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
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
0
0.047753
0.259831
34
185
10.209961
16.089996
13,128
13,148
296
330
6,699.959961
6,710.169922
140.339996
156.429993
0.822865
500
[ [ 661, 26297 ], [ 658, 26296 ], [ 655, 26295 ], [ 653, 26294 ], [ 652, 26293 ], [ 651, 26292 ], [ 650, 26291 ], [ 649, 26290 ], [ 648, 26289 ], [ 646, 26288 ], [ 645, 26287 ], [ 644, 26286 ], [ 643, 26285 ], [ 642, 26284 ], [ 639, 26283 ], [ 636, 26282 ], [ 633, 26281 ], [ 632, 26280 ], [ 631, 26279 ], [ 630, 26278 ], [ 629, 26277 ], [ 628, 26276 ], [ 627, 26275 ], [ 625, 26274 ], [ 623, 26273 ], [ 622, 26272 ], [ 621, 26271 ], [ 618, 26270 ], [ 617, 26269 ], [ 616, 26268 ], [ 613, 26267 ], [ 610, 26266 ], [ 607, 26265 ], [ 604, 26264 ], [ 603, 26263 ], [ 602, 26262 ], [ 601, 26261 ], [ 600, 26260 ], [ 599, 26259 ], [ 598, 26258 ], [ 596, 26257 ], [ 593, 26256 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
0
0
0.021067
0
15
0
0
null
null
null
null
null
null
null
null
6.073861
501
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
1
0.042135
0.360955
30
257
15.330078
13.709991
4,749
4,777
374
403
2,395.48999
2,410.820068
177.240005
190.949997
0.814378
502
[ [ 807, 9554 ], [ 805, 9553 ], [ 804, 9552 ], [ 803, 9551 ], [ 802, 9550 ], [ 801, 9549 ], [ 800, 9548 ], [ 799, 9547 ], [ 798, 9546 ], [ 797, 9545 ], [ 796, 9544 ], [ 795, 9543 ], [ 794, 9542 ], [ 793, 9541 ], [ 791, 9540 ], [ 790, 9539 ], [ 789, 9538 ], [ 788, 9537 ], [ 787, 9536 ], [ 786, 9535 ], [ 785, 9534 ], [ 783, 9533 ], [ 782, 9532 ], [ 781, 9531 ], [ 780, 9530 ], [ 779, 9529 ], [ 778, 9528 ], [ 777, 9527 ], [ 776, 9526 ], [ 775, 9525 ], [ 774, 9524 ], [ 773, 9523 ], [ 772, 9522 ], [ 771, 9521 ], [ 770, 9520 ], [ 769, 9519 ], [ 768, 9518 ], [ 767, 9517 ], [ 766, 9516 ], [ 765, 9515 ], [ 764, 9514 ], [ 763, 9513 ], [ 762, 9512 ], [ 761, 9511 ], [ 760, 9510 ], [ 759, 9509 ], [ 758, 9508 ], [ 757, 9507 ], [ 756, 9506 ], [ 755, 9505 ], [ 754, 9504 ], [ 753, 9503 ], [ 752, 9502 ], [ 751, 9501 ], [ 750, 9500 ], [ 749, 9499 ], [ 748, 9498 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
1
0
0.01264
0
9
0
0
null
null
null
null
null
null
null
null
6.045963
503
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
2
0.037921
0.348315
27
248
12.600098
12.779999
4,796
4,819
540
567
2,421.209961
2,433.810059
255.820007
268.600006
0.808489
504
[ [ 1134, 9638 ], [ 1132, 9637 ], [ 1130, 9636 ], [ 1127, 9635 ], [ 1124, 9634 ], [ 1123, 9633 ], [ 1122, 9632 ], [ 1121, 9631 ], [ 1120, 9630 ], [ 1119, 9629 ], [ 1118, 9628 ], [ 1117, 9627 ], [ 1116, 9626 ], [ 1115, 9625 ], [ 1114, 9624 ], [ 1113, 9623 ], [ 1112, 9622 ], [ 1111, 9621 ], [ 1110, 9620 ], [ 1109, 9619 ], [ 1108, 9618 ], [ 1107, 9617 ], [ 1106, 9616 ], [ 1105, 9615 ], [ 1103, 9614 ], [ 1102, 9613 ], [ 1101, 9612 ], [ 1100, 9611 ], [ 1099, 9610 ], [ 1098, 9609 ], [ 1097, 9608 ], [ 1096, 9607 ], [ 1095, 9606 ], [ 1094, 9605 ], [ 1093, 9604 ], [ 1092, 9603 ], [ 1091, 9602 ], [ 1090, 9601 ], [ 1089, 9600 ], [ 1088, 9599 ], [ 1087, 9598 ], [ 1086, 9597 ], [ 1085, 9596 ], [ 1084, 9595 ], [ 1083, 9594 ], [ 1082, 9593 ], [ 1081, 9592 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
2
0
0.01264
0
9
0
0
null
null
null
null
null
null
null
null
6.047134
505
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
3
0.033708
0.358146
24
255
11.51001
11.350006
4,806
4,827
559
583
2,426.689941
2,438.199951
264.820007
276.170013
0.818664
506
[ [ 1166, 9654 ], [ 1165, 9653 ], [ 1164, 9652 ], [ 1161, 9651 ], [ 1159, 9650 ], [ 1158, 9649 ], [ 1157, 9648 ], [ 1156, 9647 ], [ 1155, 9646 ], [ 1154, 9645 ], [ 1152, 9644 ], [ 1151, 9643 ], [ 1150, 9642 ], [ 1149, 9641 ], [ 1148, 9640 ], [ 1147, 9639 ], [ 1146, 9638 ], [ 1145, 9637 ], [ 1143, 9636 ], [ 1142, 9635 ], [ 1141, 9634 ], [ 1139, 9633 ], [ 1138, 9632 ], [ 1137, 9631 ], [ 1136, 9630 ], [ 1135, 9629 ], [ 1134, 9628 ], [ 1133, 9627 ], [ 1132, 9626 ], [ 1131, 9625 ], [ 1130, 9624 ], [ 1129, 9623 ], [ 1128, 9622 ], [ 1127, 9621 ], [ 1126, 9620 ], [ 1125, 9619 ], [ 1124, 9618 ], [ 1123, 9617 ], [ 1122, 9616 ], [ 1121, 9615 ], [ 1120, 9614 ], [ 1119, 9613 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
3
0
0.026685
0
19
0
0
null
null
null
null
null
null
null
null
6.079196
507
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
4
0.049157
0.310393
35
221
13.679932
16.069992
4,780
4,805
519
553
2,412.459961
2,426.139893
245.889999
261.959991
0.817949
508
