query_id
stringlengths
2
6
corpus_id
stringlengths
2
6
score
int64
1
1
q21800
c21800
1
q21801
c21801
1
q21802
c21802
1
q21803
c21803
1
q21804
c21804
1
q21805
c21805
1
q21806
c21806
1
q21807
c21807
1
q21808
c21808
1
q21809
c21809
1
q21810
c21810
1
q21811
c21811
1
q21812
c21812
1
q21813
c21813
1
q21814
c21814
1
q21815
c21815
1
q21816
c21816
1
q21817
c21817
1
q21818
c21818
1
q21819
c21819
1
q21820
c21820
1
q21821
c21821
1
q21822
c21822
1
q21823
c21823
1
q21824
c21824
1
q21825
c21825
1
q21826
c21826
1
q21827
c21827
1
q21828
c21828
1
q21829
c21829
1
q21830
c21830
1
q21831
c21831
1
q21832
c21832
1
q21833
c21833
1
q21834
c21834
1
q21835
c21835
1
q21836
c21836
1
q21837
c21837
1
q21838
c21838
1
q21839
c21839
1
q21840
c21840
1
q21841
c21841
1
q21842
c21842
1
q21843
c21843
1
q21844
c21844
1
q21845
c21845
1
q21846
c21846
1
q21847
c21847
1
q21848
c21848
1
q21849
c21849
1
q21850
c21850
1
q21851
c21851
1
q21852
c21852
1
q21853
c21853
1
q21854
c21854
1
q21855
c21855
1
q21856
c21856
1
q21857
c21857
1
q21858
c21858
1
q21859
c21859
1
q21860
c21860
1
q21861
c21861
1
q21862
c21862
1
q21863
c21863
1
q21864
c21864
1
q21865
c21865
1
q21866
c21866
1
q21867
c21867
1
q21868
c21868
1
q21869
c21869
1
q21870
c21870
1
q21871
c21871
1
q21872
c21872
1
q21873
c21873
1
q21874
c21874
1
q21875
c21875
1
q21876
c21876
1
q21877
c21877
1
q21878
c21878
1
q21879
c21879
1
q21880
c21880
1
q21881
c21881
1
q21882
c21882
1
q21883
c21883
1
q21884
c21884
1
q21885
c21885
1
q21886
c21886
1
q21887
c21887
1
q21888
c21888
1
q21889
c21889
1
q21890
c21890
1
q21891
c21891
1
q21892
c21892
1
q21893
c21893
1
q21894
c21894
1
q21895
c21895
1
q21896
c21896
1
q21897
c21897
1
q21898
c21898
1
q21899
c21899
1