Datasets:
taejunkim
/
alignments

Dataset card Data Studio Files Community
mix_id
stringclasses
3 values
track_id
stringlengths
11
11
case_name
stringclasses
12 values
feature
stringclasses
6 values
metric
stringclasses
2 values
key_change
int64
0
11
match_rate
float64
0
1
match_rate_raw
float64
0
1
matched_beats
int64
0
827
matched_beats_raw
int64
0
835
matched_time_mix
float64
0
413
matched_time_track
float64
0
426
mix_cue_in_beat
float64
0
13.2k
⌀
mix_cue_out_beat
float64
39
13.2k
⌀
track_cue_in_beat
float64
0
1.33k
⌀
track_cue_out_beat
float64
27
1.35k
⌀
mix_cue_in_time
float64
0.46
6.75k
⌀
mix_cue_out_time
float64
20.5
6.76k
⌀
track_cue_in_time
float64
0.1
656
⌀
track_cue_out_time
float64
13.6
666
⌀
cost
float64
0.01
118
__index_level_0__
int64
0
2.6k
wp
sequence
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
0
0.112656
0.415855
81
299
36.909912
44.190002
6,710
6,777
374
455
3,465.030029
3,501.939941
204.369995
248.559998
0.787185
800
[ [ 911, 13554 ], [ 908, 13553 ], [ 907, 13552 ], [ 906, 13551 ], [ 905, 13550 ], [ 904, 13549 ], [ 901, 13548 ], [ 899, 13547 ], [ 896, 13546 ], [ 895, 13545 ], [ 894, 13544 ], [ 893, 13543 ], [ 892, 13542 ], [ 889, 13541 ], [ 887, 13540 ], [ 886, 13539 ], [ 885, 13538 ], [ 882, 13537 ], [ 881, 13536 ], [ 880, 13535 ], [ 878, 13534 ], [ 875, 13533 ], [ 874, 13532 ], [ 873, 13531 ], [ 872, 13530 ], [ 871, 13529 ], [ 870, 13528 ], [ 869, 13527 ], [ 866, 13526 ], [ 865, 13525 ], [ 864, 13524 ], [ 863, 13523 ], [ 862, 13522 ], [ 859, 13521 ], [ 856, 13520 ], [ 855, 13519 ], [ 854, 13518 ], [ 853, 13517 ], [ 852, 13516 ], [ 851, 13515 ], [ 850, 13514 ], [ 849, 13513 ], [ 848, 13512 ], [ 847, 13511 ], [ 846, 13510 ], [ 845, 13509 ], [ 844, 13508 ], [ 843, 13507 ], [ 842, 13506 ], [ 841, 13505 ], [ 840, 13504 ], [ 839, 13503 ], [ 838, 13502 ], [ 837, 13501 ], [ 836, 13500 ], [ 835, 13499 ], [ 834, 13498 ], [ 833, 13497 ], [ 832, 13496 ], [ 831, 13495 ], [ 830, 13494 ], [ 829, 13493 ], [ 828, 13492 ], [ 825, 13491 ], [ 822, 13490 ], [ 821, 13489 ], [ 820, 13488 ], [ 819, 13487 ], [ 818, 13486 ], [ 817, 13485 ], [ 816, 13484 ], [ 815, 13483 ], [ 814, 13482 ], [ 813, 13481 ], [ 812, 13480 ], [ 811, 13479 ], [ 810, 13478 ], [ 809, 13477 ], [ 808, 13476 ], [ 807, 13475 ], [ 806, 13474 ], [ 805, 13473 ], [ 804, 13472 ], [ 803, 13471 ], [ 802, 13470 ], [ 801, 13469 ], [ 800, 13468 ], [ 799, 13467 ], [ 798, 13466 ], [ 797, 13465 ], [ 796, 13464 ], [ 795, 13463 ], [ 794, 13462 ], [ 793, 13461 ], [ 792, 13460 ], [ 791, 13459 ], [ 790, 13458 ], [ 789, 13457 ], [ 788, 13456 ], [ 787, 13455 ], [ 786, 13454 ], [ 785, 13453 ], [ 783, 13452 ], [ 782, 13451 ], [ 781, 13450 ], [ 780, 13449 ], [ 779, 13448 ], [ 778, 13447 ], [ 777, 13446 ], [ 776, 13445 ], [ 775, 13444 ], [ 774, 13443 ], [ 773, 13442 ], [ 772, 13441 ], [ 771, 13440 ], [ 770, 13439 ], [ 767, 13438 ], [ 765, 13437 ], [ 764, 13436 ], [ 763, 13435 ], [ 762, 13434 ], [ 761, 13433 ], [ 760, 13432 ], [ 759, 13431 ], [ 758, 13430 ], [ 757, 13429 ], [ 756, 13428 ], [ 755, 13427 ], [ 754, 13426 ], [ 753, 13425 ], [ 752, 13424 ], [ 751, 13423 ], [ 750, 13422 ], [ 749, 13421 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
0
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.414752
801
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
1
0.08484
0.415855
61
299
25.890137
33.289993
6,663
6,710
300
361
3,439.139893
3,465.030029
163.990005
197.279999
0.787338
802
[ [ 723, 13420 ], [ 722, 13419 ], [ 721, 13418 ], [ 720, 13417 ], [ 719, 13416 ], [ 718, 13415 ], [ 717, 13414 ], [ 716, 13413 ], [ 715, 13412 ], [ 714, 13411 ], [ 713, 13410 ], [ 712, 13409 ], [ 711, 13408 ], [ 710, 13407 ], [ 709, 13406 ], [ 708, 13405 ], [ 707, 13404 ], [ 706, 13403 ], [ 705, 13402 ], [ 704, 13401 ], [ 701, 13400 ], [ 700, 13399 ], [ 698, 13398 ], [ 697, 13397 ], [ 696, 13396 ], [ 695, 13395 ], [ 694, 13394 ], [ 693, 13393 ], [ 692, 13392 ], [ 691, 13391 ], [ 690, 13390 ], [ 689, 13389 ], [ 688, 13388 ], [ 687, 13387 ], [ 686, 13386 ], [ 685, 13385 ], [ 684, 13384 ], [ 683, 13383 ], [ 682, 13382 ], [ 681, 13381 ], [ 680, 13380 ], [ 679, 13379 ], [ 678, 13378 ], [ 676, 13377 ], [ 675, 13376 ], [ 674, 13375 ], [ 671, 13374 ], [ 669, 13373 ], [ 666, 13372 ], [ 665, 13371 ], [ 663, 13370 ], [ 662, 13369 ], [ 661, 13368 ], [ 660, 13367 ], [ 659, 13366 ], [ 656, 13365 ], [ 655, 13364 ], [ 654, 13363 ], [ 653, 13362 ], [ 652, 13361 ], [ 651, 13360 ], [ 650, 13359 ], [ 649, 13358 ], [ 648, 13357 ], [ 647, 13356 ], [ 646, 13355 ], [ 645, 13354 ], [ 644, 13353 ], [ 643, 13352 ], [ 641, 13351 ], [ 638, 13350 ], [ 637, 13349 ], [ 634, 13348 ], [ 631, 13347 ], [ 630, 13346 ], [ 629, 13345 ], [ 627, 13344 ], [ 626, 13343 ], [ 624, 13342 ], [ 621, 13341 ], [ 618, 13340 ], [ 617, 13339 ], [ 615, 13338 ], [ 612, 13337 ], [ 611, 13336 ], [ 610, 13335 ], [ 609, 13334 ], [ 608, 13333 ], [ 607, 13332 ], [ 606, 13331 ], [ 605, 13330 ], [ 604, 13329 ], [ 603, 13328 ], [ 602, 13327 ], [ 601, 13326 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
1
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.445346
803
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
2
0.098748
0.40751
71
293
32.48999
38.740005
6,657
6,716
284
355
3,435.840088
3,468.330078
155.259995
194
0.795537
804
