query-id
stringlengths 24
24
| corpus-id
stringlengths 5
8
| score
int64 1
1
|
|---|---|---|
5705e33f52bb89140068964e | doc_88 | 1 |
5705e33f52bb89140068964f | doc_88 | 1 |
5705e33f52bb891400689650 | doc_88 | 1 |
5705e3f252bb89140068966a | doc_89 | 1 |
5705e3f252bb89140068966b | doc_89 | 1 |
5705e3f252bb89140068966c | doc_89 | 1 |
5705e3f252bb89140068966d | doc_89 | 1 |
5705e3f252bb89140068966e | doc_89 | 1 |
5705e4fe75f01819005e7704 | doc_90 | 1 |
5705e4fe75f01819005e7705 | doc_90 | 1 |
5705e4fe75f01819005e7706 | doc_90 | 1 |
5705e4fe75f01819005e7707 | doc_90 | 1 |
5705e63175f01819005e7720 | doc_91 | 1 |
5705e63175f01819005e7721 | doc_91 | 1 |
5705e63175f01819005e7722 | doc_91 | 1 |
5705e63175f01819005e7723 | doc_91 | 1 |
5705e63175f01819005e7724 | doc_91 | 1 |
5705e99452bb891400689688 | doc_92 | 1 |
5705e99452bb891400689689 | doc_92 | 1 |
5705e99452bb89140068968a | doc_92 | 1 |
5705e99452bb89140068968b | doc_92 | 1 |
5705e99452bb89140068968c | doc_92 | 1 |
5705eb3375f01819005e7764 | doc_93 | 1 |
5705eb3375f01819005e7765 | doc_93 | 1 |
5705eb3375f01819005e7766 | doc_93 | 1 |
5705eb3375f01819005e7767 | doc_93 | 1 |
5705eb3375f01819005e7768 | doc_93 | 1 |
5705ec1675f01819005e776e | doc_94 | 1 |
5705ec1675f01819005e776f | doc_94 | 1 |
5705ec1675f01819005e7770 | doc_94 | 1 |
5705ec1675f01819005e7771 | doc_94 | 1 |
5705ec1675f01819005e7772 | doc_94 | 1 |
5705eccb52bb8914006896b8 | doc_95 | 1 |
5705eccb52bb8914006896b9 | doc_95 | 1 |
5705eccb52bb8914006896ba | doc_95 | 1 |
5705eccb52bb8914006896bb | doc_95 | 1 |
5705edcd52bb8914006896ca | doc_96 | 1 |
5705edcd52bb8914006896cb | doc_96 | 1 |
5705edcd52bb8914006896cc | doc_96 | 1 |
5705edcd52bb8914006896cd | doc_96 | 1 |
5705edcd52bb8914006896ce | doc_96 | 1 |
5705eee952bb8914006896de | doc_97 | 1 |
5705eee952bb8914006896df | doc_97 | 1 |
5705eee952bb8914006896e0 | doc_97 | 1 |
5705eee952bb8914006896e1 | doc_97 | 1 |
5705eee952bb8914006896e2 | doc_97 | 1 |
5705f09e75f01819005e77a4 | doc_98 | 1 |
5705f09e75f01819005e77a5 | doc_98 | 1 |
5705f09e75f01819005e77a6 | doc_98 | 1 |
5705f09e75f01819005e77a7 | doc_98 | 1 |
5705f09e75f01819005e77a8 | doc_98 | 1 |
5705f13d52bb8914006896f0 | doc_99 | 1 |
5705f13d52bb8914006896f1 | doc_99 | 1 |
5705f13d52bb8914006896f2 | doc_99 | 1 |
5705f13d52bb8914006896f3 | doc_99 | 1 |
5705f13d52bb8914006896f4 | doc_99 | 1 |
5705f36452bb891400689718 | doc_100 | 1 |
5705f36452bb891400689719 | doc_100 | 1 |
5705f36452bb89140068971a | doc_100 | 1 |
5705f36452bb89140068971b | doc_100 | 1 |
5705f36452bb89140068971c | doc_100 | 1 |
5705f7c875f01819005e77dc | doc_101 | 1 |
5705f7c875f01819005e77dd | doc_101 | 1 |
5705f7c875f01819005e77de | doc_101 | 1 |
5705f7c875f01819005e77df | doc_101 | 1 |
5705f7c875f01819005e77e0 | doc_101 | 1 |
5705fb7f52bb891400689750 | doc_102 | 1 |
5705fb7f52bb891400689751 | doc_102 | 1 |
5705fb7f52bb891400689752 | doc_102 | 1 |
5705fb7f52bb891400689753 | doc_102 | 1 |
5705fb7f52bb891400689754 | doc_102 | 1 |
5705fc3a52bb89140068976a | doc_103 | 1 |
5705fc3a52bb89140068976b | doc_103 | 1 |
5705fc3a52bb89140068976c | doc_103 | 1 |
5705fc3a52bb89140068976d | doc_103 | 1 |
5705fc3a52bb89140068976e | doc_103 | 1 |
5705fd8475f01819005e7840 | doc_104 | 1 |
5705fd8475f01819005e7841 | doc_104 | 1 |
5705fd8475f01819005e7842 | doc_104 | 1 |
5705fd8475f01819005e7843 | doc_104 | 1 |
5705fd8475f01819005e7844 | doc_104 | 1 |
5705fec152bb89140068977a | doc_105 | 1 |
5705fec152bb89140068977b | doc_105 | 1 |
5705fec152bb89140068977c | doc_105 | 1 |
5705fec152bb89140068977d | doc_105 | 1 |
5705fec152bb89140068977e | doc_105 | 1 |
5705ffde52bb891400689784 | doc_106 | 1 |
5705ffde52bb891400689785 | doc_106 | 1 |
5705ffde52bb891400689786 | doc_106 | 1 |
5705ffde52bb891400689787 | doc_106 | 1 |
5705ffde52bb891400689788 | doc_106 | 1 |
570602fa52bb89140068979e | doc_107 | 1 |
570602fa52bb89140068979f | doc_107 | 1 |
570602fa52bb8914006897a0 | doc_107 | 1 |
570603c475f01819005e7882 | doc_108 | 1 |
570603c475f01819005e7883 | doc_108 | 1 |
570603c475f01819005e7884 | doc_108 | 1 |
570603c475f01819005e7885 | doc_108 | 1 |
570603c475f01819005e7886 | doc_108 | 1 |
5706074552bb8914006897d4 | doc_109 | 1 |
Subsets and Splits