[ [ 1107, 9611 ], [ 1104, 9610 ], [ 1102, 9609 ], [ 1101, 9608 ], [ 1099, 9607 ], [ 1097, 9606 ], [ 1094, 9605 ], [ 1093, 9604 ], [ 1092, 9603 ], [ 1091, 9602 ], [ 1090, 9601 ], [ 1089, 9600 ], [ 1088, 9599 ], [ 1087, 9598 ], [ 1086, 9597 ], [ 1085, 9596 ], [ 1084, 9595 ], [ 1082, 9594 ], [ 1080, 9593 ], [ 1079, 9592 ], [ 1078, 9591 ], [ 1077, 9590 ], [ 1076, 9589 ], [ 1075, 9588 ], [ 1074, 9587 ], [ 1072, 9586 ], [ 1071, 9585 ], [ 1070, 9584 ], [ 1069, 9583 ], [ 1067, 9582 ], [ 1066, 9581 ], [ 1065, 9580 ], [ 1064, 9579 ], [ 1063, 9578 ], [ 1062, 9577 ], [ 1060, 9576 ], [ 1057, 9575 ], [ 1056, 9574 ], [ 1055, 9573 ], [ 1054, 9572 ], [ 1051, 9571 ], [ 1050, 9570 ], [ 1049, 9569 ], [ 1048, 9568 ], [ 1047, 9567 ], [ 1046, 9566 ], [ 1045, 9565 ], [ 1044, 9564 ], [ 1043, 9563 ], [ 1040, 9562 ], [ 1039, 9561 ], [ 1038, 9560 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
4
0
0.025281
0
18
0
0
null
null
null
null
null
null
null
null
6.069057
509
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
5
0.057584
0.33427
41
238
14.970001
19.380005
886
916
445
486
420.339996
435.309998
210.860001
230.240005
0.801325
510
[ [ 972, 1833 ], [ 969, 1832 ], [ 968, 1831 ], [ 967, 1830 ], [ 964, 1829 ], [ 961, 1828 ], [ 960, 1827 ], [ 959, 1826 ], [ 958, 1825 ], [ 957, 1824 ], [ 956, 1823 ], [ 955, 1822 ], [ 954, 1821 ], [ 953, 1820 ], [ 951, 1819 ], [ 950, 1818 ], [ 947, 1817 ], [ 946, 1816 ], [ 945, 1815 ], [ 944, 1814 ], [ 943, 1813 ], [ 942, 1812 ], [ 941, 1811 ], [ 940, 1810 ], [ 939, 1809 ], [ 938, 1808 ], [ 935, 1807 ], [ 934, 1806 ], [ 932, 1805 ], [ 931, 1804 ], [ 930, 1803 ], [ 929, 1802 ], [ 928, 1801 ], [ 927, 1800 ], [ 926, 1799 ], [ 923, 1798 ], [ 922, 1797 ], [ 920, 1796 ], [ 919, 1795 ], [ 918, 1794 ], [ 917, 1793 ], [ 916, 1792 ], [ 915, 1791 ], [ 914, 1790 ], [ 913, 1789 ], [ 912, 1788 ], [ 911, 1787 ], [ 910, 1786 ], [ 908, 1785 ], [ 907, 1784 ], [ 906, 1783 ], [ 905, 1782 ], [ 904, 1781 ], [ 903, 1780 ], [ 902, 1779 ], [ 901, 1778 ], [ 900, 1777 ], [ 899, 1776 ], [ 898, 1775 ], [ 895, 1774 ], [ 892, 1773 ], [ 891, 1772 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
5
0
0.01264
0
9
0
0
null
null
null
null
null
null
null
null
6.05659
511
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
6
0
0.313202
0
223
0
0
null
null
null
null
null
null
null
null
0.814903
512
null
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
6
0
0.01264
0
9
0
0
null
null
null
null
null
null
null
null
6.066728
513
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
7
0
0.299157
0
213
0
0
null
null
null
null
null
null
null
null
0.810776
514
null
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
7
0
0.023876
0
17
0
0
null
null
null
null
null
null
null
null
6.070222
515
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
8
0.066011
0.317416
47
226
18.549805
22.210003
13,049
13,085
85
132
6,659.350098
6,677.899902
40.529999
62.740002
0.80721
516
[ [ 265, 26170 ], [ 264, 26169 ], [ 262, 26168 ], [ 261, 26167 ], [ 258, 26166 ], [ 257, 26165 ], [ 256, 26164 ], [ 254, 26163 ], [ 251, 26162 ], [ 250, 26161 ], [ 249, 26160 ], [ 248, 26159 ], [ 247, 26158 ], [ 246, 26157 ], [ 245, 26156 ], [ 244, 26155 ], [ 242, 26154 ], [ 239, 26153 ], [ 238, 26152 ], [ 237, 26151 ], [ 236, 26150 ], [ 235, 26149 ], [ 234, 26148 ], [ 233, 26147 ], [ 232, 26146 ], [ 229, 26145 ], [ 226, 26144 ], [ 225, 26143 ], [ 224, 26142 ], [ 223, 26141 ], [ 222, 26140 ], [ 221, 26139 ], [ 220, 26138 ], [ 219, 26137 ], [ 218, 26136 ], [ 217, 26135 ], [ 216, 26134 ], [ 215, 26133 ], [ 214, 26132 ], [ 213, 26131 ], [ 212, 26130 ], [ 211, 26129 ], [ 210, 26128 ], [ 209, 26127 ], [ 208, 26126 ], [ 207, 26125 ], [ 204, 26124 ], [ 203, 26123 ], [ 201, 26122 ], [ 200, 26121 ], [ 199, 26120 ], [ 198, 26119 ], [ 197, 26118 ], [ 196, 26117 ], [ 195, 26116 ], [ 194, 26115 ], [ 193, 26114 ], [ 192, 26113 ], [ 191, 26112 ], [ 190, 26111 ], [ 189, 26110 ], [ 187, 26109 ], [ 184, 26108 ], [ 183, 26107 ], [ 181, 26106 ], [ 178, 26105 ], [ 177, 26104 ], [ 176, 26103 ], [ 175, 26102 ], [ 174, 26101 ], [ 173, 26100 ], [ 172, 26099 ], [ 171, 26098 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
8
0
0.023876
0
17
0
0
null
null
null
null
null
null
null
null
6.071256
517
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
9
0
0.359551
0
256
0
0
null
null
null
null
null
null
null
null
0.809009
518
null
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
9
0
0.023876
0
17
0
0
null
null
null
null
null
null
null
null
6.065424
519
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
10
0.064607
0.425562
46
303
18.399902
21.330002
8,183
8,220
192
237
4,203.72998
4,222.129883
91.110001
112.440002
0.811988
520