[ [ 710, 13432 ], [ 709, 13431 ], [ 707, 13430 ], [ 704, 13429 ], [ 703, 13428 ], [ 702, 13427 ], [ 701, 13426 ], [ 700, 13425 ], [ 699, 13424 ], [ 698, 13423 ], [ 697, 13422 ], [ 696, 13421 ], [ 695, 13420 ], [ 694, 13419 ], [ 693, 13418 ], [ 692, 13417 ], [ 691, 13416 ], [ 688, 13415 ], [ 685, 13414 ], [ 684, 13413 ], [ 683, 13412 ], [ 682, 13411 ], [ 681, 13410 ], [ 680, 13409 ], [ 679, 13408 ], [ 678, 13407 ], [ 677, 13406 ], [ 676, 13405 ], [ 675, 13404 ], [ 674, 13403 ], [ 673, 13402 ], [ 672, 13401 ], [ 671, 13400 ], [ 670, 13399 ], [ 669, 13398 ], [ 668, 13397 ], [ 667, 13396 ], [ 666, 13395 ], [ 665, 13394 ], [ 664, 13393 ], [ 663, 13392 ], [ 662, 13391 ], [ 661, 13390 ], [ 660, 13389 ], [ 659, 13388 ], [ 658, 13387 ], [ 655, 13386 ], [ 654, 13385 ], [ 653, 13384 ], [ 652, 13383 ], [ 651, 13382 ], [ 649, 13381 ], [ 646, 13380 ], [ 645, 13379 ], [ 644, 13378 ], [ 643, 13377 ], [ 642, 13376 ], [ 641, 13375 ], [ 639, 13374 ], [ 637, 13373 ], [ 635, 13372 ], [ 632, 13371 ], [ 631, 13370 ], [ 630, 13369 ], [ 629, 13368 ], [ 628, 13367 ], [ 627, 13366 ], [ 625, 13365 ], [ 624, 13364 ], [ 623, 13363 ], [ 622, 13362 ], [ 620, 13361 ], [ 619, 13360 ], [ 616, 13359 ], [ 615, 13358 ], [ 614, 13357 ], [ 613, 13356 ], [ 612, 13355 ], [ 611, 13354 ], [ 610, 13353 ], [ 609, 13352 ], [ 608, 13351 ], [ 607, 13350 ], [ 606, 13349 ], [ 605, 13348 ], [ 604, 13347 ], [ 603, 13346 ], [ 602, 13345 ], [ 601, 13344 ], [ 600, 13343 ], [ 599, 13342 ], [ 598, 13341 ], [ 597, 13340 ], [ 596, 13339 ], [ 595, 13338 ], [ 594, 13337 ], [ 593, 13336 ], [ 592, 13335 ], [ 591, 13334 ], [ 590, 13333 ], [ 589, 13332 ], [ 588, 13331 ], [ 587, 13330 ], [ 586, 13329 ], [ 585, 13328 ], [ 584, 13327 ], [ 583, 13326 ], [ 582, 13325 ], [ 581, 13324 ], [ 579, 13323 ], [ 576, 13322 ], [ 575, 13321 ], [ 574, 13320 ], [ 573, 13319 ], [ 572, 13318 ], [ 571, 13317 ], [ 570, 13316 ], [ 569, 13315 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
2
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.450677
805
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
3
0.073713
0.475661
53
342
21.970001
28.349976
602
649
495
547
283.209991
305.179993
270.390015
298.73999
0.797163
806
[ [ 1095, 1298 ], [ 1094, 1297 ], [ 1093, 1296 ], [ 1091, 1295 ], [ 1088, 1294 ], [ 1087, 1293 ], [ 1086, 1292 ], [ 1085, 1291 ], [ 1084, 1290 ], [ 1083, 1289 ], [ 1082, 1288 ], [ 1081, 1287 ], [ 1080, 1286 ], [ 1079, 1285 ], [ 1078, 1284 ], [ 1077, 1283 ], [ 1076, 1282 ], [ 1075, 1281 ], [ 1074, 1280 ], [ 1073, 1279 ], [ 1072, 1278 ], [ 1071, 1277 ], [ 1070, 1276 ], [ 1069, 1275 ], [ 1068, 1274 ], [ 1067, 1273 ], [ 1066, 1272 ], [ 1065, 1271 ], [ 1064, 1270 ], [ 1063, 1269 ], [ 1062, 1268 ], [ 1061, 1267 ], [ 1060, 1266 ], [ 1059, 1265 ], [ 1058, 1264 ], [ 1057, 1263 ], [ 1056, 1262 ], [ 1055, 1261 ], [ 1054, 1260 ], [ 1053, 1259 ], [ 1052, 1258 ], [ 1051, 1257 ], [ 1050, 1256 ], [ 1049, 1255 ], [ 1048, 1254 ], [ 1047, 1253 ], [ 1046, 1252 ], [ 1045, 1251 ], [ 1044, 1250 ], [ 1043, 1249 ], [ 1042, 1248 ], [ 1041, 1247 ], [ 1040, 1246 ], [ 1039, 1245 ], [ 1038, 1244 ], [ 1037, 1243 ], [ 1036, 1242 ], [ 1035, 1241 ], [ 1034, 1240 ], [ 1033, 1239 ], [ 1032, 1238 ], [ 1031, 1237 ], [ 1030, 1236 ], [ 1029, 1235 ], [ 1028, 1234 ], [ 1027, 1233 ], [ 1026, 1232 ], [ 1025, 1231 ], [ 1024, 1230 ], [ 1023, 1229 ], [ 1022, 1228 ], [ 1021, 1227 ], [ 1020, 1226 ], [ 1019, 1225 ], [ 1018, 1224 ], [ 1017, 1223 ], [ 1016, 1222 ], [ 1015, 1221 ], [ 1014, 1220 ], [ 1013, 1219 ], [ 1012, 1218 ], [ 1011, 1217 ], [ 1010, 1216 ], [ 1009, 1215 ], [ 1007, 1214 ], [ 1005, 1213 ], [ 1003, 1212 ], [ 1000, 1211 ], [ 999, 1210 ], [ 998, 1209 ], [ 997, 1208 ], [ 996, 1207 ], [ 994, 1206 ], [ 993, 1205 ], [ 990, 1204 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
3
0
0.008345
0
6
0
0
null
null
null
null
null
null
null
null
6.438161
807
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
4
0.047288
0.397775
34
286
16.060059
18.560028
9,762
9,794
676
710
5,008.649902
5,024.709961
369.109985
387.670013
0.800543
808
[ [ 1420, 19589 ], [ 1419, 19588 ], [ 1416, 19587 ], [ 1415, 19586 ], [ 1413, 19585 ], [ 1412, 19584 ], [ 1411, 19583 ], [ 1410, 19582 ], [ 1409, 19581 ], [ 1408, 19580 ], [ 1407, 19579 ], [ 1406, 19578 ], [ 1405, 19577 ], [ 1404, 19576 ], [ 1403, 19575 ], [ 1402, 19574 ], [ 1401, 19573 ], [ 1400, 19572 ], [ 1399, 19571 ], [ 1398, 19570 ], [ 1397, 19569 ], [ 1396, 19568 ], [ 1395, 19567 ], [ 1394, 19566 ], [ 1393, 19565 ], [ 1392, 19564 ], [ 1391, 19563 ], [ 1390, 19562 ], [ 1389, 19561 ], [ 1388, 19560 ], [ 1387, 19559 ], [ 1386, 19558 ], [ 1385, 19557 ], [ 1384, 19556 ], [ 1383, 19555 ], [ 1382, 19554 ], [ 1381, 19553 ], [ 1380, 19552 ], [ 1379, 19551 ], [ 1378, 19550 ], [ 1377, 19549 ], [ 1376, 19548 ], [ 1375, 19547 ], [ 1374, 19546 ], [ 1373, 19545 ], [ 1372, 19544 ], [ 1371, 19543 ], [ 1370, 19542 ], [ 1369, 19541 ], [ 1368, 19540 ], [ 1367, 19539 ], [ 1366, 19538 ], [ 1365, 19537 ], [ 1364, 19536 ], [ 1363, 19535 ], [ 1362, 19534 ], [ 1361, 19533 ], [ 1360, 19532 ], [ 1359, 19531 ], [ 1358, 19530 ], [ 1357, 19529 ], [ 1356, 19528 ], [ 1355, 19527 ], [ 1354, 19526 ], [ 1353, 19525 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
4
0
0.008345
0
6
0
0
null
null
null
null
null
null
null
null
6.424719
809
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
5
0.030598
0.357441
22
257
9.169922
12
4,875
4,892
63
85
2,464.209961
2,473.379883
34.709999
46.709999
0.807392
810
[ [ 170, 9785 ], [ 169, 9784 ], [ 168, 9783 ], [ 167, 9782 ], [ 166, 9781 ], [ 165, 9780 ], [ 164, 9779 ], [ 163, 9778 ], [ 160, 9777 ], [ 159, 9776 ], [ 156, 9775 ], [ 154, 9774 ], [ 153, 9773 ], [ 150, 9772 ], [ 149, 9771 ], [ 148, 9770 ], [ 147, 9769 ], [ 146, 9768 ], [ 145, 9767 ], [ 144, 9766 ], [ 143, 9765 ], [ 142, 9764 ], [ 141, 9763 ], [ 139, 9762 ], [ 138, 9761 ], [ 137, 9760 ], [ 136, 9759 ], [ 135, 9758 ], [ 134, 9757 ], [ 133, 9756 ], [ 132, 9755 ], [ 131, 9754 ], [ 130, 9753 ], [ 129, 9752 ], [ 127, 9751 ], [ 126, 9750 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
5
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.434532
811
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
6
0
0.350487
0
252
0
0
null
null
null
null
null
null
null
null
0.804352
812
null
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
6
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.440995
813
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
7
0.054242
0.35605
39
256
10.25
21.279999
5,056
5,075
514
553
2,561.840088
2,572.090088
280.73999
302.019989
0.797258
814
[ [ 1106, 10151 ], [ 1103, 10150 ], [ 1101, 10149 ], [ 1099, 10148 ], [ 1097, 10147 ], [ 1095, 10146 ], [ 1093, 10145 ], [ 1091, 10144 ], [ 1089, 10143 ], [ 1087, 10142 ], [ 1086, 10141 ], [ 1083, 10140 ], [ 1081, 10139 ], [ 1079, 10138 ], [ 1077, 10137 ], [ 1075, 10136 ], [ 1072, 10135 ], [ 1071, 10134 ], [ 1069, 10133 ], [ 1067, 10132 ], [ 1065, 10131 ], [ 1063, 10130 ], [ 1061, 10129 ], [ 1059, 10128 ], [ 1057, 10127 ], [ 1056, 10126 ], [ 1053, 10125 ], [ 1051, 10124 ], [ 1049, 10123 ], [ 1047, 10122 ], [ 1045, 10121 ], [ 1044, 10120 ], [ 1041, 10119 ], [ 1040, 10118 ], [ 1037, 10117 ], [ 1035, 10116 ], [ 1033, 10115 ], [ 1031, 10114 ], [ 1029, 10113 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
