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TheoremQA_jianyu_xu/pigeonhole_3.json Q0 4098 207 43.57288360595703 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_3.json Q0 18816 511 34.407081604003906 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_3.json Q0 14569 620 32.57160949707031 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_3.json Q0 10686 821 30.01543426513672 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_3.json Q0 21271 822 30.01118278503418 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_3.json Q0 17154 824 30.00303077697754 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 17904 17 86.19334411621094 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 8398 20 85.17974853515625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 6948 21 84.62538146972656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 21714 22 84.5835952758789 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 3467 23 84.05257415771484 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 8003 24 81.9014892578125 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 11586 281 48.059722900390625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 3625 282 48.047340393066406 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 15533 411 43.42473602294922 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 3736 421 43.02505111694336 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 19674 423 43.01197814941406 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 16986 427 42.98806381225586 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 17903 431 42.848419189453125 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 9418 434 42.824485778808594 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 22654 435 42.8103141784668 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 3734 436 42.807586669921875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 12868 437 42.765464782714844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 11472 438 42.73377990722656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 10831 439 42.72539520263672 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 18874 440 42.68239212036133 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 17052 487 41.57264709472656 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 17465 493 41.47610092163086 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 21378 495 41.45845413208008 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 15530 496 41.45532989501953 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 13681 509 41.10224151611328 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 15026 516 41.03260803222656 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 18992 576 39.63174057006836 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 15762 577 39.61432647705078 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 18868 612 38.75527572631836 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 11636 614 38.637596130371094 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 23426 615 38.6329460144043 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 13152 616 38.58711242675781 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 22754 617 38.576297760009766 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 10411 618 38.56532287597656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 10542 619 38.56184768676758 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 12043 628 38.39031219482422 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 12831 629 38.373748779296875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 22898 630 38.369667053222656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 13226 631 38.328739166259766 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 21480 632 38.32809066772461 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 13919 633 38.32766342163086 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 20515 634 38.317710876464844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 20440 635 38.31081008911133 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 18914 636 38.308197021484375 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 20356 637 38.21807861328125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 8146 638 38.19566345214844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 15273 639 38.18008804321289 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 1191 640 38.16294860839844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 21490 641 38.15314483642578 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 21479 642 38.149024963378906 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 1180 643 38.131927490234375 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_2.json Q0 8993 644 38.11383056640625 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_2.json Q0 3969 646 38.071739196777344 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 10376 134 48.30900192260742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13226 135 48.30418395996094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22898 136 48.20785140991211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23411 137 48.19347381591797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1541 138 48.09715270996094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7878 139 47.84097671508789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23535 140 47.83333969116211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17780 141 47.76358413696289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21391 142 47.75135803222656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12774 143 47.61408233642578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16060 144 47.59659194946289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14662 145 47.59543991088867 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14085 146 47.529422760009766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10230 147 47.46083450317383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15815 148 47.45722198486328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15169 149 47.39277648925781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15173 150 47.39277648925781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11190 151 47.36683654785156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12150 152 47.21233367919922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15174 153 47.176612854003906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11093 154 47.16624069213867 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18615 155 47.14645004272461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4933 156 47.14466857910156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15170 157 47.141273498535156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23721 158 47.13609313964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17744 159 47.08241653442383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19981 160 47.02326583862305 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13110 161 47.00934982299805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11104 162 46.990203857421875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6887 163 46.87028503417969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12224 164 46.83113479614258 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11176 165 46.7127571105957 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11979 166 46.537532806396484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11513 167 46.350379943847656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21525 168 46.29746627807617 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20863 169 46.065242767333984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21502 170 46.060752868652344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15493 171 46.03893280029297 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15102 172 45.87381362915039 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21406 173 45.785003662109375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17614 174 45.75644302368164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17094 175 45.726837158203125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13337 176 45.7009391784668 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12760 177 45.692543029785156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17970 178 45.6785774230957 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15861 179 45.67443084716797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22831 180 45.66569137573242 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11189 181 45.65045166015625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1540 182 45.6358642578125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21176 183 45.63566207885742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2720 184 45.59037399291992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15298 185 45.44837951660156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17949 186 45.31019592285156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11192 187 45.30698013305664 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21613 188 45.22718811035156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12694 189 45.10608673095703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11230 190 45.08549499511719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21420 191 45.00821304321289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13923 192 44.985836029052734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19985 193 44.95640563964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15068 194 44.949180603027344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14693 195 44.944725036621094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18178 196 44.8173713684082 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5615 197 44.753990173339844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15839 198 44.61774826049805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17233 199 44.612518310546875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12156 200 44.56909942626953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11103 201 44.55882263183594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 706 202 44.55124282836914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22235 203 44.488346099853516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19974 204 44.41877746582031 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12695 205 44.31785202026367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19070 206 44.299888610839844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23618 207 44.27935791015625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23495 208 44.23930740356445 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23492 209 44.199371337890625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21576 210 44.1352424621582 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12696 211 44.131561279296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22556 212 44.12522888183594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1181 213 44.109222412109375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16885 214 44.09577178955078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9698 215 44.074954986572266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17995 216 43.99897384643555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22825 217 43.944923400878906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14832 218 43.911865234375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21151 219 43.870628356933594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11110 220 43.80768585205078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19100 221 43.78629684448242 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1542 222 43.74613571166992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14296 223 43.742645263671875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17110 224 43.719032287597656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17542 225 43.68614959716797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18614 226 43.66291427612305 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14128 227 43.662357330322266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17745 228 43.63890075683594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21595 229 43.6308708190918 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16960 230 43.6257438659668 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17421 231 43.50658416748047 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21589 232 43.483924865722656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21500 233 43.45872116088867 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13435 234 43.37844467163086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12868 235 43.373779296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13057 236 43.34527587890625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8569 237 43.19830322265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2707 238 43.18869400024414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11350 239 43.18211364746094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15103 240 42.98977279663086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13345 241 42.98634719848633 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6229 242 42.89791488647461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3782 243 42.818267822265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15502 244 42.808170318603516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11086 245 42.78226089477539 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17761 246 42.7032356262207 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22499 247 42.68190002441406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23117 248 42.681278228759766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21610 249 42.67755126953125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15956 250 42.6549072265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16893 251 42.61751937866211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21594 252 42.61650848388672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16892 253 42.61125946044922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6220 254 42.5582389831543 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17986 255 42.55230712890625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17794 256 42.5054931640625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18992 257 42.47895812988281 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11207 258 42.43879699707031 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1190 259 42.36198806762695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22090 260 42.293556213378906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21568 261 42.28084945678711 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20967 262 42.25385665893555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11112 263 42.22781753540039 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15172 264 42.21266555786133 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11194 265 42.169158935546875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18252 266 42.164764404296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12153 267 42.163047790527344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11478 268 42.14535140991211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20860 269 42.0840950012207 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4024 270 42.07746887207031 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9988 271 42.064579010009766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19973 272 42.05776596069336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17913 273 42.050289154052734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2650 274 42.0067138671875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22864 275 41.99599838256836 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18618 276 41.9837760925293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19980 277 41.904022216796875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11167 278 41.86171340942383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8003 279 41.78951644897461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11127 280 41.724979400634766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6727 281 41.694087982177734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19496 282 41.65915298461914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11166 283 41.64275360107422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2719 284 41.551570892333984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17798 285 41.54389572143555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10366 286 41.54157638549805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18664 287 41.528594970703125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22651 288 41.44593811035156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11108 289 41.43761444091797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21690 290 41.43616485595703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2803 291 41.42346954345703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14033 292 41.28642654418945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11199 293 41.2665901184082 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17538 294 41.25373458862305 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21343 295 41.23452377319336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13415 296 41.12751770019531 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14700 297 41.0853385925293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11097 298 41.065589904785156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4256 299 41.0628547668457 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13581 300 41.062705993652344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15811 301 40.99777603149414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21710 302 40.987632751464844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17419 303 40.9349365234375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11586 304 40.90776443481445 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9522 305 40.88866424560547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17005 306 40.869537353515625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14721 307 40.859622955322266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20785 308 40.80782699584961 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13907 309 40.76665115356445 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22749 310 40.763145446777344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11094 311 40.75431442260742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18629 312 40.69926071166992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17615 313 40.692115783691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17884 314 40.674400329589844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13911 315 40.6640510559082 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11118 316 40.656742095947266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11085 317 40.57587432861328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20032 318 40.57040786743164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11415 319 40.56275939941406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16899 320 40.557762145996094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11180 321 40.534515380859375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13123 322 40.5324592590332 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23569 323 40.51238250732422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13109 324 40.511234283447266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15176 325 40.487876892089844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13466 326 40.476524353027344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11109 327 40.45964813232422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18529 328 40.3485107421875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11168 329 40.34720993041992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21405 330 40.322933197021484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11183 331 40.28824996948242 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11054 332 40.28388977050781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7879 333 40.23638916015625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23169 334 40.20772933959961 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22110 335 40.2016716003418 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11485 336 40.196067810058594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17993 337 40.129276275634766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11521 338 40.12852096557617 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19139 339 40.12028503417969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2721 340 40.10865783691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23123 341 40.06520080566406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14710 342 40.00675964355469 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21590 343 39.9906120300293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17627 344 39.98652267456055 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14694 345 39.980464935302734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11191 346 39.96421813964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18777 347 39.96229553222656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 818 348 39.929508209228516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11425 349 39.878971099853516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13403 350 39.84330749511719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6030 351 39.836204528808594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2353 352 39.824981689453125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18576 353 39.77655792236328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11164 354 39.68864440917969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1191 355 39.68715286254883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15345 356 39.68633270263672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18038 357 39.5543098449707 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23249 358 39.54310989379883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12819 359 39.534175872802734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21544 360 39.5105094909668 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23309 361 39.502498626708984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13414 362 39.49723815917969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20747 363 39.476280212402344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11100 364 39.452484130859375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13905 365 39.43416976928711 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19400 366 39.43155288696289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16797 367 39.397972106933594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4255 368 39.37944793701172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5871 369 39.37798309326172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11368 370 39.355445861816406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11185 371 39.335968017578125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4394 372 39.30469512939453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 473 373 39.28264617919922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17968 374 39.27587127685547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2339 375 39.23039627075195 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13909 376 39.20154571533203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16784 377 39.189788818359375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3600 378 39.18296813964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15062 379 39.17161178588867 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3584 380 39.14652633666992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12959 381 39.13418960571289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20780 382 39.11745834350586 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13061 383 39.1097412109375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10304 384 39.058799743652344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5515 385 39.02959060668945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22231 386 39.009708404541016 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13668 387 39.00579071044922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21018 388 38.99663543701172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14109 389 38.942386627197266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1054 390 38.91592788696289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11348 391 38.900634765625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21738 392 38.8786506652832 