[ [ 475, 16441 ], [ 474, 16440 ], [ 473, 16439 ], [ 472, 16438 ], [ 471, 16437 ], [ 470, 16436 ], [ 469, 16435 ], [ 468, 16434 ], [ 467, 16433 ], [ 466, 16432 ], [ 465, 16430 ], [ 464, 16429 ], [ 463, 16428 ], [ 462, 16427 ], [ 461, 16426 ], [ 460, 16425 ], [ 459, 16424 ], [ 458, 16423 ], [ 457, 16422 ], [ 456, 16421 ], [ 455, 16420 ], [ 454, 16419 ], [ 453, 16418 ], [ 452, 16417 ], [ 451, 16416 ], [ 450, 16415 ], [ 449, 16414 ], [ 448, 16413 ], [ 447, 16412 ], [ 446, 16411 ], [ 445, 16410 ], [ 444, 16409 ], [ 443, 16408 ], [ 442, 16407 ], [ 441, 16406 ], [ 440, 16405 ], [ 439, 16404 ], [ 437, 16403 ], [ 436, 16402 ], [ 435, 16401 ], [ 434, 16400 ], [ 433, 16399 ], [ 432, 16398 ], [ 429, 16397 ], [ 426, 16396 ], [ 425, 16395 ], [ 423, 16394 ], [ 420, 16393 ], [ 417, 16392 ], [ 415, 16391 ], [ 413, 16390 ], [ 412, 16389 ], [ 410, 16388 ], [ 409, 16387 ], [ 407, 16386 ], [ 405, 16385 ], [ 404, 16384 ], [ 403, 16383 ], [ 402, 16382 ], [ 401, 16381 ], [ 400, 16380 ], [ 399, 16379 ], [ 398, 16378 ], [ 397, 16377 ], [ 395, 16376 ], [ 394, 16375 ], [ 393, 16374 ], [ 392, 16373 ], [ 391, 16372 ], [ 389, 16371 ], [ 387, 16370 ], [ 386, 16369 ], [ 385, 16368 ], [ 384, 16367 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
10
0
0.023876
0
17
0
0
null
null
null
null
null
null
null
null
6.059923
521
null
mix00031
Wi_XyUwWmlU
all_scaled_cos
all_scaled
cosine
11
0.061798
0.259831
44
185
18.009766
20.799988
13,197
13,232
450
494
6,735.370117
6,753.379883
213.210007
234.009995
0.814209
522
[ [ 988, 26464 ], [ 987, 26463 ], [ 986, 26462 ], [ 985, 26461 ], [ 984, 26460 ], [ 981, 26459 ], [ 978, 26458 ], [ 977, 26457 ], [ 976, 26456 ], [ 975, 26455 ], [ 974, 26454 ], [ 971, 26453 ], [ 968, 26452 ], [ 966, 26451 ], [ 963, 26450 ], [ 962, 26449 ], [ 961, 26448 ], [ 960, 26447 ], [ 959, 26446 ], [ 957, 26445 ], [ 956, 26444 ], [ 955, 26443 ], [ 954, 26442 ], [ 953, 26441 ], [ 952, 26440 ], [ 951, 26439 ], [ 950, 26438 ], [ 949, 26437 ], [ 948, 26436 ], [ 947, 26435 ], [ 946, 26434 ], [ 945, 26433 ], [ 944, 26432 ], [ 943, 26431 ], [ 942, 26430 ], [ 941, 26429 ], [ 938, 26428 ], [ 937, 26427 ], [ 936, 26426 ], [ 935, 26425 ], [ 934, 26424 ], [ 933, 26423 ], [ 932, 26422 ], [ 931, 26421 ], [ 930, 26420 ], [ 929, 26419 ], [ 926, 26418 ], [ 925, 26417 ], [ 924, 26416 ], [ 923, 26415 ], [ 922, 26414 ], [ 921, 26413 ], [ 920, 26412 ], [ 919, 26411 ], [ 918, 26410 ], [ 917, 26409 ], [ 916, 26408 ], [ 915, 26407 ], [ 914, 26406 ], [ 913, 26405 ], [ 910, 26404 ], [ 909, 26403 ], [ 908, 26402 ], [ 907, 26401 ], [ 906, 26400 ], [ 905, 26399 ], [ 904, 26398 ], [ 903, 26397 ], [ 902, 26396 ], [ 901, 26395 ], [ 900, 26394 ] ]
mix00031
Wi_XyUwWmlU
all_scaled_eucld
all_scaled
euclidean
11
0
0.025281
0
18
0
0
null
null
null
null
null
null
null
null
6.073734
523
null
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
0
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043053
524
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
0
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.711964
525
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
1
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043053
526
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
1
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.711916
527
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
2
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043053
528
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
2
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712032
529
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
3
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
530
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
3
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712252
531
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
4
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
532
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
4
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712349
533
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
5
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
534
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
5
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712452
535
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
6
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
536
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
6
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712524
537
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
7
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
538
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
7
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712618
539
