query_id
stringlengths
2
7
corpus_id
stringlengths
2
7
score
int64
1
1
q91800
c91800
1
q91820
c91820
1
q91860
c91860
1
q91880
c91880
1
q91900
c91900
1
q91940
c91940
1
q91960
c91960
1
q91980
c91980
1
q92000
c92000
1
q92020
c92020
1
q92040
c92040
1
q92060
c92060
1
q92080
c92080
1
q92100
c92100
1
q92120
c92120
1
q92140
c92140
1
q92160
c92160
1
q92180
c92180
1
q92200
c92200
1
q92220
c92220
1
q92240
c92240
1
q92260
c92260
1
q92280
c92280
1
q92300
c92300
1
q92320
c92320
1
q92340
c92340
1
q92360
c92360
1
q92380
c92380
1
q92400
c92400
1
q92420
c92420
1
q92440
c92440
1
q92460
c92460
1
q92480
c92480
1
q92500
c92500
1
q92520
c92520
1
q92540
c92540
1
q92580
c92580
1
q92600
c92600
1
q92620
c92620
1
q92640
c92640
1
q92660
c92660
1
q92680
c92680
1
q92700
c92700
1
q92720
c92720
1
q92740
c92740
1
q92760
c92760
1
q92780
c92780
1
q92800
c92800
1
q92820
c92820
1
q92840
c92840
1
q92860
c92860
1
q92880
c92880
1
q92900
c92900
1
q92920
c92920
1
q92940
c92940
1
q92960
c92960
1
q92980
c92980
1
q93000
c93000
1
q93020
c93020
1
q93040
c93040
1
q93060
c93060
1
q93100
c93100
1
q93120
c93120
1
q93140
c93140
1
q93160
c93160
1
q93180
c93180
1
q93200
c93200
1
q93220
c93220
1
q93240
c93240
1
q93260
c93260
1
q93280
c93280
1
q93300
c93300
1
q93320
c93320
1
q93340
c93340
1
q93360
c93360
1
q93380
c93380
1
q93400
c93400
1
q93420
c93420
1
q93440
c93440
1
q93460
c93460
1
q93480
c93480
1
q93500
c93500
1
q93520
c93520
1
q93540
c93540
1
q93560
c93560
1
q93580
c93580
1
q93600
c93600
1
q93620
c93620
1
q93640
c93640
1
q93660
c93660
1
q93680
c93680
1
q93700
c93700
1
q93720
c93720
1
q93740
c93740
1
q93760
c93760
1
q93780
c93780
1
q93800
c93800
1
q93820
c93820
1
q93840
c93840
1
q93860
c93860
1