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18681 393 38.8589973449707 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2124 394 38.851402282714844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11058 395 38.82904815673828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1187 396 38.82102966308594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15801 397 38.81023025512695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11193 398 38.8047981262207 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21591 399 38.78583526611328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13142 400 38.7697868347168 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10852 401 38.75517654418945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7213 402 38.73500442504883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12770 403 38.71709060668945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11205 404 38.70879364013672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 868 405 38.68806457519531 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14358 406 38.65818405151367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8087 407 38.64385223388672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4419 408 38.554649353027344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20528 409 38.532676696777344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15051 410 38.4992561340332 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20418 411 38.461212158203125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11136 412 38.452335357666016 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11188 413 38.40591049194336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16894 414 38.391380310058594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22187 415 38.35089874267578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10855 416 38.34740447998047 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17971 417 38.31021499633789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5477 418 38.307090759277344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15087 419 38.30446243286133 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11541 420 38.274024963378906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12114 421 38.23979187011719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15053 422 38.22710418701172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15035 423 38.20857620239258 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21292 424 38.180870056152344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14091 425 38.17319869995117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21291 426 38.171478271484375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17067 427 38.15739059448242 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9980 428 38.121212005615234 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20925 429 38.093223571777344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14714 430 38.087589263916016 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20900 431 38.02455520629883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12347 432 37.927711486816406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14090 433 37.90763473510742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18725 434 37.90184783935547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11264 435 37.89734649658203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10847 436 37.840579986572266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10384 437 37.83436584472656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13862 438 37.78973388671875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11172 439 37.78041458129883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11113 440 37.77069091796875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4297 441 37.76422882080078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7205 442 37.67544937133789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17514 443 37.66242218017578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19592 444 37.640296936035156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13323 445 37.619300842285156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20819 446 37.61469650268555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19984 447 37.60992431640625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17759 448 37.59878921508789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10411 449 37.58490753173828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12818 450 37.550079345703125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22646 451 37.50161361694336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22065 452 37.50139617919922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12831 453 37.419742584228516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17797 454 37.4140739440918 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1051 455 37.39997100830078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10853 456 37.37324142456055 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18021 457 37.368408203125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12822 458 37.33476257324219 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16782 459 37.290035247802734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18812 460 37.23845672607422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17791 461 37.22782516479492 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19989 462 37.22655487060547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17743 463 37.2130012512207 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5188 464 37.212730407714844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17965 465 37.20705795288086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17398 466 37.206573486328125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11004 467 37.19824981689453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21161 468 37.150299072265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11491 469 37.13461685180664 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13410 470 37.111507415771484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11648 471 37.101985931396484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21558 472 37.04132843017578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21700 473 36.99402618408203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11518 474 36.99296188354492 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20140 475 36.96853256225586 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8672 476 36.956993103027344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21141 477 36.95283889770508 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21019 478 36.94544219970703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17878 479 36.928932189941406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8132 480 36.90156173706055 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3582 481 36.83517837524414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15376 482 36.81732177734375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15061 483 36.81102752685547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20833 484 36.784873962402344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2486 485 36.776275634765625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11122 486 36.765106201171875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10686 487 36.71714401245117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10989 488 36.690975189208984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4698 489 36.66812515258789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10581 490 36.66686248779297 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16067 491 36.65592956542969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9565 492 36.644351959228516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23270 493 36.609642028808594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11589 494 36.522926330566406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17961 495 36.5015869140625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12152 496 36.47809982299805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14176 497 36.47659683227539 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15988 498 36.454872131347656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22254 499 36.34873580932617 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22789 500 36.3447265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17755 501 36.301979064941406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11084 502 36.2977409362793 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22246 503 36.27830123901367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16836 504 36.244850158691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14043 505 36.23755645751953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4418 506 36.22136306762695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7609 507 36.188541412353516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20787 508 36.185096740722656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5473 509 36.18286895751953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20400 510 36.18238830566406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15985 511 36.15530776977539 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16368 512 36.13286590576172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6886 513 36.1248779296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7517 514 36.117618560791016 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17121 515 36.104698181152344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17692 516 36.095577239990234 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12921 517 36.046146392822266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8106 518 36.03927993774414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22178 519 36.02739334106445 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21199 520 36.02454376220703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13122 521 35.98627471923828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10455 522 35.95722198486328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22251 523 35.85886001586914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23264 524 35.83505630493164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15050 525 35.78786849975586 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21702 526 35.778419494628906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23282 527 35.77580261230469 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11472 528 35.73613739013672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20730 529 35.71476364135742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21605 530 35.71344757080078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15165 531 35.61799621582031 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21603 532 35.60184860229492 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21608 533 35.59103012084961 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11387 534 35.577877044677734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6228 535 35.55474853515625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16595 536 35.54505920410156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22127 537 35.5378532409668 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20865 538 35.524253845214844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20517 539 35.5123405456543 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8403 540 35.50328063964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13582 541 35.48701095581055 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14127 542 35.477535247802734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19982 543 35.470848083496094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17351 544 35.45753860473633 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16738 545 35.452659606933594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18764 546 35.407779693603516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14536 547 35.4068717956543 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23491 548 35.405723571777344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12233 549 35.39094924926758 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10854 550 35.34659194946289 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8128 551 35.34227752685547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5219 552 35.33794403076172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22818 553 35.335208892822266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9987 554 35.32992935180664 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13586 555 35.324806213378906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15025 556 35.312435150146484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11186 557 35.22119140625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16821 558 35.216514587402344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8699 559 35.19755554199219 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11858 560 35.19572067260742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20676 561 35.18032455444336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23441 562 35.152896881103516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11514 563 35.14750671386719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21561 564 35.14043426513672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12227 565 35.13212966918945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16743 566 35.1235466003418 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17131 567 35.11923599243164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10848 568 35.099464416503906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12738 569 35.08382797241211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11087 570 35.030120849609375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13906 571 35.029701232910156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10469 572 34.96018981933594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13910 573 34.925758361816406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15714 574 34.92347717285156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17760 575 34.92143249511719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8082 576 34.9084358215332 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15054 577 34.905967712402344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22780 578 34.89627456665039 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5671 579 34.81443786621094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11649 580 34.75656509399414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19814 581 34.734989166259766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22015 582 34.71239471435547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22881 583 34.712013244628906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7450 584 34.70281219482422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20119 585 34.69580841064453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5011 586 34.675010681152344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10372 587 34.65776062011719 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21691 588 34.64506912231445 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14840 589 34.640045166015625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17446 590 34.63766098022461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14082 591 34.628692626953125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20117 592 34.607261657714844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15700 593 34.5921630859375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11547 594 34.571861267089844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2311 595 34.558860778808594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19861 596 34.55867385864258 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17407 597 34.554283142089844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19108 598 34.53965759277344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11091 599 34.538177490234375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18774 600 34.51953125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 418 601 34.50419998168945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13330 602 34.48826217651367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17319 603 34.479347229003906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10425 604 34.466209411621094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20406 605 34.4420051574707 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11200 606 34.44190216064453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18620 607 34.43278884887695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10954 608 34.430198669433594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11430 609 34.41849899291992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20652 610 34.41849899291992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21747 611 34.4129638671875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22126 612 34.39674758911133 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23599 613 34.34817123413086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10397 614 34.34718322753906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20986 615 34.346893310546875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15056 616 34.33930969238281 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4786 617 34.32923126220703 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13329 618 34.32111358642578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9567 619 34.274139404296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1184 620 34.270320892333984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16891 621 34.259521484375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12226 622 34.25416564941406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2807 623 34.20014572143555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16672 624 34.191184997558594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15385 625 34.18345642089844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11202 626 34.12530517578125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21597 627 34.121726989746094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20936 628 34.11922073364258 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16693 629 34.09765625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17989 630 34.09554672241211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11696 631 34.09264373779297 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11980 632 34.080406188964844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21647 633 34.06157684326172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18879 634 34.054969787597656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17242 635 34.052978515625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4736 636 34.04181671142578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7877 637 34.03996276855469 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11181 638 34.03814697265625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11351 639 34.0324592590332 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12858 640 34.00428771972656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13194 641 33.95811080932617 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11268 642 33.94406509399414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18913 643 33.9422492980957 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11239 644 33.873287200927734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15058 645 33.86115264892578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9010 646 33.83964538574219 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18624 647 33.83725357055664 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6969 648 33.82588195800781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14080 649 33.8209114074707 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11542 650 33.81427001953125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11158 651 33.79872131347656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18439 652 33.770511627197266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11160 653 33.756507873535156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14081 654 33.74595260620117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13434 655 33.713382720947266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5726 656 33.68126678466797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10824 657 33.677207946777344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17783 658 33.67497634887695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23436 659 33.671897888183594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16737 660 33.66720962524414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8676 661 33.66246032714844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13143 662 33.6563606262207 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17632 663 33.63460922241211 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15060 664 33.62871551513672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11169 665 33.607505798339844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13700 666 33.58711242675781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11198 667 33.582984924316406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11173 668 33.57991027832031 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23791 669 33.56270217895508 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9953 670 33.533843994140625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11171 671 33.529090881347656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10479 672 33.500755310058594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21530 673 33.500709533691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14352 674 33.496097564697266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20858 675 33.44920349121094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11511 676 33.42047882080078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15168 677 33.4195556640625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21294 678 33.4192008972168 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10818 679 33.41093444824219 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21378 680 33.40425491333008 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18619 681 33.388702392578125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21200 682 33.37759780883789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11177 683 33.3748893737793 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11182 684 33.354087829589844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23536 685 33.340553283691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21409 686 33.339080810546875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23395 687 33.33346939086914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23484 688 33.23896026611328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15620 689 33.218257904052734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12566 690 33.20566940307617 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17241 691 33.143348693847656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15687 692 33.13716506958008 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19096 693 33.13632583618164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23567 694 33.12409591674805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11184 695 33.08852005004883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2303 696 33.087982177734375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13805 697 33.084136962890625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11170 698 33.057350158691406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11610 699 33.04835891723633 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17873 700 33.046913146972656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11414 701 32.99877166748047 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13535 702 32.997772216796875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12083 703 32.99566650390625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15306 704 32.96299743652344 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19926 705 32.95595169067383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21297 706 32.94426727294922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15052 707 32.942657470703125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 300 708 32.9065055847168 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23402 709 32.8955078125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23808 710 32.892547607421875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11095 711 32.88685607910156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2884 712 