7
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.421986
815
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
8
0.147427
0.388039
106
279
28.580078
57.290001
5,013
5,066
13
118
2,538.649902
2,567.22998
7.43
64.720001
0.783439
816
[ [ 237, 10133 ], [ 235, 10132 ], [ 233, 10131 ], [ 231, 10130 ], [ 229, 10129 ], [ 227, 10128 ], [ 226, 10127 ], [ 224, 10126 ], [ 221, 10125 ], [ 219, 10124 ], [ 217, 10123 ], [ 215, 10122 ], [ 213, 10121 ], [ 212, 10120 ], [ 211, 10119 ], [ 208, 10118 ], [ 205, 10117 ], [ 203, 10116 ], [ 201, 10115 ], [ 199, 10114 ], [ 197, 10113 ], [ 195, 10112 ], [ 194, 10111 ], [ 192, 10110 ], [ 189, 10109 ], [ 187, 10108 ], [ 185, 10107 ], [ 183, 10106 ], [ 181, 10105 ], [ 179, 10104 ], [ 178, 10103 ], [ 175, 10102 ], [ 173, 10101 ], [ 171, 10100 ], [ 169, 10099 ], [ 167, 10098 ], [ 165, 10097 ], [ 163, 10096 ], [ 162, 10095 ], [ 160, 10094 ], [ 157, 10093 ], [ 155, 10092 ], [ 146, 10090 ], [ 143, 10089 ], [ 141, 10088 ], [ 140, 10087 ], [ 139, 10086 ], [ 138, 10085 ], [ 137, 10084 ], [ 136, 10083 ], [ 135, 10082 ], [ 134, 10081 ], [ 132, 10080 ], [ 131, 10079 ], [ 128, 10078 ], [ 125, 10077 ], [ 123, 10076 ], [ 121, 10075 ], [ 119, 10074 ], [ 117, 10073 ], [ 115, 10072 ], [ 114, 10071 ], [ 112, 10070 ], [ 109, 10069 ], [ 107, 10068 ], [ 105, 10067 ], [ 103, 10066 ], [ 101, 10065 ], [ 99, 10064 ], [ 98, 10063 ], [ 96, 10062 ], [ 93, 10061 ], [ 91, 10060 ], [ 89, 10059 ], [ 87, 10058 ], [ 86, 10057 ], [ 83, 10056 ], [ 82, 10055 ], [ 79, 10054 ], [ 77, 10053 ], [ 75, 10052 ], [ 73, 10051 ], [ 71, 10050 ], [ 68, 10049 ], [ 67, 10048 ], [ 66, 10047 ], [ 63, 10046 ], [ 60, 10045 ], [ 58, 10044 ], [ 57, 10043 ], [ 55, 10042 ], [ 53, 10041 ], [ 51, 10040 ], [ 50, 10039 ], [ 48, 10038 ], [ 45, 10037 ], [ 43, 10036 ], [ 41, 10035 ], [ 39, 10034 ], [ 37, 10033 ], [ 35, 10032 ], [ 34, 10031 ], [ 32, 10030 ], [ 29, 10029 ], [ 28, 10028 ], [ 27, 10027 ], [ 26, 10026 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
8
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.422896
817
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
9
0.05007
0.388039
36
279
17.240234
19.090027
5,233
5,265
614
649
2,657.129883
2,674.370117
335.299988
354.390015
0.787458
818
[ [ 1299, 10531 ], [ 1298, 10530 ], [ 1297, 10529 ], [ 1296, 10528 ], [ 1295, 10527 ], [ 1294, 10526 ], [ 1293, 10525 ], [ 1290, 10524 ], [ 1289, 10523 ], [ 1288, 10522 ], [ 1287, 10521 ], [ 1286, 10520 ], [ 1285, 10519 ], [ 1284, 10518 ], [ 1281, 10517 ], [ 1280, 10516 ], [ 1279, 10515 ], [ 1278, 10514 ], [ 1277, 10513 ], [ 1276, 10512 ], [ 1275, 10511 ], [ 1274, 10510 ], [ 1273, 10509 ], [ 1270, 10508 ], [ 1269, 10507 ], [ 1268, 10506 ], [ 1267, 10505 ], [ 1266, 10504 ], [ 1265, 10503 ], [ 1264, 10502 ], [ 1263, 10501 ], [ 1262, 10500 ], [ 1261, 10499 ], [ 1260, 10498 ], [ 1259, 10497 ], [ 1258, 10496 ], [ 1257, 10495 ], [ 1256, 10494 ], [ 1255, 10493 ], [ 1254, 10492 ], [ 1253, 10491 ], [ 1252, 10490 ], [ 1251, 10489 ], [ 1250, 10488 ], [ 1249, 10487 ], [ 1248, 10486 ], [ 1247, 10485 ], [ 1246, 10484 ], [ 1245, 10483 ], [ 1244, 10482 ], [ 1243, 10481 ], [ 1242, 10480 ], [ 1241, 10479 ], [ 1240, 10478 ], [ 1239, 10477 ], [ 1238, 10476 ], [ 1237, 10475 ], [ 1236, 10474 ], [ 1235, 10473 ], [ 1234, 10472 ], [ 1233, 10471 ], [ 1231, 10470 ], [ 1230, 10469 ], [ 1229, 10468 ], [ 1228, 10467 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
9
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.445979
819
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
10
0.06815
0.436718
49
314
24.900146
26.740005
5,951
5,996
285
334
3,046.709961
3,071.610107
155.809998
182.550003
0.800588
820
[ [ 668, 11993 ], [ 667, 11992 ], [ 666, 11991 ], [ 665, 11990 ], [ 664, 11989 ], [ 663, 11988 ], [ 662, 11987 ], [ 661, 11986 ], [ 660, 11985 ], [ 659, 11984 ], [ 658, 11983 ], [ 657, 11982 ], [ 656, 11981 ], [ 655, 11980 ], [ 654, 11979 ], [ 653, 11978 ], [ 652, 11977 ], [ 651, 11976 ], [ 650, 11975 ], [ 649, 11974 ], [ 648, 11973 ], [ 647, 11972 ], [ 646, 11971 ], [ 645, 11970 ], [ 644, 11969 ], [ 643, 11968 ], [ 642, 11967 ], [ 640, 11966 ], [ 637, 11965 ], [ 634, 11964 ], [ 631, 11963 ], [ 630, 11962 ], [ 629, 11961 ], [ 628, 11960 ], [ 627, 11959 ], [ 626, 11958 ], [ 625, 11957 ], [ 624, 11956 ], [ 623, 11955 ], [ 622, 11954 ], [ 621, 11953 ], [ 620, 11952 ], [ 619, 11951 ], [ 618, 11950 ], [ 617, 11949 ], [ 616, 11948 ], [ 615, 11947 ], [ 614, 11946 ], [ 613, 11945 ], [ 612, 11944 ], [ 611, 11943 ], [ 610, 11942 ], [ 609, 11941 ], [ 608, 11940 ], [ 607, 11939 ], [ 606, 11938 ], [ 605, 11937 ], [ 604, 11936 ], [ 603, 11935 ], [ 602, 11934 ], [ 601, 11933 ], [ 600, 11932 ], [ 599, 11931 ], [ 598, 11930 ], [ 597, 11929 ], [ 596, 11928 ], [ 595, 11927 ], [ 594, 11926 ], [ 593, 11925 ], [ 592, 11924 ], [ 591, 11923 ], [ 590, 11922 ], [ 589, 11921 ], [ 588, 11920 ], [ 587, 11919 ], [ 586, 11918 ], [ 585, 11917 ], [ 584, 11916 ], [ 583, 11915 ], [ 582, 11914 ], [ 581, 11913 ], [ 580, 11912 ], [ 579, 11911 ], [ 578, 11910 ], [ 577, 11909 ], [ 576, 11908 ], [ 575, 11907 ], [ 574, 11906 ], [ 573, 11905 ], [ 572, 11904 ], [ 570, 11903 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
10
0
0.006954
0
5
0
0
null
null
null
null
null
null
null
null
6.437785
821
null
mix00031
BzLLIjr7d1U
all_scaled_cos
all_scaled
cosine
11
0.076495
0.411683
55
296
28.090088
29.460007
6,709
6,760
375
429
3,464.47998
3,492.570068
204.919998
234.380005
0.792198
822