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
8
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
540
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
8
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712533
541
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
9
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
542
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
9
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712409
543
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
10
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
544
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
10
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712334
545
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
all_cos
all
cosine
11
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043054
546
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
all_eucld
all
euclidean
11
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.712086
547
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
mfcc_scaled_cos
mfcc_scaled
cosine
0
0.060393
0.248596
43
177
16.489746
20.360001
13,211
13,243
518
561
6,742.600098
6,759.089844
245.419998
265.779999
0.771252
548
[ [ 1122, 26487 ], [ 1119, 26486 ], [ 1116, 26485 ], [ 1114, 26484 ], [ 1111, 26483 ], [ 1110, 26482 ], [ 1109, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1102, 26477 ], [ 1099, 26476 ], [ 1098, 26475 ], [ 1096, 26474 ], [ 1095, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1062, 26442 ], [ 1061, 26441 ], [ 1060, 26440 ], [ 1059, 26439 ], [ 1058, 26438 ], [ 1056, 26437 ], [ 1055, 26436 ], [ 1053, 26435 ], [ 1050, 26434 ], [ 1049, 26433 ], [ 1048, 26432 ], [ 1047, 26431 ], [ 1046, 26430 ], [ 1044, 26429 ], [ 1043, 26428 ], [ 1042, 26427 ], [ 1040, 26426 ], [ 1039, 26425 ], [ 1038, 26424 ], [ 1037, 26423 ], [ 1036, 26422 ] ]
mix00031
Wi_XyUwWmlU
mfcc_scaled_eucld
mfcc_scaled
euclidean
0
0
0.030899
0
22
0
0
null
null
null
null
null
null
null
null
4.509079
549
null
mix00031
Wi_XyUwWmlU
mfcc_cos
mfcc
cosine
0
0.043539
0.230337
31
164
15.459961
14.680008
13,197
13,227
461
492
6,735.370117
6,750.830078
218.389999
233.070007
0.043051
550
[ [ 984, 26454 ], [ 983, 26453 ], [ 980, 26452 ], [ 977, 26451 ], [ 976, 26450 ], [ 975, 26449 ], [ 974, 26448 ], [ 973, 26446 ], [ 972, 26445 ], [ 971, 26444 ], [ 970, 26443 ], [ 969, 26441 ], [ 968, 26440 ], [ 967, 26439 ], [ 966, 26438 ], [ 965, 26437 ], [ 964, 26436 ], [ 963, 26435 ], [ 962, 26434 ], [ 961, 26433 ], [ 960, 26432 ], [ 959, 26431 ], [ 958, 26430 ], [ 957, 26429 ], [ 954, 26428 ], [ 953, 26427 ], [ 952, 26426 ], [ 951, 26425 ], [ 950, 26422 ], [ 949, 26421 ], [ 948, 26420 ], [ 947, 26419 ], [ 946, 26418 ], [ 945, 26417 ], [ 942, 26416 ], [ 941, 26415 ], [ 940, 26413 ], [ 939, 26410 ], [ 938, 26408 ], [ 937, 26405 ], [ 936, 26404 ], [ 935, 26403 ], [ 934, 26402 ], [ 931, 26401 ], [ 928, 26400 ], [ 927, 26399 ], [ 926, 26398 ], [ 925, 26397 ], [ 924, 26396 ], [ 923, 26395 ] ]
mix00031
Wi_XyUwWmlU
mfcc_eucld
mfcc
euclidean
0
0.037921
0.234551
27
167
10.810059
12.769989
13,221
13,242
531
558
6,747.759766
6,758.569824
251.570007
264.339996
65.709941
551
[ [ 1116, 26485 ], [ 1113, 26484 ], [ 1110, 26483 ], [ 1109, 26482 ], [ 1108, 26481 ], [ 1107, 26480 ], [ 1105, 26479 ], [ 1104, 26478 ], [ 1103, 26477 ], [ 1102, 26476 ], [ 1100, 26475 ], [ 1097, 26474 ], [ 1096, 26473 ], [ 1094, 26472 ], [ 1093, 26471 ], [ 1092, 26470 ], [ 1091, 26469 ], [ 1090, 26468 ], [ 1089, 26467 ], [ 1088, 26466 ], [ 1087, 26465 ], [ 1086, 26464 ], [ 1085, 26463 ], [ 1084, 26462 ], [ 1083, 26461 ], [ 1082, 26460 ], [ 1081, 26459 ], [ 1080, 26458 ], [ 1079, 26457 ], [ 1078, 26456 ], [ 1076, 26455 ], [ 1075, 26454 ], [ 1074, 26453 ], [ 1073, 26452 ], [ 1072, 26451 ], [ 1071, 26450 ], [ 1070, 26449 ], [ 1069, 26448 ], [ 1068, 26447 ], [ 1067, 26446 ], [ 1066, 26445 ], [ 1065, 26444 ], [ 1064, 26443 ], [ 1063, 26442 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
0
0
0.348315
0
248
0
0
null
null
null
null
null
null
null
null
0.570323
552
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
0
0.029494
0.255618
21
182
7.940002
9.949997
391
408
372
393
184.679993
192.619995
176.300003
186.25
3.24631
553
[ [ 787, 817 ], [ 784, 816 ], [ 783, 815 ], [ 782, 814 ], [ 781, 813 ], [ 778, 812 ], [ 777, 811 ], [ 774, 810 ], [ 771, 809 ], [ 770, 808 ], [ 769, 807 ], [ 768, 806 ], [ 767, 805 ], [ 766, 804 ], [ 765, 803 ], [ 764, 802 ], [ 763, 801 ], [ 762, 800 ], [ 761, 799 ], [ 760, 798 ], [ 759, 797 ], [ 758, 796 ], [ 757, 795 ], [ 756, 794 ], [ 755, 793 ], [ 754, 792 ], [ 753, 791 ], [ 752, 790 ], [ 751, 789 ], [ 750, 788 ], [ 749, 786 ], [ 748, 785 ], [ 747, 784 ], [ 746, 783 ], [ 745, 782 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