32.882389068603516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16192 713 32.87179946899414 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1354 714 32.86317443847656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17758 715 32.862972259521484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21709 716 32.84135055541992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17240 717 32.82801055908203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16402 718 32.781009674072266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20782 719 32.781009674072266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1180 720 32.7784423828125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16735 721 32.758384704589844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14298 722 32.749916076660156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22382 723 32.74898147583008 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15993 724 32.73542785644531 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21542 725 32.72754669189453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10842 726 32.71869659423828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21510 727 32.7170295715332 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21652 728 32.71059036254883 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 820 729 32.70418167114258 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2464 730 32.7030143737793 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12844 731 32.63556671142578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16570 732 32.60414123535156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8653 733 32.597801208496094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11096 734 32.57448959350586 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17518 735 32.57265090942383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11206 736 32.56012725830078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15057 737 32.548011779785156 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22809 738 32.528629302978516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16526 739 32.51658248901367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9222 740 32.501705169677734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20634 741 32.49903869628906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11195 742 32.4907112121582 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11178 743 32.46393966674805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20828 744 32.463890075683594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11755 745 32.4548454284668 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11371 746 32.40446472167969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22874 747 32.4033203125 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21749 748 32.40146255493164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13207 749 32.39961242675781 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18284 750 32.3969612121582 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3772 751 32.37128829956055 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18066 752 32.340728759765625 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11038 753 32.324012756347656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10412 754 32.305904388427734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14665 755 32.28519821166992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5916 756 32.28348159790039 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14540 757 32.267642974853516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2883 758 32.250282287597656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17962 759 32.2431755065918 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11272 760 32.2425651550293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10380 761 32.239322662353516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17789 762 32.22936248779297 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17796 763 32.221900939941406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11360 764 32.220458984375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16659 765 32.209205627441406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17256 766 32.19139862060547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18880 767 32.185882568359375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15059 768 32.17623519897461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20539 769 32.17326736450195 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15508 770 32.17204284667969 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9188 771 32.11720275878906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6948 772 32.105201721191406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4697 773 32.09906768798828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 6254 774 32.09416961669922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14015 775 32.080570220947266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3253 776 32.03361129760742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11088 777 32.01587677001953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14374 778 32.00617218017578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4802 779 32.00615692138672 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17795 780 32.00288391113281 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17977 781 31.980371475219727 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14053 782 31.955223083496094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9680 783 31.948917388916016 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4858 784 31.933298110961914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18040 785 31.923690795898438 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19098 786 31.904390335083008 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 13232 792 31.84320068359375 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 11174 794 31.827224731445312 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 17533 799 31.749351501464844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21528 800 31.717491149902344 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 20622 802 31.66326332092285 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11664 803 31.653722763061523 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21701 804 31.64750099182129 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 15536 806 31.64547348022461 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1953 807 31.642719268798828 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 3666 816 31.531837463378906 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21930 817 31.513669967651367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11574 818 31.488914489746094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11636 819 31.482515335083008 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11741 820 31.45870018005371 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11573 821 31.442066192626953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12427 822 31.436294555664062 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 20905 823 31.433570861816406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14171 824 31.41975975036621 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10423 825 31.41897201538086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12139 826 31.417165756225586 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11119 827 31.35033416748047 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14269 828 31.34166145324707 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2522 829 31.334365844726562 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10561 830 31.332944869995117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10711 831 31.327375411987305 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5312 832 31.312606811523438 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12763 833 31.311368942260742 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21756 834 31.298648834228516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22130 835 31.29554557800293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5507 836 31.291759490966797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13904 837 31.25585174560547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13908 838 31.25585174560547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14259 839 31.252565383911133 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2307 840 31.223468780517578 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22125 841 31.180721282958984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11019 842 31.17816162109375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13346 843 31.130252838134766 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 4821 844 31.127737045288086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1316 845 31.113874435424805 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11008 846 31.10457420349121 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5480 847 31.076011657714844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 7855 848 31.066831588745117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18744 849 31.06024932861328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15021 850 31.052734375 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 10792 851 31.04928970336914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19110 852 31.04193687438965 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15403 853 31.038772583007812 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11523 854 31.03366470336914 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5727 855 31.032691955566406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12840 856 31.02688980102539 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18177 857 31.023494720458984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21387 858 31.017866134643555 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3955 859 30.981761932373047 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21717 860 30.97042465209961 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16244 861 30.96742057800293 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 581 862 30.956745147705078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21426 863 30.920665740966797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21663 864 30.91860580444336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16783 865 30.914371490478516 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2423 866 30.90471649169922 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17281 867 30.899599075317383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 16174 868 30.880516052246094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 912 869 30.868837356567383 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 7510 876 30.78371810913086 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17515 877 30.782350540161133 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 20492 880 30.72256851196289 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 21617 882 30.72087287902832 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22548 883 30.69697380065918 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22565 884 30.69344711303711 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15100 885 30.690690994262695 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21535 886 30.68925666809082 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 6871 888 30.662311553955078 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12349 889 30.656147003173828 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11416 890 30.614376068115234 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 2301 891 30.613304138183594 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18138 892 30.610286712646484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13943 893 30.594451904296875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18017 894 30.576005935668945 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 17775 896 30.533811569213867 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13449 897 30.5329532623291 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 8572 898 30.530975341796875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23098 899 30.527076721191406 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17374 900 30.51922607421875 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18609 901 30.510820388793945 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21384 902 30.502866744995117 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 13985 910 30.430675506591797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15633 911 30.41445541381836 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 13037 924 30.314800262451172 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13312 925 30.3011417388916 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12917 926 30.279619216918945 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 14265 950 30.05051612854004 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11111 951 30.049484252929688 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13825 952 30.047744750976562 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 17890 953 30.033504486083984 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 5902 954 30.032827377319336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23459 955 30.028261184692383 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19828 956 30.012596130371094 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12234 957 30.006202697753906 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 11981 961 29.94791030883789 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23493 962 29.947017669677734 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21857 963 29.945804595947266 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23406 964 29.939502716064453 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11899 965 29.927959442138672 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 13404 967 29.899595260620117 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19094 968 29.893489837646484 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 11125 971 29.870296478271484 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11833 972 29.868894577026367 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21293 973 29.81763458251953 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 12120 974 29.814847946166992 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 19658 975 29.804357528686523 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13835 976 29.80055809020996 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11407 977 29.79601287841797 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11672 978 29.788454055786133 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11539 979 29.78171730041504 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 3959 980 29.781661987304688 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22661 981 29.773113250732422 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 39 982 29.739246368408203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 21529 983 29.71689224243164 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 1378 984 29.715320587158203 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11818 985 29.699596405029297 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 23163 986 29.685815811157227 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 22586 987 29.679882049560547 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13671 988 29.676841735839844 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11576 989 29.662128448486328 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 11092 990 29.6572208404541 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 14423 991 29.648231506347656 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 13341 992 29.63566017150879 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 18358 993 29.626089096069336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 15313 994 29.62224006652832 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9684 995 29.618032455444336 bm25_gpt4
TheoremQA_wenhuchen/eigen_value1.json Q0 9643 996 29.60836410522461 bm25_gpt4
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TheoremQA_wenhuchen/eigen_value1.json Q0 22756 998 29.58557891845703 bm25_gpt4
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TheoremQA_wenhuchen/definite_matrix1.json Q0 2707 215 37.93217086791992 bm25_gpt4
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TheoremQA_wenhuchen/definite_matrix1.json Q0 20926 431 32.795494079589844 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 18576 432 32.775657653808594 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 20020 433 32.7707405090332 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 11586 434 32.762386322021484 bm25_gpt4
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TheoremQA_wenhuchen/definite_matrix1.json Q0 10745 857 27.26342010498047 bm25_gpt4
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TheoremQA_wenhuchen/definite_matrix1.json Q0 19909 859 27.257909774780273 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 15789 860 27.22063446044922 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 14080 861 27.21677589416504 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 15787 862 27.216461181640625 bm25_gpt4
TheoremQA_wenhuchen/definite_matrix1.json Q0 15162 863 27.210906982421875 bm25_gpt4
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TheoremQA_elainewan/math_algebra_1_2.json Q0 17453 72 52.75879669189453 bm25_gpt4
TheoremQA_elainewan/math_algebra_1_2.json Q0 20492 73 52.674339294433594 bm25_gpt4
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TheoremQA_elainewan/math_algebra_1_2.json Q0 12156 75 52.441932678222656 bm25_gpt4
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TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17245 93 53.16746139526367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5107 94 53.16132354736328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11637 95 52.895179748535156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17904 96 52.874446868896484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16060 97 52.811767578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22206 98 52.689273834228516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2771 99 52.686397552490234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17613 100 52.680320739746094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5003 101 52.51030731201172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20638 102 52.5037956237793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14078 103 52.477352142333984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13517 104 52.38154220581055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21384 105 52.331172943115234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18868 106 52.242637634277344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15166 107 52.18030548095703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14374 108 52.101478576660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17823 109 52.09515380859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10784 110 52.08625030517578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15350 111 51.98680114746094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18508 112 51.96421813964844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8792 113 51.6690788269043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18883 114 51.48786544799805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16144 115 51.43292999267578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18022 116 51.4210205078125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16672 117 51.41911315917969 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20114 118 51.37791442871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11513 119 51.36098861694336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3496 120 51.33321762084961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15632 121 51.21565628051758 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19126 122 51.209903717041016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10732 123 51.18010330200195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15286 124 51.175235748291016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22831 125 51.15673828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16689 126 51.070709228515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17446 127 51.05268859863281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18873 128 51.01327133178711 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16343 129 50.8966178894043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11331 130 50.83009719848633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7701 131 50.81757736206055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14840 132 50.545127868652344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21401 133 50.35133743286133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13793 134 50.21821212768555 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17160 135 50.21265411376953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20409 136 50.10255432128906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12222 137 49.89283752441406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22610 138 49.873451232910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21294 139 49.86130142211914 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5312 140 49.842994689941406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21623 141 49.7696647644043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18629 142 49.76538848876953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 331 143 49.66460418701172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 818 144 49.65599822998047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23532 145 49.587913513183594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17993 146 49.5145149230957 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15255 147 49.47626495361328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19940 148 49.36307144165039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21620 149 49.304443359375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11226 150 49.241146087646484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4364 151 49.07115936279297 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12084 152 49.0710334777832 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13812 153 49.03414535522461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14165 154 49.02629470825195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2288 155 48.94429397583008 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15366 156 48.9193115234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8403 157 48.91559600830078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16335 158 48.86555099487305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21299 159 48.79024124145508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17470 160 48.760231018066406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15714 161 48.741939544677734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15268 162 48.691261291503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16339 163 48.68537521362305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21568 164 48.6507453918457 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18609 165 48.64920425415039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6904 166 48.600181579589844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1138 167 48.54104995727539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13664 168 48.36561965942383 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15508 169 48.33588409423828 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20410 170 48.28342819213867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21297 171 48.230125427246094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19983 172 48.2186393737793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12519 173 48.18818664550781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21296 174 48.15953826904297 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22281 175 48.046810150146484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15264 176 47.999080657958984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2621 177 47.997257232666016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21426 178 47.951141357421875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15367 179 47.88676452636719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15298 180 47.87669372558594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22824 181 47.85672378540039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9567 182 47.848628997802734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4829 183 47.765079498291016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21141 184 47.738101959228516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16462 185 