track_id int64 5 155k | id large_stringlengths 45 308 | genre large_stringclasses 8
values | artist_id int64 1 24.4k | sample_rate int64 16k 16k | duration_s float64 30 30 | mfcc_01_mean float64 -1,131.37 152 | mfcc_02_mean float64 -101.12 276 | mfcc_03_mean float64 -132.84 118 | mfcc_04_mean float64 -68.42 117 | mfcc_05_mean float64 -78.34 55.8 | mfcc_06_mean float64 -59.47 70.8 | mfcc_07_mean float64 -54.42 45.1 | mfcc_08_mean float64 -51.34 48.1 | mfcc_09_mean float64 -52.18 37.2 | mfcc_10_mean float64 -51.72 38.6 | mfcc_11_mean float64 -49.57 27.4 | mfcc_12_mean float64 -31.68 34.7 | mfcc_13_mean float64 -35.76 25 | mfcc_14_mean float64 -34.48 29.8 | mfcc_15_mean float64 -39.78 24.4 | mfcc_16_mean float64 -44.81 30.6 | mfcc_17_mean float64 -43.12 25.9 | mfcc_18_mean float64 -23.76 29.9 | mfcc_19_mean float64 -39.65 38.6 | mfcc_20_mean float64 -26.53 48.8 | mfcc_01_std float64 0 249 | mfcc_02_std float64 0 103 | mfcc_03_std float64 0 83.8 | mfcc_04_std float64 0 55.9 | mfcc_05_std float64 0 43.9 | mfcc_06_std float64 0 43 | mfcc_07_std float64 0 35.6 | mfcc_08_std float64 0 34.3 | mfcc_09_std float64 0 26.1 | mfcc_10_std float64 0 35 | mfcc_11_std float64 0 28.6 | mfcc_12_std float64 0 25.6 | mfcc_13_std float64 0 28.2 | mfcc_14_std float64 0 27.1 | mfcc_15_std float64 0 25.4 | mfcc_16_std float64 0 23.9 | mfcc_17_std float64 0 27 | mfcc_18_std float64 0 30.5 | mfcc_19_std float64 0 30.2 | mfcc_20_std float64 0 36 | mfcc_01_skew float64 -21.86 4.21 | mfcc_02_skew float64 -12.23 4.49 | mfcc_03_skew float64 -3.87 8.31 | mfcc_04_skew float64 -2.79 4.94 | mfcc_05_skew float64 -2.7 3.03 | mfcc_06_skew float64 -4.49 2.77 | mfcc_07_skew float64 -3.59 5.44 | mfcc_08_skew float64 -5.01 3.44 | mfcc_09_skew float64 -4.89 4.29 | mfcc_10_skew float64 -2.87 3.06 | mfcc_11_skew float64 -4.59 2.81 | mfcc_12_skew float64 -2.34 3.08 | mfcc_13_skew float64 -3.89 2.47 | mfcc_14_skew float64 -1.78 4.9 | mfcc_15_skew float64 -1.9 3.03 | mfcc_16_skew float64 -1.94 3.35 | mfcc_17_skew float64 -1.74 2.94 | mfcc_18_skew float64 -4.26 2.75 | mfcc_19_skew float64 -4.9 3.05 | mfcc_20_skew float64 -3.48 4.9 | mfcc_01_kurtosis float64 -1.84 632 | mfcc_02_kurtosis float64 -1.82 218 | mfcc_03_kurtosis float64 -1.86 167 | mfcc_04_kurtosis float64 -1.72 32.8 | mfcc_05_kurtosis float64 -1.53 35 | mfcc_06_kurtosis float64 -1.45 25.9 | mfcc_07_kurtosis float64 -1.7 36.8 | mfcc_08_kurtosis float64 -1.46 29.2 | mfcc_09_kurtosis float64 -1.57 30.2 | mfcc_10_kurtosis float64 -1.77 23.6 | mfcc_11_kurtosis float64 -1.73 28.8 | mfcc_12_kurtosis float64 -1.43 26.3 | mfcc_13_kurtosis float64 -1.71 31.5 | mfcc_14_kurtosis float64 -1.78 26.4 | mfcc_15_kurtosis float64 -1.4 25.1 | mfcc_16_kurtosis float64 -1.25 37.9 | mfcc_17_kurtosis float64 -1.3 22 | mfcc_18_kurtosis float64 -1.47 44.4 | mfcc_19_kurtosis float64 -1.43 40.1 | mfcc_20_kurtosis float64 -1.62 28.6 | mfcc_01_median float64 -1,131.37 154 | mfcc_02_median float64 -115.14 276 | mfcc_03_median float64 -139.01 122 | mfcc_04_median float64 -68.41 121 | mfcc_05_median float64 -78.85 57.6 | mfcc_06_median float64 -61.13 73 | mfcc_07_median float64 -54.06 46 | mfcc_08_median float64 -51.61 50.7 | mfcc_09_median float64 -53.09 36 | mfcc_10_median float64 -50.7 43.4 | mfcc_11_median float64 -58.96 26.4 | mfcc_12_median float64 -34.03 35.7 | mfcc_13_median float64 -37.59 27.2 | mfcc_14_median float64 -36.49 31.8 | mfcc_15_median float64 -40.27 27.3 | mfcc_16_median float64 -45.55 30.7 | mfcc_17_median float64 -43.7 24.5 | mfcc_18_median float64 -25.2 32.7 | mfcc_19_median float64 -40.3 37.3 | mfcc_20_median float64 -26.6 48.7 | mfcc_01_min float64 -1,131.37 70.1 | mfcc_02_min float64 -259.33 202 | mfcc_03_min float64 -230.5 57.6 | mfcc_04_min float64 -175.39 59 | mfcc_05_min float64 -141.78 31.8 | mfcc_06_min float64 -151.1 31.6 | mfcc_07_min float64 -103.6 21.4 | mfcc_08_min float64 -132.5 11.6 | mfcc_09_min float64 -96.01 6.74 | mfcc_10_min float64 -101.07 19.3 | mfcc_11_min float64 -116.5 9.05 | mfcc_12_min float64 -83.43 4.85 | mfcc_13_min float64 -83.02 3.15 | mfcc_14_min float64 -116.46 4.52 | mfcc_15_min float64 -94.51 0 | mfcc_16_min float64 -72.68 4.61 | mfcc_17_min float64 -81.85 5.6 | mfcc_18_min float64 -84.76 10.8 | mfcc_19_min float64 -89.7 8.92 | mfcc_20_min float64 -81.91 29.1 | mfcc_01_max float64 -1,131.37 177 | mfcc_02_max float64 0 316 | mfcc_03_max float64 -97.99 229 | mfcc_04_max float64 -45.88 208 | mfcc_05_max float64 -47.61 183 | mfcc_06_max float64 -27.81 140 | mfcc_07_max float64 -33.08 190 | mfcc_08_max float64 -19.96 128 | mfcc_09_max float64 -28.93 118 | mfcc_10_max float64 -33.45 108 | mfcc_11_max float64 -16.98 93.5 | mfcc_12_max float64 -13.21 107 | mfcc_13_max float64 -13.09 89.9 | mfcc_14_max float64 -8.17 88.6 | mfcc_15_max float64 -12.1 98.4 | mfcc_16_max float64 -13.88 87.5 | mfcc_17_max float64 -13.63 83.6 | mfcc_18_max float64 -4.77 82.9 | mfcc_19_max float64 -11.14 89.1 | mfcc_20_max float64 -4.68 96.4 | chroma_stft_01_mean float64 0 1 | chroma_stft_02_mean float64 0 0.99 | chroma_stft_03_mean float64 0 0.99 | chroma_stft_04_mean float64 0 0.95 | chroma_stft_05_mean float64 0 0.99 | chroma_stft_06_mean float64 0 1 | chroma_stft_07_mean float64 0 1 | chroma_stft_08_mean float64 0 1 | chroma_stft_09_mean float64 0 0.98 | chroma_stft_10_mean float64 0 1 | chroma_stft_11_mean float64 0 0.99 | chroma_stft_12_mean float64 0 0.98 | chroma_stft_01_std float64 0 0.45 | chroma_stft_02_std float64 0 0.46 | chroma_stft_03_std float64 0 0.47 | chroma_stft_04_std float64 0 0.44 | chroma_stft_05_std float64 0 0.46 | chroma_stft_06_std float64 0 0.45 | chroma_stft_07_std float64 0 0.45 | chroma_stft_08_std float64 0 0.46 | chroma_stft_09_std float64 0 0.45 | chroma_stft_10_std float64 0 0.46 | chroma_stft_11_std float64 0 0.47 | chroma_stft_12_std float64 0 0.47 | chroma_stft_01_skew float64 -35.89 30 | chroma_stft_02_skew float64 -7.89 28.5 | chroma_stft_03_skew float64 -9.3 23.3 | chroma_stft_04_skew float64 -3 30.7 | chroma_stft_05_skew float64 -6.9 33.2 | chroma_stft_06_skew float64 -34.35 31.9 | chroma_stft_07_skew float64 -33.03 20.4 | chroma_stft_08_skew float64 -9.25 15.7 | chroma_stft_09_skew float64 -4.15 9.68 | chroma_stft_10_skew float64 -10.6 12.8 | chroma_stft_11_skew float64 -8.9 23.2 | chroma_stft_12_skew float64 -4.49 27.8 | chroma_stft_01_kurtosis float64 -1.91 1.29k | chroma_stft_02_kurtosis float64 -1.87 906 | chroma_stft_03_kurtosis float64 -1.88 663 | chroma_stft_04_kurtosis float64 -1.85 1.01k | chroma_stft_05_kurtosis float64 -1.91 1.15k | chroma_stft_06_kurtosis float64 -1.86 1.21k | chroma_stft_07_kurtosis float64 -1.88 1.14k | chroma_stft_08_kurtosis float64 -1.92 372 | chroma_stft_09_kurtosis float64 -1.88 117 | chroma_stft_10_kurtosis float64 -1.94 241 | chroma_stft_11_kurtosis float64 -1.89 635 | chroma_stft_12_kurtosis float64 -1.88 879 | chroma_stft_01_median float64 0 1 | chroma_stft_02_median float64 0 1 | chroma_stft_03_median float64 0 1 | chroma_stft_04_median float64 0 1 | chroma_stft_05_median float64 0 1 | chroma_stft_06_median float64 0 1 | chroma_stft_07_median float64 0 1 | chroma_stft_08_median float64 0 1 | chroma_stft_09_median float64 0 1 | chroma_stft_10_median float64 0 1 | chroma_stft_11_median float64 0 1 | chroma_stft_12_median float64 0 1 | chroma_stft_01_min float64 0 0.87 | chroma_stft_02_min float64 0 0.52 | chroma_stft_03_min float64 0 0.51 | chroma_stft_04_min float64 0 0.53 | chroma_stft_05_min float64 0 0.72 | chroma_stft_06_min float64 0 0.93 | chroma_stft_07_min float64 0 0.75 | chroma_stft_08_min float64 0 0.7 | chroma_stft_09_min float64 0 0.62 | chroma_stft_10_min float64 0 0.6 | chroma_stft_11_min float64 0 0.54 | chroma_stft_12_min float64 0 0.41 | chroma_stft_01_max float64 0 1 | chroma_stft_02_max float64 0 1 | chroma_stft_03_max float64 0 1 | chroma_stft_04_max float64 0 1 | chroma_stft_05_max float64 0 1 | chroma_stft_06_max float64 0 1 | chroma_stft_07_max float64 0 1 | chroma_stft_08_max float64 0 1 | chroma_stft_09_max float64 0 1 | chroma_stft_10_max float64 0 1 | chroma_stft_11_max float64 0 1 | chroma_stft_12_max float64 0 1 | chroma_cqt_01_mean float64 0 1 | chroma_cqt_02_mean float64 0 1 | chroma_cqt_03_mean float64 0 1 | chroma_cqt_04_mean float64 0 0.99 | chroma_cqt_05_mean float64 0 1 | chroma_cqt_06_mean float64 0 1 | chroma_cqt_07_mean float64 0 1 | chroma_cqt_08_mean float64 0 1 | chroma_cqt_09_mean float64 0 0.98 | chroma_cqt_10_mean float64 0 1 | chroma_cqt_11_mean float64 0 1 | chroma_cqt_12_mean float64 0 1 | chroma_cqt_01_std float64 0 0.46 | chroma_cqt_02_std float64 0 0.47 | chroma_cqt_03_std float64 0 0.45 | chroma_cqt_04_std float64 0 0.47 | chroma_cqt_05_std float64 0 0.45 | chroma_cqt_06_std float64 0 0.44 | chroma_cqt_07_std float64 0 0.44 | chroma_cqt_08_std float64 0 0.46 | chroma_cqt_09_std float64 0 0.42 | chroma_cqt_10_std float64 0 0.46 | chroma_cqt_11_std float64 0 0.46 | chroma_cqt_12_std float64 0 0.43 | chroma_cqt_01_skew float64 -23.92 15 | chroma_cqt_02_skew float64 -24.5 19.9 | chroma_cqt_03_skew float64 -18.41 22.8 | chroma_cqt_04_skew float64 -6.99 11.6 | chroma_cqt_05_skew float64 -11.08 13.4 | chroma_cqt_06_skew float64 -35.31 10.4 | chroma_cqt_07_skew float64 -35.16 5.97 | chroma_cqt_08_skew float64 -11.5 12.9 | chroma_cqt_09_skew float64 -5.04 8.27 | chroma_cqt_10_skew float64 -9.22 22.5 | chroma_cqt_11_skew float64 -8.41 11.1 | chroma_cqt_12_skew float64 -21.95 11.2 | chroma_cqt_01_kurtosis float64 -1.95 660 | chroma_cqt_02_kurtosis float64 -1.97 649 | chroma_cqt_03_kurtosis float64 -1.92 612 | chroma_cqt_04_kurtosis float64 -1.96 194 | chroma_cqt_05_kurtosis float64 -1.9 228 | chroma_cqt_06_kurtosis float64 -1.87 1.25k | chroma_cqt_07_kurtosis float64 -1.91 1.24k | chroma_cqt_08_kurtosis float64 -1.93 197 | chroma_cqt_09_kurtosis float64 -1.9 118 | chroma_cqt_10_kurtosis float64 -1.95 589 | chroma_cqt_11_kurtosis float64 -1.94 207 | chroma_cqt_12_kurtosis float64 -1.84 502 | chroma_cqt_01_median float64 0 1 | chroma_cqt_02_median float64 0 1 | chroma_cqt_03_median float64 0 1 | chroma_cqt_04_median float64 0 1 | chroma_cqt_05_median float64 0 1 | chroma_cqt_06_median float64 0 1 | chroma_cqt_07_median float64 0 1 | chroma_cqt_08_median float64 0 1 | chroma_cqt_09_median float64 0 1 | chroma_cqt_10_median float64 0 1 | chroma_cqt_11_median float64 0 1 | chroma_cqt_12_median float64 0 1 | chroma_cqt_01_min float64 0 1 | chroma_cqt_02_min float64 0 0.84 | chroma_cqt_03_min float64 0 1 | chroma_cqt_04_min float64 0 0.65 | chroma_cqt_05_min float64 0 0.8 | chroma_cqt_06_min float64 0 0.9 | chroma_cqt_07_min float64 0 0.93 | chroma_cqt_08_min float64 0 0.79 | chroma_cqt_09_min float64 0 0.56 | chroma_cqt_10_min float64 0 0.81 | chroma_cqt_11_min float64 0 0.8 | chroma_cqt_12_min float64 0 0.89 | chroma_cqt_01_max float64 0 1 | chroma_cqt_02_max float64 0 1 | chroma_cqt_03_max float64 0 1 | chroma_cqt_04_max float64 0 1 | chroma_cqt_05_max float64 0 1 | chroma_cqt_06_max float64 0 1 | chroma_cqt_07_max float64 0 1 | chroma_cqt_08_max float64 0 1 | chroma_cqt_09_max float64 0 1 | chroma_cqt_10_max float64 0 1 | chroma_cqt_11_max float64 0 1 | chroma_cqt_12_max float64 0 1 | chroma_cens_01_mean float64 0 0.8 | chroma_cens_02_mean float64 0 0.67 | chroma_cens_03_mean float64 0 0.68 | chroma_cens_04_mean float64 0 0.63 | chroma_cens_05_mean float64 0 0.67 | chroma_cens_06_mean float64 0 0.67 | chroma_cens_07_mean float64 0 0.67 | chroma_cens_08_mean float64 0 0.65 | chroma_cens_09_mean float64 0 0.63 | chroma_cens_10_mean float64 0 0.66 | chroma_cens_11_mean float64 0 0.63 | chroma_cens_12_mean float64 0 0.66 | chroma_cens_01_std float64 0 0.34 | chroma_cens_02_std float64 0 0.33 | chroma_cens_03_std float64 0 0.31 | chroma_cens_04_std float64 0 0.32 | chroma_cens_05_std float64 0 0.32 | chroma_cens_06_std float64 0 0.31 | chroma_cens_07_std float64 0 0.31 | chroma_cens_08_std float64 0 0.31 | chroma_cens_09_std float64 0 0.28 | chroma_cens_10_std float64 0 0.31 | chroma_cens_11_std float64 0 0.31 | chroma_cens_12_std float64 0 0.27 | chroma_cens_01_skew float64 -3.5 11.7 | chroma_cens_02_skew float64 -3.48 11.7 | chroma_cens_03_skew float64 -2.88 11.7 | chroma_cens_04_skew float64 -5.14 11.7 | chroma_cens_05_skew float64 -3.65 11.8 | chroma_cens_06_skew float64 -3.21 11.8 | chroma_cens_07_skew float64 -3.48 11.9 | chroma_cens_08_skew float64 -3.61 7.83 | chroma_cens_09_skew float64 -4.4 8.42 | chroma_cens_10_skew float64 -3.43 11.7 | chroma_cens_11_skew float64 -3.81 10 | chroma_cens_12_skew float64 -4.02 9.42 | chroma_cens_01_kurtosis float64 -1.91 147 | chroma_cens_02_kurtosis float64 -1.91 148 | chroma_cens_03_kurtosis float64 -1.89 148 | chroma_cens_04_kurtosis float64 -1.94 147 | chroma_cens_05_kurtosis float64 -1.89 149 | chroma_cens_06_kurtosis float64 -1.93 149 | chroma_cens_07_kurtosis float64 -1.89 153 | chroma_cens_08_kurtosis float64 -1.89 73.7 | chroma_cens_09_kurtosis float64 -1.87 77.7 | chroma_cens_10_kurtosis float64 -1.89 148 | chroma_cens_11_kurtosis float64 -1.91 115 | chroma_cens_12_kurtosis float64 -1.88 99.8 | chroma_cens_01_median float64 0 0.81 | chroma_cens_02_median float64 0 0.67 | chroma_cens_03_median float64 0 0.68 | chroma_cens_04_median float64 0 0.65 | chroma_cens_05_median float64 0 0.68 | chroma_cens_06_median float64 0 0.69 | chroma_cens_07_median float64 0 0.66 | chroma_cens_08_median float64 0 0.66 | chroma_cens_09_median float64 0 0.68 | chroma_cens_10_median float64 0 0.68 | chroma_cens_11_median float64 0 0.65 | chroma_cens_12_median float64 0 0.69 | chroma_cens_01_min float64 0 0.64 | chroma_cens_02_min float64 0 0.61 | chroma_cens_03_min float64 0 0.63 | chroma_cens_04_min float64 0 0.57 | chroma_cens_05_min float64 0 0.62 | chroma_cens_06_min float64 0 0.6 | chroma_cens_07_min float64 0 0.62 | chroma_cens_08_min float64 0 0.53 | chroma_cens_09_min float64 0 0.59 | chroma_cens_10_min float64 0 0.57 | chroma_cens_11_min float64 0 0.53 | chroma_cens_12_min float64 0 0.62 | chroma_cens_01_max float64 0 0.9 | chroma_cens_02_max float64 0 0.74 | chroma_cens_03_max float64 0 0.74 | chroma_cens_04_max float64 0 0.74 | chroma_cens_05_max float64 0 0.74 | chroma_cens_06_max float64 0 0.74 | chroma_cens_07_max float64 0 0.74 | chroma_cens_08_max float64 0 0.76 | chroma_cens_09_max float64 0 0.74 | chroma_cens_10_max float64 0 0.74 | chroma_cens_11_max float64 0 0.75 | chroma_cens_12_max float64 0 0.74 | tonnetz_01_mean float64 -0.11 0.11 | tonnetz_02_mean float64 -0.09 0.14 | tonnetz_03_mean float64 -0.41 0.42 | tonnetz_04_mean float64 -0.39 0.44 | tonnetz_05_mean float64 -0.07 0.09 | tonnetz_06_mean float64 -0.07 0.1 | tonnetz_01_std float64 0 0.09 | tonnetz_02_std float64 0 0.11 | tonnetz_03_std float64 0 0.35 | tonnetz_04_std float64 0 0.31 | tonnetz_05_std float64 0 0.07 | tonnetz_06_std float64 0 0.07 | tonnetz_01_skew float64 -2.2 2.64 | tonnetz_02_skew float64 -2.36 3.7 | tonnetz_03_skew float64 -3 3.33 | tonnetz_04_skew float64 -3.28 3.65 | tonnetz_05_skew float64 -2.1 3.2 | tonnetz_06_skew float64 -3.16 3.36 | tonnetz_01_kurtosis float64 -1.64 11.3 | tonnetz_02_kurtosis float64 -1.73 13.8 | tonnetz_03_kurtosis float64 -1.79 14.7 | tonnetz_04_kurtosis float64 -1.86 18.9 | tonnetz_05_kurtosis float64 -1.59 15.7 | tonnetz_06_kurtosis float64 -1.68 12.4 | tonnetz_01_median float64 -0.11 0.11 | tonnetz_02_median float64 -0.1 0.18 | tonnetz_03_median float64 -0.44 0.43 | tonnetz_04_median float64 -0.38 0.44 | tonnetz_05_median float64 -0.08 0.09 | tonnetz_06_median float64 -0.08 0.11 | tonnetz_01_min float64 -0.21 0.06 | tonnetz_02_min float64 -0.23 0.06 | tonnetz_03_min float64 -0.5 0.3 | tonnetz_04_min float64 -0.5 0.37 | tonnetz_05_min float64 -0.15 0.04 | tonnetz_06_min float64 -0.16 0.06 | tonnetz_01_max float64 -0.06 0.21 | tonnetz_02_max float64 -0.05 0.37 | tonnetz_03_max float64 -0.26 0.49 | tonnetz_04_max float64 -0.21 0.61 | tonnetz_05_max float64 -0.04 0.19 | tonnetz_06_max float64 -0.05 0.24 | spectral_contrast_01_mean float64 0 38.8 | spectral_contrast_02_mean float64 0 32.1 | spectral_contrast_03_mean float64 0 46.8 | spectral_contrast_04_mean float64 0 44.5 | spectral_contrast_05_mean float64 0 52.6 | spectral_contrast_06_mean float64 0 54.4 | spectral_contrast_07_mean float64 0 61.3 | spectral_contrast_01_std float64 0 11.4 | spectral_contrast_02_std float64 0 11.7 | spectral_contrast_03_std float64 0 11.5 | spectral_contrast_04_std float64 0 11.4 | spectral_contrast_05_std float64 0 10.7 | spectral_contrast_06_std float64 0 17.6 | spectral_contrast_07_std float64 0 20.1 | spectral_contrast_01_skew float64 -1.27 4.32 | spectral_contrast_02_skew float64 -1.34 4 | spectral_contrast_03_skew float64 -1.12 5.54 | spectral_contrast_04_skew float64 -1.81 8.21 | spectral_contrast_05_skew float64 -2.13 