query_id
stringlengths
2
6
corpus_id
stringlengths
2
6
score
int64
1
1
q8300
c8300
1
q8301
c8301
1
q8302
c8302
1
q8303
c8303
1
q8304
c8304
1
q8305
c8305
1
q8306
c8306
1
q8307
c8307
1
q8308
c8308
1
q8309
c8309
1
q8310
c8310
1
q8311
c8311
1
q8312
c8312
1
q8313
c8313
1
q8314
c8314
1
q8315
c8315
1
q8316
c8316
1
q8317
c8317
1
q8318
c8318
1
q8319
c8319
1
q8320
c8320
1
q8321
c8321
1
q8322
c8322
1
q8323
c8323
1
q8324
c8324
1
q8325
c8325
1
q8326
c8326
1
q8327
c8327
1
q8328
c8328
1
q8329
c8329
1
q8330
c8330
1
q8331
c8331
1
q8332
c8332
1
q8333
c8333
1
q8334
c8334
1
q8335
c8335
1
q8336
c8336
1
q8337
c8337
1
q8338
c8338
1
q8339
c8339
1
q8340
c8340
1
q8341
c8341
1
q8342
c8342
1
q8343
c8343
1
q8344
c8344
1
q8345
c8345
1
q8346
c8346
1
q8347
c8347
1
q8348
c8348
1
q8349
c8349
1
q8350
c8350
1
q8351
c8351
1
q8352
c8352
1
q8353
c8353
1
q8354
c8354
1
q8355
c8355
1
q8356
c8356
1
q8357
c8357
1
q8358
c8358
1
q8359
c8359
1
q8360
c8360
1
q8361
c8361
1
q8362
c8362
1
q8363
c8363
1
q8364
c8364
1
q8365
c8365
1
q8366
c8366
1
q8367
c8367
1
q8368
c8368
1
q8369
c8369
1
q8370
c8370
1
q8371
c8371
1
q8372
c8372
1
q8373
c8373
1
q8374
c8374
1
q8375
c8375
1
q8376
c8376
1
q8377
c8377
1
q8378
c8378
1
q8379
c8379
1
q8380
c8380
1
q8381
c8381
1
q8382
c8382
1
q8383
c8383
1
q8384
c8384
1
q8385
c8385
1
q8386
c8386
1
q8387
c8387
1
q8388
c8388
1
q8389
c8389
1
q8390
c8390
1
q8391
c8391
1
q8392
c8392
1
q8393
c8393
1
q8394
c8394
1
q8395
c8395
1
q8396
c8396
1
q8397
c8397
1
q8398
c8398
1
q8399
c8399
1