47.71586608886719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13920 186 47.69066619873047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13152 187 47.65692138671875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17724 188 47.65200424194336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17759 189 47.612464904785156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17058 190 47.586639404296875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11216 191 47.53905487060547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18880 192 47.45826721191406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3806 193 47.45197296142578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21406 194 47.403682708740234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8190 195 47.28269958496094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12150 196 47.27301788330078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13617 197 47.26163864135742 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21567 198 47.094764709472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21400 199 47.089927673339844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13190 200 47.081966400146484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12074 201 47.06747817993164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7855 202 47.05766677856445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15266 203 46.977630615234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17338 204 46.97336959838867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12868 205 46.90506362915039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3253 206 46.89765930175781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11368 207 46.84242630004883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18178 208 46.68174743652344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8786 209 46.66679000854492 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12244 210 46.612247467041016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15342 211 46.5297966003418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11414 212 46.49842834472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1113 213 46.45341873168945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21035 214 46.452796936035156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15137 215 46.3270378112793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13883 216 46.3234748840332 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10948 217 46.27503204345703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10745 218 46.239471435546875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15607 219 46.19677734375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18911 220 46.19558334350586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19 221 46.17509841918945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12301 222 46.11415100097656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10377 223 46.08412170410156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17692 224 46.057350158691406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15429 225 46.04783630371094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17990 226 46.01512908935547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2301 227 45.927703857421875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15189 228 45.888858795166016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21666 229 45.86399841308594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19994 230 45.86136245727539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12085 231 45.77503204345703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5132 232 45.65932846069336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18066 233 45.55295944213867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13985 234 45.5457878112793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17857 235 45.51474380493164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21891 236 45.50038146972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12854 237 45.39024353027344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18467 238 45.385650634765625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17776 239 45.31053924560547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20763 240 45.23528289794922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19109 241 45.1937255859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21381 242 45.13774490356445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20868 243 45.101104736328125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5118 244 45.016517639160156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21289 245 44.986122131347656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22864 246 44.974090576171875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20109 247 44.96908187866211 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7621 248 44.92750930786133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11488 249 44.918243408203125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8546 250 44.901241302490234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5623 251 44.87024688720703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10985 252 44.85477066040039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21398 253 44.79533767700195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 148 254 44.772315979003906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12344 255 44.70583724975586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22578 256 44.69367980957031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19693 257 44.58252716064453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10686 258 44.57243728637695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19522 259 44.55903244018555 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 208 260 44.552757263183594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21596 261 44.551483154296875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17967 262 44.550636291503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19193 263 44.544857025146484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11514 264 44.52832794189453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18471 265 44.38787078857422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18918 266 44.305877685546875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8230 267 44.20936965942383 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23782 268 44.08000564575195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23518 269 44.079368591308594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15269 270 44.00234603881836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12844 271 43.981056213378906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21595 272 43.92226028442383 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21593 273 43.921207427978516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11491 274 43.890663146972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19702 275 43.88343048095703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14987 276 43.8621940612793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2492 277 43.849647521972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5707 278 43.81116485595703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11818 279 43.715484619140625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21576 280 43.669498443603516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19690 281 43.59458923339844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9680 282 43.57659912109375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15358 283 43.539581298828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21403 284 43.539485931396484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13195 285 43.506195068359375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17264 286 43.448299407958984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6727 287 43.39793395996094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16666 288 43.36823654174805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17773 289 43.35335159301758 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23413 290 43.29436492919922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19317 291 43.292747497558594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14693 292 43.26201248168945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21579 293 43.25741195678711 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21758 294 43.19429016113281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15536 295 43.1668701171875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13805 296 43.15144729614258 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16073 297 43.09926223754883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21930 298 43.06545639038086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1585 299 43.0616569519043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15025 300 43.05928421020508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13555 301 43.03443145751953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14975 302 43.034183502197266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15816 303 42.934776306152344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14053 304 42.83893966674805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15273 305 42.8093376159668 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15364 306 42.80592727661133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9242 307 42.805843353271484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13803 308 42.76729965209961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20372 309 42.74085235595703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17996 310 42.72357177734375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11899 311 42.71333312988281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15522 312 42.69370651245117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13780 313 42.650962829589844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17154 314 42.58861541748047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21151 315 42.58758544921875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23745 316 42.56264114379883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18411 317 42.54075622558594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 451 318 42.519657135009766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20021 319 42.51633834838867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22781 320 42.494110107421875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23536 321 42.450706481933594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15270 322 42.42549133300781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15118 323 42.39582824707031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12048 324 42.37620162963867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19190 325 42.370445251464844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16691 326 42.34694290161133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14433 327 42.205810546875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12848 328 42.17316818237305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11442 329 42.15711975097656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12153 330 42.08653259277344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16082 331 42.04806137084961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 149 332 42.021446228027344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17769 333 42.006553649902344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12299 334 42.003326416015625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17311 335 42.00247573852539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21387 336 41.9959716796875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3193 337 41.97576904296875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17447 338 41.9752197265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20865 339 41.97111892700195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20117 340 41.95290756225586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22175 341 41.90631866455078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15899 342 41.89750671386719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8146 343 41.866355895996094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15360 344 41.85559844970703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17450 345 41.83860778808594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7620 346 41.829280853271484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18777 347 41.79171371459961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13246 348 41.772926330566406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13668 349 41.7567024230957 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11360 350 41.67320251464844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18632 351 41.67081069946289 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21525 352 41.670013427734375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7919 353 41.65840530395508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23349 354 41.641292572021484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12234 355 41.61809158325195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23618 356 41.61036682128906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15363 357 41.60678482055664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3625 358 41.59751510620117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22598 359 41.58006286621094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21164 360 41.55237579345703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 140 361 41.511234283447266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19108 362 41.504920959472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17756 363 41.50368881225586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11506 364 41.44890594482422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16570 365 41.3951530456543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15745 366 41.39445877075195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11386 367 41.38821792602539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11250 368 41.35554504394531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5916 369 41.352012634277344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22143 370 41.342567443847656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13207 371 41.325538635253906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13329 372 41.324737548828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8471 373 41.32378005981445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16349 374 41.308021545410156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18774 375 41.29591751098633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11478 376 41.28669738769531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10802 377 41.23617935180664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12415 378 41.201446533203125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11184 379 41.17845153808594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10370 380 41.11125564575195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 141 381 41.06407928466797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18878 382 41.015342712402344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5436 383 41.00185775756836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17699 384 40.9802360534668 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12846 385 40.94975662231445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19475 386 40.938026428222656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12774 387 40.92066955566406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15785 388 40.90911865234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22166 389 40.88182830810547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16895 390 40.865882873535156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5471 391 40.85914611816406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10374 392 40.8243522644043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13312 393 40.710391998291016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11811 394 40.68092727661133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18017 395 40.67542266845703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19481 396 40.50937271118164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15142 397 40.50283432006836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6524 398 40.491580963134766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10371 399 40.491294860839844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14992 400 40.488868713378906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20108 401 40.47499084472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 581 402 40.4735221862793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15509 403 40.4674072265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12839 404 40.44626235961914 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9520 405 40.399044036865234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21605 406 40.36132049560547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17761 407 40.350555419921875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23721 408 40.336978912353516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1826 409 40.332275390625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13807 410 40.32843780517578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16569 411 40.32704162597656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15274 412 40.326786041259766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12845 413 40.31130599975586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22256 414 40.296775817871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3286 415 40.291412353515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23250 416 40.27963638305664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14135 417 40.26068878173828 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13143 418 40.25920104980469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19289 419 40.2197380065918 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11107 420 40.13713836669922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8130 421 40.134620666503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15146 422 40.13026428222656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18468 423 40.09779357910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22616 424 40.09330749511719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15263 425 40.084320068359375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21386 426 40.07738494873047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13706 427 40.01533126831055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17517 428 40.00906753540039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14986 429 39.9829216003418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15532 430 39.9551887512207 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13031 431 39.94927978515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17047 432 39.941375732421875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1576 433 39.90310287475586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22574 434 39.887020111083984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20860 435 39.880096435546875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21420 436 39.87837219238281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13781 437 39.86225891113281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16036 438 39.8330078125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15227 439 39.830570220947266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10990 440 39.82615280151367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17158 441 39.80596160888672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17763 442 39.770599365234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11100 443 39.73872375488281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18865 444 39.71875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6254 445 39.704994201660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11370 446 39.701820373535156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11372 447 39.701438903808594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20335 448 39.69826889038086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19242 449 39.694522857666016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19256 450 39.694522857666016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23445 451 39.68598937988281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5219 452 39.685523986816406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4101 453 39.58586120605469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16553 454 39.584800720214844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19464 455 39.562530517578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14082 456 39.527198791503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6229 457 39.50611114501953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18006 458 39.473304748535156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19364 459 39.461151123046875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16361 460 39.456607818603516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15368 461 39.43367004394531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12847 462 39.430389404296875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14585 463 39.41050338745117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13226 464 39.39881134033203 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12921 465 39.383338928222656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19330 466 39.36835861206055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22572 467 39.35011672973633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19331 468 39.33106994628906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23540 469 39.320430755615234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11415 470 39.26436996459961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20647 471 39.26011657714844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18624 472 39.247459411621094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13318 473 39.22711181640625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17337 474 39.215694427490234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20408 475 39.213218688964844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19388 476 39.197811126708984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3967 477 39.18914794921875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19302 478 39.17571258544922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13791 479 39.16818618774414 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17453 480 39.162052154541016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1309 481 39.15184783935547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16673 482 39.12010192871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13435 483 39.0947265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19512 484 39.075714111328125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19178 485 39.073665618896484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21019 486 39.06684112548828 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22576 487 39.05397033691406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11493 488 39.03630828857422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9897 489 39.01677703857422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15800 490 38.99428939819336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19692 491 38.96774673461914 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16083 492 38.952449798583984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16758 493 38.92971420288086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13198 494 38.9073371887207 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11499 495 38.890384674072266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16367 496 38.83156967163086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2682 497 38.819915771484375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10366 498 38.80293655395508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16252 499 38.79826354980469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22563 500 38.778316497802734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17984 501 38.77130889892578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15333 502 38.76813507080078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18855 503 38.76714324951172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19974 504 38.75533676147461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15284 505 38.72114562988281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20458 506 