[ [ 859, 13521 ], [ 856, 13520 ], [ 855, 13519 ], [ 854, 13518 ], [ 853, 13517 ], [ 852, 13516 ], [ 851, 13515 ], [ 850, 13514 ], [ 849, 13513 ], [ 848, 13512 ], [ 847, 13511 ], [ 846, 13510 ], [ 845, 13509 ], [ 844, 13508 ], [ 843, 13507 ], [ 842, 13506 ], [ 841, 13505 ], [ 840, 13504 ], [ 839, 13503 ], [ 838, 13502 ], [ 837, 13501 ], [ 836, 13500 ], [ 835, 13499 ], [ 834, 13498 ], [ 833, 13497 ], [ 832, 13496 ], [ 831, 13495 ], [ 830, 13494 ], [ 829, 13493 ], [ 828, 13492 ], [ 827, 13491 ], [ 826, 13490 ], [ 825, 13489 ], [ 824, 13488 ], [ 823, 13487 ], [ 822, 13486 ], [ 821, 13485 ], [ 820, 13484 ], [ 819, 13483 ], [ 818, 13482 ], [ 817, 13481 ], [ 816, 13480 ], [ 815, 13479 ], [ 814, 13478 ], [ 813, 13477 ], [ 812, 13476 ], [ 811, 13475 ], [ 810, 13474 ], [ 809, 13473 ], [ 808, 13472 ], [ 807, 13471 ], [ 806, 13470 ], [ 805, 13469 ], [ 804, 13468 ], [ 803, 13467 ], [ 802, 13466 ], [ 801, 13465 ], [ 800, 13464 ], [ 799, 13463 ], [ 798, 13462 ], [ 797, 13461 ], [ 796, 13460 ], [ 795, 13459 ], [ 794, 13458 ], [ 793, 13457 ], [ 792, 13456 ], [ 791, 13455 ], [ 790, 13454 ], [ 789, 13453 ], [ 788, 13452 ], [ 787, 13451 ], [ 786, 13450 ], [ 785, 13449 ], [ 784, 13448 ], [ 783, 13447 ], [ 782, 13446 ], [ 781, 13445 ], [ 780, 13444 ], [ 779, 13443 ], [ 778, 13442 ], [ 777, 13441 ], [ 776, 13440 ], [ 775, 13439 ], [ 774, 13438 ], [ 773, 13437 ], [ 772, 13436 ], [ 771, 13435 ], [ 770, 13434 ], [ 769, 13433 ], [ 768, 13432 ], [ 767, 13431 ], [ 766, 13430 ], [ 765, 13429 ], [ 764, 13428 ], [ 763, 13427 ], [ 762, 13426 ], [ 761, 13425 ], [ 760, 13424 ], [ 757, 13423 ], [ 754, 13422 ], [ 753, 13421 ], [ 752, 13420 ], [ 751, 13419 ], [ 750, 13418 ] ]
mix00031
BzLLIjr7d1U
all_scaled_eucld
all_scaled
euclidean
11
0
0.01669
0
12
0
0
null
null
null
null
null
null
null
null
6.404402
823
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
0
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058524
824
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
0
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.06286
825
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
1
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058524
826
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
1
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063261
827
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
2
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
828
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
2
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063423
829
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
3
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
830
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
3
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063651
831
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
4
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058526
832
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
4
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063878
833
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
5
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
834
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
5
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063731
835
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
6
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058524
836
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
6
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063387
837
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
7
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
838
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
7
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.06342
839
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
8
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
840
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
8
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063732
841
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
9
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058525
842
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
9
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.063558
843
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
10
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058524
844
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
10
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.062864
845
null
mix00031
BzLLIjr7d1U
all_cos
all
cosine
11
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.058523
846
null
mix00031
BzLLIjr7d1U
all_eucld
all
euclidean
11
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.062531
847
null
mix00031
BzLLIjr7d1U
mfcc_scaled_cos
mfcc_scaled
cosine
0
0.095967
0.54242
69
390
32.540039
37.080002
11,084
11,149
135
203
5,669.669922
5,702.209961
74
111.080002
0.733521
848
[ [ 407, 22298 ], [ 406, 22297 ], [ 405, 22296 ], [ 404, 22295 ], [ 403, 22294 ], [ 402, 22293 ], [ 401, 22292 ], [ 400, 22291 ], [ 399, 22290 ], [ 398, 22289 ], [ 397, 22288 ], [ 396, 22287 ], [ 395, 22286 ], [ 394, 22285 ], [ 393, 22284 ], [ 392, 22283 ], [ 391, 22282 ], [ 390, 22281 ], [ 389, 22280 ], [ 388, 22279 ], [ 387, 22278 ], [ 386, 22277 ], [ 385, 22276 ], [ 384, 22275 ], [ 383, 22274 ], [ 382, 22273 ], [ 381, 22272 ], [ 380, 22271 ], [ 379, 22270 ], [ 378, 22269 ], [ 377, 22268 ], [ 376, 22267 ], [ 375, 22266 ], [ 374, 22265 ], [ 373, 22264 ], [ 372, 22263 ], [ 371, 22262 ], [ 370, 22261 ], [ 369, 22260 ], [ 368, 22259 ], [ 367, 22258 ], [ 366, 22257 ], [ 365, 22256 ], [ 364, 22255 ], [ 363, 22254 ], [ 362, 22253 ], [ 361, 22251 ], [ 360, 22250 ], [ 359, 22249 ], [ 358, 22248 ], [ 356, 22247 ], [ 355, 22246 ], [ 354, 22245 ], [ 353, 22244 ], [ 352, 22243 ], [ 351, 22242 ], [ 350, 22241 ], [ 349, 22240 ], [ 348, 22239 ], [ 347, 22238 ], [ 346, 22237 ], [ 345, 22235 ], [ 344, 22234 ], [ 343, 22233 ], [ 342, 22232 ], [ 340, 22231 ], [ 339, 22230 ], [ 338, 22229 ], [ 337, 22228 ], [ 336, 22227 ], [ 335, 22226 ], [ 334, 22225 ], [ 333, 22224 ], [ 332, 22223 ], [ 331, 22222 ], [ 329, 22221 ], [ 328, 22220 ], [ 327, 22219 ], [ 326, 22217 ], [ 325, 22216 ], [ 323, 22215 ], [ 320, 22214 ], [ 319, 22213 ], [ 318, 22212 ], [ 317, 22211 ], [ 316, 22210 ], [ 315, 22209 ], [ 314, 22208 ], [ 313, 22207 ], [ 312, 22206 ], [ 311, 22204 ], [ 310, 22201 ], [ 309, 22200 ], [ 308, 22199 ], [ 307, 22198 ], [ 306, 22197 ], [ 305, 22196 ], [ 304, 22195 ], [ 303, 22194 ], [ 301, 22193 ], [ 300, 22192 ], [ 299, 22191 ], [ 298, 22190 ], [ 297, 22189 ], [ 296, 22188 ], [ 295, 22187 ], [ 294, 22186 ], [ 293, 22185 ], [ 292, 22184 ], [ 290, 22183 ], [ 289, 22182 ], [ 287, 22181 ], [ 285, 22180 ], [ 284, 22179 ], [ 283, 22178 ], [ 282, 22177 ], [ 281, 22175 ], [ 279, 22174 ], [ 277, 22173 ], [ 275, 22172 ], [ 273, 22171 ], [ 272, 22170 ], [ 271, 22169 ], [ 270, 22168 ] ]
