7.0,-5.34,1,0.0307,0.00394,0.0853,0.101,0.857,102.974,155000.0,4,10 -Bill Evans Trio,Some Other Time - Live,43.0,0.432,0.0658,,-28.091,1,0.0512,0.946,0.944,0.693,0.121,124.621,4.965966667,4,7 -Set It Off,Catch Me If You Can,52.0,0.599,0.914,4.0,-4.926,0,0.0662,0.00246,9.21e-06,0.21,0.587,100.044,179685.0,4,10 -Dead Pony,Speak of the Devil,32.0,0.431,0.777,7.0,-7.853,1,0.0494,0.000207,1.25e-05,0.105,0.361,76.027,215296.0,4,1 -Tomer Yeshayahu,Good Morning,37.0,0.636,0.568,11.0,-8.232,1,0.0401,0.655,5.18e-05,0.346,0.884,118.444,247595.0,4,6 -Smiler,Neighbourhood,,0.52,0.891,,-4.624,0,0.354,0.523,,0.688,0.855,128.318,208613.0,5,5 -Maximo Park,Books From Boxes,59.0,0.611,0.568,5.0,-6.142,1,0.032,0.0906,,0.117,0.567,95.546,208653.0,4,1 -Christopher Varela,Deep Forest - Cello Version,46.0,0.085,0.137,2.0,-15.559,1,0.0435,0.98,0.951,0.109,0.0592,167.408,1.880716667,4,7 -Molchat Doma,–ù–∞ –î–Ω–µ,57.0,0.615,0.761,1.0,-5.358,1,0.041,0.00517,0.262,0.191,0.476,109.995,247409.0,4,6 -LOOK MUM NO COMPUTER,Waiting for the World to End,39.0,0.434,0.974,7.0,-6.188,1,0.152,0.000127,0.000171,0.956,0.12,125.016,226865.0,4,1 -Run–D.M.C.,It's Tricky,71.0,0.965,0.857,11.0,-8.458,0,0.17,0.00131,,0.0726,0.951,127.656,3.062666667,4,9 -George Holliday,All Drained Out,37.0,0.658,0.365,10.0,-7.698,1,0.0326,0.782,,0.109,0.41,125.124,227960.0,4,9 -Britney Spears,Stronger,69.0,0.707,0.923,11.0,-3.957,1,0.0521,0.128,0.000437,0.273,0.842,108.049,3.383333333,4,9 -The Lovin' Spoonful,Summer in the City - Remastered,64.0,0.423,0.681,10.0,-9.756,1,0.0398,0.0592,0.000177,0.0889,0.56,110.461,160307.0,4,10 -The Jeff Healey Band,Sugar Sweet,32.0,0.632,0.764,,-10.139,1,0.0515,0.314,0.0388,0.133,0.935,117.608,226160.0,4,2 -Car Seat Headrest,Fill in the Blank,55.0,0.339,0.829,9.0,-7.239,1,0.058,0.00737,1.26e-05,0.0596,0.5,162.794,244507.0,4,6 -Tokimeki Records,Night Birds (feat. Froya & ÂÆÆËÑáÁøîÂπ≥),32.0,0.702,0.691,8.0,-9.243,1,0.0656,0.00109,0.44,0.232,0.669,117.984,294584.0,4,9 -Creedence Clearwater Revival,Long As I Can See The Light,62.0,0.707,0.407,11.0,-7.045,1,0.0373,0.35,0.000253,0.0564,0.532,127.252,210867.0,4,10 -Pretty Vicious,Cave Song,49.0,0.472,0.922,9.0,-3.822,1,0.0837,0.000364,3.07e-06,0.286,0.456,104.872,141009.0,4,1 -The Strokes,Reptilia,75.0,0.489,0.649,9.0,-5.11,1,0.0336,0.000603,0.713,0.101,0.77,158.009,219827.0,4,10 -Punch,◊î◊û◊†◊ï◊ü ◊ú◊©◊û◊¢◊ï◊ü,4.0,0.552,0.699,10.0,-8.615,1,0.0397,0.747,0.155,0.492,0.711,110.861,210347.0,4,6 -Spooky Tooth,Evil Woman,37.0,0.379,0.687,,-10.778,1,0.0645,0.16,0.00622,0.323,0.525,141.878,548827.0,4,2 -glass beach,Rat Castle (Skylar Spence Remix),23.0,0.631,0.948,1.0,-6.004,0,0.0587,0.00652,0.622,0.0737,0.587,130.008,202154.0,4,6 -Black Rebel Motorcycle Club,Restless Sinner,31.0,0.42,0.279,2.0,-12.439,0,0.0359,0.765,,0.22,0.285,122.285,192000.0,4,2 -Strawberry Alarm Clock,The World's On Fire,30.0,0.475,0.519,9.0,-12.645,0,0.03,0.0214,0.252,0.116,0.857,126.528,505267.0,4,2 -Stone Temple Pilots,Fare Thee Well,57.0,0.431,0.371,7.0,-8.709,1,0.0272,0.547,0.0154,0.0921,0.196,66.853,261880.0,4,10 -311,Space and Time,50.0,0.479,0.917,5.0,-6.632,1,0.104,0.103,,0.056,0.852,184.04,214480.0,4,10 -Simon & Garfunkel,Cecilia,74.0,0.755,0.876,,-8.867,1,0.0362,0.357,5.17e-06,0.22,0.954,102.762,174827.0,4,10 -Kelsey Lu,let all the poisons that lurk in the mud seep out,44.0,0.398,0.544,8.0,-8.49,0,0.0337,0.83,0.0341,0.18,0.216,94.921,211286.0,3,6 -TED,Suka - Instrumental Version,15.0,0.64,0.18,6.0,-20.394,0,0.0322,0.79,0.943,0.0647,0.251,129.998,317538.0,4,6 -Pearl Jam,Given to Fly,58.0,0.317,0.764,7.0,-7.076,1,0.0282,0.000294,0.099,0.0996,0.341,101.173,238867.0,4,10 -The Killers,Human,74.0,0.557,0.8,10.0,-8.477,1,0.0601,0.00132,0.0012,0.0906,0.582,135.47,245373.0,4,10 -The Roots,You Got Me,66.0,0.729,0.442,11.0,-8.106,0,0.285,0.151,,0.189,0.757,81.029,259307.0,4,5 -AC/DC,Back In Black,84.0,0.31,0.7,9.0,-5.678,1,0.047,0.011,0.00965,0.0828,0.763,188.386,255493.0,4,10 -Kalan.FrFr,Look At Me,57.0,0.766,0.385,9.0,-14.029,1,0.392,0.249,,0.119,0.375,100.022,179344.0,4,5 -Raful Neal,Blues On The Moon,13.0,0.581,0.647,10.0,-12.674,0,0.0524,0.00347,0.718,0.321,0.802,145.139,176467.0,4,2 -Staind,Something to Remind You,50.0,0.414,0.295,10.0,-9.271,0,0.033,0.846,,0.079,0.218,125.833,247053.0,4,10 -PVRIS,Loveless,55.0,0.486,0.374,4.0,-9.205,0,0.0294,0.667,1.16e-06,0.116,0.255,88.17,229467.0,4,10 -John Prine,Souvenirs,48.0,0.544,0.36,4.0,-11.862,1,0.0287,0.798,0.00481,0.112,0.763,153.206,3.71445,4,0 -Ashe,Me Without You,59.0,0.74,0.172,11.0,-8.669,1,0.0497,0.658,,0.133,0.664,122.951,189500.0,4,9 -Megan Davies,Take Me To Church (Acoustic Cover) feat. Matt Wright,53.0,0.637,0.292,4.0,-8.206,0,0.0375,0.745,,0.305,0.4,127.015,4.63003333,3,0 -"Sachet Tandon, Sachet-Parampara","Bekhayali (From ""Kabir Singh"")",63.0,0.308,0.585,9.0,-5.18,0,0.0428,0.45,,0.319,0.345,171.843,6.196516667,3,3 -The Devil Makes Three,Champagne And Reefer,56.0,0.735,0.836,2.0,-7.467,1,0.0451,0.353,0.0143,0.342,0.781,121.251,174248.0,4,2 -Maroon 5,Girls Like You,,0.609,0.529,,-6.859,1,0.106,0.545,,0.127,0.474,60.349,235680.0,4,9 -"Art'tma, Shradha Ganesh",Tharangini,6.0,0.688,0.743,5.0,-7.857,0,0.0489,0.506,0.00347,0.0853,0.773,100.014,2.46,4,0 -Spandau Ballet,True - Live from the N.E.C.,26.0,0.411,0.872,,-4.317,1,0.0385,0.0913,0.00028,0.956,0.299,104.934,5.975783333,4,9 -Ruby Waters,Difficult,42.0,0.478,0.589,7.0,-4.124,1,0.03,0.121,,0.423,0.372,180.041,176026.0,4,1 -Janis Joplin,Me and Bobby McGee,72.0,0.43,0.463,2.0,-10.96,1,0.0442,0.303,5.84e-05,0.152,0.66,93.405,271333.0,4,10 -Cream,White Room,72.0,0.553,0.576,,-13.458,1,0.0304,0.191,0.00664,0.0365,0.457,109.827,298333.0,4,10 -Westlife,If I Let You Go - Radio Edit,14.0,0.579,0.697,,-4.255,1,0.0287,0.00575,,0.0775,0.64,181.995,3.692216667,4,9 -Mimi Webb,Good Without,84.0,0.616,0.576,11.0,-5.495,0,0.0532,0.0723,,0.375,0.269,89.962,182121.0,4,9 -The Jeff Healey Band,Stop Breakin' Down - Live,27.0,0.372,0.767,7.0,-8.692,1,0.12,0.00207,0.000432,0.982,0.417,119.249,410960.0,4,2 -Gojira,Amazonia,64.0,0.382,0.954,9.0,-4.831,1,0.0417,0.00038,0.776,0.244,0.513,181.933,300783.0,4,10 -Faces,Stay With Me,64.0,0.458,0.869,9.0,-8.381,1,0.032,0.0969,0.0596,0.357,0.813,91.39,279360.0,4,10 -Evereal,When You're Gone,34.0,0.377,0.867,4.0,-6.218,0,0.059,0.0136,0.000526,0.598,0.193,109.971,247750.0,4,8 -Joe Walsh,Life's Been Good,69.0,0.505,0.476,2.0,-12.897,1,0.0711,0.25,0.00915,0.113,0.542,99.31,536227.0,4,10 -Huey Lewis & The News,The Power Of Love,74.0,0.768,0.829,5.0,-5.109,1,0.0313,0.0964,2.92e-05,0.097,0.962,118.773,234333.0,4,10 -Kraftwerk,The Model - 2009 Remaster,60.0,0.708,0.683,4.0,-7.768,0,0.0344,0.00122,0.643,0.121,0.463,123.602,220533.0,4,1 -Charlie Parker,Cheryl,37.0,0.46,0.609,9.0,-8.67,0,0.121,0.755,0.000135,0.159,0.839,179.485,180533.0,4,2 -Beck,Beercan,45.0,0.773,0.607,10.0,-9.505,0,0.185,0.00367,0.00599,0.0953,0.575,109.002,240320.0,4,10 -Christine and the Queens,"People, I've been sad",62.0,0.627,0.378,1.0,-9.1,0,0.0382,0.253,0.000104,0.143,0.221,77.982,260877.0,4,6 -Critical Defiance,Desert Ways,19.0,0.289,0.914,9.0,-8.753,1,0.102,1.58e-06,0.515,0.165,0.308,118.922,362573.0,4,8 -I Knew I Could Fly,"Our Native Daughters, Leyla McCalla, Allison Russell",44.0,0.541,0.247,,-17.167,1,0.0296,0.853,0.0491,0.107,0.86,167.261,3.69245,4,0 -Udit Narayan,Papa Kahte Hain,44.0,0.66,0.606,,-12.23,1,0.0348,0.455,5.02e-06,0.373,0.885,91.118,5.89445,4,3 -Dudu Aharon,◊ê◊ï◊î◊ë ◊¢◊ì◊ô◊ô◊ü,18.0,0.734,0.929,4.0,-2.931,0,0.0462,0.0546,,0.241,0.851,110.0,244267.0,4,9 -Eagles,Take It Easy - 2013 Remaster,77.0,0.575,0.67,7.0,-10.39,1,0.0318,0.343,4.95e-06,0.129,0.74,139.191,3.5263,4,0 -10cc,Dreadlock Holiday,68.0,0.837,0.38,7.0,-13.341,0,0.064,0.541,0.00789,0.198,0.892,104.995,267947.0,4,10 -DeWolff,Live Like You,42.0,0.543,0.631,4.0,-10.665,0,0.0433,0.00583,0.0269,0.321,0.603,97.519,181093.0,4,10 -Rendez Vous,Sentimental Animal,39.0,0.467,0.769,2.0,-5.059,1,0.0393,3.93e-05,0.572,0.32,0.607,155.957,275391.0,4,10 -Jelani Aryeh,From These Heights,58.0,0.758,0.903,4.0,-3.909,1,0.0314,0.00949,7.43e-06,0.628,0.749,125.002,206585.0,4,9 -King Solomon Hill,Whoopee Blues,30.0,0.61,0.221,6.0,-13.947,0,0.0518,0.977,0.224,0.114,0.617,98.818,191133.0,4,2 -Shlomo Artzi,◊†◊ë◊®◊ê◊™◊ô ◊ú◊ö,33.0,0.631,0.706,11.0,-5.153,0,0.0316,0.149,0.0103,0.203,0.341,98.493,294587.0,4,10 -The Wallflowers,One Headlight,72.0,0.701,0.539,2.0,-8.968,1,0.0277,0.000655,0.005,0.0589,0.752,107.531,312627.0,4,9 -Louis Jordan & His Tympany Five,Let The Good Times Roll,47.0,0.705,0.401,9.0,-9.506,0,0.0475,0.812,,0.319,0.649,104.956,167227.0,4,2 -Stunna Gambino,Top Opp Vulture,53.0,0.668,0.6,1.0,-7.469,0,0.255,0.57,,0.101,0.206,81.002,133184.0,4,5 -Cazamos Cometas,Lasitud,22.0,0.47,0.76,4.0,-9.22,1,0.0349,0.201,0.131,0.0941,0.241,87.427,244375.0,3,10 -grandson,Dirty,65.0,0.536,0.845,2.0,-5.765,1,0.0615,0.0033,,0.0465,0.6,159.953,208296.0,4,9 -Roberto Cabello Jr.,Primavera,39.0,0.582,0.0811,2.0,-16.507,0,0.0635,0.974,0.918,0.112,0.112,98.946,4.305916667,4,7 -DJ Zinhle,Go!,31.0,0.803,0.634,1.0,-11.046,1,0.0549,0.0169,0.663,0.0613,0.935,115.01,294261.0,4,9 -Shattered Skies,Starbound,15.0,0.395,0.86,7.0,-6.75,1,0.0941,0.00188,0.000155,0.369,0.41,160.916,284911.0,4,8 -The Pretty Reckless,Heaven Knows,57.0,0.54,0.801,2.0,-3.733,1,0.0475,0.0845,,0.221,0.577,83.979,224855.0,4,10 -Rostam,4Runner,52.0,0.48,0.729,1.0,-7.992,1,0.133,0.401,9.17e-06,0.144,0.735,98.03,229520.0,4,6 -Kip Moore,Somethin' 'Bout A Truck,69.0,0.554,0.794,11.0,-5.417,1,0.035,0.0697,,0.63,0.79,176.01,3.563783333,4,4 -Mohammed Rafi,Toote Huye Khwabon Ne,15.0,0.493,0.34,4.0,-10.888,0,0.0309,0.964,0.175,0.195,0.527,104.413,3.24155,4,3 -Grace Mitchell,MANGO,42.0,0.765,0.779,11.0,-7.099,1,0.0317,0.211,0.238,0.122,0.669,125.012,185390.0,4,6 -Franz Ferdinand,Always Ascending,45.0,0.442,0.92,7.0,-4.688,1,0.107,0.00196,3.64e-06,0.11,0.255,112.585,321413.0,4,10 -Liz Vice,Empty Me Out,44.0,0.739,0.355,,-10.571,1,0.0285,0.177,0.169,0.299,0.751,95.985,277675.0,4,2 -Cadaveria,Matryoshcada,22.0,0.489,0.942,5.0,-5.032,1,0.0711,0.000384,0.00015,0.259,0.405,128.022,309187.0,4,8 -Shungudzo,White parents,,0.581,0.839,2.0,-5.468,1,0.0552,0.00401,1.36e-05,0.163,0.224,110.049,132614.0,4,10 -Amy Shark,Adore - Piano Unplugged,44.0,0.571,0.313,,-9.833,1,0.0657,0.739,,0.113,0.163,64.531,197574.0,4,9 -Reignwolf,Cabin Fever (Garage Recording),43.0,0.329,0.987,2.0,-5.535,1,0.387,0.289,0.012,0.107,0.358,122.725,144000.0,3,10 -Rhye,Come In Closer,61.0,0.823,0.316,8.0,-11.151,1,0.128,0.385,0.415,0.0917,0.531,105.987,216053.0,4,6 -Hadag Nahash,◊ú◊ê ◊û◊î ◊©◊ô◊§◊ô◊ú ◊ê◊ï◊™◊ô,21.0,0.595,0.727,5.0,-7.179,1,0.0759,0.186,,0.0945,0.328,150.107,298357.0,4,5 -Andrei Smirnova,Peace Of Mind,46.0,0.734,0.138,9.0,-17.687,1,0.0494,0.904,0.925,0.11,0.168,113.911,2.466666667,3,7 -Shadeemus,Butterflies,30.0,0.621,0.608,10.0,-8.82,0,0.0245,0.593,5.15e-05,0.116,0.311,90.046,220000.0,4,9 -Run The Jewels,yankee and the brave,55.0,0.595,0.878,10.0,-5.63,0,0.423,0.172,,0.303,0.746,82.007,146573.0,4,5 -Black Sabbath,Children of the Grave,63.0,0.311,0.658,6.0,-13.529,1,0.0406,0.0706,0.104,0.093,0.353,151.813,314720.0,4,8 -The Doors,Light My Fire,73.0,0.413,0.725,3.0,-5.787,0,0.0324,0.369,2.16e-05,0.0905,0.44,124.618,429760.0,4,1 -Squid,Paddling,50.0,0.412,0.655,2.0,-8.931,1,0.0538,0.000429,0.0487,0.29,0.102,88.573,375627.0,4,6 -Kokomo Arnold,Mean Old Twister - Remastered,18.0,0.628,0.156,2.0,-15.72,1,0.096,0.995,0.234,0.109,0.366,135.022,178525.0,1,2 -Brynn Elliott,Letter To A Girl,45.0,0.536,0.552,,-8.267,1,0.0365,0.296,5.16e-05,0.104,0.182,112.016,197232.0,4,9 -LASTELLE,A Letter Unread,39.0,0.414,0.852,3.0,-8.666,1,0.0817,0.000307,0.00244,0.0953,0.118,129.963,263077.0,3,8 -James Taylor,Fire and Rain,2.0,0.611,0.35,5.0,-14.48,1,0.0356,0.499,7.84e-06,0.0844,0.36,76.064,3.34298333,4,0 -Forndom,Yggdrasil,45.0,0.477,0.529,9.0,-14.943,0,0.056,0.63,0.797,0.095,0.205,97.539,255000.0,3,8 -Asha Bhosle,Aaiye Meharban,16.0,0.375,0.453,5.0,-9.551,0,0.0404,0.954,0.00796,0.423,0.536,120.464,4.210883333,4,3 -SHAED,Trampoline,75.0,0.619,0.459,7.0,-5.782,0,0.0334,0.56,,0.137,0.498,126.803,184280.0,4,10 -Bob Berg,All The Way,,0.423,0.158,,-15.59,0,0.0346,0.717,0.0075,0.0975,0.185,106.974,5.588883333,4,7 -Statik Selektah,"Play Around (feat. Conway the Machine, 2 Chainz, Killer Mike, & Allan Kingdom)",33.0,0.756,0.876,5.0,-5.477,0,0.199,0.0955,0.000157,0.0951,0.647,87.919,210000.0,4,5 -Nathan Goshen,◊î◊ô◊ï◊ù ◊ô◊î◊ô◊î ◊©◊û◊ó,38.0,0.797,0.5,2.0,-5.012,0,0.058,0.266,,0.12,0.783,144.946,173800.0,4,9 -Anderson East,All On My Mind - Acoustic,44.0,0.483,0.487,1.0,-6.376,0,0.158,0.69,,0.108,0.298,108.944,229613.0,5,2 -The Heavy,Turn Up,43.0,0.531,0.908,7.0,-2.487,1,0.121,0.0224,5.73e-05,0.617,0.498,142.084,207335.0,4,10 -Charmaine,WOO!,53.0,0.953,0.614,2.0,-7.328,1,0.0752,0.00717,0.000258,0.0762,0.188,105.019,168427.0,4,5 -Synapson,Toujours (feat. Tim Dup & Lass),44.0,0.782,0.618,3.0,-9.434,1,0.068,0.475,6.96e-05,0.117,0.502,130.009,201231.0,4,6 -Elkka,Burnt Orange - Edit,51.0,0.849,0.744,11.0,-9.744,0,0.0891,0.236,0.157,0.0776,0.312,122.019,271475.0,4,6 -Alice In Chains,No Excuses,64.0,0.527,0.838,3.0,-6.013,1,0.0323,0.0206,0.00062,0.07,0.721,117.454,255573.0,4,10 -my bloody valentine,soon,50.0,0.431,0.927,6.0,-9.072,0,0.0432,5.99e-06,0.869,0.42,0.632,109.55,419307.0,4,1 -The Great Divide,"Anyone, Evermore",34.0,0.358,0.94,1.0,-3.946,1,0.202,0.000581,0.0172,0.367,0.126,178.09,283227.0,4,10 -Semblant,Mere Shadow,35.0,0.334,0.971,4.0,-4.853,0,0.267,4.09e-05,0.0372,0.131,0.166,200.163,303600.0,4,8 -Sia,"No New Friends (feat. Sia, Diplo, and Labrinth)",63.0,0.725,0.703,7.0,-4.641,1,0.0466,0.0632,0.000251,0.14,0.638,106.032,175827.0,4,9 -Uffie,Pop The Glock,39.0,0.933,0.539,10.0,-7.652,0,0.106,0.318,,0.154,0.399,111.961,210307.0,4,1 -New Order,Blue Monday,70.0,0.762,0.651,,-13.34,1,0.0655,0.00198,0.856,0.111,0.941,130.395,449160.0,4,6 -Lenny Kravitz,Heaven Help,43.0,0.556,0.297,6.0,-12.472,0,0.0421,0.677,0.131,0.0794,0.234,172.2,191200.0,4,10 -El Cruce,Mapuche,18.0,0.325,0.733,9.0,-4.288,1,0.0418,0.361,0.00135,0.359,0.517,176.618,291012.0,3,2 -Yehudit Ravitz,◊ú◊ê ◊ò◊ï◊ë ◊î◊ô◊ï◊™ ◊î◊ê◊ì◊ù ◊ú◊ë◊ì◊ï,19.0,0.582,0.652,,-11.257,1,0.0331,0.103,9.49e-05,0.238,0.711,124.983,290133.0,4,10 -Alvvays,In Undertow,53.0,0.357,0.69,1.0,-2.626,1,0.044,0.000115,0.00167,0.101,0.308,116.91,197187.0,4,10 -Empire of the Sun,Walking On A Dream,78.0,0.871,0.701,5.0,-5.594,0,0.0458,0.257,7.52e-06,0.0589,0.716,126.975,198440.0,4,9 -American Authors,Best Day Of My Life,79.0,0.673,0.902,2.0,-2.392,1,0.0346,0.0591,0.000262,0.0558,0.538,100.012,194240.0,4,10 -Oliver Hoss,Only With You,37.0,0.449,0.577,11.0,-6.958,1,0.0283,0.0181,0.789,0.11,0.278,110.051,233705.0,4,6 -Crowbar,Existense Is Punishment,39.0,0.38,0.753,9.0,-8.175,0,0.0723,0.000801,0.00056,0.0958,0.38,148.836,269000.0,4,8 -Lata Mangeshkar,Rajnigandha Phool Tumhare,18.0,0.635,0.27,10.0,-8.646,0,0.0453,0.988,0.000259,0.175,0.264,98.308,3.410216667,4,3 -Caroline Kingsbury,Kissing Someone Else,33.0,0.721,0.708,3.0,-5.74,0,0.031,0.15,0.00439,0.267,0.77,121.981,226040.0,4,10 -Sam Smith,Diamonds - Acoustic,59.0,0.489,0.284,10.0,-8.699,0,0.0508,0.841,,0.137,0.335,186.337,194542.0,4,9 -Wale,Good Vibes (Za),61.0,0.734,0.635,10.0,-5.431,0,0.203,0.19,,0.103,0.878,90.001,172030.0,4,5 -Alien Ant Farm,Smooth Criminal,75.0,0.653,0.964,9.0,-4.261,0,0.0582,0.00316,0.00512,0.144,0.87,126.928,209267.0,4,8 -Dallas,Shark,31.0,0.724,0.55,2.0,-10.16,1,0.0319,0.000655,0.0169,0.0697,0.254,132.981,180451.0,4,10 -Iggy Azalea,Sip It,68.0,0.948,0.627,1.0,-6.11,1,0.106,0.00936,1.35e-05,0.0743,0.417,129.995,195784.0,4,5 -LaSalle Street Trio,I've Told Every Little Star,56.0,0.587,0.0575,2.0,-22.505,0,0.0406,0.943,0.865,0.0928,0.146,64.996,4.220216667,4,7 -Hockey Dad,I Missed Out,41.0,0.291,0.963,10.0,-3.881,0,0.0726,0.000146,1.41e-06,0.173,0.306,86.187,213448.0,4,1 -The Cramps,Human Fly,56.0,0.531,0.849,9.0,-10.754,1,0.111,0.0389,0.00763,0.186,0.305,119.516,136427.0,4,6 -Thee Headcoats,Davy Crockett,34.0,0.481,0.981,9.0,-1.183,1,0.0713,0.119,,0.813,0.7,115.033,175440.0,4,2 -KennyHoopla,hollywood sucks//,65.0,0.578,0.894,2.0,-4.671,1,0.0593,0.00158,7.51e-06,0.383,0.522,139.99,153040.0,4,9 -Meghan Trainor,All About That Bass,73.0,0.807,0.887,9.0,-3.726,1,0.0503,0.0573,2.87e-06,0.124,0.961,134.052,187920.0,4,9 -Bass Drum of Death,Just Business,37.0,0.531,0.976,7.0,-7.339,1,0.0448,0.000175,7.39e-05,0.392,0.527,115.029,244800.0,4,1 -Scorpions,Big City Nights - 2015 - Remaster,46.0,0.499,0.936,9.0,-3.031,0,0.069,0.000636,0.0025,0.0658,0.662,137.627,249147.0,4,8 -Losing You,Flyte,,0.624,0.694,1.0,-8.084,1,0.0258,0.338,0.0283,0.109,0.912,141.968,3.445333333,4,0 -VANITASÂëΩÊ≠ª,"Navigator, New Friend Request!",35.0,0.499,0.613,,-7.404,0,0.0453,0.00121,0.849,0.176,0.15,179.9,192035.0,4,6 -"Kishore Kumar, Asha Bhosle",Kehdoon Tumhen - Deewaar / Soundtrack Version,41.0,0.329,0.778,9.0,-1.036,1,0.0468,0.698,1.38e-05,0.136,0.667,103.814,3.691333333,4,3 -Fresh,Nighttime,26.0,0.463,0.89,1.0,-6.099,0,0.0391,0.000138,0.581,0.394,0.501,125.156,162766.0,4,1 -Joe Bonamassa,Love Ain't a Love Song,36.0,0.471,0.944,10.0,-4.673,0,0.0686,0.000744,0.000587,0.193,0.763,94.414,228520.0,4,10 -HELLYEAH,You Wouldn't Know,51.0,0.409,0.916,8.0,-3.181,1,0.0511,0.000248,0.0113,0.125,0.12,147.171,258020.0,4,8 -Mishegas,Tonight,41.0,0.601,0.645,4.0,-8.512,1,0.0318,0.227,0.271,0.0837,0.102,124.996,192364.0,4,6 -Bodysnatcher,Take Me To Hell,49.0,0.365,0.941,4.0,-6.59,1,0.171,0.00022,0.00856,0.571,0.231,116.868,210465.0,4,8 -Fire From The Gods,Right Now,56.0,0.494,0.916,1.0,-4.734,0,0.233,0.00112,4.43e-06,0.0996,0.433,89.468,225026.0,4,10 -Corey Harper,On the Run,,0.411,0.512,9.0,-7.491,1,0.027,0.387,,0.0676,0.0544,83.399,3.44396667,4,0 -Thornetta Davis,I Believe (Everything Gonna Be Alright),12.0,0.567,0.864,,-6.252,1,0.0556,0.0946,1.42e-05,0.451,0.484,115.937,344507.0,4,2 -Don Williams,I Believe In You,48.0,0.659,0.221,7.0,-20.219,1,0.0494,0.835,0.000396,0.139,0.56,117.945,4.092883333,3,4 -The Rolling Stones,Scarlet,45.0,0.482,0.948,9.0,-3.389,1,0.179,0.0431,0.369,0.252,0.644,172.674,224293.0,4,10 -Aviv Geffen,◊†◊ï◊°◊ò◊ú◊í◊ô◊î,23.0,0.433,0.379,7.0,-8.676,0,0.0279,0.79,,0.323,0.289,141.84,174267.0,4,10 -Ron Gallo,A PLATE IN MY HONOR,30.0,0.763,0.673,5.0,-7.383,0,0.0578,0.241,2.14e-06,0.471,0.63,133.075,145162.0,4,9 -One String Sam,My Baby Ooo,5.0,0.81,0.334,5.0,-10.62,0,0.0773,0.97,0.918,0.0996,0.635,100.275,186854.0,4,2 -Slowdive,Sugar for the Pill,60.0,0.533,0.545,7.0,-7.681,1,0.0243,0.207,0.797,0.113,0.419,98.014,270918.0,4,10 -Hozier,Shrike,63.0,0.506,0.275,7.0,-8.464,0,0.0292,0.494,0.00377,0.101,0.0639,153.769,298880.0,3,9 -Promise,Where Do I Go,39.0,0.427,0.964,11.0,-4.715,0,0.103,0.000563,,0.278,0.274,144.992,193824.0,4,8 -Jason Derulo,Lifestyle (feat. Adam Levine),81.0,0.749,0.674,10.0,-5.128,0,0.0366,0.0209,,0.169,0.711,123.055,153865.0,4,9 -INXS,What You Need,47.0,0.663,0.903,11.0,-4.599,1,0.117,0.046,0.0078,0.121,0.486,115.936,216013.0,4,10 -Muskets,17 