38.67334747314453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19303 507 38.65909194946289 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14298 508 38.64855194091797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14536 509 38.63736343383789 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10591 510 38.637184143066406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23826 511 38.57306671142578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15962 512 38.570518493652344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21577 513 38.562843322753906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20172 514 38.5473518371582 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13313 515 38.53752899169922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19309 516 38.529457092285156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16585 517 38.49367141723633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18780 518 38.47405242919922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21431 519 38.462242126464844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15260 520 38.42376708984375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12840 521 38.38484573364258 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12831 522 38.38301086425781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21394 523 38.37660598754883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21677 524 38.35508346557617 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10372 525 38.35209655761719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17538 526 38.33219909667969 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20140 527 38.31052780151367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19990 528 38.297157287597656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12498 529 38.27618408203125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21292 530 38.25302505493164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11371 531 38.23829650878906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19100 532 38.16904067993164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19459 533 38.16048049926758 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17781 534 38.134300231933594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21393 535 38.12636184692383 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20828 536 38.106075286865234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11318 537 38.08939743041992 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12156 538 38.07460021972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22289 539 38.05103302001953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4831 540 38.04924774169922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15206 541 38.04546356201172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14802 542 38.02999496459961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16341 543 38.02637481689453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19255 544 38.00358200073242 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23537 545 37.981590270996094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8082 546 37.954872131347656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11616 547 37.94944381713867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14925 548 37.928009033203125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19462 549 37.921688079833984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13308 550 37.916080474853516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19463 551 37.91391372680664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11518 552 37.88787078857422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12814 553 37.87541198730469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18914 554 37.872108459472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13194 555 37.86577224731445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13330 556 37.851776123046875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15244 557 37.845272064208984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15276 558 37.83473205566406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13337 559 37.826576232910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15225 560 37.82325744628906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15271 561 37.8129997253418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15275 562 37.755550384521484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18674 563 37.75358963012695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11199 564 37.74691390991211 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15281 565 37.74502944946289 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11586 566 37.727264404296875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10369 567 37.71753692626953 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20858 568 37.71574020385742 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23496 569 37.703025817871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21436 570 37.70054626464844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19533 571 37.67059326171875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16342 572 37.66842269897461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16344 573 37.66842269897461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21762 574 37.66408920288086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11196 575 37.65046691894531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22246 576 37.64960479736328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17924 577 37.64889144897461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18054 578 37.620384216308594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17476 579 37.59379959106445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18691 580 37.58624267578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14176 581 37.57261276245117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4402 582 37.54285430908203 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21410 583 37.53682327270508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13321 584 37.526458740234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4658 585 37.50061798095703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17742 586 37.464500427246094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22017 587 37.46146774291992 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19254 588 37.45689010620117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17256 589 37.44440841674805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18692 590 37.412166595458984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12857 591 37.4041862487793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11593 592 37.39884567260742 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19457 593 37.395389556884766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17375 594 37.37978744506836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19535 595 37.35288619995117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14164 596 37.34867858886719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5018 597 37.33885192871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15525 598 37.316017150878906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1181 599 37.3032341003418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19334 600 37.294334411621094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19335 601 37.29046630859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10954 602 37.28205490112305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8710 603 37.27927780151367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17478 604 37.27477264404297 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22122 605 37.26677322387695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19939 606 37.25819396972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19186 607 37.222537994384766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17094 608 37.21637725830078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16519 609 37.11766815185547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15204 610 37.10684585571289 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 473 611 37.10627746582031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11204 612 37.09299087524414 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15524 613 37.08624267578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13804 614 37.080078125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11649 615 37.063514709472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15218 616 37.04204177856445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9261 617 37.04157638549805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19540 618 37.041500091552734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15247 619 37.04118728637695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11314 620 37.03086853027344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19299 621 37.030784606933594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7168 622 37.0162353515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21024 623 36.9872932434082 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10780 624 36.98243713378906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12233 625 36.96556854248047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20900 626 36.947906494140625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14712 627 36.928932189941406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4869 628 36.92469787597656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13778 629 36.923583984375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1169 630 36.922210693359375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15658 631 36.914398193359375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23266 632 36.90843963623047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23234 633 36.90332794189453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15267 634 36.9010124206543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16350 635 36.89033889770508 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19258 636 36.8801155090332 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18432 637 36.88001251220703 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20539 638 36.871456146240234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17632 639 36.8643798828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12111 640 36.851806640625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15237 641 36.84650802612305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13776 642 36.83624267578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18909 643 36.821815490722656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17326 644 36.81324768066406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18146 645 36.800682067871094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22243 646 36.785064697265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23419 647 36.73956298828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17949 648 36.73878479003906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12083 649 36.72408676147461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21475 650 36.707950592041016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13984 651 36.70267105102539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17755 652 36.69963455200195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21438 653 36.69794845581055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21409 654 36.69049072265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22564 655 36.644187927246094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16675 656 36.633304595947266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12754 657 36.62596130371094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22832 658 36.613014221191406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11225 659 36.61224365234375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4573 660 36.5982780456543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22278 661 36.58654022216797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11084 662 36.581947326660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11018 663 36.5650749206543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22220 664 36.54338455200195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21611 665 36.52781295776367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 1102 666 36.52037048339844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13319 667 36.51869201660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2355 668 36.51453399658203 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11229 669 36.497440338134766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21608 670 36.49226379394531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4098 671 36.48262023925781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15199 672 36.43333435058594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16066 673 36.41109848022461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23779 674 36.4018440246582 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16796 675 36.38713455200195 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21034 676 36.360084533691406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17562 677 36.345680236816406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10180 678 36.32978820800781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11400 679 36.32427215576172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19515 680 36.31675338745117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20020 681 36.312904357910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19243 682 36.30551528930664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21161 683 36.300811767578125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12858 684 36.29586410522461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21957 685 36.27372741699219 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11003 686 36.269386291503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22597 687 36.26820755004883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15815 688 36.24907302856445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22222 689 36.2446403503418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2794 690 36.238433837890625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13345 691 36.22636795043945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21395 692 36.224693298339844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22279 693 36.21076965332031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10548 694 36.1974983215332 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15677 695 36.18761444091797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12346 696 36.14385223388672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13762 697 36.1377067565918 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18680 698 36.13615417480469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19480 699 36.135318756103516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17165 700 36.13132858276367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22355 701 36.11756896972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19248 702 36.107818603515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20356 703 36.093894958496094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13761 704 36.08463668823242 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4418 705 36.0611457824707 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11316 706 36.050025939941406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7498 707 36.04399490356445 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20651 708 36.03531265258789 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13196 709 36.03378677368164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13197 710 36.030452728271484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7857 711 36.03014373779297 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14435 712 36.01668930053711 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21532 713 35.99933624267578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17514 714 35.973289489746094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23402 715 35.946807861328125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13930 716 35.94435501098633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17681 717 35.93564224243164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12599 718 35.92716979980469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19272 719 35.914825439453125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11781 720 35.87644577026367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15217 721 35.873451232910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16885 722 35.84611129760742 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11195 723 35.81703567504883 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23227 724 35.7908821105957 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18758 725 35.78883361816406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23434 726 35.783119201660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23517 727 35.781036376953125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18773 728 35.77615737915039 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5871 729 35.76176452636719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21425 730 35.758811950683594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 8465 731 35.75715637207031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3033 732 35.73713302612305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21542 733 35.73294448852539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21405 734 35.7104606628418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16993 735 35.69219970703125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11507 736 35.68438720703125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3163 737 35.673404693603516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11839 738 35.66602325439453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13757 739 35.638938903808594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22178 740 35.63235092163086 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19214 741 35.629295349121094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18882 742 35.619258880615234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17043 743 35.615116119384766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13810 744 35.60710144042969 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11750 745 35.60015106201172 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11336 746 35.58767318725586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21833 747 35.577980041503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19128 748 35.577816009521484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15892 749 35.562747955322266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15523 750 35.556678771972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20325 751 35.540122985839844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10455 752 35.533836364746094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12078 753 35.52122497558594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14131 754 35.520294189453125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15515 755 35.497955322265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18686 756 35.46966552734375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15614 757 35.46302795410156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19175 758 35.455684661865234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17620 759 35.45220947265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21433 760 35.44540023803711 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13258 761 35.44527816772461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11589 762 35.44098663330078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14717 763 35.40800094604492 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15242 764 35.40428161621094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17640 765 35.386390686035156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12187 766 35.3715705871582 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13643 767 35.367698669433594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22247 768 35.357025146484375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20328 769 35.356353759765625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16340 770 35.34577941894531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21756 771 35.344669342041016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9047 772 35.33965301513672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15290 773 35.320613861083984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21018 774 35.305450439453125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19589 775 35.30101013183594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14040 776 35.24707794189453 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10190 777 35.24603271484375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20871 778 35.2368278503418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15805 779 35.22195053100586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10540 780 35.21748352050781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9870 781 35.21734619140625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11002 782 35.206363677978516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2479 783 35.20309066772461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11201 784 35.19530487060547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17798 785 35.18021774291992 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21291 786 35.17330551147461 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18335 787 35.17316436767578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11094 788 35.1682014465332 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17733 789 35.15388488769531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2779 790 35.153717041015625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10495 791 35.13312530517578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15744 792 35.12763214111328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17309 793 35.119625091552734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15355 794 35.1160774230957 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15288 795 35.10829162597656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21657 796 35.1070671081543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11089 797 35.09994125366211 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16984 798 35.07674789428711 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17059 799 35.07521438598633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12298 800 35.074974060058594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21599 801 35.067420959472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13042 802 35.0571403503418 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7415 803 35.034515380859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23359 804 35.03410339355469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7742 805 35.03123474121094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16337 806 35.02035903930664 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15531 807 34.9952278137207 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15345 808 34.99088668823242 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17361 809 34.989295959472656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22964 810 34.97955322265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15279 811 34.95451354980469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18511 812 34.929874420166016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13205 813 34.919883728027344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17451 814 34.887569427490234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14043 815 34.87738037109375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20779 816 34.8737907409668 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15594 817 34.87352752685547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21428 818 34.858219146728516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10549 819 34.85753631591797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10010 820 34.84843826293945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18700 821 34.82420349121094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16355 822 34.81831741333008 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17934 823 34.80457305908203 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17623 824 34.785030364990234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18795 825 34.781471252441406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15202 826 34.74869918823242 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10482 827 34.74625015258789 