query_id
stringlengths
2
7
corpus_id
stringlengths
2
7
score
int64
1
1
q217100
c217100
1
q217101
c217101
1
q217102
c217102
1
q217103
c217103
1
q217104
c217104
1
q217105
c217105
1
q217106
c217106
1
q217107
c217107
1
q217108
c217108
1
q217109
c217109
1
q217110
c217110
1
q217111
c217111
1
q217112
c217112
1
q217113
c217113
1
q217114
c217114
1
q217115
c217115
1
q217116
c217116
1
q217117
c217117
1
q217118
c217118
1
q217119
c217119
1
q217120
c217120
1
q217121
c217121
1
q217122
c217122
1
q217123
c217123
1
q217124
c217124
1
q217125
c217125
1
q217126
c217126
1
q217127
c217127
1
q217128
c217128
1
q217129
c217129
1
q217130
c217130
1
q217131
c217131
1
q217132
c217132
1
q217133
c217133
1
q217134
c217134
1
q217135
c217135
1
q217136
c217136
1
q217137
c217137
1
q217138
c217138
1
q217139
c217139
1
q217140
c217140
1
q217141
c217141
1
q217142
c217142
1
q217143
c217143
1
q217144
c217144
1
q217145
c217145
1
q217146
c217146
1
q217147
c217147
1
q217148
c217148
1
q217149
c217149
1
q217150
c217150
1
q217151
c217151
1
q217152
c217152
1
q217153
c217153
1
q217154
c217154
1
q217155
c217155
1
q217156
c217156
1
q217157
c217157
1
q217158
c217158
1
q217159
c217159
1
q217160
c217160
1
q217161
c217161
1
q217162
c217162
1
q217163
c217163
1
q217164
c217164
1
q217165
c217165
1
q217166
c217166
1
q217167
c217167
1
q217168
c217168
1
q217169
c217169
1
q217170
c217170
1
q217171
c217171
1
q217172
c217172
1
q217173
c217173
1
q217174
c217174
1
q217175
c217175
1
q217176
c217176
1
q217177
c217177
1
q217178
c217178
1
q217179
c217179
1
q217180
c217180
1
q217181
c217181
1
q217182
c217182
1
q217183
c217183
1
q217184
c217184
1
q217185
c217185
1
q217186
c217186
1
q217187
c217187
1
q217188
c217188
1
q217189
c217189
1
q217190
c217190
1
q217191
c217191
1
q217192
c217192
1
q217193
c217193
1
q217194
c217194
1
q217195
c217195
1
q217196
c217196
1
q217197
c217197
1
q217198
c217198
1
q217199
c217199
1