mix00031
BzLLIjr7d1U
mfcc_scaled_eucld
mfcc_scaled
euclidean
0
0
0.009736
0
7
0
0
null
null
null
null
null
null
null
null
4.806784
849
null
mix00031
BzLLIjr7d1U
mfcc_cos
mfcc
cosine
0
0
0.161335
0
116
0
0
null
null
null
null
null
null
null
null
0.05852
850
null
mix00031
BzLLIjr7d1U
mfcc_eucld
mfcc
euclidean
0
0
0.098748
0
71
0
0
null
null
null
null
null
null
null
null
62.059809
851
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
0
0.083449
0.400556
60
288
25.67041
32.73
9,535
9,576
6
66
4,886.319824
4,911.990234
3.61
36.34
0.620575
852
[ [ 132, 19152 ], [ 131, 19151 ], [ 129, 19150 ], [ 126, 19149 ], [ 124, 19148 ], [ 121, 19147 ], [ 120, 19146 ], [ 119, 19145 ], [ 118, 19144 ], [ 115, 19143 ], [ 114, 19142 ], [ 113, 19141 ], [ 112, 19140 ], [ 111, 19139 ], [ 110, 19138 ], [ 109, 19137 ], [ 108, 19136 ], [ 106, 19135 ], [ 105, 19134 ], [ 102, 19133 ], [ 99, 19132 ], [ 98, 19131 ], [ 97, 19130 ], [ 95, 19129 ], [ 93, 19128 ], [ 90, 19127 ], [ 89, 19126 ], [ 88, 19125 ], [ 87, 19124 ], [ 86, 19123 ], [ 84, 19122 ], [ 83, 19121 ], [ 82, 19120 ], [ 81, 19119 ], [ 80, 19118 ], [ 79, 19117 ], [ 78, 19116 ], [ 77, 19115 ], [ 76, 19114 ], [ 75, 19113 ], [ 74, 19112 ], [ 72, 19111 ], [ 71, 19110 ], [ 70, 19109 ], [ 69, 19108 ], [ 67, 19107 ], [ 66, 19106 ], [ 65, 19105 ], [ 63, 19104 ], [ 60, 19103 ], [ 59, 19102 ], [ 58, 19101 ], [ 55, 19100 ], [ 52, 19099 ], [ 50, 19098 ], [ 48, 19097 ], [ 47, 19096 ], [ 45, 19095 ], [ 44, 19094 ], [ 42, 19093 ], [ 41, 19092 ], [ 38, 19091 ], [ 36, 19090 ], [ 35, 19089 ], [ 34, 19088 ], [ 33, 19087 ], [ 32, 19086 ], [ 31, 19085 ], [ 30, 19084 ], [ 29, 19083 ], [ 28, 19082 ], [ 27, 19081 ], [ 25, 19080 ], [ 24, 19079 ], [ 23, 19078 ], [ 22, 19077 ], [ 21, 19076 ], [ 19, 19075 ], [ 18, 19074 ], [ 16, 19073 ], [ 13, 19072 ], [ 12, 19071 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
0
0
0.004172
0
3
0
0
null
null
null
null
null
null
null
null
3.460621
853
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
1
0.079277
0.379694
57
273
18.060059
30.549988
9,653
9,689
488
544
4,953.97998
4,972.040039
266.570007
297.119995
0.64289
854
[ [ 1089, 19378 ], [ 1088, 19377 ], [ 1087, 19376 ], [ 1086, 19375 ], [ 1084, 19374 ], [ 1083, 19373 ], [ 1082, 19372 ], [ 1081, 19371 ], [ 1080, 19369 ], [ 1079, 19368 ], [ 1078, 19367 ], [ 1077, 19366 ], [ 1074, 19365 ], [ 1071, 19364 ], [ 1068, 19363 ], [ 1065, 19362 ], [ 1064, 19361 ], [ 1063, 19360 ], [ 1062, 19359 ], [ 1061, 19358 ], [ 1058, 19357 ], [ 1055, 19356 ], [ 1052, 19355 ], [ 1049, 19354 ], [ 1048, 19353 ], [ 1047, 19352 ], [ 1046, 19351 ], [ 1045, 19350 ], [ 1042, 19349 ], [ 1039, 19348 ], [ 1036, 19347 ], [ 1033, 19346 ], [ 1032, 19345 ], [ 1031, 19344 ], [ 1030, 19343 ], [ 1029, 19342 ], [ 1026, 19341 ], [ 1025, 19340 ], [ 1024, 19339 ], [ 1023, 19338 ], [ 1022, 19337 ], [ 1021, 19336 ], [ 1018, 19335 ], [ 1017, 19334 ], [ 1016, 19333 ], [ 1015, 19332 ], [ 1013, 19331 ], [ 1010, 19330 ], [ 1009, 19329 ], [ 1008, 19328 ], [ 1007, 19327 ], [ 1006, 19326 ], [ 1004, 19325 ], [ 1003, 19324 ], [ 1002, 19323 ], [ 1001, 19322 ], [ 1000, 19321 ], [ 999, 19320 ], [ 998, 19319 ], [ 997, 19318 ], [ 994, 19317 ], [ 991, 19316 ], [ 990, 19315 ], [ 989, 19314 ], [ 988, 19313 ], [ 987, 19312 ], [ 984, 19311 ], [ 981, 19310 ], [ 978, 19309 ], [ 977, 19308 ], [ 976, 19307 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
1
0
0.004172
0
3
0
0
null
null
null
null
null
null
null
null
3.415359
855
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
2
0.041725
0.367177
30
264
11.889648
15.82
9,520
9,539
85
114
4,876.950195
4,888.839844
46.709999
62.529999
0.636555
856
[ [ 229, 19078 ], [ 226, 19077 ], [ 225, 19076 ], [ 222, 19075 ], [ 221, 19074 ], [ 219, 19073 ], [ 216, 19072 ], [ 214, 19071 ], [ 213, 19070 ], [ 210, 19069 ], [ 209, 19068 ], [ 208, 19067 ], [ 207, 19066 ], [ 204, 19065 ], [ 203, 19064 ], [ 202, 19063 ], [ 201, 19062 ], [ 200, 19061 ], [ 199, 19060 ], [ 197, 19059 ], [ 194, 19058 ], [ 193, 19057 ], [ 192, 19056 ], [ 191, 19055 ], [ 188, 19054 ], [ 187, 19053 ], [ 186, 19052 ], [ 185, 19051 ], [ 184, 19050 ], [ 183, 19049 ], [ 182, 19048 ], [ 180, 19047 ], [ 179, 19046 ], [ 178, 19045 ], [ 176, 19044 ], [ 175, 19043 ], [ 174, 19042 ], [ 173, 19041 ], [ 170, 19040 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
2
0
0
0
0
0
0
null
null
null
null
null
null
null
null
3.388181
857
[]
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
3
0.066759
0.504868
48
363
23.569946
26.190002
2,805
2,852
285
333
1,384.880005
1,408.449951
155.809998
182
0.617043
858
[ [ 667, 5704 ], [ 666, 5703 ], [ 665, 5702 ], [ 664, 5701 ], [ 663, 5700 ], [ 662, 5699 ], [ 659, 5698 ], [ 658, 5697 ], [ 657, 5696 ], [ 656, 5695 ], [ 655, 5694 ], [ 654, 5691 ], [ 653, 5690 ], [ 652, 5689 ], [ 651, 5688 ], [ 650, 5687 ], [ 649, 5686 ], [ 648, 5685 ], [ 647, 5684 ], [ 646, 5683 ], [ 645, 5682 ], [ 643, 5681 ], [ 642, 5680 ], [ 641, 5679 ], [ 640, 5678 ], [ 639, 5677 ], [ 637, 5675 ], [ 634, 5674 ], [ 633, 5673 ], [ 632, 5671 ], [ 631, 5669 ], [ 630, 5667 ], [ 629, 5666 ], [ 626, 5665 ], [ 625, 5664 ], [ 624, 5663 ], [ 623, 5662 ], [ 621, 5661 ], [ 620, 5660 ], [ 619, 5659 ], [ 618, 5658 ], [ 617, 5657 ], [ 616, 5656 ], [ 615, 5654 ], [ 614, 5651 ], [ 613, 5650 ], [ 611, 5649 ], [ 610, 5648 ], [ 609, 5647 ], [ 608, 5646 ], [ 607, 5645 ], [ 606, 5644 ], [ 605, 5643 ], [ 603, 5642 ], [ 602, 5641 ], [ 601, 5640 ], [ 600, 5639 ], [ 599, 5638 ], [ 598, 5637 ], [ 597, 5636 ], [ 596, 5635 ], [ 595, 5634 ], [ 594, 5633 ], [ 593, 5632 ], [ 592, 5631 ], [ 591, 5630 ], [ 590, 5628 ], [ 589, 5627 ], [ 587, 5626 ], [ 586, 5625 ], [ 585, 5624 ], [ 584, 5621 ], [ 583, 5620 ], [ 582, 5619 ], [ 581, 5618 ], [ 578, 5617 ], [ 576, 5616 ], [ 575, 5615 ], [ 574, 5614 ], [ 573, 5613 ], [ 572, 5612 ], [ 571, 5611 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