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20407 828 34.7393798828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21709 829 34.7044792175293 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15195 830 34.68772506713867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21726 831 34.658973693847656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16348 832 34.65713119506836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3183 833 34.64862060546875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18904 834 34.646602630615234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18876 835 34.630863189697266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19658 836 34.63020324707031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13586 837 34.62628173828125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22121 838 34.61956024169922 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 7452 839 34.61819839477539 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22276 840 34.61056137084961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17374 841 34.60810852050781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13999 842 34.57933044433594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20876 843 34.541725158691406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19765 844 34.536922454833984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12123 845 34.51276397705078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16241 846 34.49555969238281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20925 847 34.49204635620117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19354 848 34.491764068603516 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16358 849 34.473514556884766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18138 850 34.46174240112305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11197 851 34.45661163330078 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14444 852 34.45005416870117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19742 853 34.44580078125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22263 854 34.439491271972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17743 855 34.41860580444336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16463 856 34.37833786010742 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14700 857 34.37043380737305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10691 858 34.36783218383789 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19244 859 34.3592643737793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19188 860 34.35223388671875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21661 861 34.281124114990234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4477 862 34.27378845214844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15514 863 34.271888732910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21435 864 34.271888732910156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16976 865 34.263084411621094 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13802 866 34.25136947631836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19501 867 34.24604034423828 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11153 868 34.2335319519043 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16646 869 34.23027420043945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15683 870 34.229183197021484 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19139 871 34.22431564331055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19168 872 34.222015380859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21885 873 34.21210479736328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16459 874 34.21166229248047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10566 875 34.209434509277344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2151 876 34.203800201416016 bm25_gpt4
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TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16102 878 34.19828414916992 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19503 879 34.184207916259766 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11179 880 34.172481536865234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18861 881 34.162071228027344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13309 882 34.15087127685547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2588 883 34.14936828613281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19539 884 34.148868560791016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18844 885 34.14430618286133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22172 886 34.143890380859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9565 887 34.1385612487793 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22319 888 34.107276916503906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12224 889 34.089691162109375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16336 890 34.07914352416992 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14512 891 34.072303771972656 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20331 892 34.06180953979492 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20369 893 34.05415725708008 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 985 894 34.05147933959961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14130 895 34.04472351074219 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16460 896 34.042510986328125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21763 897 34.04181671142578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20543 898 34.03770065307617 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17214 899 34.03398895263672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14269 900 34.00389862060547 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14721 901 34.003292083740234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11209 902 33.99749755859375 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16159 903 33.991153717041016 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19828 904 33.98851776123047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22254 905 33.98200988769531 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11639 906 33.97602081298828 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14832 907 33.963375091552734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4821 908 33.948997497558594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21413 909 33.92561340332031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18494 910 33.921791076660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20374 911 33.91144561767578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21589 912 33.89292526245117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17986 913 33.8772087097168 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4342 914 33.87386703491211 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22966 915 33.86519241333008 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15203 916 33.8639030456543 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 6973 917 33.81248092651367 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19257 918 33.809932708740234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22173 919 33.80563735961914 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14493 920 33.80009078979492 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12843 921 33.77729797363281 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19904 922 33.76613235473633 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10481 923 33.766075134277344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17977 924 33.75867462158203 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11185 925 33.75364303588867 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4654 926 33.72370529174805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15207 927 33.70905685424805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20926 928 33.659141540527344 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15245 929 33.645999908447266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22655 930 33.63439178466797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20919 931 33.61199188232422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13785 932 33.60765838623047 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10706 933 33.603424072265625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21700 934 33.59150695800781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19308 935 33.58121871948242 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22441 936 33.57786560058594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18860 937 33.54409408569336 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16359 938 33.5432014465332 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21293 939 33.512939453125 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13168 940 33.504886627197266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14167 941 33.50347900390625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15246 942 33.499122619628906 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22359 943 33.49528884887695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14015 944 33.47810745239258 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22280 945 33.46804428100586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11325 946 33.46601486206055 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19836 947 33.465087890625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5149 948 33.44562911987305 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 4976 949 33.43284606933594 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18169 950 33.41139221191406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17322 951 33.40907669067383 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10541 952 33.394771575927734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15760 953 33.37959289550781 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20867 954 33.37907409667969 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22744 955 33.36187744140625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13901 956 33.35312271118164 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18348 957 33.3444709777832 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18784 958 33.34312057495117 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17366 959 33.341712951660156 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18532 960 33.33908462524414 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19353 961 33.33531951904297 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 10525 962 33.30937576293945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11193 963 33.28168869018555 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12750 964 33.25957489013672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16242 965 33.24674987792969 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17466 966 33.21572494506836 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21402 967 33.201568603515625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21295 968 33.20005798339844 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12822 969 33.17414855957031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14458 970 33.165042877197266 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12768 971 33.16289138793945 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19332 972 33.157283782958984 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16526 973 33.13650131225586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17945 974 33.12309265136719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 2843 975 33.12225341796875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 21716 976 33.12154006958008 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19860 977 33.102779388427734 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 5735 978 33.096656799316406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14968 979 33.08930587768555 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15824 980 33.07942581176758 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11335 981 33.0687141418457 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12098 982 33.063453674316406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22109 983 33.05154037475586 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 13656 984 33.04181671142578 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20649 985 33.03048324584961 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 19594 986 33.02556610107422 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 17716 987 33.01637649536133 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 23710 988 32.98809051513672 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 16986 989 32.97468185424805 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20967 990 32.974098205566406 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11487 991 32.96837615966797 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 22710 992 32.96369934082031 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 14905 993 32.956661224365234 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 12283 994 32.95549011230469 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 15624 995 32.95429229736328 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 3466 996 32.94926452636719 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 20537 997 32.9422607421875 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 9122 998 32.93327713012695 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 11060 999 32.91900634765625 bm25_gpt4
TheoremQA_wenhuchen/L'Hôpital_rule1.json Q0 18344 1000 32.91493225097656 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 9188 1 96.6348648071289 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 2807 2 92.63246154785156 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 1309 3 85.855712890625 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 13492 4 83.04782104492188 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 5312 5 82.95460510253906 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17239 6 80.5876235961914 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21930 7 77.93314361572266 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 3584 8 76.79806518554688 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 2049 9 76.12235260009766 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17533 10 74.79225158691406 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21297 11 74.54579162597656 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21294 12 74.35716247558594 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 12957 13 74.2718505859375 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 16672 14 74.1351318359375 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21398 15 74.00862121582031 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 6255 16 73.88835144042969 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 15342 17 73.8267822265625 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 4505 18 73.65137481689453 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 18684 19 73.1569595336914 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 4790 20 72.99964904785156 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21296 21 72.69141387939453 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17443 22 72.66957092285156 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 790 23 71.72030639648438 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 19126 24 71.04362487792969 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17761 25 70.24342346191406 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21295 26 69.65806579589844 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 4933 27 69.41964721679688 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 22831 28 67.73656463623047 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 5107 29 67.6037826538086 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 22580 30 67.55580139160156 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 11899 31 67.36075592041016 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 877 32 67.17103576660156 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 11486 33 66.50548553466797 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 2288 34 66.0987777709961 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 2621 35 65.90374755859375 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21299 36 65.80316162109375 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 12770 37 65.48521423339844 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17444 38 65.27920532226562 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 23618 39 65.23493957519531 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 8521 40 65.06343078613281 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 20761 41 64.919189453125 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 869 42 64.3736801147461 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 13666 43 64.27468872070312 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 11226 44 64.07575988769531 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 15622 45 63.965301513671875 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 10745 46 63.446815490722656 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 8087 47 63.12801742553711 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 509 48 62.63355255126953 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21141 49 61.9227409362793 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 20783 50 61.85374069213867 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 21567 51 61.57097625732422 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 15750 52 60.97577667236328 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 15518 53 60.97565460205078 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 974 54 60.85057830810547 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 8003 55 60.78339385986328 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 16244 56 60.768985748291016 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 868 57 60.530067443847656 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 22781 58 60.39756774902344 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 5845 59 60.36780548095703 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 18178 60 60.19270706176758 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 17538 61 60.13764190673828 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 18609 62 59.78853225708008 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 10732 63 59.69832992553711 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 18629 64 59.5313720703125 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 7609 65 59.25211715698242 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 8613 66 59.02168273925781 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 1195 67 58.92182922363281 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 13040 68 58.849117279052734 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 14078 69 58.7807502746582 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 4402 70 58.780582427978516 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 22832 71 58.67135238647461 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_11.json Q0 11979 72 58.43933868408203 bm25_gpt4
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TheoremQA_elainewan/math_calculus_2_11.json Q0 16570 145 51.725440979003906 bm25_gpt4
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TheoremQA_elainewan/math_calculus_2_11.json Q0 627 172 49.72987365722656 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 18629 168 51.21391677856445 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 17743 173 50.808990478515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15800 174 50.72195053100586 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14558 175 50.64177322387695 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2951 176 50.637786865234375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18777 177 50.620052337646484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17883 178 50.56418991088867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17791 179 50.54191970825195 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19861 180 50.522377014160156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10485 181 50.457733154296875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15952 182 50.455753326416016 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17537 183 50.45337677001953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12227 184 50.43708419799805 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21787 185 50.41299819946289 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22620 186 50.375484466552734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4858 187 50.37059020996094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12347 188 50.361507415771484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5179 189 50.31660842895508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2864 190 50.254539489746094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20779 191 50.24903106689453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10366 192 50.21110916137695 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18017 193 50.18869400024414 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21406 194 50.16374969482422 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17971 195 50.01002883911133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15342 196 49.91558074951172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18609 197 49.669029235839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10792 198 49.49380111694336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21535 199 49.481475830078125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21717 200 49.419063568115234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23411 201 49.325531005859375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19954 202 49.307960510253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2339 203 49.30397415161133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21528 204 49.2675895690918 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21558 205 49.18939971923828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15102 206 49.1793212890625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7620 207 49.1790885925293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19742 208 49.152305603027344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15508 209 49.13899230957031 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11696 210 49.02931213378906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14084 211 48.88990783691406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5177 212 48.840171813964844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15100 213 48.79191207885742 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12156 214 48.77170944213867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19980 215 48.740840911865234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14417 216 48.73509979248047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14076 217 48.6912841796875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18021 218 48.581809997558594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18992 219 48.55363082885742 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10411 220 48.52232360839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2019 221 48.5192756652832 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12150 222 48.409339904785156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21568 223 48.250396728515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14832 224 48.225006103515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10686 225 48.083221435546875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20986 226 47.910682678222656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21716 227 47.879249572753906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11012 228 47.87279510498047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6780 229 47.85784912109375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8403 230 47.817630767822266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12111 231 47.81277847290039 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14053 232 47.73427963256836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8140 233 47.67007827758789 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17692 234 47.630008697509766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17453 235 47.6063232421875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21176 236 47.553768157958984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16526 237 47.52384948730469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17776 238 47.48291778564453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15804 239 47.466758728027344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17796 240 47.42571258544922 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9680 241 47.41498947143555 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14080 242 