query_id
stringlengths
2
7
corpus_id
stringlengths
2
7
score
int64
1
1
q236300
c236300
1
q236301
c236301
1
q236302
c236302
1
q236303
c236303
1
q236304
c236304
1
q236305
c236305
1
q236306
c236306
1
q236307
c236307
1
q236308
c236308
1
q236309
c236309
1
q236310
c236310
1
q236311
c236311
1
q236312
c236312
1
q236313
c236313
1
q236314
c236314
1
q236315
c236315
1
q236316
c236316
1
q236317
c236317
1
q236318
c236318
1
q236319
c236319
1
q236320
c236320
1
q236321
c236321
1
q236322
c236322
1
q236323
c236323
1
q236324
c236324
1
q236325
c236325
1
q236326
c236326
1
q236327
c236327
1
q236328
c236328
1
q236329
c236329
1
q236330
c236330
1
q236331
c236331
1
q236332
c236332
1
q236333
c236333
1
q236334
c236334
1
q236335
c236335
1
q236336
c236336
1
q236337
c236337
1
q236338
c236338
1
q236339
c236339
1
q236340
c236340
1
q236341
c236341
1
q236342
c236342
1
q236343
c236343
1
q236344
c236344
1
q236345
c236345
1
q236346
c236346
1
q236347
c236347
1
q236348
c236348
1
q236349
c236349
1
q236350
c236350
1
q236351
c236351
1
q236352
c236352
1
q236353
c236353
1
q236354
c236354
1
q236355
c236355
1
q236356
c236356
1
q236357
c236357
1
q236358
c236358
1
q236359
c236359
1
q236360
c236360
1
q236361
c236361
1
q236362
c236362
1
q236363
c236363
1
q236364
c236364
1
q236365
c236365
1
q236366
c236366
1
q236367
c236367
1
q236368
c236368
1
q236369
c236369
1
q236370
c236370
1
q236371
c236371
1
q236372
c236372
1
q236373
c236373
1
q236374
c236374
1
q236375
c236375
1
q236376
c236376
1
q236377
c236377
1
q236378
c236378
1
q236379
c236379
1
q236380
c236380
1
q236381
c236381
1
q236382
c236382
1
q236383
c236383
1
q236384
c236384
1
q236385
c236385
1
q236386
c236386
1
q236387
c236387
1
q236388
c236388
1
q236389
c236389
1
q236390
c236390
1
q236391
c236391
1
q236392
c236392
1
q236393
c236393
1
q236394
c236394
1
q236395
c236395
1
q236396
c236396
1
q236397
c236397
1
q236398
c236398
1
q236399
c236399
1