query_id
stringlengths
2
7
corpus_id
stringlengths
2
7
score
int64
1
1
q216100
c216100
1
q216101
c216101
1
q216102
c216102
1
q216103
c216103
1
q216104
c216104
1
q216105
c216105
1
q216106
c216106
1
q216107
c216107
1
q216108
c216108
1
q216109
c216109
1
q216110
c216110
1
q216111
c216111
1
q216112
c216112
1
q216113
c216113
1
q216114
c216114
1
q216115
c216115
1
q216116
c216116
1
q216117
c216117
1
q216118
c216118
1
q216119
c216119
1
q216120
c216120
1
q216121
c216121
1
q216122
c216122
1
q216123
c216123
1
q216124
c216124
1
q216125
c216125
1
q216126
c216126
1
q216127
c216127
1
q216128
c216128
1
q216129
c216129
1
q216130
c216130
1
q216131
c216131
1
q216132
c216132
1
q216133
c216133
1
q216134
c216134
1
q216135
c216135
1
q216136
c216136
1
q216137
c216137
1
q216138
c216138
1
q216139
c216139
1
q216140
c216140
1
q216141
c216141
1
q216142
c216142
1
q216143
c216143
1
q216144
c216144
1
q216145
c216145
1
q216146
c216146
1
q216147
c216147
1
q216148
c216148
1
q216149
c216149
1
q216150
c216150
1
q216151
c216151
1
q216152
c216152
1
q216153
c216153
1
q216154
c216154
1
q216155
c216155
1
q216156
c216156
1
q216157
c216157
1
q216158
c216158
1
q216159
c216159
1
q216160
c216160
1
q216161
c216161
1
q216162
c216162
1
q216163
c216163
1
q216164
c216164
1
q216165
c216165
1
q216166
c216166
1
q216167
c216167
1
q216168
c216168
1
q216169
c216169
1
q216170
c216170
1
q216171
c216171
1
q216172
c216172
1
q216173
c216173
1
q216174
c216174
1
q216175
c216175
1
q216176
c216176
1
q216177
c216177
1
q216178
c216178
1
q216179
c216179
1
q216180
c216180
1
q216181
c216181
1
q216182
c216182
1
q216183
c216183
1
q216184
c216184
1
q216185
c216185
1
q216186
c216186
1
q216187
c216187
1
q216188
c216188
1
q216189
c216189
1
q216190
c216190
1
q216191
c216191
1
q216192
c216192
1
q216193
c216193
1
q216194
c216194
1
q216195
c216195
1
q216196
c216196
1
q216197
c216197
1
q216198
c216198
1
q216199
c216199
1