query_id
stringlengths
2
7
corpus_id
stringlengths
2
7
score
int64
1
1
q98100
c98100
1
q98120
c98120
1
q98140
c98140
1
q98160
c98160
1
q98180
c98180
1
q98200
c98200
1
q98220
c98220
1
q98240
c98240
1
q98260
c98260
1
q98280
c98280
1
q98300
c98300
1
q98320
c98320
1
q98340
c98340
1
q98360
c98360
1
q98380
c98380
1
q98400
c98400
1
q98420
c98420
1
q98440
c98440
1
q98460
c98460
1
q98480
c98480
1
q98500
c98500
1
q98520
c98520
1
q98540
c98540
1
q98560
c98560
1
q98580
c98580
1
q98600
c98600
1
q98620
c98620
1
q98640
c98640
1
q98660
c98660
1
q98680
c98680
1
q98700
c98700
1
q98720
c98720
1
q98740
c98740
1
q98760
c98760
1
q98780
c98780
1
q98800
c98800
1
q98820
c98820
1
q98840
c98840
1
q98860
c98860
1
q98880
c98880
1
q98900
c98900
1
q98920
c98920
1
q98940
c98940
1
q98960
c98960
1
q98980
c98980
1
q99000
c99000
1
q99020
c99020
1
q99040
c99040
1
q99060
c99060
1
q99080
c99080
1
q99100
c99100
1
q99120
c99120
1
q99140
c99140
1
q99160
c99160
1
q99180
c99180
1
q99200
c99200
1
q99220
c99220
1
q99240
c99240
1
q99260
c99260
1
q99280
c99280
1
q99300
c99300
1
q99320
c99320
1
q99340
c99340
1
q99360
c99360
1
q99380
c99380
1
q99400
c99400
1
q99420
c99420
1
q99440
c99440
1
q99460
c99460
1
q99480
c99480
1
q99500
c99500
1
q99520
c99520
1
q99540
c99540
1
q99560
c99560
1
q99580
c99580
1
q99600
c99600
1
q99620
c99620
1
q99640
c99640
1
q99660
c99660
1
q99680
c99680
1
q99700
c99700
1
q99740
c99740
1
q99760
c99760
1
q99780
c99780
1
q99800
c99800
1
q99820
c99820
1
q99840
c99840
1
q99860
c99860
1
q99880
c99880
1
q99900
c99900
1
q99920
c99920
1
q99940
c99940
1
q99960
c99960
1
q99980
c99980
1
q100000
c100000
1
q100020
c100020
1
q100040
c100040
1
q100060
c100060
1
q100080
c100080
1
q100100
c100100
1