47.33839416503906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5393 243 47.32160949707031 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9567 244 47.218536376953125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20967 245 47.17259216308594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15839 246 47.13683319091797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10990 247 47.11851119995117 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19982 248 47.09366226196289 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20526 249 47.07949447631836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22655 250 46.95350646972656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9206 251 46.949668884277344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23683 252 46.92581558227539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11268 253 46.916927337646484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21599 254 46.915191650390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11478 255 46.868309020996094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5135 256 46.78761291503906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21366 257 46.76483917236328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11097 258 46.7574348449707 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21594 259 46.70664596557617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3163 260 46.683753967285156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3584 261 46.62782669067383 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21500 262 46.56191635131836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1184 263 46.56103515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1190 264 46.56103515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17988 265 46.5604362487793 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13329 266 46.52790451049805 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1187 267 46.48915100097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11107 268 46.338069915771484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17798 269 46.256805419921875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18812 270 46.22808074951172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22799 271 46.217430114746094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21530 272 46.19708251953125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6524 273 46.1605339050293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13267 274 46.086299896240234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13330 275 46.05543899536133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13401 276 46.02877426147461 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9987 277 45.986114501953125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17977 278 45.7269172668457 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14082 279 45.70332717895508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19400 280 45.693275451660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19974 281 45.67290115356445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11011 282 45.64472579956055 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21018 283 45.641807556152344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18716 284 45.609920501708984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 877 285 45.511070251464844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23250 286 45.469635009765625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20548 287 45.46772003173828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20140 288 45.40550994873047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11190 289 45.33373260498047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17110 290 45.327964782714844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18146 291 45.28384017944336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15035 292 45.28241729736328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5871 293 45.282073974609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11086 294 45.271629333496094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13323 295 45.26655960083008 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16666 296 45.2437744140625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4829 297 45.23330307006836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11414 298 45.209991455078125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21600 299 45.147972106933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13403 300 45.125083923339844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20352 301 45.10198974609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16600 302 44.985774993896484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13589 303 44.98369216918945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13212 304 44.92797088623047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11589 305 44.8671760559082 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22251 306 44.835445404052734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21488 307 44.80942153930664 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22832 308 44.798866271972656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8398 309 44.7972412109375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5615 310 44.787200927734375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21512 311 44.76892852783203 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17954 312 44.755462646484375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20525 313 44.74531173706055 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17759 314 44.706382751464844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23540 315 44.67531967163086 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8082 316 44.656864166259766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19141 317 44.55181884765625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23493 318 44.52314758300781 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14538 319 44.50414276123047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17993 320 44.45673751831055 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 820 321 44.40739059448242 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14541 322 44.377540588378906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12957 323 44.369361877441406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20828 324 44.3372688293457 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1337 325 44.26250457763672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20388 326 44.25988006591797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21700 327 44.18877029418945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 331 328 44.17403793334961 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17781 329 44.1634635925293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12226 330 44.12059783935547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15174 331 44.08827209472656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12944 332 44.08171463012695 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1150 333 44.06501007080078 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15170 334 44.051025390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17121 335 44.04541778564453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21368 336 44.04035186767578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22644 337 44.02178192138672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23436 338 44.00863265991211 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17794 339 44.000030517578125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2961 340 43.984859466552734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10412 341 43.951904296875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5671 342 43.94049835205078 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9980 343 43.93131637573242 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17748 344 43.91413497924805 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15429 345 43.837852478027344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19952 346 43.836875915527344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20777 347 43.820457458496094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21833 348 43.81346893310547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2410 349 43.7845458984375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11415 350 43.77395248413086 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2944 351 43.67724609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21593 352 43.671905517578125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12750 353 43.57346725463867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18614 354 43.57030487060547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15464 355 43.56767272949219 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22125 356 43.56697082519531 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17783 357 43.554649353027344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20223 358 43.54790115356445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6948 359 43.54485321044922 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13048 360 43.50812530517578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13700 361 43.49647903442383 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3787 362 43.44258499145508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2151 363 43.423465728759766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5436 364 43.41606140136719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17789 365 43.39700698852539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17795 366 43.362274169921875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23721 367 43.304359436035156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21515 368 43.28044891357422 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21595 369 43.28010177612305 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23434 370 43.27702331542969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13681 371 43.274017333984375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23782 372 43.266700744628906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21510 373 43.23398208618164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17279 374 43.23198699951172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21294 375 43.22076416015625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1755 376 43.218284606933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19583 377 43.209449768066406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11104 378 43.195133209228516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21562 379 43.16453552246094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15171 380 43.11965560913086 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15175 381 43.11965560913086 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5684 382 43.05028533935547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4024 383 43.018898010253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16993 384 43.00465393066406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5542 385 43.00063705444336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18913 386 42.99143981933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23826 387 42.96149444580078 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17632 388 42.95742416381836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16055 389 42.917396545410156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2288 390 42.894805908203125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17446 391 42.875274658203125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2958 392 42.78799057006836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12185 393 42.75201416015625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12244 394 42.749996185302734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19592 395 42.74721145629883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17823 396 42.730403900146484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11368 397 42.70463562011719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17532 398 42.70219421386719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17982 399 42.683834075927734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14077 400 42.68324279785156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17615 401 42.66724395751953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13262 402 42.63036346435547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14895 403 42.61747741699219 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17064 404 42.576961517333984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14721 405 42.55689239501953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20524 406 42.46232604980469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11591 407 42.38807678222656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18283 408 42.38557052612305 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17749 409 42.382728576660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21297 410 42.381526947021484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22305 411 42.37803649902344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17381 412 42.368831634521484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 195 413 42.320228576660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21596 414 42.306880950927734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13263 415 42.25389862060547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19995 416 42.25213623046875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17946 417 42.24195098876953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19626 418 42.23937225341797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23452 419 42.206809997558594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20925 420 42.1741943359375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15865 421 42.119510650634766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21549 422 42.1056022644043 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12959 423 42.07271957397461 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22140 424 42.06932830810547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7753 425 42.063541412353516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13260 426 42.055580139160156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11009 427 42.037437438964844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14539 428 42.03361511230469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11839 429 42.022682189941406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11527 430 42.00177764892578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21180 431 41.98103713989258 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18620 432 41.97599411010742 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17962 433 41.95899963378906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14542 434 41.921661376953125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1181 435 41.90975570678711 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11100 436 41.90205764770508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12233 437 41.86607360839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12455 438 41.836334228515625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19978 439 41.83296203613281 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17043 440 41.823341369628906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22895 441 41.791259765625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10791 442 41.74290466308594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21578 443 41.71829605102539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22090 444 41.68572998046875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18615 445 41.673946380615234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21702 446 41.564029693603516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16585 447 41.446292877197266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15055 448 41.41425704956055 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7130 449 41.413238525390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18590 450 41.40395736694336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17744 451 41.40257263183594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14700 452 41.40140151977539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1576 453 41.31029510498047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13668 454 41.279747009277344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18632 455 41.21432113647461 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17280 456 41.16889190673828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3959 457 41.15940856933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21709 458 41.09203338623047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23282 459 41.07285690307617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21378 460 41.06438064575195 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17538 461 41.057430267333984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17973 462 41.00700759887695 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17775 463 40.98228073120117 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15220 464 40.97962188720703 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21749 465 40.95301818847656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12153 466 40.92510986328125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9385 467 40.862369537353516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8223 468 40.82072830200195 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15101 469 40.794071197509766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13301 470 40.789039611816406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22571 471 40.78045654296875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21300 472 40.73615264892578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20523 473 40.73545455932617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2453 474 40.72819519042969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21426 475 40.71416473388672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12770 476 40.71277618408203 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16007 477 40.71162796020508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17533 478 40.690711975097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15068 479 40.686283111572266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17465 480 40.68210220336914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13261 481 40.667022705078125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8405 482 40.640220642089844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6897 483 40.638389587402344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7661 484 40.602638244628906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18811 485 40.577964782714844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21480 486 40.5582275390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19990 487 40.557456970214844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22292 488 40.54936218261719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 614 489 40.547698974609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22864 490 40.54131317138672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17778 491 40.534454345703125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11616 492 40.52145767211914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1113 493 40.509090423583984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7609 494 40.45311737060547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19582 495 40.43461990356445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16603 496 40.35199737548828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10423 497 40.3204460144043 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21410 498 40.22138214111328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15166 499 40.19670104980469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14471 500 40.17481994628906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17922 501 40.14524841308594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10532 502 40.141685485839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11325 503 40.130836486816406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 211 504 40.110015869140625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19588 505 40.090091705322266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22896 506 40.05946350097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11198 507 40.03773880004883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19586 508 40.013240814208984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 208 509 39.96786880493164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17931 510 39.94871520996094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12685 511 39.939476013183594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5013 512 39.914039611816406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11360 513 39.87449264526367 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20356 514 39.860286712646484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8690 515 39.845458984375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22879 516 39.832176208496094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15622 517 39.83070755004883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21001 518 39.796897888183594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21617 519 39.774723052978516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 148 520 39.74018859863281 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12822 521 39.73139190673828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17724 522 39.72581481933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12152 523 39.682594299316406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21731 524 39.60737991333008 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11092 525 39.60039520263672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 664 526 39.53715515136719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23277 527 39.53073501586914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17919 528 39.48896789550781 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3767 529 39.402679443359375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22897 530 39.388832092285156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19782 531 39.3687858581543 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17949 532 39.328399658203125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12818 533 39.27733612060547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17067 534 39.27321243286133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2960 535 39.205711364746094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14746 536 39.183349609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19584 537 39.173194885253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11979 538 39.14848709106445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21529 539 39.14693069458008 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1138 540 39.1005859375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4402 541 39.09691619873047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17884 542 39.09291458129883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15765 543 39.08361053466797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23526 544 39.02205276489258 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20795 545 39.01251983642578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15182 546 38.996498107910156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10831 547 38.96405792236328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11597 548 38.93718338012695 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11386 549 38.92996597290039 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22651 550 38.90776824951172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10989 551 38.87592697143555 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4394 552 38.874908447265625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22246 553 38.867950439453125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18879 554 38.807044982910156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23449 555 38.78199768066406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11586 556 38.654258728027344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18681 557 38.631446838378906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11380 558 38.60761260986328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21619 559 38.60429763793945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13405 560 38.59294128417969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18411 561 38.53947448730469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4297 562 38.52553176879883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14925 563 