1
0.060393
0.389045
43
277
18.220001
20.32
480
519
240
283
226.229996
244.449997
113.849998
134.169998
0.579098
554
[ [ 566, 1039 ], [ 564, 1038 ], [ 561, 1037 ], [ 560, 1036 ], [ 559, 1035 ], [ 558, 1034 ], [ 557, 1033 ], [ 556, 1032 ], [ 555, 1031 ], [ 554, 1030 ], [ 553, 1029 ], [ 552, 1028 ], [ 551, 1027 ], [ 550, 1026 ], [ 549, 1025 ], [ 548, 1024 ], [ 547, 1023 ], [ 546, 1022 ], [ 545, 1020 ], [ 544, 1019 ], [ 543, 1018 ], [ 542, 1017 ], [ 541, 1016 ], [ 540, 1015 ], [ 539, 1014 ], [ 538, 1013 ], [ 537, 1012 ], [ 536, 1011 ], [ 535, 1010 ], [ 534, 1009 ], [ 533, 1008 ], [ 532, 1007 ], [ 531, 1006 ], [ 530, 1005 ], [ 528, 1004 ], [ 527, 1003 ], [ 526, 1002 ], [ 525, 1001 ], [ 524, 1000 ], [ 523, 999 ], [ 522, 998 ], [ 521, 997 ], [ 520, 996 ], [ 519, 995 ], [ 518, 994 ], [ 517, 993 ], [ 516, 992 ], [ 515, 989 ], [ 514, 988 ], [ 513, 987 ], [ 512, 984 ], [ 511, 983 ], [ 510, 982 ], [ 509, 981 ], [ 508, 980 ], [ 507, 979 ], [ 506, 978 ], [ 505, 977 ], [ 504, 976 ], [ 503, 975 ], [ 502, 974 ], [ 499, 973 ], [ 496, 972 ], [ 495, 971 ], [ 494, 970 ], [ 493, 969 ], [ 492, 968 ], [ 491, 967 ], [ 490, 966 ], [ 489, 965 ], [ 488, 964 ], [ 485, 963 ], [ 483, 962 ], [ 480, 961 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
1
0
0.224719
0
160
0
0
null
null
null
null
null
null
null
null
3.266136
555
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
2
0
0.366573
0
261
0
0
null
null
null
null
null
null
null
null
0.550524
556
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
2
0
0.098315
0
70
0
0
null
null
null
null
null
null
null
null
3.242314
557
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
3
0
0.320225
0
228
0
0
null
null
null
null
null
null
null
null
0.583698
558
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
3
0
0.29073
0
207
0
0
null
null
null
null
null
null
null
null
3.330558
559
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
4
0.039326
0.481742
28
343
15.5
13.209991
9,970
10,001
325
353
5,112.950195
5,128.450195
154.080002
167.289993
0.547519
560
[ [ 706, 20003 ], [ 705, 20002 ], [ 704, 20001 ], [ 703, 20000 ], [ 702, 19998 ], [ 701, 19995 ], [ 700, 19993 ], [ 699, 19990 ], [ 698, 19987 ], [ 697, 19986 ], [ 696, 19985 ], [ 695, 19984 ], [ 694, 19983 ], [ 693, 19982 ], [ 692, 19981 ], [ 691, 19980 ], [ 690, 19979 ], [ 689, 19978 ], [ 688, 19977 ], [ 687, 19976 ], [ 686, 19975 ], [ 685, 19974 ], [ 682, 19973 ], [ 681, 19972 ], [ 680, 19971 ], [ 679, 19970 ], [ 678, 19969 ], [ 677, 19968 ], [ 676, 19967 ], [ 675, 19966 ], [ 674, 19965 ], [ 673, 19964 ], [ 672, 19963 ], [ 671, 19962 ], [ 670, 19960 ], [ 669, 19959 ], [ 668, 19958 ], [ 667, 19957 ], [ 666, 19956 ], [ 665, 19955 ], [ 664, 19954 ], [ 663, 19953 ], [ 662, 19951 ], [ 661, 19950 ], [ 660, 19949 ], [ 658, 19948 ], [ 657, 19947 ], [ 656, 19946 ], [ 655, 19945 ], [ 654, 19944 ], [ 653, 19943 ], [ 652, 19942 ], [ 651, 19941 ], [ 650, 19940 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
4
0.033708
0.258427
24
184
11.02002
11.280001
9,127
9,149
20
44
4,672.859863
4,683.879883
9.83
21.110001
3.283176
561
[ [ 88, 18299 ], [ 85, 18298 ], [ 84, 18297 ], [ 82, 18296 ], [ 80, 18295 ], [ 79, 18294 ], [ 78, 18293 ], [ 77, 18292 ], [ 76, 18291 ], [ 75, 18290 ], [ 74, 18289 ], [ 73, 18288 ], [ 72, 18287 ], [ 71, 18286 ], [ 70, 18285 ], [ 69, 18284 ], [ 68, 18283 ], [ 67, 18282 ], [ 66, 18281 ], [ 65, 18280 ], [ 64, 18279 ], [ 63, 18278 ], [ 62, 18277 ], [ 61, 18276 ], [ 60, 18275 ], [ 59, 18274 ], [ 58, 18273 ], [ 57, 18272 ], [ 56, 18271 ], [ 55, 18270 ], [ 54, 18269 ], [ 53, 18268 ], [ 52, 18267 ], [ 51, 18266 ], [ 50, 18265 ], [ 49, 18264 ], [ 48, 18263 ], [ 47, 18262 ], [ 46, 18261 ], [ 45, 18260 ], [ 44, 18259 ], [ 43, 18258 ], [ 42, 18257 ], [ 41, 18256 ], [ 40, 18255 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
5
0
0.419944
0
299
0
0
null
null
null
null
null
null
null
null
0.559008
562
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
5
0
0.244382
0
174
0
0
null
null
null
null
null
null
null
null
3.19226
563
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
6
0
0.348315
0
248
0
0
null
null
null
null
null
null
null
null
0.550816
564
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
6
0.057584
0.292135
41
208
19.040039
19.410004
9,304
9,342
580
621
4,761.549805
4,780.589844
274.76001
294.170013
3.310297
565
