query_id stringlengths 4 6 | corpus_id stringlengths 17 21 | score int64 0 3 | __index_level_0__ int64 0 17.1M |
|---|---|---|---|
q-1766 | statictable-0-1146 | 3 | 17,080,448 |
q-1768 | statictable-0-1147 | 3 | 17,080,450 |
q-1769 | statictable-0-1147 | 3 | 17,080,451 |
q-1770 | statictable-0-1147 | 3 | 17,080,452 |
q-1771 | statictable-0-1148 | 3 | 17,080,453 |
q-1773 | statictable-0-1148 | 3 | 17,080,455 |
q-1775 | statictable-0-1149 | 3 | 17,080,457 |
q-1776 | statictable-0-1149 | 3 | 17,080,458 |
q-1779 | statictable-0-1150 | 3 | 17,080,461 |
q-1781 | statictable-0-1151 | 3 | 17,080,463 |
q-1782 | statictable-0-1151 | 3 | 17,080,464 |
q-1783 | statictable-0-1152 | 3 | 17,080,465 |
q-1784 | statictable-0-1152 | 3 | 17,080,466 |
q-1785 | statictable-0-1152 | 3 | 17,080,467 |
q-1789 | statictable-0-1154 | 3 | 17,080,471 |
q-1790 | statictable-0-1154 | 3 | 17,080,472 |
q-1791 | statictable-0-1154 | 3 | 17,080,473 |
q-1794 | statictable-0-1155 | 3 | 17,080,476 |
q-1796 | statictable-0-1156 | 3 | 17,080,478 |
q-1797 | statictable-0-1156 | 3 | 17,080,479 |
q-1800 | statictable-0-1157 | 3 | 17,080,482 |
q-1801 | statictable-0-1158 | 3 | 17,080,483 |
q-1802 | statictable-0-1158 | 3 | 17,080,484 |
q-1804 | statictable-0-1159 | 3 | 17,080,486 |
q-1805 | statictable-0-1159 | 3 | 17,080,487 |
q-1807 | statictable-0-1160 | 3 | 17,080,489 |
q-1808 | statictable-0-1160 | 3 | 17,080,490 |
q-1810 | statictable-0-1163 | 3 | 17,080,492 |
q-1811 | statictable-0-1163 | 3 | 17,080,493 |
q-1812 | statictable-0-1163 | 3 | 17,080,494 |
q-1813 | statictable-0-1164 | 3 | 17,080,495 |
q-1814 | statictable-0-1164 | 3 | 17,080,496 |
q-1815 | statictable-0-1164 | 3 | 17,080,497 |
q-1816 | statictable-0-1169 | 3 | 17,080,498 |
q-1817 | statictable-0-1169 | 3 | 17,080,499 |
q-1818 | statictable-0-1169 | 3 | 17,080,500 |
q-1819 | statictable-0-1170 | 3 | 17,080,501 |
q-1820 | statictable-0-1170 | 3 | 17,080,502 |
q-1821 | statictable-0-1170 | 3 | 17,080,503 |
q-1823 | statictable-0-1171 | 3 | 17,080,505 |
q-1825 | statictable-0-1172 | 3 | 17,080,507 |
q-1826 | statictable-0-1172 | 3 | 17,080,508 |
q-1828 | statictable-0-1175 | 3 | 17,080,510 |
q-1830 | statictable-0-1175 | 3 | 17,080,512 |
q-1833 | statictable-0-1176 | 3 | 17,080,515 |
q-1834 | statictable-0-1177 | 3 | 17,080,516 |
q-1835 | statictable-0-1177 | 3 | 17,080,517 |
q-1836 | statictable-0-1177 | 3 | 17,080,518 |
q-1837 | statictable-0-1178 | 3 | 17,080,519 |
q-1838 | statictable-0-1178 | 3 | 17,080,520 |
q-1839 | statictable-0-1178 | 3 | 17,080,521 |
q-1840 | statictable-0-1179 | 3 | 17,080,522 |
q-1841 | statictable-0-1179 | 3 | 17,080,523 |
q-1842 | statictable-0-1179 | 3 | 17,080,524 |
q-1843 | statictable-0-1180 | 3 | 17,080,525 |
q-1845 | statictable-0-1180 | 3 | 17,080,527 |
q-1846 | statictable-0-1181 | 3 | 17,080,528 |
q-1848 | statictable-0-1181 | 3 | 17,080,530 |
q-1850 | statictable-0-1182 | 3 | 17,080,532 |
q-1851 | statictable-0-1182 | 3 | 17,080,533 |
q-1852 | statictable-0-1185 | 3 | 17,080,534 |
q-1853 | statictable-0-1185 | 3 | 17,080,535 |
q-1854 | statictable-0-1185 | 3 | 17,080,536 |
q-1858 | statictable-0-1193 | 3 | 17,080,540 |
q-1859 | statictable-0-1193 | 3 | 17,080,541 |
q-1860 | statictable-0-1193 | 3 | 17,080,542 |
q-1861 | statictable-0-1194 | 3 | 17,080,543 |
q-1862 | statictable-0-1194 | 3 | 17,080,544 |
q-1864 | statictable-0-1197 | 3 | 17,080,546 |
q-1865 | statictable-0-1197 | 3 | 17,080,547 |
q-1866 | statictable-0-1197 | 3 | 17,080,548 |
q-1869 | statictable-0-1199 | 3 | 17,080,551 |
q-1871 | statictable-0-1200 | 3 | 17,080,553 |
q-1872 | statictable-0-1200 | 3 | 17,080,554 |
q-1873 | statictable-0-1202 | 3 | 17,080,555 |
q-1874 | statictable-0-1202 | 3 | 17,080,556 |
q-1876 | statictable-0-1204 | 3 | 17,080,558 |
q-1877 | statictable-0-1204 | 3 | 17,080,559 |
q-1878 | statictable-0-1204 | 3 | 17,080,560 |
q-1879 | statictable-0-1206 | 3 | 17,080,561 |
q-1880 | statictable-0-1206 | 3 | 17,080,562 |
q-1881 | statictable-0-1206 | 3 | 17,080,563 |
q-1882 | statictable-0-1207 | 3 | 17,080,564 |
q-1884 | statictable-0-1207 | 3 | 17,080,566 |
q-1886 | statictable-0-1209 | 3 | 17,080,568 |
q-1887 | statictable-0-1209 | 3 | 17,080,569 |
q-1889 | statictable-0-1211 | 3 | 17,080,571 |
q-1891 | statictable-0-1213 | 3 | 17,080,573 |
q-1894 | statictable-0-1242 | 3 | 17,080,576 |
q-1896 | statictable-0-1242 | 3 | 17,080,578 |
q-1897 | statictable-0-1243 | 3 | 17,080,579 |
q-1900 | statictable-0-1244 | 3 | 17,080,582 |
q-1901 | statictable-0-1244 | 3 | 17,080,583 |
q-1902 | statictable-0-1244 | 3 | 17,080,584 |
q-1904 | statictable-0-1267 | 3 | 17,080,586 |
q-1905 | statictable-0-1267 | 3 | 17,080,587 |
q-1906 | statictable-0-1268 | 3 | 17,080,588 |
q-1907 | statictable-0-1268 | 3 | 17,080,589 |
q-1908 | statictable-0-1268 | 3 | 17,080,590 |
q-1910 | statictable-0-1273 | 3 | 17,080,592 |
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