Years,31.0,0.446,0.935,8.0,-4.677,1,0.0357,7.02e-05,0.000745,0.121,0.614,136.06,183583.0,4,10 -R3HAB,Close To You (with Andy Grammer),69.0,0.76,0.605,9.0,-8.119,1,0.0984,0.0886,2.09e-06,0.157,0.371,114.996,186261.0,4,9 -Udit Narayan,Aaye Ho Meri Zindagi Mein - Male Version,44.0,0.598,0.836,11.0,-12.336,1,0.0327,0.646,0.017,0.0791,0.938,135.001,6.048883333,3,3 -S. P. Balasubrahmanyam,Dil Deewana - Male Vocals,27.0,0.466,0.463,8.0,-11.904,1,0.0334,0.817,2.57e-05,0.16,0.537,82.038,5.379333333,4,3 -Alien Ant Farm,Everything She Wants,43.0,0.642,0.843,11.0,-5.685,1,0.0502,0.00331,9.37e-06,0.0969,0.765,121.998,221082.0,4,10 -Foals,My Number,68.0,0.639,0.715,6.0,-8.954,0,0.0392,0.0243,0.000552,0.619,0.813,128.072,238853.0,4,10 -Advaita,Mo Funk (Indo-Western Fusion),20.0,0.468,0.756,5.0,-7.699,0,0.0413,0.223,0.296,0.41,0.927,113.375,1.65945,5,0 -Asylums,The Distance Between Left And Right,23.0,0.378,0.724,1.0,-6.706,0,0.0499,3.23e-06,0.247,0.172,0.603,102.996,200405.0,4,10 -Hara Noda,Catcher,50.0,0.539,0.297,,-14.454,0,0.0289,0.938,0.915,0.161,0.358,75.128,3.889583333,4,7 -"Suresh Wadkar, Nitin Mukesh",Tu Mujhe Suna,15.0,0.513,0.684,2.0,-10.309,1,0.04,0.969,0.00551,0.36,0.892,132.581,4.66865,4,3 -Tay Money,PBJ,53.0,0.919,0.485,1.0,-5.062,1,0.241,0.0871,,0.0742,0.33,89.976,134667.0,4,5 -Parquet Courts,Human Performance,47.0,0.456,0.754,6.0,-3.875,0,0.0298,0.195,0.485,0.292,0.521,109.825,255880.0,4,1 -3Breezy,Message To Her,60.0,0.582,0.636,9.0,-5.851,1,0.118,0.566,,0.106,0.272,114.603,154032.0,3,5 -Shygirl,BB,50.0,0.704,0.726,,-9.888,0,0.0561,0.0213,0.455,0.31,0.394,130.052,166000.0,4,6 -Albert Cummings,Red Rooster,39.0,0.287,0.692,8.0,-6.157,1,0.0495,0.0374,0.244,0.107,0.713,68.708,235815.0,4,2 -ten56.,Diazepam,41.0,0.305,0.962,4.0,-5.381,0,0.225,0.000302,0.00421,0.308,0.114,77.434,156196.0,4,8 -Tuna,◊ê◊ô◊ü ◊ë◊ô◊†◊ô◊†◊ï ◊ó◊ú◊ú,38.0,0.718,0.578,2.0,-7.502,1,0.0431,0.19,0.000585,0.43,0.275,131.004,217921.0,4,5 -Guns N' Roses,Sweet Child O' Mine,81.0,0.454,0.91,6.0,-7.766,1,0.0448,0.0866,0.0996,0.116,0.629,125.116,5.90866667,4,10 -Molchat Doma,–ù–µ–±–µ—Å–∞ –∏ –ê–¥ (Heaven and Hell),44.0,0.433,0.728,11.0,-8.528,1,0.0282,7e-05,0.2,0.195,0.115,109.724,334634.0,4,6 -Heart,Barracuda,74.0,0.547,0.691,4.0,-13.553,0,0.0369,0.015,0.105,0.144,0.667,137.148,261933.0,4,10 -"Astronauts, etc.",Cherry Plum,42.0,0.667,0.659,4.0,-10.264,0,0.04,0.728,0.249,0.141,0.826,139.947,174857.0,4,1 -Cream,Sunshine Of Your Love,70.0,0.683,0.594,2.0,-8.289,1,0.0347,0.385,8.61e-05,0.121,0.734,115.099,4.17333333,4,10 -Kid Rock,All Summer Long,75.0,0.7,0.864,7.0,-3.629,1,0.0283,0.0212,,0.0956,0.887,102.997,297587.0,4,9 -Through Fire,Listen To Your Heart,52.0,0.189,0.878,11.0,-6.256,0,0.153,1.67e-05,0.00126,0.13,0.379,170.045,215947.0,4,10 -The Offspring,Hit That,62.0,0.704,0.809,4.0,-3.045,1,0.0321,0.0233,,0.0596,0.962,131.952,169413.0,4,10 -Erroll Garner,Misty - Remastered 2020,55.0,0.327,0.145,5.0,-20.443,1,0.0397,0.945,0.884,0.091,0.136,178.966,2.785366667,1,7 -You Me At Six,Night People,41.0,0.471,0.802,4.0,-5.037,0,0.0642,0.00309,,0.361,0.406,82.332,183720.0,4,10 -Lake Of Tears,Lost in a Moment,31.0,0.55,0.591,2.0,-12.19,1,0.0466,0.000817,0.568,0.213,0.285,134.972,358547.0,4,8 -Supertramp,Give A Little Bit,75.0,0.531,0.818,2.0,-5.358,1,0.0452,0.0694,0.0096,0.263,0.471,90.767,4.13621667,4,10 -Alcest,La nuit marche avec moi,34.0,0.467,0.814,8.0,-4.917,0,0.0338,0.0362,0.17,0.147,0.321,126.014,298080.0,4,6 -Lord Huron,I Lied (with Allison Ponthier),64.0,0.44,0.269,5.0,-10.769,1,0.0262,0.914,0.261,0.132,0.138,103.877,234383.0,3,6 -System Of A Down,Shame,38.0,0.467,0.849,5.0,-4.646,1,0.171,0.00312,0.045,0.119,0.764,120.229,160667.0,4,10 -Don McLean,American Pie,76.0,0.531,0.481,4.0,-11.709,0,0.06,0.699,,0.0842,0.491,138.45,8.61488333,4,10 -The Vintage Caravan,Whispers,32.0,0.259,0.976,11.0,-4.654,0,0.1,1.17e-05,0.0355,0.2,0.283,149.351,224956.0,4,10 -Andrew Bird,Sisyphus,61.0,0.631,0.792,,-4.364,0,0.0427,0.23,0.000317,0.0756,0.462,82.901,247493.0,4,1 -Queens of the Stone Age,No One Knows,72.0,0.509,0.584,,-4.907,1,0.057,0.0368,9.96e-05,0.384,0.685,170.411,278747.0,4,6 -Simian Mobile Disco,Hustler,39.0,0.685,0.898,10.0,-2.719,0,0.041,0.00434,0.817,0.0708,0.694,126.964,224667.0,4,1 -David Miner,Silver Valley,38.0,0.482,0.255,1.0,-12.156,1,0.0339,0.788,0.017,0.17,0.382,87.309,275687.0,4,1 -Dennis Lloyd,Alien,72.0,0.71,0.768,,-4.772,1,0.0457,0.00813,3.66e-05,0.0791,0.419,118.085,138639.0,4,9 -B.B. King,So Excited,30.0,0.681,0.778,7.0,-7.566,1,0.0589,0.368,0.0034,0.331,0.866,138.718,334493.0,4,2 -Swifta Beater,Food Move,16.0,0.583,0.549,,-9.115,1,0.0353,0.00617,0.0532,0.143,0.341,104.869,171480.0,3,5 -Suray Sertin,Super Good Times,50.0,0.837,0.518,6.0,-8.914,1,0.333,0.318,0.082,0.101,0.247,115.06,221217.0,4,1 -Run River North,Mr. Brightside,,0.393,0.178,2.0,-12.016,1,0.0318,0.859,0.00453,0.117,0.178,123.141,4.53333333,4,0 -Counting Crows,Perfect Blue Buildings,47.0,0.598,0.324,5.0,-12.553,1,0.0309,0.593,0.00526,0.106,0.376,80.231,300800.0,4,10 -–£–≤—É–ª–∞,–≠–ª–µ–∫—Ç—Ä–∏—á–µ—Å–∫–∏–π —Ç–æ–∫,51.0,0.378,0.851,11.0,-3.868,0,0.0574,0.00336,0.931,0.0822,0.232,109.238,214382.0,4,6 -"Kishore Kumar, Asha Bhosle",Catcat Mane Billi,3.0,0.746,0.433,10.0,-5.913,1,0.362,0.915,1.61e-06,0.827,0.949,94.908,3.486483333,4,3 -"Natalie Di Luccio, Sawan Khan Manganiyar",Nella Fantasia (Duet Version),5.0,0.257,0.401,10.0,-6.996,1,0.0358,0.54,,0.248,0.171,148.748,4.55625,5,0 -carolesdaughter,Trailer Trash,59.0,0.639,0.792,10.0,-4.262,1,0.0348,0.012,,0.365,0.682,97.094,152272.0,4,1 -Idan Amedi,◊¢◊õ◊©◊ô◊ï ◊õ◊ï◊ú◊ù ◊®◊ï◊ß◊ì◊ô◊ù,38.0,0.636,0.649,5.0,-7.317,0,0.0272,0.0696,1.53e-05,0.0828,0.661,98.009,226613.0,4,9 -Oscar Anton,ophelie,52.0,0.752,0.48,1.0,-9.921,1,0.0447,0.625,0.0256,0.0943,0.655,102.018,236168.0,4,6 -We Were Giants,Section I,39.0,0.454,0.993,9.0,-1.761,0,0.118,0.000182,0.0384,0.471,0.193,130.02,200769.0,4,10 -Fame on Fire,HEADSPACE FT. POORSTACY,50.0,0.508,0.946,10.0,-4.129,0,0.0929,0.014,,0.213,0.569,162.019,191434.0,4,10 -Lil Tjay,Calling My Phone,89.0,0.907,0.393,4.0,-7.636,0,0.0539,0.451,1.35e-06,0.135,0.202,104.949,205458.0,4,5 -The OBGMs,All My Friends,30.0,0.516,0.923,7.0,-5.288,1,0.0345,3.47e-05,0.000145,0.0944,0.541,104.982,200117.0,4,10 -Radiohead,Creep,82.0,0.515,0.43,7.0,-9.935,1,0.0372,0.0097,0.000133,0.129,0.104,91.844,238640.0,4,6 -Britney Spears,Break the Ice,62.0,0.712,0.911,5.0,-3.866,0,0.0445,0.689,8.02e-06,0.107,0.85,117.533,3.26755,4,9 -Fall Out Boy,Uma Thurman,69.0,0.623,0.962,4.0,-2.616,0,0.0895,0.103,0.000174,0.264,0.676,149.963,211573.0,4,10 -Tim Hardin,If I Were a Carpenter - Live at Woodstock - 8/15/69,25.0,0.518,0.219,7.0,-18.147,1,0.034,0.784,0.0612,0.985,0.5,77.959,339320.0,4,10 -Neon95,Flash,32.0,0.474,0.712,10.0,-8.205,1,0.114,0.581,0.902,0.781,0.47,84.461,193281.0,4,6 -Pond,Waiting Around For Grace,48.0,0.298,0.879,1.0,-5.084,0,0.0721,0.000284,2.33e-05,0.174,0.382,122.315,309524.0,4,1 -Snarls,Marbles,39.0,0.381,0.436,5.0,-6.731,1,0.0329,0.0118,,0.133,0.453,183.923,149077.0,3,10 -Eyal Golan,◊©◊ß◊®◊ô◊ù,33.0,0.461,0.597,6.0,-4.821,0,0.0312,0.124,,0.107,0.296,149.77,225133.0,4,9 -Miynt,Nothing personal,33.0,0.625,0.571,11.0,-9.279,1,0.0379,0.181,0.235,0.055,0.0542,119.967,271410.0,4,6 -IVOXYGEN,23,53.0,0.483,0.142,,-13.264,1,0.0456,0.87,0.000105,0.111,0.0379,98.043,156774.0,4,5 -Derek Pope,Water World,49.0,0.714,0.671,10.0,-5.445,0,0.0281,0.0158,0.000684,0.0927,0.415,138.011,190723.0,4,5 -David Bowie,Rebel Rebel - 1999 Remaster,,0.676,0.92,9.0,-7.96,1,0.0435,0.00101,8.65e-06,0.248,0.624,126.341,4.48933333,4,10 -Castlecomer,Runaway,37.0,0.286,0.749,4.0,-7.752,1,0.05,0.00543,,0.312,0.425,173.968,203605.0,4,10 -Godford,Better Place,47.0,0.694,0.57,1.0,-10.206,1,0.0266,0.00825,0.882,0.277,0.899,128.004,226725.0,4,6 -Living Colour,Love Rears Its Ugly Head,50.0,0.615,0.477,2.0,-8.816,1,0.092,0.0558,6.25e-05,0.231,0.731,156.008,259467.0,4,10 -The Early November,Call Off The Bells,47.0,0.566,0.29,6.0,-4.622,1,0.0318,0.241,0.000174,0.0994,0.106,127.0,263320.0,4,10 -Greenleaf,Stray Bullit Woman,45.0,0.477,0.648,6.0,-7.687,1,0.0498,0.0254,0.0184,0.115,0.571,89.753,185440.0,4,8 -The Haunted,Preachers of Death,42.0,0.364,0.962,2.0,-5.239,1,0.0499,7.42e-06,0.157,0.611,0.256,103.589,295560.0,4,8 -Light The Torch,More Than Dreaming,51.0,0.483,0.941,2.0,-5.599,0,0.0718,0.000338,0.0903,0.452,0.418,102.568,189895.0,4,8 -The Word Alive,NO WAY OUT,56.0,0.386,0.92,6.0,-2.906,0,0.306,0.00304,6.56e-06,0.341,0.518,156.991,215053.0,4,10 -The Who,The Real Me,43.0,0.492,0.932,5.0,-7.028,0,0.114,0.0625,0.00484,0.34,0.574,148.93,200707.0,4,10 -Darq E Freaker,Butterscotch,14.0,0.555,0.983,10.0,-1.597,0,0.0738,0.0558,0.213,0.123,0.411,144.053,256766.0,4,5 -Thom Yorke,Not The News,40.0,0.557,0.813,,-8.919,1,0.053,0.0022,0.124,0.533,0.261,124.037,237040.0,4,6 -The Lazy Jesus,Untare,26.0,0.726,0.901,7.0,-5.157,1,0.374,0.254,0.583,0.0482,0.627,180.098,105333.0,4,6 -Roll Deep,When I'm 'Ere,42.0,0.554,0.922,11.0,-3.304,0,0.269,0.394,,0.155,0.678,137.105,184840.0,4,5 -My Favourite Nemesis,Decadence,,0.541,0.958,4.0,-4.669,0,0.148,0.000545,6.75e-05,0.246,0.249,95.015,239766.0,4,8 -Varun Sunil,Whispering Hues (feat. Rajhesh Vaidhya),17.0,0.448,0.544,4.0,-8.015,0,0.0378,0.508,0.906,0.188,0.27,109.889,268427.0,4,6 -Olivia Rodrigo,favorite crime,92.0,0.369,0.272,9.0,-10.497,1,0.0364,0.866,,0.147,0.218,172.929,2.54445,4,9 -Moshe Peretz,◊ê◊ù ◊ñ◊ê◊™ ◊û◊ú◊ó◊û◊î,31.0,0.471,0.793,5.0,-4.141,1,0.0314,0.0395,,0.312,0.366,164.099,215221.0,4,9 -U2,Sunday Bloody Sunday - Remastered 