[ [ 1243, 18684 ], [ 1240, 18683 ], [ 1239, 18682 ], [ 1238, 18681 ], [ 1237, 18680 ], [ 1236, 18679 ], [ 1235, 18678 ], [ 1234, 18677 ], [ 1233, 18676 ], [ 1232, 18675 ], [ 1231, 18674 ], [ 1230, 18673 ], [ 1229, 18672 ], [ 1228, 18671 ], [ 1227, 18670 ], [ 1226, 18669 ], [ 1225, 18668 ], [ 1224, 18667 ], [ 1223, 18666 ], [ 1222, 18665 ], [ 1221, 18664 ], [ 1220, 18663 ], [ 1219, 18662 ], [ 1218, 18661 ], [ 1217, 18660 ], [ 1216, 18659 ], [ 1215, 18658 ], [ 1214, 18657 ], [ 1213, 18656 ], [ 1212, 18655 ], [ 1211, 18654 ], [ 1210, 18653 ], [ 1209, 18652 ], [ 1208, 18651 ], [ 1207, 18650 ], [ 1206, 18649 ], [ 1205, 18648 ], [ 1204, 18647 ], [ 1203, 18646 ], [ 1202, 18645 ], [ 1201, 18644 ], [ 1200, 18643 ], [ 1199, 18642 ], [ 1198, 18641 ], [ 1197, 18640 ], [ 1196, 18639 ], [ 1195, 18638 ], [ 1194, 18637 ], [ 1193, 18636 ], [ 1192, 18635 ], [ 1191, 18634 ], [ 1190, 18633 ], [ 1189, 18632 ], [ 1188, 18631 ], [ 1187, 18630 ], [ 1186, 18629 ], [ 1185, 18628 ], [ 1184, 18627 ], [ 1183, 18626 ], [ 1182, 18625 ], [ 1181, 18624 ], [ 1180, 18623 ], [ 1179, 18622 ], [ 1178, 18621 ], [ 1177, 18620 ], [ 1176, 18619 ], [ 1175, 18618 ], [ 1174, 18617 ], [ 1173, 18616 ], [ 1172, 18615 ], [ 1170, 18614 ], [ 1169, 18613 ], [ 1167, 18612 ], [ 1166, 18611 ], [ 1164, 18610 ], [ 1161, 18609 ] ]
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
7
0
0.327247
0
233
0
0
null
null
null
null
null
null
null
null
0.564994
566
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
7
0
0.108146
0
77
0
0
null
null
null
null
null
null
null
null
3.282286
567
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
8
0
0.320225
0
228
0
0
null
null
null
null
null
null
null
null
0.568769
568
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
8
0
0.220506
0
157
0
0
null
null
null
null
null
null
null
null
3.293092
569
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
9
0
0.398876
0
284
0
0
null
null
null
null
null
null
null
null
0.531528
570
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
9
0
0.289326
0
206
0
0
null
null
null
null
null
null
null
null
3.229875
571
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
10
0
0.391854
0
279
0
0
null
null
null
null
null
null
null
null
0.558602
572
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
10
0
0.252809
0
180
0
0
null
null
null
null
null
null
null
null
3.250896
573
null
mix00031
Wi_XyUwWmlU
chroma_scaled_cos
chroma_scaled
cosine
11
0
0.307584
0
219
0
0
null
null
null
null
null
null
null
null
0.545911
574
null
mix00031
Wi_XyUwWmlU
chroma_scaled_eucld
chroma_scaled
euclidean
11
0.067416
0.296348
48
211
22.810059
22.240005
9,434
9,471
251
298
4,826.709961
4,849.52002
119.059998
141.300003
3.277841
575
[ [ 597, 18943 ], [ 596, 18942 ], [ 593, 18941 ], [ 592, 18940 ], [ 591, 18939 ], [ 589, 18938 ], [ 586, 18937 ], [ 585, 18936 ], [ 584, 18935 ], [ 581, 18934 ], [ 580, 18933 ], [ 579, 18932 ], [ 578, 18931 ], [ 577, 18930 ], [ 576, 18929 ], [ 575, 18928 ], [ 574, 18927 ], [ 573, 18926 ], [ 572, 18925 ], [ 571, 18924 ], [ 570, 18923 ], [ 569, 18922 ], [ 568, 18921 ], [ 567, 18920 ], [ 566, 18919 ], [ 565, 18918 ], [ 564, 18917 ], [ 563, 18916 ], [ 562, 18915 ], [ 561, 18914 ], [ 560, 18913 ], [ 559, 18912 ], [ 558, 18911 ], [ 557, 18910 ], [ 556, 18909 ], [ 555, 18908 ], [ 554, 18907 ], [ 553, 18906 ], [ 552, 18905 ], [ 551, 18904 ], [ 550, 18903 ], [ 549, 18902 ], [ 548, 18901 ], [ 547, 18900 ], [ 546, 18899 ], [ 545, 18898 ], [ 544, 18897 ], [ 543, 18896 ], [ 542, 18895 ], [ 541, 18894 ], [ 540, 18893 ], [ 539, 18892 ], [ 538, 18891 ], [ 537, 18890 ], [ 536, 18889 ], [ 535, 18888 ], [ 534, 18887 ], [ 532, 18886 ], [ 530, 18885 ], [ 527, 18884 ], [ 526, 18883 ], [ 525, 18882 ], [ 524, 18881 ], [ 522, 18880 ], [ 519, 18879 ], [ 518, 18878 ], [ 516, 18877 ], [ 515, 18876 ], [ 514, 18875 ], [ 513, 18874 ], [ 511, 18873 ], [ 508, 18872 ], [ 505, 18871 ], [ 504, 18870 ], [ 503, 18869 ], [ 502, 18868 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
0
0
0.227528
0
162
0
0
null
null
null
null
null
null
null
null
0.080184
576
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
0
0.029494
0.266854
21
190
7.940002
9.949997
391
408
372
393
184.679993
192.619995
176.300003
186.25
0.383374
577
[ [ 787, 817 ], [ 784, 816 ], [ 783, 815 ], [ 782, 814 ], [ 781, 813 ], [ 778, 812 ], [ 777, 811 ], [ 774, 810 ], [ 771, 809 ], [ 770, 808 ], [ 769, 807 ], [ 768, 806 ], [ 767, 805 ], [ 766, 804 ], [ 765, 803 ], [ 764, 802 ], [ 763, 801 ], [ 762, 800 ], [ 761, 799 ], [ 760, 798 ], [ 759, 797 ], [ 758, 796 ], [ 757, 795 ], [ 756, 794 ], [ 755, 793 ], [ 754, 792 ], [ 753, 791 ], [ 752, 790 ], [ 751, 789 ], [ 750, 788 ], [ 749, 786 ], [ 748, 785 ], [ 747, 784 ], [ 746, 783 ], [ 745, 782 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
1
0