3
0
0.132128
0
95
0
0
null
null
null
null
null
null
null
null
3.409105
859
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
4
0.057024
0.425591
41
306
18.169922
21.829998
9,522
9,551
67
107
4,878.189941
4,896.359863
36.880001
58.709999
0.639855
860
[ [ 215, 19103 ], [ 214, 19102 ], [ 213, 19101 ], [ 211, 19100 ], [ 208, 19099 ], [ 207, 19098 ], [ 206, 19097 ], [ 205, 19096 ], [ 203, 19095 ], [ 202, 19094 ], [ 201, 19093 ], [ 200, 19092 ], [ 199, 19089 ], [ 198, 19088 ], [ 197, 19087 ], [ 196, 19086 ], [ 195, 19085 ], [ 194, 19084 ], [ 192, 19083 ], [ 191, 19082 ], [ 190, 19081 ], [ 189, 19080 ], [ 186, 19079 ], [ 185, 19078 ], [ 182, 19077 ], [ 179, 19076 ], [ 176, 19075 ], [ 175, 19074 ], [ 174, 19073 ], [ 173, 19072 ], [ 170, 19071 ], [ 169, 19070 ], [ 166, 19069 ], [ 163, 19068 ], [ 160, 19067 ], [ 159, 19066 ], [ 158, 19065 ], [ 157, 19064 ], [ 156, 19063 ], [ 155, 19062 ], [ 154, 19061 ], [ 153, 19060 ], [ 152, 19058 ], [ 151, 19055 ], [ 150, 19054 ], [ 149, 19053 ], [ 148, 19052 ], [ 145, 19051 ], [ 143, 19050 ], [ 140, 19049 ], [ 138, 19048 ], [ 137, 19047 ], [ 135, 19046 ], [ 134, 19045 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
4
0
0.150209
0
108
0
0
null
null
null
null
null
null
null
null
3.461473
861
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
5
0.058414
0.426982
42
307
21.080078
22.920013
9,725
9,767
518
560
4,990.089844
5,011.169922
282.929993
305.850006
0.637297
862
[ [ 1120, 19534 ], [ 1119, 19533 ], [ 1118, 19530 ], [ 1117, 19529 ], [ 1116, 19528 ], [ 1115, 19527 ], [ 1114, 19526 ], [ 1113, 19525 ], [ 1112, 19524 ], [ 1111, 19523 ], [ 1110, 19521 ], [ 1109, 19520 ], [ 1107, 19519 ], [ 1104, 19518 ], [ 1103, 19517 ], [ 1102, 19515 ], [ 1101, 19514 ], [ 1100, 19513 ], [ 1099, 19512 ], [ 1098, 19511 ], [ 1097, 19510 ], [ 1096, 19509 ], [ 1095, 19508 ], [ 1094, 19507 ], [ 1093, 19506 ], [ 1092, 19505 ], [ 1091, 19504 ], [ 1090, 19503 ], [ 1088, 19502 ], [ 1087, 19501 ], [ 1086, 19498 ], [ 1085, 19496 ], [ 1084, 19495 ], [ 1082, 19494 ], [ 1081, 19493 ], [ 1080, 19492 ], [ 1078, 19491 ], [ 1077, 19490 ], [ 1076, 19489 ], [ 1075, 19488 ], [ 1074, 19487 ], [ 1073, 19486 ], [ 1072, 19485 ], [ 1071, 19484 ], [ 1070, 19482 ], [ 1069, 19481 ], [ 1068, 19480 ], [ 1067, 19479 ], [ 1066, 19478 ], [ 1065, 19477 ], [ 1064, 19476 ], [ 1063, 19475 ], [ 1062, 19472 ], [ 1059, 19471 ], [ 1056, 19470 ], [ 1055, 19469 ], [ 1054, 19466 ], [ 1053, 19465 ], [ 1052, 19464 ], [ 1051, 19463 ], [ 1050, 19462 ], [ 1049, 19461 ], [ 1048, 19460 ], [ 1047, 19459 ], [ 1046, 19456 ], [ 1043, 19455 ], [ 1040, 19454 ], [ 1039, 19453 ], [ 1038, 19452 ], [ 1037, 19451 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
5
0
0
0
0
0
0
null
null
null
null
null
null
null
null
3.480063
863
[]
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
6
0.037552
0.358832
27
258
8.02002
14.190002
9,718
9,734
431
457
4,986.589844
4,994.609863
235.470001
249.660004
0.633675
864
[ [ 915, 19469 ], [ 914, 19468 ], [ 913, 19467 ], [ 912, 19466 ], [ 911, 19465 ], [ 910, 19464 ], [ 909, 19463 ], [ 908, 19462 ], [ 905, 19461 ], [ 903, 19460 ], [ 902, 19459 ], [ 901, 19458 ], [ 900, 19457 ], [ 899, 19456 ], [ 897, 19455 ], [ 894, 19454 ], [ 892, 19453 ], [ 891, 19452 ], [ 890, 19451 ], [ 887, 19450 ], [ 886, 19449 ], [ 885, 19448 ], [ 883, 19447 ], [ 881, 19446 ], [ 880, 19445 ], [ 877, 19444 ], [ 874, 19443 ], [ 873, 19442 ], [ 870, 19441 ], [ 867, 19440 ], [ 866, 19439 ], [ 865, 19438 ], [ 863, 19437 ], [ 862, 19436 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
6
0
0
0
0
0
0
null
null
null
null
null
null
null
null
3.465424
865
[]
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
7
0.072323
0.403338
52
290
26.200195
28.350002
9,559
9,601
72
124
4,901.359863
4,927.560059
39.630001
67.980003
0.616953
866
[ [ 248, 19203 ], [ 245, 19202 ], [ 242, 19201 ], [ 241, 19200 ], [ 240, 19199 ], [ 239, 19198 ], [ 238, 19197 ], [ 237, 19196 ], [ 236, 19195 ], [ 235, 19194 ], [ 234, 19193 ], [ 233, 19192 ], [ 232, 19191 ], [ 230, 19190 ], [ 227, 19189 ], [ 226, 19188 ], [ 225, 19187 ], [ 222, 19186 ], [ 219, 19185 ], [ 218, 19184 ], [ 217, 19183 ], [ 216, 19182 ], [ 215, 19181 ], [ 214, 19180 ], [ 213, 19179 ], [ 212, 19178 ], [ 211, 19177 ], [ 208, 19176 ], [ 205, 19175 ], [ 204, 19174 ], [ 203, 19173 ], [ 202, 19171 ], [ 201, 19168 ], [ 200, 19167 ], [ 199, 19166 ], [ 198, 19165 ], [ 197, 19164 ], [ 196, 19163 ], [ 195, 19162 ], [ 194, 19161 ], [ 191, 19160 ], [ 190, 19159 ], [ 189, 19158 ], [ 188, 19157 ], [ 187, 19156 ], [ 186, 19155 ], [ 185, 19153 ], [ 184, 19152 ], [ 183, 19151 ], [ 182, 19148 ], [ 181, 19147 ], [ 179, 19146 ], [ 178, 19145 ], [ 175, 19144 ], [ 174, 19143 ], [ 173, 19142 ], [ 172, 19141 ], [ 171, 19140 ], [ 170, 19139 ], [ 169, 19138 ], [ 168, 19136 ], [ 167, 19135 ], [ 166, 19132 ], [ 165, 19131 ], [ 163, 19130 ], [ 162, 19129 ], [ 159, 19128 ], [ 158, 19127 ], [ 157, 19126 ], [ 155, 19125 ], [ 154, 19124 ], [ 152, 19123 ], [ 150, 19122 ], [ 149, 19121 ], [ 146, 19120 ], [ 145, 19119 ], [ 144, 19118 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
7
0
0
0
0
0
0
null
null
null
null
null
null
null
null
3.412309
867
[]
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
8
0.058414
0.443672
42
319
25.050293
22.92
9,487
9,529
13
55
4,857.529785
4,882.580078
7.43
30.35
0.616589
868
[ [ 110, 19059 ], [ 109, 19058 ], [ 108, 19057 ], [ 107, 19056 ], [ 106, 19055 ], [ 105, 19054 ], [ 104, 19053 ], [ 103, 19052 ], [ 102, 19050 ], [ 101, 19049 ], [ 100, 19048 ], [ 99, 19047 ], [ 98, 19046 ], [ 97, 19045 ], [ 96, 19044 ], [ 95, 19043 ], [ 94, 19042 ], [ 93, 19041 ], [ 92, 19040 ], [ 91, 19039 ], [ 90, 19038 ], [ 89, 19037 ], [ 88, 19036 ], [ 87, 19035 ], [ 86, 19034 ], [ 85, 19033 ], [ 84, 19032 ], [ 83, 19031 ], [ 82, 19030 ], [ 81, 19029 ], [ 80, 19028 ], [ 78, 19027 ], [ 77, 19026 ], [ 76, 19025 ], [ 75, 19024 ], [ 74, 19023 ], [ 73, 19022 ], [ 72, 19021 ], [ 71, 19020 ], [ 70, 19018 ], [ 69, 19017 ], [ 68, 19016 ], [ 67, 19015 ], [ 66, 19014 ], [ 65, 19013 ], [ 64, 19012 ], [ 63, 19011 ], [ 62, 19010 ], [ 61, 19009 ], [ 60, 19008 ], [ 58, 19007 ], [ 57, 19006 ], [ 56, 19005 ], [ 55, 19004 ], [ 54, 19002 ], [ 53, 19000 ], [ 52, 18997 ], [ 51, 18996 ], [ 50, 18995 ], [ 48, 18994 ], [ 47, 18993 ], [ 46, 18992 ], [ 45, 18991 ], [ 44, 18990 ], [ 43, 18989 ], [ 42, 18988 ], [ 41, 18985 ], [ 40, 18984 ], [ 39, 18983 ], [ 38, 18982 ], [ 37, 18981 ], [ 35, 18980 ], [ 34, 18979 ], [ 33, 18978 ], [ 31, 18977 ], [ 30, 18976 ], [ 28, 18975 ], [ 27, 18974 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