4.65 | spectral_contrast_06_skew float64 -2.68 4.97 | spectral_contrast_07_skew float64 -8.16 3.04 | spectral_contrast_01_kurtosis float64 -1.44 34.8 | spectral_contrast_02_kurtosis float64 -1.3 30.8 | spectral_contrast_03_kurtosis float64 -1.23 38.2 | spectral_contrast_04_kurtosis float64 -1.44 98.5 | spectral_contrast_05_kurtosis float64 -1.46 28.7 | spectral_contrast_06_kurtosis float64 -1.68 44.2 | spectral_contrast_07_kurtosis float64 -1.67 147 | spectral_contrast_01_median float64 0 39.5 | spectral_contrast_02_median float64 0 32.4 | spectral_contrast_03_median float64 0 48.3 | spectral_contrast_04_median float64 0 44.9 | spectral_contrast_05_median float64 0 53.3 | spectral_contrast_06_median float64 0 54.2 | spectral_contrast_07_median float64 0 61.8 | spectral_contrast_01_min float64 0 20.4 | spectral_contrast_02_min float64 0 15.8 | spectral_contrast_03_min float64 0 19.3 | spectral_contrast_04_min float64 0 20.7 | spectral_contrast_05_min float64 0 25.7 | spectral_contrast_06_min float64 0 27.7 | spectral_contrast_07_min float64 0 38.6 | spectral_contrast_01_max float64 0 91.6 | spectral_contrast_02_max float64 0 58.4 | spectral_contrast_03_max float64 0 67.5 | spectral_contrast_04_max float64 0 58.7 | spectral_contrast_05_max float64 0 61.4 | spectral_contrast_06_max float64 0 69 | spectral_contrast_07_max float64 0 78.7 | spectral_centroid_01_mean float64 0 5.42k | spectral_centroid_01_std float64 0 1.84k | spectral_centroid_01_skew float64 -4.43 19.7 | spectral_centroid_01_kurtosis float64 -1.87 539 | spectral_centroid_01_median float64 0 5.57k | spectral_centroid_01_min float64 0 3.65k | spectral_centroid_01_max float64 0 7.15k | spectral_bandwidth_01_mean float64 0 2.74k | spectral_bandwidth_01_std float64 0 1.01k | spectral_bandwidth_01_skew float64 -9.07 20.2 | spectral_bandwidth_01_kurtosis float64 -1.85 524 | spectral_bandwidth_01_median float64 0 2.8k | spectral_bandwidth_01_min float64 0 2.3k | spectral_bandwidth_01_max float64 0 3.64k | spectral_rolloff_01_mean float64 0 7.18k | spectral_rolloff_01_std float64 0 2.73k | spectral_rolloff_01_skew float64 -7.88 30 | spectral_rolloff_01_kurtosis float64 -1.91 1.01k | spectral_rolloff_01_median float64 0 7.22k | spectral_rolloff_01_min float64 0 6.21k | spectral_rolloff_01_max float64 0 7.74k | rms_01_mean float64 0 0.56 | rms_01_std float64 0 0.17 | rms_01_skew float64 -10.27 11.4 | rms_01_kurtosis float64 -1.85 220 | rms_01_median float64 0 0.57 | rms_01_min float64 0 0.25 | rms_01_max float64 0 0.61 | zero_crossing_rate_01_mean float64 0 0.68 | zero_crossing_rate_01_std float64 0 0.28 | zero_crossing_rate_01_skew float64 -2.83 20.7 | zero_crossing_rate_01_kurtosis float64 -1.85 425 | zero_crossing_rate_01_median float64 0 0.72 | zero_crossing_rate_01_min float64 0 0.34 | zero_crossing_rate_01_max float64 0 0.92 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
5 | http://freemusicarchive.org/music/AWOL/AWOL_-_A_Way_Of_Life/This_World | Hip-Hop | 1 | 16,000 | 30 | -124.360436 | 77.597151 | 18.37909 | 16.301963 | 4.913461 | 4.336688 | 6.155635 | 7.49942 | -9.579611 | 5.338739 | 2.698175 | 9.751325 | 1.578204 | 4.116259 | -4.973104 | 0.120969 | -3.86322 | 3.403487 | -8.413241 | 0.008372 | 46.544063 | 26.702736 | 22.397532 | 20.194567 | 15.382957 | 13.793578 | 10.729804 | 10.622739 | 10.683571 | 10.743855 | 8.639015 | 9.709413 | 7.844949 | 8.010276 | 8.155856 | 7.130123 | 7.972803 | 8.869709 | 8.550292 | 9.039162 | -0.159083 | -0.060351 | -0.100982 | 0.079564 | -0.434414 | -0.249517 | -0.105669 | -0.253901 | -0.215605 | 0.066798 | -0.007607 | 0.278593 | 0.15818 | 0.496909 | 0.274773 | 0.035755 | 0.385161 | 0.156801 | 0.361515 | 0.384728 | 0.105744 | -0.495979 | -0.406273 | -0.296663 | -0.098548 | 0.156507 | 0.245326 | 0.186756 | 0.06851 | 0.079653 | 0.370494 | 0.182754 | 0.154636 | 1.164166 | 0.514821 | -0.004457 | 0.262797 | 0.288759 | 0.805544 | 0.977273 | -124.170982 | 79.142181 | 19.184624 | 15.748579 | 6.256098 | 5.100507 | 6.802254 | 7.752989 | -9.38525 | 5.33297 | 2.736851 | 9.119791 | 0.972336 | 3.698793 | -5.344404 | 0.112184 | -4.581166 | 3.115711 | -9.024006 | -0.1431 | -363.460144 | 2.708415 | -46.311104 | -42.597237 | -47.073677 | -39.04425 | -27.710945 | -30.336514 | -46.047066 | -30.820759 | -31.179607 | -20.691484 | -25.862904 | -21.227291 | -27.909008 | -25.356472 | -28.296555 | -23.55015 | -35.131657 | -26.634823 | -1.204502 | 143.976883 | 75.247177 | 76.437614 | 43.270927 | 50.604568 | 44.682823 | 41.011669 | 22.098198 | 42.954445 | 33.397186 | 48.66597 | 26.834522 | 44.031609 | 25.369837 | 25.314764 | 22.664457 | 35.735962 | 27.536842 | 44.585403 | 0.401424 | 0.57304 | 0.440522 | 0.342653 | 0.326701 | 0.324118 | 0.366504 | 0.390321 | 0.474183 | 0.500772 | 0.511976 | 0.468562 | 0.269982 | 0.327702 | 0.267759 | 0.263647 | 0.2575 | 0.262625 | 0.282886 | 0.281645 | 0.318438 | 0.333889 | 0.321282 | 0.309238 | 0.668877 | 0.042888 | 0.428729 | 1.001077 | 1.035165 | 1.059885 | 0.813871 | 0.608664 | 0.305711 | 0.262896 | 0.16953 | 0.434439 | -0.515124 | -1.416047 | -0.725125 | 0.208055 | 0.230966 | 0.304525 | -0.354723 | -0.704735 | -1.301715 | -1.382 | -1.323609 | -1.086359 | 0.343953 | 0.531183 | 0.419336 | 0.27595 | 0.254074 | 0.244396 | 0.298283 | 0.325474 | 0.410975 | 0.420256 | 0.481175 | 0.399702 | 0.008378 | 0.01601 | 0.018901 | 0.009353 | 0.00767 | 0.008881 | 0.003516 | 0.006244 | 0.009102 | 0.005942 | 0.002668 | 0.005263 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 0.532977 | 0.593097 | 0.533612 | 0.494684 | 0.536595 | 0.556128 | 0.61383 | 0.678316 | 0.716053 | 0.608266 | 0.541852 | 0.516931 | 0.215886 | 0.259375 | 0.233059 | 0.222916 | 0.215146 | 0.223081 | 0.243767 | 0.287907 | 0.227877 | 0.219542 | 0.220166 | 0.225114 | 0.250877 | 0.210505 | 0.360719 | 0.530108 | 0.26777 | 0.197671 | -0.214673 | -0.309767 | -0.521892 | 0.218617 | 0.430613 | 0.335573 | -0.646707 | -1.092446 | -0.849496 | -0.431927 | -0.517827 | -0.723005 | -0.969239 | -1.334009 | -0.721293 | -0.929851 | -0.71665 | -0.549979 | 0.516951 | 0.553948 | 0.499886 | 0.469043 | 0.517531 | 0.535274 | 0.635732 | 0.716803 | 0.760101 | 0.595118 | 0.51726 | 0.500505 | 0.094972 | 0.08687 | 0.106438 | 0.081889 | 0.082875 | 0.110623 | 0.097754 | 0.094283 | 0.115913 | 0.141678 | 0.126101 | 0.048315 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 0.251504 | 0.294324 | 0.252679 | 0.21857 | 0.250675 | 0.253939 | 0.312518 | 0.324426 | 0.371913 | 0.306905 | 0.261381 | 0.238199 | 0.041497 | 0.074432 | 0.069062 | 0.054331 | 0.039767 | 0.038367 | 0.076951 | 0.096513 | 0.0782 | 0.071195 | 0.061176 | 0.049884 | 0.031901 | -0.068137 | 0.256553 | 0.62775 | 0.926347 | 0.415777 | -0.524917 | -0.583804 | -0.250622 | 0.620267 | 0.395857 | 0.426325 | -0.487292 | -0.459037 | -0.447296 | 0.523669 | 1.949668 | 0.036224 | -0.283976 | -0.378173 | -0.88889 | -0.301718 | -0.375961 | 0.070557 | 0.250379 | 0.293709 | 0.245473 | 0.214455 | 0.2443 | 0.251294 | 0.32222 | 0.335722 | 0.386704 | 0.291545 | 0.251715 | 0.234197 | 0.113938 | 0.087746 | 0.080679 | 0.094342 | 0.146086 | 0.165 | 0.112735 | 0.067719 | 0.208615 | 0.18243 | 0.139744 | 0.109875 | 0.350938 | 0.451023 | 0.417097 | 0.396326 | 0.406113 | 0.377032 | 0.457298 | 0.493908 | 0.556193 | 0.492059 | 0.417893 | 0.383722 | -0.005129 | -0.022769 | -0.022206 | 0.014581 | 0.001798 | -0.005075 | 0.016158 | 0.014997 | 0.056783 | 0.029571 | 0.008996 | 0.011324 | 0.114907 | 0.218327 | -0.582509 | -0.148645 | -0.772598 | 0.183514 | -0.73008 | -0.227956 | 0.121295 | -0.537197 | 0.613734 | 0.020173 | -0.006282 | -0.024007 | -0.017486 | 0.015778 | 0.003087 | -0.005725 | -0.046845 | -0.061003 | -0.183654 | -0.063505 | -0.025411 | -0.036159 | 0.030264 | 0.015138 | 0.082521 | 0.087002 | 0.019765 | 0.033352 | 15.735817 | 14.330313 | 18.175416 | 18.696524 | 17.39243 | 16.180658 | 52.351184 | 4.595679 | 3.992622 | 4.501752 | 3.708002 | 2.804579 | 2.016465 | 4.003836 | 0.663596 | 0.72122 | 0.143588 | -0.100483 | 0.255532 | 0.693997 | -1.236915 | 0.727353 | 0.883905 | 0.261152 | 0.110572 | -0.053022 | 0.720432 | 8.612933 | 15.142468 | 13.916971 | 18.062063 | 18.705462 | 17.206083 | 15.901612 | 52.534405 | 4.148502 | 4.951706 | 4.865308 | 5.47969 | 9.101664 | 11.685729 | 16.071492 | 37.215831 | 31.902656 | 36.959698 | 29.784052 | 27.272439 | 25.723204 | 64.789693 | 1,932.469851 | 644.302983 | 0.734477 | 0.3475 | 1,838.981081 | 758.828857 | 4,257.27987 | 2,053.932547 | 326.248005 | 0.146511 | -0.220124 | 2,038.719746 | 1,183.117036 | 2,913.902412 | 4,378.556171 | 1,314.805531 | -0.013086 | -0.941148 | 4,436.069987 | 1,388.963661 | 7,063.257066 | 0.088531 | 0.053766 | 0.811215 | -0.589043 | 0.070672 | 0.004906 | 0.220061 | 0.117104 | 0.070093 | 1.273113 | 2.97156 | 0.106999 | 0.008075 | 0.494616 |