2008,72.0,0.543,0.944,6.0,-7.495,1,0.0543,0.402,0.000564,0.0373,0.735,101.174,279440.0,4,10 -Shadow and Light,Baras,21.0,0.472,0.534,2.0,-10.742,0,0.0342,0.76,0.0861,0.0893,0.383,184.014,4.972833333,1,0 -Martin Kohlstedt,AMSOMB (Marlow Re-Mood),36.0,0.572,0.628,11.0,-9.711,0,0.0397,0.419,0.887,0.235,0.0359,119.989,296013.0,4,6 -Alannah Myles,Black Velvet,71.0,0.754,0.366,8.0,-10.07,1,0.0312,0.273,9.04e-05,0.106,0.469,91.147,287440.0,4,10 -Teddy Neguse,◊ñ◊î ◊ë◊ì◊ù ◊©◊ú◊ô,44.0,0.601,0.773,7.0,-5.923,1,0.213,0.122,0.00245,0.0555,0.675,94.418,169413.0,3,5 -Distant,Dusk of Anguish,34.0,0.36,0.981,11.0,-4.787,0,0.0908,2.38e-05,0.613,0.0894,0.157,88.036,281386.0,4,8 -Adam Youngman,into ash,41.0,0.528,0.304,2.0,-15.093,1,0.123,0.925,0.362,0.435,0.657,140.197,89143.0,4,6 -Superheaven,Life In a Jar,40.0,0.484,0.872,1.0,-5.586,1,0.0559,0.000384,0.000672,0.148,0.347,150.027,222208.0,4,10 -Los Coast,A Change Is Gonna Come,45.0,0.354,0.523,10.0,-5.938,1,0.0269,0.514,2.66e-05,0.139,0.179,176.688,203616.0,3,2 -EARTHGANG,Powered Up,44.0,0.672,0.949,2.0,-4.126,1,0.0635,0.000775,0.0478,0.101,0.537,154.032,179640.0,4,5 -Papa Roach,Last Resort (Reloaded),68.0,0.639,0.684,2.0,-5.619,1,0.0353,0.00966,,0.194,0.465,88.05,137297.0,4,10 -Westlife,That's Where You Find Love,,0.464,0.493,2.0,-5.626,1,0.0302,0.273,,0.221,0.244,120.99,3.741783333,4,9 -W.E.T.,Big Boys Don't Cry,38.0,0.568,0.928,5.0,-8.907,0,0.0705,0.00135,0.000801,0.387,0.499,115.032,184554.0,4,8 -Pearl Jam,Present Tense,60.0,0.403,0.272,2.0,-13.492,1,0.0325,0.403,0.17,0.0806,0.105,130.872,345787.0,4,10 -Fangclub,Vulture Culture,45.0,0.293,0.917,9.0,-6.104,1,0.074,1.28e-05,0.238,0.435,0.504,180.146,199077.0,4,1 -Shawn Mendes,Mercy,79.0,0.555,0.662,11.0,-4.952,0,0.0827,0.125,,0.111,0.356,148.128,208733.0,4,9 -Lucifer,Pull Away/So Many Times,36.0,0.302,0.686,9.0,-5.655,1,0.0496,0.0234,0.00013,0.28,0.489,150.432,316000.0,4,10 -The Grogans,Dead Weight,38.0,0.434,0.926,2.0,-7.418,1,0.0556,0.000451,0.014,0.0895,0.545,156.977,223163.0,4,6 -Protomartyr,Worm In Heaven,35.0,0.573,0.466,7.0,-7.369,0,0.0253,0.00354,0.459,0.111,0.402,78.661,270202.0,4,6 -Interpol,Evil,65.0,0.489,0.769,5.0,-3.524,1,0.038,0.00135,0.56,0.0727,0.637,128.985,215827.0,4,10 -Seether,Careless Whisper,65.0,0.469,0.943,2.0,-4.196,1,0.102,6.07e-05,0.00547,0.0717,0.358,134.031,296973.0,4,10 -Junior Varsity,Cold Blood,56.0,0.373,0.814,7.0,-8.504,1,0.126,0.00862,0.00246,0.317,0.264,176.111,164610.0,4,6 -"Antonio Vivaldi, Raphael Wallfisch, City of London Sinfonia, Nicholas Kraemer","Cello Concerto in C Minor, RV 401: II. Adagio",34.0,0.26,0.0195,,-26.381,0,0.0442,0.963,0.873,0.155,0.144,113.057,2.30955,1,7 -Joe Cocker,Delta Lady,37.0,0.492,0.574,,-11.036,1,0.0514,0.436,,0.482,0.777,136.094,170160.0,4,2 -FEWS,More Than Ever,34.0,0.379,0.966,9.0,-2.59,0,0.169,7.67e-05,0.565,0.357,0.478,166.153,199863.0,4,10 -Cut Worms,Every Once In A While,43.0,0.487,0.57,5.0,-9.199,1,0.0294,0.204,0.000115,0.152,0.864,150.184,277261.0,4,1 -El Petit De Cal Eril,Close To Me,39.0,0.77,0.563,11.0,-8.999,1,0.0934,0.31,0.849,0.124,0.944,95.286,208559.0,4,6 -CASTLEBEAT,80's High School,55.0,0.541,0.491,5.0,-8.747,0,0.0263,0.477,0.000816,0.102,0.274,76.99,202922.0,4,6 -R.E.M.,Find The River,59.0,0.423,0.442,2.0,-9.499,1,0.0268,0.22,,0.139,0.296,144.556,229733.0,4,10 -Spirit Mother,Space Cadets,23.0,0.224,0.889,5.0,-6.345,1,0.0672,0.0116,8.74e-05,0.411,0.34,134.936,210573.0,4,6 -The Beatles,Twist And Shout - Remastered 2009,73.0,0.482,0.849,2.0,-9.198,1,0.0452,0.641,7.74e-06,0.0414,0.937,124.631,2.58711667,4,10 -Rod Stewart,Maggie May,74.0,0.605,0.574,2.0,-10.536,1,0.0377,0.559,0.113,0.0684,0.543,129.449,350267.0,4,10 -Tiny Little Houses,Car Crash,44.0,0.392,0.849,11.0,-4.609,1,0.049,0.00404,,0.0869,0.416,166.245,184226.0,4,10 -Gary Allan,Watching Airplanes,62.0,0.374,0.711,11.0,-3.587,1,0.0354,0.547,4.12e-05,0.147,0.468,160.001,4.049116667,4,4 -Red Sun Rising,Stealing Life,43.0,0.411,0.697,6.0,-6.863,1,0.0321,0.00758,3.63e-05,0.0942,0.258,147.033,304520.0,4,10 -Black Tide,Shockwave,25.0,0.363,0.994,,-2.627,1,0.191,1.68e-05,0.000699,0.082,0.3,185.062,217533.0,4,8 -"Shreya Ghoshal, Soumyadeep Ghoshal",Angana Morey,30.0,0.355,0.77,11.0,-3.525,1,0.0502,0.713,0.000314,0.128,0.359,113.275,3.765166667,5,0 -Widowspeak,When I Tried,32.0,0.307,0.869,,-4.433,1,0.0452,0.0801,0.336,0.205,0.514,139.167,282557.0,4,6 -"Ragi Harbans Singh Jagadhari Wale, Party",Bahan Jinah Di Pakdiye,19.0,0.475,0.283,11.0,-17.128,0,0.044,0.868,2.98e-06,0.205,0.686,82.831,2.394116667,4,3 -Humanity's Last Breath,Earthless,38.0,0.502,0.976,1.0,-5.462,1,0.128,1.17e-05,0.341,0.0534,0.128,98.525,298005.0,3,8 -Gravity Kills,Guilty,47.0,0.646,0.905,9.0,-9.456,0,0.0414,5.12e-05,0.856,0.279,0.579,129.084,242027.0,4,8 -The Brook & The Bluff,Misnomer,53.0,0.471,0.49,10.0,-9.044,1,0.0469,0.625,0.000608,0.157,0.386,116.436,222816.0,4,1 -Snowy White,Something on Me,34.0,0.873,0.338,9.0,-13.68,0,0.0369,0.374,0.0675,0.0805,0.804,106.017,464085.0,4,2 -Cookie Levanna,◊î◊õ◊ú ◊ê◊ï◊™◊ï ◊ì◊ë◊®,22.0,0.589,0.724,4.0,-5.865,0,0.0407,0.0159,1.8e-06,0.463,0.496,80.99,208761.0,4,6 -Talibah Safiya,Animal Kingdom,35.0,0.719,0.625,8.0,-11.06,1,0.0441,0.116,0.000401,0.0314,0.791,121.672,214728.0,4,1 -"Britney Spears, Y2K, Alexander Lewis",Toxic - Y2K & Alexander Lewis Remix,56.0,0.747,0.468,8.0,-9.401,1,0.218,0.0178,0.0131,0.199,0.45,157.98,1.77215,4,9 -G-Eazy,Provide (feat. Chris Brown & Mark Morrison),75.0,0.652,0.803,9.0,-4.116,0,0.238,0.0165,,0.307,0.661,95.025,186350.0,4,5 -Major Murphy,Real,17.0,0.434,0.694,7.0,-6.302,1,0.0359,0.05,0.424,0.416,0.0422,90.079,225171.0,4,6 -Taj Mahal,Diving Duck Blues,49.0,0.603,0.265,8.0,-11.627,1,0.0372,0.806,1.65e-06,0.12,0.71,131.188,268347.0,4,2 -Handsome,Needles,27.0,0.311,0.995,6.0,-4.289,1,0.152,0.000197,0.05,0.137,0.139,91.335,192160.0,4,10 -Eminem,Guilty Conscience,64.0,0.66,0.789,7.0,-5.143,1,0.364,0.0527,,0.341,0.513,182.218,199333.0,4,5 -Michelle Branch,Everywhere,68.0,0.523,0.828,1.0,-4.696,1,0.0762,0.0136,0.000255,0.165,0.476,96.952,214827.0,4,10 -Cocteau Twins,Cherry-coloured Funk,66.0,0.49,0.652,2.0,-5.813,1,0.0274,0.00196,6.24e-05,0.0991,0.339,90.085,192467.0,4,10 -Lincoln Durham,Creeper,33.0,0.644,0.716,4.0,-10.005,0,0.0823,0.0597,1.45e-05,0.101,0.569,142.059,221213.0,4,2 -The Orphan The Poet,The Moxie,45.0,0.673,0.782,,-5.456,1,0.0817,0.00166,1.85e-05,0.341,0.883,135.082,163333.0,4,9 -Disturbed,Are You Ready,61.0,0.392,0.976,7.0,-2.189,1,0.107,0.000107,,0.271,0.521,199.888,261680.0,4,8 -Gerry Cinnamon,Sometimes,65.0,0.638,0.699,9.0,-6.736,1,0.0304,0.0214,,0.0739,0.959,149.992,196600.0,4,10 -Yehudit Ravitz,◊ë◊ï◊ê ◊ú◊®◊ô◊ï,25.0,0.798,0.728,9.0,-9.779,1,0.0682,0.374,6.65e-05,0.0395,0.872,124.247,259267.0,4,10 -Joan Jett & The Blackhearts,I Love Rock 'N Roll,74.0,0.535,0.716,4.0,-5.025,1,0.0431,0.326,,0.659,0.901,94.379,2.91955,4,10 -Pearl Jam,Elderly Woman Behind the Counter in a Small Town (Remastered),63.0,0.291,0.493,7.0,-9.461,1,0.028,0.0519,9.15e-06,0.101,0.183,182.032,196187.0,3,10 -sammy rash,summer&cigarettes,56.0,0.834,0.402,5.0,-10.277,0,0.072,0.76,,0.279,0.684,122.008,114428.0,4,6 -Bas,Smoke From Fire (with The Hics),48.0,0.704,0.542,6.0,-10.523,1,0.0818,0.174,0.00267,0.112,0.521,148.046,186434.0,4,5 -Dokken,Breaking the Chains,58.0,0.526,0.9,4.0,-4.76,0,0.0531,0.00914,,0.277,0.458,125.349,231693.0,4,8 -A Day To Remember,Brick Wall,57.0,0.177,0.958,9.0,-3.629,1,0.193,9.28e-05,0.000374,0.177,0.209,76.538,210200.0,4,10 -Arca,KLK,52.0,0.798,0.873,10.0,-6.732,0,0.0908,0.064,5.17e-05,0.764,0.846,98.017,227402.0,4,6 -Cocteau Twins,Cherry-coloured Funk,66.0,0.49,0.652,2.0,-5.813,1,0.0274,0.00196,6.24e-05,0.0991,0.339,90.085,192467.0,4,6 -Hamilton Loomis,Give It Back,16.0,0.82,0.636,10.0,-6.984,0,0.0414,0.138,,0.0941,0.603,95.03,279460.0,4,2 -You Am I,Rosedale Redux,14.0,0.39,0.92,,-6.076,1,0.0756,0.000185,0.834,0.122,0.281,129.123,236027.0,4,10 -Lil Durk,Watch Yo Homie,58.0,0.72,0.459,7.0,-10.786,0,0.252,0.125,,0.15,0.314,95.521,151023.0,4,5 -Leon Bridges,Smooth Sailin',61.0,0.641,0.721,11.0,-6.788,0,0.0451,0.413,7.15e-06,0.246,0.753,67.055,183333.0,4,9 -Jayy Grams,Mr. Miyagi,26.0,0.573,0.86,1.0,-8.367,1,0.377,0.282,,0.075,0.743,82.972,185009.0,4,5 -The Barr Brothers,It Came to Me,44.0,0.516,0.931,10.0,-6.291,1,0.0388,0.285,0.013,0.333,0.578,117.097,261987.0,4,10 -Nothing,Zero Day,40.0,0.316,0.709,7.0,-4.214,0,0.0553,0.0131,0.847,0.0932,0.129,77.466,237133.0,4,10 -Thelonious Monk,"Straight, No Chaser",53.0,0.465,0.35,3.0,-12.977,1,0.0403,0.41,0.279,0.135,0.62,93.336,688133.0,4,2 -Amir Ve Ben,◊™◊ß◊ï◊§◊ï◊™,33.0,0.58,0.475,1.0,-6.374,1,0.059,0.533,,0.124,0.624,189.785,186690.0,3,9 -The Who,I Can't Explain - Mono Version,52.0,0.572,0.688,9.0,-4.96,1,0.0608,0.0474,,0.072,0.856,138.841,125320.0,4,10 -Santana,"Jingo - Live at The Woodstock Music & Art Fair, August 16, 1969",33.0,0.582,0.485,6.0,-12.781,0,0.0326,0.349,0.624,0.668,0.751,128.872,314400.0,4,10 -Flawes,When We Were Young,35.0,0.7,0.798,,-6.789,1,0.0832,0.0563,4.05e-05,0.171,0.359,115.983,211091.0,4,10 -Every Time I Die,It Remembers,48.0,0.262,0.88,5.0,-5.006,0,0.0678,2.55e-05,0.0311,0.868,0.584,107.935,223263.0,3,8 -The Band CAMINO,1 Last Cigarette,66.0,0.578,0.952,,-3.622,1,0.0567,0.00566,0.000249,0.189,0.686,140.097,185832.0,4,1 -Arik Einstein,◊©◊ó◊ï◊®◊î ◊©◊ú◊ô,21.0,0.602,0.739,,-7.427,0,0.0315,0.47,0.0164,0.215,0.623,103.989,216747.0,4,10 -Soulflex,Chaotic Good,28.0,0.858,0.701,11.0,-7.303,0,0.0706,0.0779,4.73e-06,0.305,0.612,107.991,222222.0,4,9 -Cape