query_id
stringlengths
2
6
corpus_id
stringlengths
2
6
score
int64
1
1
q35400
c35400
1
q35401
c35401
1
q35402
c35402
1
q35403
c35403
1
q35404
c35404
1
q35405
c35405
1
q35406
c35406
1
q35407
c35407
1
q35408
c35408
1
q35409
c35409
1
q35410
c35410
1
q35411
c35411
1
q35412
c35412
1
q35413
c35413
1
q35414
c35414
1
q35415
c35415
1
q35416
c35416
1
q35417
c35417
1
q35418
c35418
1
q35419
c35419
1
q35420
c35420
1
q35421
c35421
1
q35422
c35422
1
q35423
c35423
1
q35424
c35424
1
q35425
c35425
1
q35426
c35426
1
q35427
c35427
1
q35428
c35428
1
q35429
c35429
1
q35430
c35430
1
q35431
c35431
1
q35432
c35432
1
q35433
c35433
1
q35434
c35434
1
q35435
c35435
1
q35436
c35436
1
q35437
c35437
1
q35438
c35438
1
q35439
c35439
1
q35440
c35440
1
q35441
c35441
1
q35442
c35442
1
q35443
c35443
1
q35444
c35444
1
q35445
c35445
1
q35446
c35446
1
q35447
c35447
1
q35448
c35448
1
q35449
c35449
1
q35450
c35450
1
q35451
c35451
1
q35452
c35452
1
q35453
c35453
1
q35454
c35454
1
q35455
c35455
1
q35456
c35456
1
q35457
c35457
1
q35458
c35458
1
q35459
c35459
1
q35460
c35460
1
q35461
c35461
1
q35462
c35462
1
q35463
c35463
1
q35464
c35464
1
q35465
c35465
1
q35466
c35466
1
q35467
c35467
1
q35468
c35468
1
q35469
c35469
1
q35470
c35470
1
q35471
c35471
1
q35472
c35472
1
q35473
c35473
1
q35474
c35474
1
q35475
c35475
1
q35476
c35476
1
q35477
c35477
1
q35478
c35478
1
q35479
c35479
1
q35480
c35480
1
q35481
c35481
1
q35482
c35482
1
q35483
c35483
1
q35484
c35484
1
q35485
c35485
1
q35486
c35486
1
q35487
c35487
1
q35488
c35488
1
q35489
c35489
1
q35490
c35490
1
q35491
c35491
1
q35492
c35492
1
q35493
c35493
1
q35494
c35494
1
q35495
c35495
1
q35496
c35496
1
q35497
c35497
1
q35498
c35498
1
q35499
c35499
1