10 | http://freemusicarchive.org/music/Kurt_Vile/Constant_Hitmaker/Freeway | Pop | 6 | 16,000 | 29.976625 | -27.59627 | 68.361449 | -36.184737 | 33.275581 | -12.467376 | 7.424319 | -4.916334 | 1.957388 | -7.159462 | -3.017186 | -5.243794 | -0.250469 | -3.524023 | -0.705562 | -5.325332 | 3.325535 | -1.963609 | 5.178713 | -4.786321 | -3.986737 | 24.896618 | 15.337658 | 11.97685 | 9.679109 | 10.118112 | 7.858299 | 8.414241 | 7.695637 | 7.57607 | 6.938753 | 6.360873 | 6.161031 | 5.968993 | 6.315473 | 6.394279 | 6.564139 | 6.392503 | 5.62573 | 5.85683 | 6.270708 | -0.507958 | 0.360394 | 0.31969 | -0.019833 | 0.406549 | 0.05318 | 0.201533 | -0.081273 | 0.179057 | 0.098141 | -0.091303 | 0.152142 | 0.218262 | -0.10578 | -0.248336 | -0.2248 | -0.270569 | -0.194644 | -0.211851 | -0.081142 | 3.692903 | 0.639786 | 0.427289 | 0.159337 | -0.22206 | 0.153463 | 0.086989 | -0.35305 | -0.096216 | 0.214837 | 0.020087 | -0.042264 | -0.057928 | 0.173169 | -0.093 | -0.080238 | 0.066943 | 0.117914 | 0.502668 | 0.104498 | -28.665233 | 67.51923 | -36.814556 | 33.234676 | -13.802389 | 7.26538 | -5.422309 | 1.970478 | -7.703029 | -3.153613 | -5.284873 | -0.47856 | -3.937723 | -0.630249 | -4.85051 | 3.743739 | -1.482502 | 5.40117 | -4.700515 | -4.06338 | -233.750366 | 11.851776 | -66.908081 | -3.249863 | -37.255413 | -19.550461 | -35.547386 | -19.144915 | -28.947586 | -24.139595 | -29.56385 | -20.688168 | -21.322586 | -22.781742 | -25.803652 | -17.222258 | -25.464596 | -15.711476 | -30.487904 | -27.176233 | 44.886333 | 121.242065 | 8.509253 | 60.682808 | 18.834137 | 32.411976 | 25.607674 | 23.520905 | 19.363419 | 26.026085 | 13.749952 | 20.125244 | 17.882549 | 18.857803 | 13.356553 | 21.083824 | 17.429054 | 21.307487 | 16.986229 | 15.26131 | 0.290222 | 0.648687 | 0.32376 | 0.346948 | 0.229218 | 0.332854 | 0.701731 | 0.33136 | 0.382461 | 0.313009 | 0.569943 | 0.299566 | 0.167836 | 0.292478 | 0.162157 | 0.256686 | 0.142846 | 0.173253 | 0.287831 | 0.174425 | 0.27502 | 0.209499 | 0.284126 | 0.193415 | 1.802725 | -0.12707 | 1.306692 | 1.167685 | 1.901923 | 1.183739 | -0.432548 | 1.497237 | 1.024277 | 1.59975 | 0.186066 | 1.434497 | 4.523177 | -1.393646 | 2.480228 | 0.49671 | 5.835266 | 1.774149 | -1.202108 | 2.681535 | -0.028202 | 2.54565 | -1.192531 | 2.145941 | 0.252538 | 0.646449 | 0.295988 | 0.26022 | 0.193986 | 0.295867 | 0.740026 | 0.295199 | 0.287153 | 0.257341 | 0.531771 | 0.24913 | 0.02548 | 0.068785 | 0.048236 | 0.024458 | 0.024195 | 0.039172 | 0.06584 | 0.03335 | 0.029574 | 0.026212 | 0.042116 | 0.03055 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 0.504154 | 0.616664 | 0.524905 | 0.564964 | 0.471785 | 0.638512 | 0.922793 | 0.734 | 0.617683 | 0.580044 | 0.635505 | 0.556375 | 0.14115 | 0.199046 | 0.144809 | 0.219983 | 0.15169 | 0.130098 | 0.13464 | 0.165698 | 0.236339 | 0.201956 | 0.172281 | 0.196121 | 0.554417 | 0.263526 | 0.23602 | 0.303838 | 0.307743 | -0.102841 | -1.960617 | -0.140814 | 0.165743 | 0.212244 | 0.129517 | 0.264529 | 0.634276 | -0.625357 | 0.02359 | -0.621071 | -0.265299 | -0.063728 | 3.395062 | -0.611554 | -1.168056 | -0.870959 | -0.487148 | -0.563105 | 0.496445 | 0.597245 | 0.518402 | 0.546428 | 0.461337 | 0.639475 | 1 | 0.728297 | 0.58836 | 0.564133 | 0.629117 | 0.551368 | 0.17189 | 0.163288 | 0.162733 | 0.10278 | 0.123148 | 0.189009 | 0.286795 | 0.186903 | 0.133004 | 0.107581 | 0.198931 | 0.136852 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 0.222982 | 0.281002 | 0.231068 | 0.244046 | 0.19585 | 0.291157 | 0.443223 | 0.35841 | 0.273054 | 0.251641 | 0.284955 | 0.241941 | 0.030765 | 0.07289 | 0.028524 | 0.081841 | 0.04148 | 0.04229 | 0.044381 | 0.037581 | 0.055317 | 0.049709 | 0.041528 | 0.069262 | -0.305084 | 0.141185 | -0.178821 | -0.086989 | -0.437712 | 0.86919 | -1.278781 | -0.070187 | 0.399093 | 1.246929 | 0.674523 | 0.034577 | 2.27192 | -0.662879 | 0.722262 | -0.573727 | 0.31008 | 0.705301 | 1.641959 | -0.605964 | -0.449077 | 2.12201 | -0.183545 | -0.574137 | 0.225322 | 0.276991 | 0.232303 | 0.245834 | 0.20204 | 0.284481 | 0.455959 | 0.358704 | 0.269775 | 0.239253 | 0.277743 | 0.241437 | 0.122511 | 0.130301 | 0.133551 | 0.059823 | 0.072872 | 0.21108 | 0.279587 | 0.25431 | 0.176071 | 0.147024 | 0.217053 | 0.070271 | 0.346815 | 0.463695 | 0.301727 | 0.426337 | 0.307155 | 0.436054 | 0.536392 | 0.439895 | 0.417101 | 0.439813 | 0.407557 | 0.412407 | -0.027701 | -0.026077 | 0.005595 | -0.080792 | 0.010881 | 0.012458 | 0.015006 | 0.01957 | 0.065472 | 0.031377 | 0.013203 | 0.011585 | 0.539402 | 0.243611 | -0.124495 | 0.278107 | -0.356244 | 0.019673 | 0.270555 | -0.180697 | -0.885641 | 0.583347 | -0.353274 | -0.528495 | -0.028874 | -0.027978 | 0.011913 | -0.083919 | 0.01118 | 0.013157 | -0.061345 | -0.071772 | -0.133572 | -0.164274 | -0.024864 | -0.013092 | 0.018825 | 0.033963 | 0.148585 | 0.01332 | 0.041167 | 0.040566 | 22.399615 | 15.086179 | 17.760182 | 17.784591 | 18.412337 | 20.170839 | 52.758292 | 4.808534 | 3.672159 | 3.423469 | 2.732505 | 2.141748 | 2.187386 | 3.634086 | 1.064535 | 0.469217 | 0.729322 | 0.110577 | -0.022932 | 0.252443 | -1.510729 | 2.468589 | 0.39004 | 2.718981 | 0.017505 | -0.087315 | 0.461035 | 12.804122 | 21.575421 | 14.796696 | 17.509402 | 17.759097 | 18.397421 | 20.145035 | 52.897063 | 9.884801 | 6.191516 | 9.272761 | 9.490532 | 11.917113 | 12.466192 | 15.542112 | 50.258148 | 29.681864 | 43.605037 | 28.507177 | 25.392052 | 29.122924 | 62.365767 | 2,089.67524 | 244.956658 | 0.711277 | 3.722584 | 2,103.411366 | 1,402.584376 | 3,554.054056 | 1,654.275182 | 146.814646 | 1.329318 | 5.188065 | 1,638.304867 | 1,297.171889 | 2,532.917938 | 3,860.602836 | 450.912866 | 2.117436 | 10.727023 | 3,827.725437 | 2,788.694482 | 6,912.516824 | 0.11384 | 0.031997 | 1.482273 | 2.24294 | 0.105948 | 0.017401 | 0.229763 | 0.19526 | 0.034841 | -0.031814 | 0.631804 | 0.197174 | 0.092867 | 0.364738 |
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190 | http://freemusicarchive.org/music/Ed_Askew/Blue_Piano/Castle_Of_Stars | Folk | 127 | 16,000 | 30 | -154.054557 | 77.128109 | -12.3665 | 21.033117 | -11.00222 | -12.565686 | -18.51296 | -12.669661 | -15.313457 | -9.842865 | -12.284837 | -4.426089 | -11.357734 | -5.117899 | -14.907557 | -2.421432 | -7.987818 | -5.991535 | -12.386548 | -0.607567 | 50.947474 | 21.594585 | 16.656196 | 17.772068 | 8.691146 | 11.27641 | 8.196692 | 11.932671 | 9.095079 | 9.078242 | 9.645519 | 10.534677 | 9.857715 | 10.759112 | 9.642813 | 10.879215 | 10.552174 | 11.198285 | 10.239453 | 9.0656 | -0.032842 | -1.616824 | -0.095293 | -0.040406 | 0.010235 | -0.533377 | -0.034637 | -0.644769 | 0.324608 | -0.356851 | 0.004812 | -0.022239 | 0.015165 | 0.032683 | 0.332089 | -0.096758 | 0.160482 | -0.247912 | -0.311911 | -0.030373 | -0.69037 | 4.025247 | 0.975511 | -0.30407 | 0.798229 | 0.984696 | 0.089837 | 0.38445 | 0.164326 | 0.262583 | 0.168129 | -0.328387 | -0.463692 | -0.243333 | 0.025279 | -0.422275 | 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193 | http://freemusicarchive.org/music/Ed_Askew/Blue_Piano/Here_With_You | Folk | 127 | 16,000 | 29.976625 | -206.90573 | 93.481662 | -14.828011 | 28.349538 | -10.750748 | 1.582535 | -15.629668 | -8.801286 | -16.970511 | -6.737614 | -11.223446 | -3.577207 | -13.521771 | -10.213721 | -13.120565 | -9.501016 | -12.319185 | -8.066735 | -13.751284 | -3.381427 | 101.107304 | 27.675932 | 12.563678 | 14.508739 | 8.342716 | 9.3467 | 9.444946 | 7.174606 | 8.218198 | 7.300896 | 8.921996 | 8.329267 | 7.936642 | 9.455949 | 9.289998 | 9.16349 | 11.505196 | 10.281005 | 11.496435 | 7.226457 | -1.384275 | -0.679056 | 0.761952 | -1.034645 | -0.324564 | -0.749278 | 0.31049 | 0.046104 | 0.742823 | -0.109557 | -0.102183 | 0.065358 | 0.022802 | -0.082588 | 0.161142 | 0.441148 | 0.437413 | 1.171081 | 0.479732 | 1.123032 | 3.241542 | 0.688631 | 3.232802 | 1.466077 | 1.466395 | 0.965731 | -0.21756 | 1.824086 | 1.430744 | 0.290182 | -0.211067 | -0.247533 | 0.078039 | -0.450834 | -0.381528 | 0.334772 | 1.054866 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