0.247191
0
176
0
0
null
null
null
null
null
null
null
null
0.076929
578
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
1
0.033708
0.234551
24
167
12.669922
11.360001
6,317
6,340
371
395
3,249.030029
3,261.699951
175.830002
187.190002
0.385475
579
[ [ 790, 12681 ], [ 789, 12680 ], [ 788, 12679 ], [ 787, 12678 ], [ 786, 12677 ], [ 785, 12675 ], [ 784, 12674 ], [ 783, 12673 ], [ 782, 12672 ], [ 781, 12671 ], [ 780, 12670 ], [ 779, 12669 ], [ 778, 12668 ], [ 777, 12667 ], [ 776, 12666 ], [ 775, 12665 ], [ 774, 12664 ], [ 773, 12663 ], [ 772, 12662 ], [ 771, 12661 ], [ 770, 12660 ], [ 769, 12659 ], [ 768, 12658 ], [ 767, 12657 ], [ 766, 12656 ], [ 764, 12655 ], [ 763, 12654 ], [ 762, 12653 ], [ 761, 12652 ], [ 760, 12651 ], [ 759, 12650 ], [ 758, 12649 ], [ 757, 12648 ], [ 756, 12647 ], [ 755, 12646 ], [ 754, 12645 ], [ 753, 12644 ], [ 752, 12643 ], [ 751, 12642 ], [ 750, 12641 ], [ 749, 12640 ], [ 748, 12639 ], [ 747, 12638 ], [ 746, 12637 ], [ 745, 12636 ], [ 744, 12635 ], [ 743, 12634 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
2
0.050562
0.366573
36
261
20.339844
17.039993
6,537
6,574
163
199
3,370.320068
3,390.659912
77.410004
94.449997
0.083407
580
[ [ 398, 13148 ], [ 397, 13145 ], [ 396, 13144 ], [ 395, 13143 ], [ 394, 13142 ], [ 393, 13141 ], [ 392, 13140 ], [ 391, 13139 ], [ 390, 13138 ], [ 389, 13137 ], [ 388, 13136 ], [ 387, 13135 ], [ 386, 13134 ], [ 385, 13133 ], [ 384, 13132 ], [ 383, 13131 ], [ 382, 13130 ], [ 381, 13129 ], [ 380, 13128 ], [ 379, 13127 ], [ 378, 13126 ], [ 377, 13125 ], [ 376, 13124 ], [ 375, 13123 ], [ 374, 13122 ], [ 373, 13121 ], [ 372, 13120 ], [ 371, 13119 ], [ 370, 13118 ], [ 369, 13117 ], [ 368, 13116 ], [ 367, 13115 ], [ 366, 13114 ], [ 365, 13113 ], [ 364, 13112 ], [ 363, 13111 ], [ 362, 13110 ], [ 361, 13109 ], [ 360, 13108 ], [ 359, 13107 ], [ 358, 13106 ], [ 357, 13105 ], [ 356, 13104 ], [ 355, 13103 ], [ 354, 13102 ], [ 352, 13101 ], [ 351, 13100 ], [ 350, 13099 ], [ 349, 13098 ], [ 348, 13097 ], [ 347, 13096 ], [ 346, 13095 ], [ 345, 13094 ], [ 344, 13093 ], [ 343, 13092 ], [ 342, 13091 ], [ 341, 13089 ], [ 340, 13088 ], [ 339, 13087 ], [ 338, 13086 ], [ 337, 13085 ], [ 336, 13084 ], [ 335, 13083 ], [ 334, 13082 ], [ 333, 13081 ], [ 332, 13080 ], [ 331, 13079 ], [ 330, 13078 ], [ 329, 13077 ], [ 328, 13076 ], [ 327, 13075 ], [ 326, 13074 ] ]
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
2
0.036517
0.108146
26
77
12.679932
12.309998
6,392
6,415
422
448
3,290.370117
3,303.050049
199.960007
212.270004
0.401965
581
[ [ 896, 12831 ], [ 895, 12830 ], [ 894, 12829 ], [ 893, 12828 ], [ 892, 12827 ], [ 891, 12826 ], [ 890, 12825 ], [ 889, 12824 ], [ 888, 12823 ], [ 887, 12822 ], [ 885, 12821 ], [ 882, 12820 ], [ 879, 12819 ], [ 878, 12818 ], [ 877, 12817 ], [ 876, 12816 ], [ 875, 12815 ], [ 874, 12814 ], [ 871, 12813 ], [ 870, 12812 ], [ 868, 12811 ], [ 867, 12810 ], [ 866, 12809 ], [ 865, 12808 ], [ 864, 12807 ], [ 863, 12806 ], [ 862, 12804 ], [ 861, 12801 ], [ 860, 12800 ], [ 859, 12799 ], [ 858, 12798 ], [ 857, 12797 ], [ 856, 12796 ], [ 855, 12794 ], [ 854, 12793 ], [ 853, 12792 ], [ 852, 12791 ], [ 851, 12790 ], [ 850, 12789 ], [ 849, 12788 ], [ 848, 12787 ], [ 847, 12786 ], [ 846, 12785 ], [ 845, 12784 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
3
0
0.23736
0
169
0
0
null
null
null
null
null
null
null
null
0.083194
582
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
3
0
0.25
0
178
0
0
null
null
null
null
null
null
null
null
0.394246
583
null
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
4
0
0.351124
0
250
0
0
null
null
null
null
null
null
null
null
0.077712
584
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
4
0.032303
0.345506
23
246
9.5
10.860001
3,455
3,474
148
171
1,710.300049
1,719.800049
70.309998
81.169998
0.385803
585
[ [ 342, 6948 ], [ 341, 6947 ], [ 340, 6946 ], [ 339, 6945 ], [ 338, 6944 ], [ 337, 6943 ], [ 336, 6942 ], [ 335, 6941 ], [ 333, 6940 ], [ 330, 6939 ], [ 329, 6938 ], [ 328, 6937 ], [ 327, 6936 ], [ 326, 6935 ], [ 325, 6934 ], [ 324, 6933 ], [ 322, 6932 ], [ 321, 6931 ], [ 320, 6930 ], [ 319, 6929 ], [ 318, 6928 ], [ 317, 6927 ], [ 316, 6926 ], [ 315, 6925 ], [ 314, 6924 ], [ 311, 6923 ], [ 308, 6922 ], [ 307, 6921 ], [ 306, 6920 ], [ 305, 6919 ], [ 304, 6918 ], [ 303, 6917 ], [ 302, 6916 ], [ 301, 6915 ], [ 300, 6914 ], [ 299, 6913 ], [ 298, 6912 ], [ 296, 6911 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
5
0
0.400281
0
285
0
0
null
null
null
null
null
null
null
null
0.08578
586
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
5
0.047753
0.317416
34
226
13.47998
16.079998