Francis,Olly,40.0,0.565,0.685,2.0,-10.786,1,0.0405,0.214,0.851,0.106,0.555,77.984,234410.0,4,6 -Richard Hawley,Tonight the Streets Are Ours,52.0,0.532,0.686,5.0,-9.041,1,0.0278,0.00142,,0.144,0.743,132.031,222507.0,4,9 -Talking Heads,Psycho Killer - 2005 Remaster,73.0,0.721,0.521,2.0,-8.123,1,0.0613,0.0708,0.00545,0.127,0.942,123.118,261413.0,4,1 -Brijs,Mol y Sol,49.0,0.58,0.798,11.0,-6.999,1,0.0259,0.141,0.00411,0.215,0.506,93.011,210360.0,4,9 -"Gabriel Fauré, Henri Büsser, Ina-Esther Joost Ben-Sasson, Allan Sternfield","Pavane, Op. 50 (Arr. H. Busser for cello and piano)",37.0,0.259,0.0699,6.0,-22.174,0,0.0356,0.988,0.918,0.098,0.239,149.225,5.7,4,7 -"Ilaiyaraaja, K. J. Yesudas",Surmayee Ankhiyon Mein - Happy Version,43.0,0.616,0.375,6.0,-7.464,0,0.0254,0.52,,0.0636,0.47,96.351,4.6,4,3 -Pixies,Hey,67.0,0.59,0.372,7.0,-12.37,1,0.0318,0.00105,0.00929,0.316,0.306,99.887,210907.0,4,1 -Incubus,Our Love,48.0,0.604,0.879,5.0,-6.862,0,0.092,0.0489,6.28e-06,0.0942,0.217,97.007,189425.0,4,10 -Pop Smoke,Mood Swings (feat. Lil Tjay),84.0,0.48,0.602,10.0,-6.335,0,0.368,0.487,,0.0848,0.269,179.798,213333.0,4,5 -Muse,Citizen Erased (XX Anniversary RemiXX),20.0,0.15,0.873,,-4.826,1,0.0576,0.00298,0.0176,0.203,0.099,176.804,438560.0,4,10 -Blaenavon,some more good news (that's all we need),35.0,0.371,0.224,5.0,-13.249,1,0.0515,0.942,0.000277,0.109,0.237,151.571,225504.0,4,6 -Stereophonics,Fly Like an Eagle,56.0,0.515,0.407,,-8.032,1,0.0278,0.0922,,0.0611,0.416,146.02,272587.0,3,10 -Kirk Francis,Ophelia,37.0,0.626,0.626,1.0,-7.548,0,0.0252,0.101,0.00913,0.0905,0.57,91.96,206840.0,4,6 -Lead Belly,Gwine Dig A Hole To Put The Devil In (142-B-1),27.0,0.668,0.916,10.0,-8.105,1,0.393,0.876,0.00584,0.169,0.671,124.605,152947.0,4,2 -4 Non Blondes,Spaceman,52.0,0.594,0.638,7.0,-9.326,1,0.032,0.222,,0.122,0.177,125.581,220307.0,4,10 -ODC,I Love The Way You Fall,32.0,0.469,0.993,2.0,-2.706,0,0.157,1.06e-05,1.2e-05,0.443,0.238,144.046,234167.0,4,8 -Moshe Peretz,◊û◊î◊©◊û◊ô◊ô◊ù,23.0,0.611,0.908,11.0,-3.24,0,0.0474,0.3,,0.304,0.707,165.039,205147.0,4,9 -Alvvays,"Archie, Marry Me",62.0,0.27,0.83,7.0,-4.592,1,0.0741,0.00956,0.434,0.142,0.205,117.314,196560.0,4,6 -AFI,The Days Of The Phoenix,50.0,0.396,0.986,11.0,-4.467,0,0.0574,0.000981,0.000409,0.23,0.546,110.72,207693.0,4,10 -Lata Mangeshkar,Maahiya Teri Kasam - Sad Version,25.0,0.435,0.346,2.0,-12.194,1,0.0321,0.412,7.15e-06,0.123,0.324,67.736,2.210883333,4,3 -Blind Melon,No Rain,75.0,0.389,0.476,9.0,-9.342,1,0.0316,0.619,5.09e-05,0.255,0.566,148.117,217107.0,4,6 -Lara Snow,Swim Far,9.0,0.568,0.575,6.0,-6.936,1,0.0454,0.151,,0.0943,0.649,80.005,219647.0,4,6 -The M√∂nic,Just Mad,29.0,0.324,0.798,2.0,-8.417,1,0.031,0.0518,5.82e-06,0.256,0.534,168.132,172217.0,4,6 -TamaRadah,◊™◊ú◊™◊†◊ô◊ù,17.0,0.605,0.476,10.0,-7.989,0,0.0653,0.701,5.86e-06,0.0821,0.67,170.236,196521.0,4,10 -Elaquent,Guidelines,41.0,0.715,0.464,10.0,-8.48,0,0.232,0.33,0.0424,0.133,0.419,79.948,247092.0,4,5 -Ash,Girl From Mars,56.0,0.247,0.764,9.0,-7.718,1,0.0472,0.00542,,0.16,0.503,154.707,210200.0,4,6 -Rejoicer,Up in Flames,28.0,0.541,0.352,2.0,-14.427,1,0.0392,0.824,0.623,0.575,0.33,94.7,235173.0,4,6 -Amplifier,Rainbow Machine,30.0,0.388,0.968,8.0,-4.736,1,0.0686,0.000993,0.00145,0.913,0.412,128.907,387874.0,5,10 -Danny Weissfeld,◊ó◊ï◊ú ◊î◊ô◊ù,28.0,0.432,0.586,7.0,-7.618,1,0.0277,0.435,4.86e-06,0.144,0.193,81.924,209746.0,4,9 -Simon Westman Trio,Jakob’s Happy Song,47.0,0.384,0.39,11.0,-17.377,1,0.0275,0.84,0.899,0.102,0.687,105.386,5.539866667,4,7 -Chevelle,Send the Pain Below,64.0,0.468,0.851,11.0,-3.617,1,0.0398,0.000281,0.00483,0.0644,0.293,92.079,252360.0,4,10 -Paris Texas,HEAVY METAL,54.0,0.736,0.482,1.0,-9.981,1,0.305,0.71,,0.221,0.442,115.02,159653.0,4,10 -Chet Faker,Low,64.0,0.651,0.533,1.0,-8.726,1,0.0592,0.131,0.181,0.158,0.573,79.538,274424.0,4,6 -Ed Dowie,Red Stone,31.0,0.722,0.398,8.0,-11.717,1,0.0334,0.467,0.00399,0.0983,0.585,117.989,254200.0,4,6 -The Catheters,Nothing,38.0,0.198,0.964,,-3.874,1,0.21,0.000245,0.00321,0.172,0.191,163.424,214467.0,4,10 -We Are Scientists,"Nobody Move, Nobody Get Hurt",52.0,0.47,0.969,6.0,-4.739,1,0.0968,0.000702,,0.332,0.593,144.012,192311.0,4,6 -White Denim,It Might Get Dark,40.0,0.441,0.752,7.0,-5.757,1,0.132,0.035,0.000553,0.0902,0.492,140.239,216920.0,4,6 -Pot√©,Stare,36.0,0.573,0.574,6.0,-10.924,1,0.0563,0.11,0.0438,0.329,0.3,154.01,221679.0,4,6 -Story Untold,BMTH shxw,40.0,0.672,0.755,2.0,-5.003,1,0.0298,0.0207,7.93e-06,0.0605,0.323,139.974,165875.0,4,10 -Renee Rosnes,The Winter of My Discontent,45.0,0.487,0.259,2.0,-12.391,0,0.0386,0.897,0.778,0.0957,0.108,111.218,7.341883333,4,7 -"Ballaké Sissoko, Vincent Ségal",N'kapalema,26.0,0.449,0.289,5.0,-16.76,1,0.0348,0.977,0.908,0.109,0.254,130.78,7.881116667,3,7 -Throwing Muses,Not Too Soon,41.0,0.446,0.906,4.0,-13.128,1,0.0353,0.00231,0.889,0.151,0.899,154.177,190160.0,4,6 -"Walt Weiskopf, Carl Winther, Daniel Franck, Anders Mogensen",Soul Eyes,43.0,0.539,0.207,8.0,-16.498,1,0.0458,0.898,0.636,0.222,0.259,122.03,8.305333333,4,7 -Avarus,Sadist,,0.502,0.991,6.0,-4.612,1,0.135,0.000173,1.68e-05,0.332,0.285,99.953,191100.0,4,10 -The Black Keys,Poor Boy a Long Way From Home,66.0,0.404,0.924,11.0,-5.387,0,0.0701,0.00123,0.748,0.442,0.417,93.418,248511.0,4,2 -TV On The Radio,Wolf Like Me,59.0,0.346,0.785,7.0,-4.991,1,0.0434,0.00165,0.00806,0.124,0.186,175.986,277467.0,4,10 -Maneli Jamal,In Solitude,41.0,0.74,0.18,2.0,-14.599,0,0.0606,0.949,0.756,0.108,0.298,99.955,2.7,4,7 -Joe Louis Walker,Too Drunk To Drive Drunk,37.0,0.641,0.943,4.0,-3.0,1,0.14,0.0893,0.0211,0.0789,0.872,144.799,236747.0,4,2 -The Legends,Fascinating,26.0,0.713,0.687,7.0,-4.665,1,0.0331,0.493,0.255,0.164,0.704,126.043,82653.0,4,6 -Oakwood Station,From This Day Until Forever,44.0,0.401,0.173,5.0,-14.466,1,0.0418,0.973,0.00948,0.137,0.149,79.643,3.862716667,4,7 -Pijn,Distress - Radio Edit,21.0,0.214,0.682,6.0,-8.128,0,0.0408,3.91e-05,0.819,0.467,0.073,83.712,267251.0,4,8 -Eden Ben Zaken,◊ê◊†◊ê ◊û◊í'◊†◊ï◊†◊î,43.0,0.861,0.726,10.0,-6.134,0,0.0366,0.222,0.00186,0.187,0.748,110.015,151091.0,4,9 -The Great Mystifier,Hiss Golden Messenger,48.0,0.534,0.404,2.0,-12.106,1,0.0409,0.044,6.6e-05,0.189,0.693,170.125,2.94485,4,0 -Aerosmith,Walk This Way,1.0,0.629,0.785,5.0,-10.761,1,0.0471,0.0249,9.45e-06,0.0522,0.869,108.531,3.51711667,4,10 -Walking On Cars,Flying High Falling Low,43.0,0.239,0.48,1.0,-6.689,1,0.0336,0.0526,,0.147,0.349,168.054,261025.0,4,10 -Ira Wolf,Great Divide,49.0,0.372,0.444,5.0,-9.036,1,0.0295,0.82,7.28e-05,0.141,0.357,162.3,4.02066667,4,0 -Wanda Jackson,Let's Have A Party,3.0,0.522,0.901,4.0,-8.549,1,0.0479,0.535,8.47e-06,0.176,0.916,166.886,2.18666667,4,10 -Mike Zito,Big Mouth,41.0,0.604,0.743,5.0,-6.442,0,0.0349,0.0971,0.000131,0.0604,0.823,99.37,248080.0,4,10 -Orions Belte,Conversaciones,34.0,0.596,0.54,4.0,-8.379,1,0.0306,0.0293,0.125,0.206,0.498,109.684,197886.0,4,6 -Silver Apples,Oscillations,38.0,0.492,0.553,9.0,-8.6,1,0.0397,0.406,0.000105,0.163,0.431,125.936,167200.0,4,6 -Piroshka,Everlastingly Yours,37.0,0.464,0.769,11.0,-8.48,1,0.0316,1.49e-05,0.000357,0.213,0.397,120.096,269747.0,4,10 -Erika de Casier,Someone to Chill With,,0.61,0.757,2.0,-6.271,0,0.0377,0.0754,0.0106,0.147,0.468,162.05,199705.0,4,6 -Mohammed Aziz,O Bahena - Sad Version,20.0,0.341,0.678,4.0,-8.316,0,0.0492,0.748,0.0454,0.484,0.623,104.365,1.566033333,4,3 -American Head Charge,Just So You Know,50.0,0.499,0.794,,-6.383,1,0.0447,0.000687,0.00407,0.432,0.212,95.024,331600.0,3,8 -pg.lost,Shelter,36.0,0.443,0.65,11.0,-8.761,1,0.0417,0.00222,0.822,0.11,0.0505,125.017,415813.0,4,8 -Roxy Music,Love Is The Drug,61.0,0.838,0.757,2.0,-5.399,1,0.0927,0.059,0.0119,0.0271,0.602,124.65,251333.0,4,1 -Arlo Guthrie,Coming into Los Angeles - Remastered,48.0,0.558,0.744,4.0,-7.791,0,0.037,0.569,0.000148,0.24,0.54,128.949,186507.0,4,10 -M83,Wait,70.0,0.426,0.228,2.0,-10.552,1,0.0322,0.198,0.13,0.0832,0.0822,147.994,343253.0,4,6 -Muse,Muscle Museum - Live Acoustic Version KCRW 8/3/99,39.0,0.384,0.406,4.0,-11.898,0,0.0326,0.786,1.72e-05,0.346,0.631,142.302,284954.0,4,10 -"Christone ""Kingfish"" Ingram",If You Love Me,48.0,0.731,0.892,9.0,-4.812,1,0.0621,0.128,0.0196,0.666,0.897,112.981,243450.0,4,2 -guardin,all i can see,54.0,0.514,0.834,2.0,-5.023,1,0.0376,0.0063,1.14e-06,0.214,0.275,160.023,187548.0,4,5 -Westlife,All or Nothing,5.0,0.637,0.319,,-6.984,1,0.0312,0.791,,0.277,0.313,126.944,3.941783333,4,9 -The Jealous Sound,Hope For Us,34.0,0.654,0.741,9.0,-5.364,1,0.0306,0.0159,0.000351,0.0748,0.716,135.97,250467.0,4,10 -"Marshmello, Jonas Brothers",Leave Before You Love Me (with Jonas Brothers),88.0,0.721,0.738,7.0,-4.77,1,0.0403,0.00226,4.41e-06,0.118,0.637,119.976,2.58305,4,9 -Young Rising Sons,Carry On - Acoustic,54.0,0.675,0.195,7.0,-13.465,0,0.0346,0.868,2.03e-06,0.126,0.275,91.935,207880.0,4,9 -SHY Martin,Feelings,56.0,0.734,0.615,7.0,-8.519,1,0.0562,0.0966,3.15e-06,0.122,0.289,115.993,169768.0,4,9 -Infinity Ripple,Supposing,44.0,0.371,0.127,,-15.525,1,0.0322,0.938,0.868,0.119,0.0991,67.972,3.116866667,3,7 -Young T & Bugsey,New Shape,62.0,0.754,0.578,11.0,-6.1,0,0.0674,0.0867,,0.341,0.36,141.005,221277.0,4,5 -Everything Everything,Distant Past,51.0,0.694,0.812,11.0,-6.473,0,0.0355,0.0666,0.000533,0.211,0.522,129.988,221693.0,4,10 -Polo & Pan,Feel Good,62.0,0.643,0.748,2.0,-6.535,0,0.0386,0.235,0.191,0.815,0.583,96.004,238465.0,4,6 -ghosthands,intuition,32.0,0.697,0.5,9.0,-8.995,1,0.117,0.497,,0.318,0.701,139.984,151700.0,4,9 -Nickelback,How You Remind