8
0
0.001391
0
1
0
0
null
null
null
null
null
null
null
null
3.377711
869
[]
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
9
0.086231
0.460362
62
331
32.570313
33.810001
9,487
9,541
14
76
4,857.529785
4,890.100098
7.98
41.790001
0.624415
870
[ [ 152, 19083 ], [ 149, 19082 ], [ 147, 19081 ], [ 146, 19080 ], [ 143, 19079 ], [ 142, 19078 ], [ 139, 19077 ], [ 136, 19076 ], [ 135, 19075 ], [ 134, 19074 ], [ 133, 19073 ], [ 130, 19072 ], [ 127, 19071 ], [ 126, 19070 ], [ 123, 19069 ], [ 120, 19068 ], [ 119, 19067 ], [ 118, 19066 ], [ 117, 19065 ], [ 116, 19064 ], [ 115, 19063 ], [ 114, 19062 ], [ 113, 19061 ], [ 112, 19060 ], [ 111, 19059 ], [ 110, 19058 ], [ 109, 19057 ], [ 108, 19056 ], [ 107, 19055 ], [ 106, 19054 ], [ 105, 19053 ], [ 104, 19052 ], [ 103, 19051 ], [ 102, 19050 ], [ 101, 19049 ], [ 100, 19048 ], [ 99, 19047 ], [ 98, 19046 ], [ 97, 19045 ], [ 96, 19044 ], [ 95, 19043 ], [ 94, 19042 ], [ 93, 19041 ], [ 92, 19040 ], [ 91, 19039 ], [ 90, 19038 ], [ 89, 19037 ], [ 88, 19036 ], [ 87, 19035 ], [ 86, 19034 ], [ 85, 19033 ], [ 84, 19032 ], [ 83, 19031 ], [ 82, 19030 ], [ 81, 19029 ], [ 80, 19028 ], [ 79, 19027 ], [ 78, 19026 ], [ 77, 19025 ], [ 76, 19024 ], [ 75, 19023 ], [ 74, 19022 ], [ 73, 19021 ], [ 72, 19020 ], [ 71, 19019 ], [ 70, 19018 ], [ 69, 19017 ], [ 68, 19016 ], [ 67, 19015 ], [ 66, 19014 ], [ 65, 19013 ], [ 64, 19012 ], [ 63, 19011 ], [ 62, 19010 ], [ 61, 19009 ], [ 60, 19008 ], [ 59, 19007 ], [ 58, 19006 ], [ 57, 19005 ], [ 56, 19004 ], [ 55, 19003 ], [ 54, 19001 ], [ 53, 18998 ], [ 52, 18997 ], [ 51, 18996 ], [ 50, 18995 ], [ 49, 18994 ], [ 48, 18993 ], [ 47, 18992 ], [ 46, 18991 ], [ 45, 18990 ], [ 44, 18989 ], [ 43, 18988 ], [ 42, 18987 ], [ 41, 18986 ], [ 40, 18985 ], [ 39, 18984 ], [ 38, 18983 ], [ 37, 18982 ], [ 36, 18981 ], [ 35, 18980 ], [ 34, 18979 ], [ 33, 18978 ], [ 32, 18977 ], [ 31, 18976 ], [ 30, 18975 ], [ 28, 18974 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
9
0
0.002782
0
2
0
0
null
null
null
null
null
null
null
null
3.418653
871
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
10
0.079277
0.552156
57
397
27.310059
31.099998
8,600
8,655
53
110
4,410.899902
4,438.209961
29.25
60.349998
0.634163
872
[ [ 221, 17310 ], [ 219, 17309 ], [ 216, 17308 ], [ 215, 17307 ], [ 214, 17305 ], [ 213, 17304 ], [ 212, 17303 ], [ 211, 17302 ], [ 210, 17301 ], [ 209, 17300 ], [ 208, 17299 ], [ 207, 17298 ], [ 206, 17297 ], [ 203, 17296 ], [ 202, 17295 ], [ 201, 17294 ], [ 200, 17293 ], [ 199, 17292 ], [ 198, 17289 ], [ 197, 17288 ], [ 196, 17287 ], [ 195, 17286 ], [ 194, 17285 ], [ 193, 17284 ], [ 192, 17283 ], [ 191, 17282 ], [ 190, 17281 ], [ 187, 17280 ], [ 186, 17279 ], [ 185, 17278 ], [ 184, 17277 ], [ 183, 17276 ], [ 182, 17273 ], [ 181, 17272 ], [ 180, 17271 ], [ 179, 17270 ], [ 178, 17269 ], [ 177, 17268 ], [ 176, 17267 ], [ 175, 17266 ], [ 174, 17265 ], [ 171, 17264 ], [ 170, 17263 ], [ 169, 17262 ], [ 168, 17261 ], [ 167, 17260 ], [ 166, 17258 ], [ 165, 17257 ], [ 164, 17256 ], [ 163, 17255 ], [ 162, 17254 ], [ 161, 17253 ], [ 160, 17251 ], [ 159, 17250 ], [ 158, 17249 ], [ 155, 17248 ], [ 154, 17247 ], [ 153, 17246 ], [ 152, 17245 ], [ 151, 17244 ], [ 150, 17241 ], [ 149, 17240 ], [ 148, 17239 ], [ 147, 17238 ], [ 146, 17237 ], [ 145, 17236 ], [ 144, 17235 ], [ 143, 17234 ], [ 142, 17233 ], [ 139, 17232 ], [ 138, 17231 ], [ 137, 17230 ], [ 136, 17229 ], [ 135, 17228 ], [ 134, 17225 ], [ 133, 17224 ], [ 132, 17223 ], [ 131, 17222 ], [ 130, 17221 ], [ 129, 17220 ], [ 128, 17219 ], [ 127, 17218 ], [ 126, 17217 ], [ 123, 17216 ], [ 122, 17215 ], [ 121, 17214 ], [ 120, 17213 ], [ 119, 17212 ], [ 118, 17209 ], [ 117, 17208 ], [ 116, 17207 ], [ 115, 17206 ], [ 114, 17205 ], [ 113, 17204 ], [ 112, 17203 ], [ 111, 17202 ], [ 110, 17201 ], [ 107, 17200 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
10
0
0.002782
0
2
0
0
null
null
null
null
null
null
null
null
3.463577
873
null
mix00031
BzLLIjr7d1U
chroma_scaled_cos
chroma_scaled
cosine
11
0.029207
0.403338
21
290
10.449951
11.470001
6,616
6,635
148
169
3,413.290039
3,423.73999
81.07
92.540001
0.638841
874
[ [ 338, 13271 ], [ 335, 13270 ], [ 334, 13269 ], [ 333, 13268 ], [ 330, 13267 ], [ 329, 13266 ], [ 328, 13265 ], [ 327, 13264 ], [ 326, 13263 ], [ 325, 13261 ], [ 324, 13260 ], [ 323, 13259 ], [ 322, 13258 ], [ 321, 13257 ], [ 320, 13256 ], [ 319, 13254 ], [ 318, 13251 ], [ 317, 13250 ], [ 316, 13249 ], [ 314, 13248 ], [ 313, 13247 ], [ 312, 13246 ], [ 310, 13245 ], [ 309, 13244 ], [ 308, 13243 ], [ 307, 13242 ], [ 306, 13241 ], [ 303, 13240 ], [ 302, 13239 ], [ 301, 13238 ], [ 300, 13237 ], [ 299, 13236 ], [ 298, 13235 ], [ 297, 13233 ] ]
mix00031
BzLLIjr7d1U
chroma_scaled_eucld
chroma_scaled
euclidean
11
0
0.002782
0
2
0
0
null
null
null
null
null
null
null
null
3.475983
875
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
0
0
0.173853
0
125
0
0
null
null
null
null
null
null
null
null
0.047651
876
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
0
0
0.025035
0
18
0
0
null
null
null
null
null
null
null
null
0.293813
877
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
1
0
0.094576
0
68
0
0
null
null
null
null
null
null
null
null
0.048497
878
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
1
0
0.023644
0
17
0
0
null
null
null
null
null
null
null
null
0.293435
879
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
2
0.026426
0.253129
19
182
10.279785
10.37001
13,095
13,115
418
437
6,683
6,693.279785
228.369995
238.740005
0.044485
880