3,160
3,187
130
164
1,562.790039
1,576.27002
61.799999
77.879997
0.405312
587
[ [ 328, 6375 ], [ 326, 6374 ], [ 323, 6373 ], [ 322, 6372 ], [ 319, 6371 ], [ 316, 6370 ], [ 315, 6369 ], [ 314, 6368 ], [ 313, 6367 ], [ 312, 6366 ], [ 311, 6365 ], [ 310, 6364 ], [ 309, 6363 ], [ 306, 6362 ], [ 305, 6361 ], [ 303, 6360 ], [ 300, 6359 ], [ 299, 6358 ], [ 298, 6357 ], [ 297, 6356 ], [ 296, 6355 ], [ 295, 6354 ], [ 294, 6353 ], [ 293, 6352 ], [ 292, 6351 ], [ 291, 6350 ], [ 290, 6349 ], [ 289, 6348 ], [ 288, 6347 ], [ 287, 6346 ], [ 286, 6345 ], [ 285, 6344 ], [ 284, 6343 ], [ 283, 6342 ], [ 282, 6341 ], [ 281, 6340 ], [ 280, 6339 ], [ 279, 6338 ], [ 278, 6337 ], [ 277, 6336 ], [ 276, 6335 ], [ 275, 6334 ], [ 274, 6333 ], [ 273, 6332 ], [ 272, 6331 ], [ 271, 6330 ], [ 270, 6329 ], [ 269, 6328 ], [ 268, 6327 ], [ 267, 6326 ], [ 265, 6325 ], [ 264, 6324 ], [ 263, 6323 ], [ 262, 6322 ], [ 261, 6321 ], [ 260, 6320 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
6
0
0.129213
0
92
0
0
null
null
null
null
null
null
null
null
0.085515
588
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
6
0
0.130618
0
93
0
0
null
null
null
null
null
null
null
null
0.39633
589
null
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
7
0
0.245787
0
175
0
0
null
null
null
null
null
null
null
null
0.081497
590
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
7
0
0.25
0
178
0
0
null
null
null
null
null
null
null
null
0.389657
591
null
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
8
0
0.268258
0
191
0
0
null
null
null
null
null
null
null
null
0.078342
592
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
8
0
0.268258
0
191
0
0
null
null
null
null
null
null
null
null
0.372784
593
null
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
9
0
0.230337
0
164
0
0
null
null
null
null
null
null
null
null
0.074154
594
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
9
0
0.240169
0
171
0
0
null
null
null
null
null
null
null
null
0.369016
595
null
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
10
0.037921
0.242978
27
173
8.860001
12.800003
199
218
383
410
95.080002
103.940002
181.509995
194.309998
0.075095
596
[ [ 820, 436 ], [ 819, 435 ], [ 818, 434 ], [ 817, 433 ], [ 816, 431 ], [ 815, 428 ], [ 814, 427 ], [ 811, 426 ], [ 810, 425 ], [ 809, 424 ], [ 808, 423 ], [ 807, 422 ], [ 804, 421 ], [ 803, 420 ], [ 801, 419 ], [ 799, 418 ], [ 797, 417 ], [ 794, 416 ], [ 792, 415 ], [ 791, 414 ], [ 790, 413 ], [ 789, 412 ], [ 788, 411 ], [ 785, 410 ], [ 784, 409 ], [ 783, 408 ], [ 782, 406 ], [ 781, 405 ], [ 778, 404 ], [ 777, 403 ], [ 776, 402 ], [ 775, 401 ], [ 773, 400 ], [ 770, 399 ], [ 767, 398 ] ]
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
10
0.037921
0.283708
27
202
8.860001
12.800003
199
218
383
410
95.080002
103.940002
181.509995
194.309998
0.374713
597
[ [ 821, 436 ], [ 820, 435 ], [ 819, 434 ], [ 818, 433 ], [ 817, 432 ], [ 816, 431 ], [ 815, 430 ], [ 814, 429 ], [ 813, 428 ], [ 812, 427 ], [ 811, 426 ], [ 810, 425 ], [ 809, 424 ], [ 808, 423 ], [ 807, 422 ], [ 804, 421 ], [ 803, 420 ], [ 801, 419 ], [ 799, 418 ], [ 797, 417 ], [ 794, 416 ], [ 792, 415 ], [ 791, 414 ], [ 790, 413 ], [ 789, 412 ], [ 788, 411 ], [ 785, 410 ], [ 784, 409 ], [ 783, 408 ], [ 782, 407 ], [ 781, 406 ], [ 780, 405 ], [ 778, 404 ], [ 777, 403 ], [ 776, 402 ], [ 775, 401 ], [ 773, 400 ], [ 770, 399 ], [ 767, 398 ] ]
mix00031
Wi_XyUwWmlU
chroma_cos
chroma
cosine
11
0
0.321629
0
229
0
0
null
null
null
null
null
null
null
null
0.079125
598
null
mix00031
Wi_XyUwWmlU
chroma_eucld
chroma
euclidean
11
0.039326
0.294944
28
210
17.540039
13.219994
9,440
9,468
264
292
4,830.350098
4,847.890137
125.209999
138.429993
0.384421
599
[ [ 584, 18937 ], [ 583, 18936 ], [ 582, 18935 ], [ 581, 18934 ], [ 580, 18933 ], [ 579, 18932 ], [ 578, 18931 ], [ 577, 18930 ], [ 576, 18929 ], [ 575, 18928 ], [ 574, 18927 ], [ 573, 18926 ], [ 572, 18925 ], [ 571, 18924 ], [ 570, 18923 ], [ 569, 18922 ], [ 568, 18921 ], [ 567, 18920 ], [ 566, 18919 ], [ 565, 18918 ], [ 564, 18917 ], [ 563, 18916 ], [ 562, 18915 ], [ 561, 18914 ], [ 560, 18913 ], [ 559, 18912 ], [ 558, 18911 ], [ 557, 18910 ], [ 556, 18909 ], [ 555, 18908 ], [ 554, 18907 ], [ 553, 18906 ], [ 552, 18905 ], [ 551, 18904 ], [ 550, 18903 ], [ 549, 18902 ], [ 548, 18901 ], [ 547, 18900 ], [ 546, 18899 ], [ 545, 18898 ], [ 544, 18897 ], [ 543, 18896 ], [ 542, 18895 ], [ 541, 18894 ], [ 540, 18893 ], [ 539, 18892 ], [ 538, 18891 ], [ 537, 18890 ], [ 536, 18889 ], [ 535, 18888 ], [ 534, 18887 ], [ 533, 18886 ], [ 532, 18885 ], [ 531, 18884 ], [ 530, 18883 ], [ 529, 18882 ], [ 528, 18881 ] ]