Me,79.0,0.446,0.764,10.0,-5.042,1,0.033,0.00135,,0.099,0.543,172.094,223840.0,4,9 -Hatena,Begin2touch,34.0,0.768,0.983,11.0,-5.175,0,0.194,0.00323,0.0706,0.304,0.537,124.59,246790.0,4,6 -LE√ëA,GRVD,22.0,0.602,0.919,11.0,-5.614,0,0.0414,0.000175,0.889,0.146,0.224,114.98,221686.0,3,10 -Panic! At The Disco,High Hopes,82.0,0.579,0.904,5.0,-2.729,1,0.0618,0.193,,0.064,0.681,82.014,190947.0,4,10 -RedHook,Cure 4 Psycho,44.0,0.573,0.949,1.0,-3.138,1,0.142,7.57e-05,0.0179,0.283,0.652,96.0,157750.0,4,8 -The Knocks,Bittersweet Symphony,54.0,0.523,0.821,9.0,-4.352,1,0.0317,0.000241,0.0198,0.109,0.46,95.992,280086.0,4,6 -"Antonio Vivaldi, Andrew Watkinson, City of London Sinfonia, Nicholas Kraemer","Violin Concerto in B-Flat Major, Op. 4, No. 1, RV 383a: II. Largo",23.0,0.221,0.0773,10.0,-24.881,1,0.0408,0.925,0.00577,0.127,0.0944,84.594,2.728883333,4,7 -16Volt,Suffering You,38.0,0.509,0.904,7.0,-3.686,1,0.0579,2.61e-05,0.716,0.334,0.611,141.949,187520.0,4,8 -Noname,Self,55.0,0.809,0.541,3.0,-6.525,1,0.252,0.855,0.000977,0.142,0.811,92.132,94933.0,4,5 -Omer Adam,◊ó◊ë◊®◊ï◊™ ◊©◊ú◊ö,45.0,0.584,0.51,,-6.403,0,0.253,0.315,,0.164,0.717,100.028,206523.0,4,9 -3 Doors Down,In The Dark,51.0,0.595,0.95,7.0,-3.356,1,0.0452,0.0233,0.0195,0.334,0.67,106.017,223680.0,4,10 -Gnoomes,Sword In the Stone,33.0,0.417,0.747,,-8.742,1,0.0331,0.00033,0.676,0.368,0.342,86.982,208994.0,4,6 -Eden Ben Zaken,◊î◊ô◊ô◊™◊ô ◊ó◊ï◊ñ◊®◊™,30.0,0.391,0.714,10.0,-3.769,0,0.0632,0.148,,0.0822,0.384,203.624,185920.0,3,9 -Omer Adam,◊™◊¢◊©◊ô ◊ú◊ô ◊ê◊™ ◊ñ◊î ◊ß◊©◊î,27.0,0.613,0.865,,-2.925,1,0.0857,0.242,,0.181,0.825,180.141,190560.0,4,9 -Izhar Ashdot,◊û◊ô◊ì◊¢ ◊§◊†◊ô◊û◊ô,12.0,0.818,0.604,,-8.061,1,0.0743,0.0656,,0.0635,0.767,113.067,208938.0,4,10 -Swaine Delgado,F Me Up,40.0,0.738,0.568,11.0,-12.5,0,0.0323,0.541,0.664,0.109,0.239,109.294,324323.0,4,6 -Axum,◊û◊î ◊¢◊ù ◊î◊õ◊°◊£ ?,20.0,0.913,0.718,11.0,-5.679,0,0.209,0.166,,0.329,0.94,145.974,176453.0,4,5 -Eliad,◊î◊©◊ß◊ò ◊©◊ú◊ö,42.0,0.844,0.706,10.0,-5.992,1,0.0653,0.201,1.19e-06,0.0671,0.921,144.049,204167.0,4,9 -Blur,Song 2 - 2012 Remaster,76.0,0.674,0.789,8.0,-6.903,1,0.0676,0.00178,0.0071,0.0754,0.918,129.804,121160.0,4,6 -Hype Lights,Something Wrong,,0.385,0.983,4.0,-4.052,0,0.106,9.8e-05,1.01e-05,0.291,0.354,156.987,162803.0,4,10 -Rod Stewart,(I Know) I'm Losing You,42.0,0.392,0.801,7.0,-13.615,1,0.0597,0.0848,0.201,0.121,0.442,106.702,323733.0,4,2 -Teramaze,Stone,25.0,0.38,0.658,1.0,-6.108,0,0.0294,0.00554,0.000619,0.152,0.207,95.066,315250.0,4,8 -Ravid Plotnik,◊ê◊ú◊¢◊ì,42.0,0.633,0.5,10.0,-10.359,0,0.051,0.151,,0.71,0.881,145.708,204400.0,4,5 -"Johnny ""Big Moose"" Walker","Worry, Worry",29.0,0.472,0.386,5.0,-13.596,1,0.0491,0.541,9.89e-05,0.192,0.435,184.853,256467.0,3,2 -Smash Mouth,All Star,79.0,0.731,0.867,11.0,-5.881,1,0.032,0.0395,,0.0861,0.776,104.019,200373.0,4,9 -Cream,Strange Brew,54.0,0.62,0.398,2.0,-15.676,1,0.0303,0.556,6.91e-06,0.273,0.677,106.265,166600.0,4,2 -Savages,Husbands,34.0,0.294,0.86,6.0,-4.657,0,0.0392,3.22e-05,0.00252,0.06,0.146,176.858,170133.0,4,1 -Cuarteto El Huenoa,Moviente,40.0,0.195,0.12,8.0,-19.111,1,0.0396,0.987,0.93,0.0885,0.0364,69.441,1.966666667,4,7 -Vistas,Start Again,48.0,0.609,0.895,2.0,-2.809,1,0.0375,0.000324,0.000438,0.0831,0.368,123.044,177560.0,4,9 -neko,Wish,54.0,0.271,0.31,,-7.967,1,0.0309,0.725,1.99e-06,0.119,0.16,169.614,214733.0,3,6 -Tygers Of Pan Tang,Only the Brave,47.0,0.356,0.894,9.0,-6.825,0,0.0796,2.67e-05,0.00806,0.0602,0.237,153.098,303547.0,4,8 -Shanique Marie,Lifey,29.0,0.753,0.828,8.0,-7.007,0,0.0447,0.19,0.0957,0.147,0.97,124.992,249213.0,4,6 -Wand,Wonder,31.0,0.304,0.722,2.0,-7.707,1,0.0483,0.0302,0.869,0.0756,0.0987,113.192,382797.0,4,1 -ceo@business.net,buttercup 2,50.0,0.798,0.519,5.0,-7.38,0,0.0622,0.375,0.000652,0.131,0.521,116.046,136500.0,4,1 -Mansun,Wide Open Space,51.0,0.516,0.796,9.0,-6.629,0,0.0286,0.0147,7.83e-06,0.0824,0.0881,103.71,271107.0,4,6 -Scruffpuppie,Ego,51.0,0.455,0.187,,-9.97,1,0.0251,0.623,7.83e-05,0.105,0.0425,78.205,148254.0,4,6 -Remy Ma,Feels So Good,48.0,0.582,0.783,6.0,-3.424,0,0.177,0.0867,,0.0557,0.442,79.898,242160.0,4,5 -Norah Jones,"Jesus, Etc.",44.0,0.673,0.224,9.0,-11.673,1,0.0327,0.916,2.24e-05,0.868,0.572,114.724,223133.0,4,6 -Westlife,Drive (For All Time),,0.585,0.457,9.0,-6.777,1,0.0329,0.158,,0.101,0.265,77.999,3.432216667,4,9 -Red Desert,Older No Wiser,41.0,0.262,0.841,5.0,-7.043,1,0.0557,1.28e-05,0.776,0.109,0.339,136.216,336720.0,4,10 -The Clash,London Calling - Remastered,73.0,0.651,0.801,,-7.34,1,0.0514,0.123,,0.0825,0.776,133.769,200480.0,4,1 -Welshly Arms,I Will Overcome,35.0,0.603,0.563,,-5.584,1,0.0258,0.173,0.000755,0.149,0.477,78.515,181844.0,4,10 -Ravi,The Jali,28.0,0.428,0.0995,8.0,-17.442,1,0.0382,0.979,0.874,0.11,0.205,112.191,3.82,4,7 -Burning Witches,The Witch of the North,40.0,0.413,0.969,1.0,-4.858,0,0.081,2.63e-05,0.0534,0.0587,0.229,149.975,329873.0,3,8 -Westlife,Open Your Heart,4.0,0.655,0.777,1.0,-6.136,1,0.0239,0.291,,0.0711,0.599,103.043,3.657333333,4,9 -AC/DC,Highway to Hell,83.0,0.574,0.913,6.0,-4.793,0,0.133,0.061,0.00158,0.156,0.423,115.728,3.47333333,4,10 -Gucci Mane,She Be Puttin On (Feat. Slim Dunkin),25.0,0.753,0.711,9.0,-10.162,1,0.366,0.0856,,0.0409,0.77,139.995,259918.0,4,5 -Show Me Your Universe,Kid Forever,23.0,0.224,0.936,5.0,-7.164,1,0.147,0.0031,0.208,0.184,0.104,78.988,219494.0,4,8 -Wolf King,Holy Serpent,23.0,0.378,0.988,7.0,-4.039,1,0.065,0.000413,0.000976,0.643,0.213,92.469,209887.0,4,8 -Kishore Kumar,Saagar Jaisi Aankhonwali - Saagar / Soundtrack Version,37.0,0.554,0.397,9.0,-11.293,0,0.0326,0.648,,0.107,0.395,111.812,5.056666667,4,3 -Wynonna,King Bee,32.0,0.716,0.644,2.0,-5.162,0,0.0688,0.682,0.061,0.267,0.687,115.053,230000.0,4,2 -JayDaYoungan,Spot Em,52.0,0.653,0.628,5.0,-8.446,0,0.382,0.212,,0.0945,0.809,164.861,170917.0,4,5 -Eddie Higgins,Falling In Love With Love,34.0,0.567,0.265,,-18.223,1,0.0429,0.704,0.814,0.1,0.575,96.716,4.5433,4,7 -Charli XCX,Unlock it (Lock It) - feat. Kim Petras and Jay Park,76.0,0.504,0.711,9.0,-5.864,1,0.0452,0.0585,1.83e-05,0.382,0.5,134.824,232933.0,4,9 -Repenter,Forever,21.0,0.378,0.764,11.0,-10.469,1,0.0857,0.0211,0.226,0.355,0.354,149.385,250867.0,4,1 -Alexis Korner's Blues Incorporated,Rain Is Such a Lonesome Sound - Remastered,25.0,0.335,0.756,5.0,-6.795,0,0.0778,0.448,0.000732,0.221,0.672,103.442,169178.0,4,2 -The Marcus King Band,Boone,38.0,0.357,0.757,7.0,-7.487,0,0.041,0.000843,0.00435,0.262,0.488,169.981,329544.0,4,2 -Aretha Franklin,Until You Come Back to Me (That's What I'm Gonna Do),53.0,0.664,0.634,2.0,-6.348,1,0.0349,0.683,3.34e-05,0.221,0.666,93.914,208467.0,4,5 -Adeben,die Zeder,45.0,0.552,0.0947,3.0,-16.757,1,0.0565,0.992,0.94,0.118,0.166,98.983,3.076833333,4,7 -Mohammed Rafi,Yahan Main Ajnabi Hoon,7.0,0.396,0.31,10.0,-10.648,0,0.0449,0.965,0.000945,0.671,0.311,116.968,5.407783333,4,3 -Or Edry,◊ô◊û◊ô ◊®◊ê◊©◊ô◊™ ◊î◊ß◊ô◊•,28.0,0.612,0.676,7.0,-6.977,1,0.0267,0.272,0.00821,0.237,0.557,130.052,230100.0,4,6 -A Day To Remember,Everything We Need,63.0,0.464,0.764,8.0,-5.627,1,0.0324,0.017,,0.101,0.589,81.814,185200.0,4,10 -Tuna,◊ß◊ú◊ê◊†◊í,34.0,0.748,0.582,5.0,-6.222,0,0.0595,0.0869,1.03e-06,0.814,0.199,113.013,258743.0,4,5 -Shalom Hanoch,◊û◊î ◊©◊ô◊ï◊™◊® ◊¢◊û◊ï◊ß ◊ô◊ï◊™◊® ◊õ◊ó◊ï◊ú,20.0,0.337,0.762,2.0,-8.777,1,0.0791,0.165,0.00475,0.0747,0.325,132.137,521960.0,4,10 -Johnny Cash,Folsom Prison Blues,69.0,0.621,0.524,,-15.269,1,0.0803,0.0652,0.00199,0.893,0.889,110.586,162653.0,4,10 -AC/DC,Thunderstruck,83.0,0.502,0.89,4.0,-5.175,1,0.0364,0.000147,0.0117,0.217,0.259,133.52,292880.0,4,8 -"Yashita Sharma, Abhay Jodhpurkar, Amit Trivedi","Milaa Yun (From ""Haseen Dillruba"")",56.0,0.579,0.534,9.0,-8.021,0,0.0247,0.353,0.000116,0.111,0.273,93.907,3.686016667,4,3 -The Flaming Lips,The Yeah Yeah Yeah Song,39.0,0.636,0.887,4.0,-4.354,1,0.0475,0.00257,5.18e-05,0.293,0.35,107.984,232520.0,4,6 -Keane,Everybody's Changing,72.0,0.517,0.839,,-3.521,1,0.0287,0.0014,0.000365,0.108,0.416,94.015,215880.0,4,10 -zonji,sachiare,35.0,0.636,0.635,,-6.465,1,0.0473,0.531,1.02e-05,0.0999,0.442,89.988,294167.0,4,9 -Katastro,The Way I Feel,44.0,0.74,0.606,1.0,-6.821,0,0.039,0.0497,,0.186,0.493,95.024,157640.0,4,10 -Coco Montoya,Back In A Cadillac,41.0,0.601,0.861,7.0,-5.513,1,0.0463,0.0153,0.000102,0.0723,0.668,119.724,208027.0,4,2 -Avraham Tal,◊©◊ë◊ï◊¢ ◊ò◊ï◊ë,53.0,0.697,0.777,7.0,-3.472,0,0.0834,0.0107,,0.097,0.555,103.996,151442.0,4,9 -UPSAHL,Young Life Crisis,51.0,0.598,0.79,1.0,-4.49,1,0.0711,0.133,,0.119,0.716,144.069,156987.0,4,10 -Dudu Tassa,◊î◊ß◊ô◊®,23.0,0.483,0.944,,-3.371,0,0.0427,0.4,,0.261,0.829,164.014,227747.0,4,10 -Meg Myers,Running Up That Hill,58.0,0.587,0.898,11.0,-3.91,0,0.0661,0.0653,2.26e-06,0.146,0.473,102.012,263717.0,4,10 -Love and Death,Down,45.0,0.451,0.887,8.0,-6.208,0,0.0695,0.000245,0.0231,0.203,0.436,92.954,240347.0,4,10 -Dua Lipa,Physical,72.0,0.647,0.844,,-3.756,1,0.0457,0.0137,0.000658,0.102,0.746,146.962,193829.0,4,9 -Shalom Hanoch,◊ú◊ê◊ò ◊ú◊ê◊ò,29.0,0.635,0.671,10.0,-9.404,0,0.0277,0.133,7.51e-05,0.252,0.727,124.002,247600.0,4,10 -Kanye West,Touch The Sky,69.0,0.552,0.846,9.0,-4.912,1,0.342,0.0114,,0.309,0.554,98.56,236600.0,1,5 -Black Mountain,Wucan,44.0,0.524,0.613,1.0,-10.025,1,0.0256,0.0135,0.653,0.086,0.443,102.399,362960.0,4,10 -Seventeen Again (feat. Novo Amor),"Charli Adams, Novo Amor",48.0,0.338,0.282,3.0,-10.902,1,0.0293,0.64,,0.111,0.0952,141.468,3.408666667,3,0 -Bones Owens,Lightning Strike,40.0,0.573,0.946,5.0,-4.872,1,0.0895,0.182,0.000205,0.161,0.882,160.788,178665.0,4,2 -Mot√∂rhead,Heartbreaker,40.0,0.452,0.995,1.0,-3.958,1,0.0752,0.000103,0.359,0.204,0.237,100.043,185016.0,4,8 -"Christone ""Kingfish"" Ingram",662,40.0,0.484,0.94,4.0,-4.849,0,0.0787,0.0807,0.00215,0.101,0.811,157.896,197781.0,4,2 -Lil Durk,Love You Too (feat. Kehlani),55.0,0.384,0.82,5.0,-3.928,0,0.201,0.397,,0.114,0.441,90.712,178605.0,4,5 -Tupperwave,Karibukai 2000,21.0,0.754,0.398,8.0,-12.924,1,0.0511,0.146,0.888,0.0688,0.953,177.993,169028.0,4,6 -Sonny Thompson & Lula Reed,Mellow Blues,9.0,0.787,0.345,11.0,-10.048,0,0.0315,0.574,0.87,0.0936,0.602,106.687,163040.0,4,2 -Sonic Youth,Kool Thing,59.0,0.262,0.82,7.0,-11.621,1,0.0428,0.0103,0.0914,0.101,0.254,155.197,246333.0,4,10 -Lucia & The Best Boys,Blueheart,29.0,0.348,0.726,,-4.73,1,0.0449,0.000363,0.000142,0.383,0.661,182.587,169164.0,4,6 -LAUREL,Let Go,46.0,0.579,0.746,4.0,-4.912,1,0.0335,0.207,0.000149,0.242,0.439,103.018,254240.0,4,6 -dexter,Maybe the Problem Is Me,44.0,0.616,0.219,7.0,-11.807,1,0.087,0.987,0.000839,0.125,0.47,147.924,133091.0,4,6 -Hippie Hourrah,La guerre,2.0,0.61,0.766,,-8.266,1,0.0267,0.000559,0.174,0.0887,0.932,118.013,271467.0,4,6 -John Mayer,"Free Fallin' - Live at the Nokia Theatre, Los Angeles, CA - December 2007",71.0,0.315,0.296,5.0,-13.262,1,0.0315,0.771,,0.702,0.435,173.509,4.39288333,4,0 -Jilted John,Jilted John - Single Version,42.0,0.351,0.883,,-6.952,1,0.0562,0.0363,,0.499,0.88,195.666,175400.0,4,1 -Sara Evans,Suds in the Bucket,65.0,0.511,0.903,10.0,-3.163,1,0.0397,0.052,0.000529,0.304,0.898,161.992,3.787783333,4,4 -gnkosaiBAND,ÂÜçËÄÉ,20.0,0.597,0.633,9.0,-8.163,0,0.0971,0.0101,0.211,0.631,0.719,139.969,244053.0,4,9 -Henrik Lindstrand,Hallonlandet,26.0,0.468,0.0835,2.0,-25.131,1,0.0411,0.95,0.902,0.108,0.142,102.34,194059.0,4,1 -Green-House,Find Home,35.0,0.166,0.109,7.0,-17.1,0,0.0413,0.993,0.824,0.0984,0.177,171.587,193450.0,3,6 -Micatone,All Gone,27.0,0.638,0.223,11.0,-10.174,0,0.0329,0.858,1.61e-05,0.0705,0.335,73.016,257067.0,4,2 -Smash Hit Combo,Peine perdue,34.0,0.558,0.981,4.0,-4.683,0,0.0712,2.97e-05,0.000136,0.666,0.262,105.0,216222.0,4,8 -Beherit,Salomon's Gate,29.0,0.215,0.805,6.0,-12.757,0,0.134,0.00129,0.916,0.256,0.355,131.363,219693.0,4,8 -The Raconteurs,Broken Boy Soldier,43.0,0.4,0.853,4.0,-5.32,0,0.0591,0.00604,0.212,0.334,0.377,138.102,182227.0,4,10 From 9e46759d44a775699b8f666e7a70e1218d437a0c Mon Sep 17 00:00:00 2001 From: MariaLuk <144106192+MariaLuk@users.noreply.github.com> Date: Sat, 13 Apr 2024 04:18:26 +0700 Subject: [PATCH 7/7] Correct ipynb file --- HW7/Code/FC_NN_practice.ipynb | 369 +++++++++++++++++----------------- 1 file changed, 180 insertions(+), 189 deletions(-) diff --git a/HW7/Code/FC_NN_practice.ipynb b/HW7/Code/FC_NN_practice.ipynb index af12633..1fcef55 100644 --- a/HW7/Code/FC_NN_practice.ipynb +++ b/HW7/Code/FC_NN_practice.ipynb @@ -23,7 +23,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 1, "metadata": { "id": "75HVAP_RFU7r" }, @@ -56,7 +56,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 2, "metadata": { "id": "s9L9Z02o_1bK" }, @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 3, "metadata": { "id": "oqC8XO8pO8Px" }, @@ -127,7 +127,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 4, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -194,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 5, "metadata": { "id": "x3j6Bsu9AoT6" }, @@ -252,14 +252,14 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 6, "metadata": { "id": "dhYBvQIXJdSz" }, "outputs": [], "source": [ "import torch.nn as nn\n", - "import torch.nn.functional as F\n", + "#import torch.nn.functional as F\n", "\n", "class FCNet(nn.Module):\n", " def __init__(self, activation = nn.ReLU(), last_activation = None):\n", @@ -338,7 +338,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 7, "metadata": { "id": "9D2QPFe5JdVc" }, @@ -375,7 +375,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 8, "metadata": { "id": "uIZKSOdgUi3e" }, @@ -401,7 +401,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 9, "metadata": { "id": "Ma2bshC6MxI6" }, @@ -410,16 +410,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "Epoch=1 loss=0.11323953348588436\n", - "Epoch=2 loss=0.10034628757771025\n", - "Epoch=3 loss=0.0896768718165286\n", - "Epoch=4 loss=0.07869692872020792\n", - "Epoch=5 loss=0.07000758812782612\n", - "Epoch=6 loss=0.06150489510532389\n", - "Epoch=7 loss=0.05436788871091731\n", - "Epoch=8 loss=0.04768298393947647\n", - "Epoch=9 loss=0.04197428418283767\n", - "Epoch=10 loss=0.03659238942918625\n" + "Epoch=1 loss=0.9258387318316926\n", + "Epoch=2 loss=0.43879760770087545\n", + "Epoch=3 loss=0.3453855958390743\n", + "Epoch=4 loss=0.28895044675532805\n", + "Epoch=5 loss=0.2470524107522153\n", + "Epoch=6 loss=0.21449826962136206\n", + "Epoch=7 loss=0.18603831558151449\n", + "Epoch=8 loss=0.16194980261807745\n", + "Epoch=9 loss=0.14370059221982956\n", + "Epoch=10 loss=0.12640472679062092\n" ] } ], @@ -447,7 +447,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 10, "metadata": { "id": "2cB5LRbrS3BN" }, @@ -455,10 +455,10 @@ { "data": { "text/plain": [ - "0.8755" + "0.8767" ] }, - "execution_count": 34, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -490,11 +490,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": { "id": "FHlDaYWGR6YA" }, - "outputs": [], + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "invalid syntax (2949313568.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[0;36m Cell \u001b[0;32mIn[11], line 1\u001b[0;36m\u001b[0m\n\u001b[0;31m mean = ## calculate mean\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid syntax\n" + ] + } + ], "source": [ "mean = ## calculate mean\n", "std = ## calculate std\n", @@ -587,7 +596,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 12, "metadata": { "id": "bAESPpjGa3M1" }, @@ -599,7 +608,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 13, "metadata": { "id": "GdvHSFeKa2sW" }, @@ -608,57 +617,61 @@ "name": "stdout", "output_type": "stream", "text": [ + "======\n", "activation = ReLU()\n", - "Epoch=0 loss=0.9192146003246308\n", - "Epoch=1 loss=0.4474815425720621\n", - "Epoch=2 loss=0.34729460312965066\n", - "Epoch=3 loss=0.2878915455113066\n", - "Epoch=4 loss=0.2458127809965864\n", - "Epoch=5 loss=0.21375297352354578\n", - "Epoch=6 loss=0.18852747647052115\n", - "Epoch=7 loss=0.16579249523421552\n", - "Epoch=8 loss=0.14621336425238468\n", - "Epoch=9 loss=0.13040326424735657\n", - "accucary = 0.8707 \n", + "Epoch=1 loss=0.9121983143877476\n", + "Epoch=2 loss=0.4449225447279342\n", + "Epoch=3 loss=0.350468417494855\n", + "Epoch=4 loss=0.2908842179369419\n", + "Epoch=5 loss=0.24844031879242431\n", + "Epoch=6 loss=0.21375525118188654\n", + "Epoch=7 loss=0.18521909073312232\n", + "Epoch=8 loss=0.16225507262539357\n", + "Epoch=9 loss=0.14123910448335586\n", + "Epoch=10 loss=0.12444839244510265\n", + "accucary = 0.8805 \n", "\n", + "======\n", "activation = Sigmoid()\n", - "Epoch=0 loss=1.8139236059594661\n", - "Epoch=1 loss=0.9564267691145552\n", - "Epoch=2 loss=0.6804581856473964\n", - "Epoch=3 loss=0.5534720302896297\n", - "Epoch=4 loss=0.4742619335651398\n", - "Epoch=5 loss=0.41829375852929784\n", - "Epoch=6 loss=0.3749825459845523\n", - "Epoch=7 loss=0.3399045597365562\n", - "Epoch=8 loss=0.31024220642891337\n", - "Epoch=9 loss=0.28519569210549617\n", + "Epoch=1 loss=1.7704682050867284\n", + "Epoch=2 loss=0.9282372393506638\n", + "Epoch=3 loss=0.6783941922035623\n", + "Epoch=4 loss=0.5528541849014607\n", + "Epoch=5 loss=0.47401719410368737\n", + "Epoch=6 loss=0.4172642213232974\n", + "Epoch=7 loss=0.37606875763294545\n", + "Epoch=8 loss=0.34244891449492026\n", + "Epoch=9 loss=0.31413997595614573\n", + "Epoch=10 loss=0.2895667387449995\n", "accucary = 0.8153 \n", "\n", + "======\n", "activation = GELU(approximate='none')\n", - "Epoch=0 loss=0.8939284036768244\n", - "Epoch=1 loss=0.4464222025364003\n", - "Epoch=2 loss=0.35923741288641664\n", - "Epoch=3 loss=0.3044478992832468\n", - "Epoch=4 loss=0.2635312492543079\n", - "Epoch=5 loss=0.23111335140593509\n", - "Epoch=6 loss=0.20520641772036857\n", - "Epoch=7 loss=0.18037706325028804\n", - "Epoch=8 loss=0.16092058239465065\n", - "Epoch=9 loss=0.14276813119649887\n", - "accucary = 0.8691 \n", + "Epoch=1 loss=0.9035523103906753\n", + "Epoch=2 loss=0.45603306192032833\n", + "Epoch=3 loss=0.35554138713694633\n", + "Epoch=4 loss=0.29644079962943465\n", + "Epoch=5 loss=0.25280315828450184\n", + "Epoch=6 loss=0.21995192544257386\n", + "Epoch=7 loss=0.1920593207186841\n", + "Epoch=8 loss=0.16840226326851135\n", + "Epoch=9 loss=0.1483412579019019\n", + "Epoch=10 loss=0.13061735468341948\n", + "accucary = 0.8761 \n", "\n", + "======\n", "activation = Tanh()\n", - "Epoch=0 loss=0.9240443592375898\n", - "Epoch=1 loss=0.5081065513986223\n", - "Epoch=2 loss=0.3910339671880641\n", - "Epoch=3 loss=0.31550932596338555\n", - "Epoch=4 loss=0.26166353492026634\n", - "Epoch=5 loss=0.22156455580224382\n", - "Epoch=6 loss=0.1884020355153591\n", - "Epoch=7 loss=0.16082294881343842\n", - "Epoch=8 loss=0.13883582420171575\n", - "Epoch=9 loss=0.11961448963018174\n", - "accucary = 0.8822 \n", + "Epoch=1 loss=0.9297982589995607\n", + "Epoch=2 loss=0.5073035159009568\n", + "Epoch=3 loss=0.3920398046361639\n", + "Epoch=4 loss=0.3150038076842085\n", + "Epoch=5 loss=0.2608283148166981\n", + "Epoch=6 loss=0.21882402842983287\n", + "Epoch=7 loss=0.1871667762703084\n", + "Epoch=8 loss=0.16000487157639037\n", + "Epoch=9 loss=0.13742000051635378\n", + "Epoch=10 loss=0.11895063246818299\n", + "accucary = 0.8827 \n", "\n" ] } @@ -676,12 +689,12 @@ " loss_history = []\n", " for epoch in range(n_epochs):\n", " epoch_loss = 0\n", - " for images, labels in trainloader: # Получаем батч тренировочных картинок\n", - " optimizer.zero_grad() # чтобы не было как в лог регрессии, когда мы не обнуляли градиенты\n", - " outputs = fc_net(images) # делаем предсказания\n", - " loss = loss_function(outputs, labels) # считаем лосс\n", - " loss.backward() # считаем градиенты\n", - " optimizer.step() # делаем шаг градиентного спуска\n", + " for images, labels in trainloader: \n", + " optimizer.zero_grad() \n", + " outputs = fc_net(images) \n", + " loss = loss_function(outputs, labels) \n", + " loss.backward() \n", + " optimizer.step() \n", "\n", " epoch_loss += loss.item()\n", "\n", @@ -732,69 +745,11 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": null, "metadata": { "id": "rzL2LdA-ifJh" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "======\n", - "opt = \n", - "======\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch=1 loss=0.9330964610931721\n", - "Epoch=2 loss=0.5137344980493505\n", - "Epoch=3 loss=0.39694148149896175\n", - "Epoch=4 loss=0.3189203372027012\n", - "Epoch=5 loss=0.2630486677935783\n", - "Epoch=6 loss=0.22114078377155547\n", - "Epoch=7 loss=0.1871007242101304\n", - "Epoch=8 loss=0.16149799852295124\n", - "Epoch=9 loss=0.13879060428193274\n", - "Epoch=10 loss=0.12014743933018218\n", - "accucary = 0.8874 \n", - "\n", - "======\n", - "opt = \n", - "======\n", - "Epoch=1 loss=1.7034419582245197\n", - "Epoch=2 loss=1.3019367456436157\n", - "Epoch=3 loss=1.1324252450719792\n", - "Epoch=4 loss=1.0320313763111195\n", - "Epoch=5 loss=0.964445383751646\n", - "Epoch=6 loss=0.9149815716642015\n", - "Epoch=7 loss=0.8765535098441104\n", - "Epoch=8 loss=0.8460747668083678\n", - "Epoch=9 loss=0.8214875107115888\n", - "Epoch=10 loss=0.7998298847928961\n", - "accucary = 0.6395 \n", - "\n", - "======\n", - "opt = \n", - "======\n", - "Epoch=1 loss=0.6943452821132985\n", - "Epoch=2 loss=0.4487037905987273\n", - "Epoch=3 loss=0.3532267025810607\n", - "Epoch=4 loss=0.28840004459340524\n", - "Epoch=5 loss=0.24176935331618532\n", - "Epoch=6 loss=0.20542192988573238\n", - "Epoch=7 loss=0.17661531602448605\n", - "Epoch=8 loss=0.1514059062967909\n", - "Epoch=9 loss=0.1314184825154061\n", - "Epoch=10 loss=0.11372296336166401\n", - "accucary = 0.8845 \n", - "\n" - ] - } - ], + "outputs": [], "source": [ "activation = nn.Tanh()\n", "optimisators = [torch.optim.Adam, torch.optim.Adagrad, torch.optim.RMSprop]\n", @@ -850,7 +805,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": { "id": "63uTkUp-a2xr" }, @@ -863,7 +818,7 @@ " def forward(self, x):\n", " # YOUR CODE HERE\n", " # если элемент x < 0, то 0, если >= 0, то x\n", - "\n", + " x[x < 0] = 0\n", " return x" ] }, @@ -878,12 +833,91 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": { "id": "ePP55RBeecYh" }, "outputs": [], - "source": [] + "source": [ + "# Создадим объект модели\n", + "fc_net = FCNet(activation= CustomReLU())\n", + "# Определим функцию потерь\n", + "loss_function = nn.CrossEntropyLoss()\n", + "# Создадим оптимизатор для нашей сети\n", + "lr = 0.001 # скорость обучения\n", + "optimizer = torch.optim.Adam(fc_net.parameters(), lr=3e-4)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch=1 loss=0.9213035495991403\n", + "Epoch=2 loss=0.43675460333519794\n", + "Epoch=3 loss=0.3449437768535411\n", + "Epoch=4 loss=0.29073638605310564\n", + "Epoch=5 loss=0.25006262225673553\n", + "Epoch=6 loss=0.21877629065767248\n", + "Epoch=7 loss=0.19110677942950674\n", + "Epoch=8 loss=0.16773000343682917\n", + "Epoch=9 loss=0.14794787209718785\n", + "Epoch=10 loss=0.13121437915462128\n" + ] + } + ], + "source": [ + "n_epochs = 10\n", + "loss_history = []\n", + "\n", + "\n", + "## YOUR CODE HERE\n", + "for epoch in range(n_epochs):\n", + " epoch_loss = 0\n", + " for images, labels in trainloader: \n", + " optimizer.zero_grad() \n", + " outputs = fc_net(images)\n", + " loss = loss_function(outputs, labels) \n", + " loss.backward() \n", + " optimizer.step() \n", + "\n", + " epoch_loss += loss.item()\n", + "\n", + " loss_history.append(epoch_loss/len(trainloader))\n", + "\n", + " print(f\"Epoch={epoch+1} loss={loss_history[epoch]}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.8722" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "get_accuracy(fc_net, testloader)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Чуть отличается от того, что было, но работает" + ] }, { "cell_type": "markdown", @@ -907,32 +941,11 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": null, "metadata": { "id": "hlqgll9qecdZ" }, - "outputs": [ - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "img_path1 = '../Data/svet1.jpg'\n", "img_path2 = '../Data/svet2.jpg'\n", @@ -953,20 +966,9 @@ }, { "cell_type": "code", - "execution_count": 45, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "img_path1 = '../Data/usual_day.jpg'\n", "display(Image(filename=img_path1))" @@ -982,20 +984,9 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/jpeg": 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", 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a/HW7/requirments.txt b/HW7/requirments.txt new file mode 100644 index 0000000..84d2af8 --- /dev/null +++ b/HW7/requirments.txt @@ -0,0 +1,5 @@ +matplotlib==3.8.2 +matplotlib-inline==0.1.6 +torch==2.2.2 +torchvision==0.17.2 + From 7f35ed7d9472d3214e477ba9ba79c84a9c626dcc Mon Sep 17 00:00:00 2001 From: MariaLuk <144106192+MariaLuk@users.noreply.github.com> Date: Sat, 13 Apr 2024 02:43:49 +0700 Subject: [PATCH 5/7] Delete HW3 directory --- HW3/code/Cluster_tSNE.ipynb | 2068 ------- HW3/data/flow_c_data.csv | 10001 ---------------------------------- 2 files changed, 12069 deletions(-) delete mode 100644 HW3/code/Cluster_tSNE.ipynb delete mode 100644 HW3/data/flow_c_data.csv diff --git a/HW3/code/Cluster_tSNE.ipynb b/HW3/code/Cluster_tSNE.ipynb deleted file mode 100644 index f73765a..0000000 --- a/HW3/code/Cluster_tSNE.ipynb +++ /dev/null @@ -1,2068 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "id": "cd99e5a2-a34b-4719-b5f6-625d57d197d3", - "metadata": {}, - "outputs": [], - "source": [ - "import warnings\n", - "import pandas as pd\n", - "import numpy as np\n", - "import random\n", - "import seaborn as sns\n", - "import matplotlib.pyplot as plt\n", - "import pylab\n", - "import IPython\n", - "from os.path import join\n", - "from IPython import display\n", - "from sklearn.preprocessing import StandardScaler\n", - "from sklearn.datasets import load_digits\n", - "from sklearn.datasets import make_blobs\n", - "from sklearn.decomposition import PCA\n", - "from sklearn.manifold import TSNE\n", - "from sklearn.cluster import KMeans, AgglomerativeClustering\n", - "from sklearn.metrics import homogeneity_score, completeness_score, v_measure_score, silhouette_score" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "5d1495a6-f860-452e-a2ca-034ecdb853bf", - "metadata": {}, - "outputs": [], - "source": [ - "DATA_PATH = \"data\"\n", - "plt.rcParams[\"figure.figsize\"] = 12, 9\n", - "sns.set_style(\"whitegrid\")\n", - "warnings.filterwarnings(\"ignore\")\n", - "\n", - "SEED = 111\n", - "random.seed(SEED)\n", - "np.random.seed(SEED)" - ] - }, - { - "cell_type": "markdown", - "id": "1bc8de22-340d-4a2e-a88f-927770111be1", - "metadata": {}, - "source": [ - "### Задание 1. Реализация Kmeans\n", - "\n", - "5 баллов" - ] - }, - { - "cell_type": "markdown", - "id": "2554377b-7fa9-4198-888c-47d1c37f5283", - "metadata": {}, - "source": [ - "В данном задании вам предстоит дописать код класса `MyKMeans`. Мы на простом примере увидим, как подбираются центры кластеров и научимся их визуализировать." - ] - }, - { - "cell_type": "markdown", - "id": "e1018a29-7e2a-4041-8e8b-c871668ec7fa", - "metadata": {}, - "source": [ - "Сгенерируем простой набор данных, 400 объектов и 2 признака (чтобы все быстро работало и можно было легко нарисовать):" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "b7fc05e1-c5ff-4c15-af0e-079833e1413d", - "metadata": {}, - "outputs": [], - "source": [ - "X, true_labels = make_blobs(400, 2, centers=[[0, 0], [-4, 0], [3.5, 3.5], [3.5, -2.0]])\n", - "#print(true_labels)" - ] - }, - { - "cell_type": "markdown", - "id": "fb54d1c6-a093-40b5-acaa-042b15afb9e1", - "metadata": {}, - "source": [ - "Напишем функцию `visualize_clusters`, которая по данным и меткам кластеров будет рисовать их и разукрашивать:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "25de72de-5fd0-408b-88f2-3b7325c4dbc1", - "metadata": {}, - "outputs": [], - "source": [ - "def visualize_clusters(X, labels):\n", - " \"\"\"\n", - " Функция для визуализации кластеров\n", - " :param X: таблица объекты х признаки\n", - " :param labels: np.array[n_samples] - номера кластеров\n", - " \"\"\"\n", - " \n", - " unique_labels = np.sort(np.unique(labels))\n", - " sns.scatterplot(x = X[:, 0], y = X[:, 1], hue=labels, \n", - " palette=\"colorblind\", legend=False,\n", - " hue_order=unique_labels)\n", - " plt.xlabel(\"$X_1$\", fontsize=18)\n", - " plt.ylabel(\"$X_2$\", fontsize=18)\n", - " \n", - " for label in labels:\n", - " center = X[(labels == label)].mean(axis=0)\n", - " plt.scatter(center[0], center[1], s=80, c=\"#201F12\", marker=(5, 2))" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "d633f931-dd91-4406-84e5-8c0c610cdad4", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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