[ [ 874, 26230 ], [ 873, 26229 ], [ 872, 26228 ], [ 870, 26227 ], [ 867, 26226 ], [ 866, 26225 ], [ 865, 26224 ], [ 864, 26222 ], [ 863, 26221 ], [ 862, 26219 ], [ 861, 26218 ], [ 860, 26217 ], [ 859, 26216 ], [ 857, 26215 ], [ 856, 26212 ], [ 855, 26211 ], [ 854, 26210 ], [ 853, 26209 ], [ 852, 26208 ], [ 851, 26207 ], [ 850, 26206 ], [ 849, 26204 ], [ 848, 26203 ], [ 847, 26202 ], [ 846, 26200 ], [ 845, 26199 ], [ 844, 26198 ], [ 843, 26197 ], [ 842, 26194 ], [ 841, 26193 ], [ 839, 26192 ], [ 838, 26191 ], [ 836, 26190 ] ]
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
2
0.031989
0.15299
23
110
8.75
12
13,098
13,115
399
421
6,684.529785
6,693.279785
218.009995
230.009995
0.287725
881
[ [ 843, 26230 ], [ 842, 26229 ], [ 841, 26228 ], [ 838, 26227 ], [ 836, 26226 ], [ 835, 26225 ], [ 834, 26224 ], [ 833, 26223 ], [ 832, 26222 ], [ 831, 26221 ], [ 830, 26220 ], [ 829, 26219 ], [ 828, 26218 ], [ 827, 26217 ], [ 825, 26216 ], [ 823, 26215 ], [ 822, 26214 ], [ 821, 26213 ], [ 820, 26212 ], [ 818, 26211 ], [ 815, 26210 ], [ 814, 26209 ], [ 811, 26208 ], [ 810, 26207 ], [ 809, 26206 ], [ 808, 26205 ], [ 807, 26204 ], [ 806, 26203 ], [ 805, 26202 ], [ 802, 26201 ], [ 801, 26200 ], [ 800, 26199 ], [ 799, 26198 ], [ 798, 26197 ] ]
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
3
0
0.148818
0
107
0
0
null
null
null
null
null
null
null
null
0.051967
882
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
3
0
0.027816
0
20
0
0
null
null
null
null
null
null
null
null
0.30655
883
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
4
0
0
0
0
0
0
null
null
null
null
null
null
null
null
0.050641
884
[]
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
4
0
0
0
0
0
0
null
null
null
null
null
null
null
null
0.291403
885
[]
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
5
0
0.020862
0
15
0
0
null
null
null
null
null
null
null
null
0.047646
886
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
5
0
0.013908
0
10
0
0
null
null
null
null
null
null
null
null
0.290845
887
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
6
0
0.140473
0
101
0
0
null
null
null
null
null
null
null
null
0.04748
888
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
6
0
0.147427
0
106
0
0
null
null
null
null
null
null
null
null
0.287714
889
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
7
0
0.041725
0
30
0
0
null
null
null
null
null
null
null
null
0.048902
890
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
7
0
0.041725
0
30
0
0
null
null
null
null
null
null
null
null
0.295273
891
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
8
0.061196
0.190542
44
137
11.47998
24.009998
1,165
1,188
26
70
559.52002
571
14.52
38.529999
0.044915
892
[ [ 141, 2376 ], [ 140, 2375 ], [ 139, 2374 ], [ 138, 2373 ], [ 137, 2372 ], [ 134, 2371 ], [ 131, 2370 ], [ 128, 2369 ], [ 125, 2368 ], [ 124, 2367 ], [ 123, 2366 ], [ 122, 2365 ], [ 121, 2364 ], [ 118, 2363 ], [ 115, 2362 ], [ 112, 2361 ], [ 109, 2360 ], [ 108, 2359 ], [ 107, 2358 ], [ 106, 2357 ], [ 105, 2356 ], [ 102, 2355 ], [ 99, 2354 ], [ 96, 2353 ], [ 93, 2352 ], [ 92, 2351 ], [ 91, 2350 ], [ 90, 2349 ], [ 89, 2348 ], [ 86, 2347 ], [ 83, 2346 ], [ 80, 2345 ], [ 77, 2344 ], [ 76, 2343 ], [ 75, 2342 ], [ 73, 2341 ], [ 71, 2340 ], [ 70, 2339 ], [ 67, 2338 ], [ 64, 2337 ], [ 61, 2336 ], [ 60, 2335 ], [ 57, 2334 ], [ 56, 2333 ], [ 55, 2332 ], [ 54, 2331 ], [ 53, 2330 ] ]
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
8
0
0.16968
0
122
0
0
null
null
null
null
null
null
null
null
0.283973
893
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
9
0
0.109875
0
79
0
0
null
null
null
null
null
null
null
null
0.043875
894
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
9
0
0.090403
0
65
0
0
null
null
null
null
null
null
null
null
0.283608
895
null
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
10
0.045897
0.300417
33
216
16.47998
18
1,175
1,208
670
703
564.5
580.97998
365.850006
383.850006
0.043092
896
[ [ 1407, 2417 ], [ 1406, 2416 ], [ 1405, 2413 ], [ 1404, 2412 ], [ 1402, 2411 ], [ 1401, 2410 ], [ 1400, 2409 ], [ 1399, 2408 ], [ 1398, 2407 ], [ 1397, 2406 ], [ 1394, 2405 ], [ 1393, 2403 ], [ 1392, 2402 ], [ 1391, 2401 ], [ 1390, 2400 ], [ 1389, 2399 ], [ 1388, 2397 ], [ 1387, 2396 ], [ 1386, 2395 ], [ 1385, 2394 ], [ 1384, 2393 ], [ 1383, 2392 ], [ 1382, 2391 ], [ 1380, 2390 ], [ 1379, 2389 ], [ 1378, 2388 ], [ 1377, 2387 ], [ 1376, 2386 ], [ 1375, 2385 ], [ 1374, 2384 ], [ 1373, 2381 ], [ 1372, 2380 ], [ 1370, 2379 ], [ 1369, 2378 ], [ 1368, 2377 ], [ 1367, 2376 ], [ 1366, 2375 ], [ 1365, 2374 ], [ 1362, 2373 ], [ 1361, 2371 ], [ 1360, 2370 ], [ 1359, 2369 ], [ 1358, 2368 ], [ 1357, 2367 ], [ 1356, 2365 ], [ 1355, 2364 ], [ 1354, 2363 ], [ 1353, 2362 ], [ 1352, 2361 ], [ 1351, 2360 ], [ 1350, 2359 ], [ 1349, 2358 ], [ 1348, 2357 ], [ 1347, 2356 ], [ 1346, 2355 ], [ 1345, 2354 ], [ 1343, 2353 ], [ 1342, 2352 ], [ 1341, 2351 ] ]
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
10
0.041725
0.340751
30
245
12.949982
15.809998
1,039
1,065
341
370
496.670013
509.619995
186.369995
202.179993
0.282153
897
[ [ 741, 2130 ], [ 740, 2129 ], [ 739, 2128 ], [ 738, 2127 ], [ 737, 2126 ], [ 736, 2125 ], [ 735, 2124 ], [ 734, 2123 ], [ 733, 2122 ], [ 732, 2121 ], [ 731, 2120 ], [ 730, 2119 ], [ 729, 2117 ], [ 728, 2116 ], [ 727, 2115 ], [ 726, 2114 ], [ 725, 2113 ], [ 724, 2112 ], [ 723, 2111 ], [ 722, 2110 ], [ 721, 2109 ], [ 720, 2108 ], [ 719, 2107 ], [ 718, 2106 ], [ 717, 2105 ], [ 716, 2104 ], [ 715, 2103 ], [ 714, 2102 ], [ 713, 2101 ], [ 712, 2100 ], [ 711, 2099 ], [ 710, 2098 ], [ 709, 2097 ], [ 708, 2096 ], [ 707, 2095 ], [ 704, 2094 ], [ 703, 2093 ], [ 702, 2092 ], [ 701, 2091 ], [ 700, 2090 ], [ 699, 2089 ], [ 698, 2088 ], [ 697, 2087 ], [ 694, 2086 ], [ 691, 2085 ], [ 690, 2084 ], [ 689, 2083 ], [ 686, 2082 ], [ 685, 2081 ], [ 683, 2080 ], [ 682, 2079 ] ]
mix00031
BzLLIjr7d1U
chroma_cos
chroma
cosine
11
0
0.222531
0
160
0
0
null
null
null
null
null
null
null
null
0.045733
898
null
mix00031
BzLLIjr7d1U
chroma_eucld
chroma
euclidean
11
0
0.03338
0
24
0
0
null
null
null
null
null
null
null
null
0.288745
899
null