38.50292205810547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17339 564 38.484222412109375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22065 565 38.45600128173828 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 386 566 38.42626190185547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2147 567 38.41716766357422 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20520 568 38.363399505615234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6279 569 38.36051940917969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11409 570 38.29619216918945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17961 571 38.29354476928711 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23588 572 38.28708267211914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22657 573 38.27145767211914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15103 574 38.25316619873047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23293 575 38.218162536621094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2479 576 38.19830322265625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8132 577 38.17349624633789 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23824 578 38.150718688964844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16675 579 38.14774703979492 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17955 580 38.14531326293945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1032 581 38.14501190185547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20983 582 38.14402770996094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23533 583 38.126258850097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11523 584 38.110145568847656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17507 585 38.1060791015625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18638 586 38.08360290527344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 615 587 38.051673889160156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21533 588 38.03031921386719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22402 589 38.0302734375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10829 590 38.02721405029297 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23589 591 37.98567199707031 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20730 592 37.98467254638672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22607 593 37.9736328125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23737 594 37.91694641113281 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23359 595 37.83506774902344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16252 596 37.82403564453125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12819 597 37.80379867553711 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14454 598 37.7906379699707 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9627 599 37.782569885253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17224 600 37.771785736083984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17515 601 37.76302719116211 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15200 602 37.7611198425293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14840 603 37.75293731689453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11524 604 37.7504997253418 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23142 605 37.73208236694336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17768 606 37.724491119384766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22898 607 37.67919921875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4736 608 37.6768798828125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8653 609 37.660858154296875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23535 610 37.64931106567383 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19108 611 37.59720230102539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18518 612 37.568809509277344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23271 613 37.56657409667969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20539 614 37.557979583740234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10456 615 37.503936767578125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19496 616 37.472904205322266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13410 617 37.462947845458984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23825 618 37.4574089050293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8884 619 37.442787170410156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 704 620 37.43540573120117 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13996 621 37.404823303222656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8375 622 37.403446197509766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18903 623 37.37755584716797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9170 624 37.35478973388672 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13671 625 37.30955505371094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4821 626 37.305259704589844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20145 627 37.289608001708984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20785 628 37.28915786743164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15022 629 37.27945327758789 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 868 630 37.264522552490234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5011 631 37.25900650024414 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15091 632 37.25837707519531 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23609 633 37.25115966796875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13226 634 37.23080062866211 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3758 635 37.216575622558594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22809 636 37.144615173339844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20865 637 37.134273529052734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23260 638 37.133056640625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17259 639 37.122344970703125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23279 640 37.09738540649414 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10258 641 37.06911849975586 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8409 642 37.057899475097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9565 643 37.041908264160156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16244 644 37.04124069213867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18618 645 37.038150787353516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21524 646 37.03010177612305 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21561 647 37.01581573486328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22608 648 37.01344680786133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15066 649 37.00279235839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13692 650 36.99515914916992 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6904 651 36.993614196777344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13581 652 36.98317337036133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15791 653 36.973167419433594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21747 654 36.9196662902832 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10424 655 36.917686462402344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22051 656 36.905517578125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23099 657 36.88412094116211 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19993 658 36.85809326171875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5488 659 36.85436248779297 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10691 660 36.8401985168457 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16958 661 36.81360626220703 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11521 662 36.81171417236328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17518 663 36.76348876953125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23331 664 36.761112213134766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6631 665 36.7434196472168 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11193 666 36.742942810058594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10784 667 36.718929290771484 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11387 668 36.71043014526367 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 19304 694 36.3115348815918 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9676 695 36.30303192138672 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 12823 700 36.272972106933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5029 701 36.243629455566406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17470 702 36.21316909790039 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17338 703 36.15354919433594 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 19110 707 36.07435989379883 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 7128 709 36.02227783203125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23536 710 35.93460464477539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10581 711 35.904048919677734 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 11094 716 35.79399871826172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16672 717 35.784786224365234 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18880 718 35.75238037109375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8531 719 35.751800537109375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9936 720 35.74761962890625 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 21737 724 35.669864654541016 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15225 725 35.66558074951172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17782 726 35.65110397338867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17755 727 35.648765563964844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8135 728 35.61909103393555 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13414 729 35.592308044433594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20144 730 35.58900451660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19318 731 35.5587272644043 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2957 732 35.530982971191406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17980 733 35.5308837890625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20020 734 35.5218620300293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13197 735 35.50774383544922 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13709 736 35.50541687011719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6429 737 35.4986686706543 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19092 738 35.49125671386719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16519 739 35.4737548828125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18408 740 35.45410919189453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14107 741 35.44303512573242 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19111 742 35.4413948059082 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23249 743 35.44023132324219 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18205 744 35.415916442871094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8471 745 35.40583801269531 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14043 746 35.37913513183594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16691 747 35.37403869628906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21608 748 35.3503532409668 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15316 749 35.33110427856445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15189 750 35.314945220947266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13346 751 35.30659866333008 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14445 752 35.30528259277344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17413 753 35.30127716064453 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 207 755 35.285499572753906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18808 756 35.28537368774414 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12814 757 35.27714920043945 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20536 758 35.272029876708984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10397 759 35.27200698852539 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 17301 762 35.26491165161133 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 18795 767 35.23008346557617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21420 768 35.22758483886719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17427 769 35.22602462768555 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 22287 774 35.141380310058594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15836 775 35.1187744140625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15985 776 35.09873580932617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18040 777 35.096641540527344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18726 778 35.086517333984375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 322 779 35.071632385253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11013 780 35.06665802001953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4004 781 35.06503677368164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14298 782 35.06113052368164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11900 783 35.03940200805664 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18177 784 35.031166076660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1542 785 35.0211181640625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21490 786 34.931800842285156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21367 787 34.927650451660156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21487 788 34.9154167175293 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3772 789 34.9112548828125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14433 790 34.903892517089844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15805 791 34.90083312988281 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10583 792 34.89426040649414 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 10132 795 34.856040954589844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9379 796 34.85516357421875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12871 797 34.82331466674805 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8106 798 34.818115234375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14444 799 34.80199432373047 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12831 800 34.773773193359375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12927 801 34.76169204711914 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20232 802 34.75685501098633 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17407 803 34.745574951171875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10999 804 34.74424362182617 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 21272 810 34.66083908081055 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 10545 818 34.56965255737305 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 18065 820 34.530662536621094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8133 821 34.52315139770508 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22465 822 34.49158477783203 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22781 823 34.45627975463867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15605 824 34.4405403137207 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11640 825 34.44047546386719 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15714 826 34.42520523071289 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17995 827 34.417572021484375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22240 828 34.396488189697266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14898 829 34.39201354980469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 912 830 34.37372589111328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10996 831 34.36777877807617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21302 832 34.355552673339844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5617 833 34.35044860839844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21387 834 34.34836959838867 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14574 835 34.34065628051758 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17379 836 34.31968688964844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4315 837 34.2840576171875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5468 838 34.27947998046875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14976 839 34.278804779052734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22882 840 34.270572662353516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17913 841 34.27045822143555 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20943 842 34.22871398925781 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 20550 843 34.18716049194336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11331 844 34.14524841308594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14435 845 34.13273620605469 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22825 846 34.081825256347656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18645 847 34.07234573364258 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 4098 848 34.06715774536133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12138 849 34.053348541259766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21757 850 34.048954010009766 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9048 851 34.046730041503906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10045 852 34.032291412353516 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7545 853 34.02714157104492 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14075 854 34.021156311035156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17059 855 34.020267486572266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13328 856 34.017555236816406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21726 857 34.013648986816406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 3467 858 33.98749542236328 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5866 859 33.981300354003906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7665 860 33.92094802856445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5003 861 33.90536880493164 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2463 862 33.905059814453125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11160 863 33.87208557128906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14352 864 33.87189483642578 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11002 865 33.870872497558594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5916 866 33.861595153808594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9986 867 33.86030197143555 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22802 868 33.85928726196289 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23090 869 33.84595489501953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 434 870 33.844879150390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15785 871 33.83125305175781 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16885 872 33.82258987426758 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18649 873 33.78812026977539 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11200 874 33.78533935546875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22646 875 33.774261474609375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17750 876 33.766414642333984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12290 877 33.718971252441406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17042 878 33.69688415527344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22083 879 33.68761444091797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 9952 880 33.67981719970703 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13944 881 33.674800872802734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14362 882 33.65653991699219 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14449 883 33.65593719482422 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15801 884 33.64153289794922 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14013 885 33.64084243774414 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19126 886 33.63768768310547 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17987 887 33.62712097167969 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 2118 888 33.61465072631836 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15345 889 33.59480285644531 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21384 890 33.55431365966797 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21675 891 33.510284423828125 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 555 892 33.50221633911133 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18270 893 33.457069396972656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14650 894 33.453311920166016 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10745 895 33.439353942871094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10455 896 33.43196487426758 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16101 897 33.41756820678711 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11101 898 33.415733337402344 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12223 899 33.411521911621094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21338 900 33.40922927856445 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11140 901 33.40190887451172 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 11142 902 33.39913558959961 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8084 903 33.397743225097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21571 904 33.395999908447266 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19317 905 33.39101028442383 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10398 906 33.386085510253906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21479 907 33.38188171386719 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 18914 921 33.19196701049805 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23097 922 33.1910285949707 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 22660 923 33.188377380371094 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 19023 927 33.14619827270508 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 15024 933 33.08537673950195 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17296 934 33.074432373046875 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 8888 949 32.900203704833984 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14585 950 32.8336296081543 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10802 951 32.81332015991211 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 15393 956 32.78638458251953 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1339 957 32.78022003173828 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 21503 959 32.767539978027344 bm25_gpt4
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TheoremQA_panlu/similarity2.json Q0 20517 961 32.75082015991211 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17455 962 32.70576477050781 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13042 963 32.688663482666016 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 17158 964 32.684974670410156 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 895 965 32.679283142089844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18635 966 32.67189025878906 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1969 967 32.66908645629883 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13314 968 32.663551330566406 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15620 969 32.65711975097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7588 970 32.65053939819336 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13466 971 32.64097595214844 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5654 972 32.616493225097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5655 973 32.616493225097656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13040 974 32.59189987182617 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5844 975 32.589447021484375 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15248 976 32.58638381958008 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 19585 977 32.5780029296875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 869 978 32.56086730957031 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 16796 979 32.5535888671875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15815 980 32.545448303222656 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 12748 981 32.540550231933594 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10649 982 32.518455505371094 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21295 983 32.5152473449707 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 13391 984 32.51160430908203 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21409 985 32.50293731689453 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15089 986 32.49996566772461 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 1195 987 32.483856201171875 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21040 988 32.4747200012207 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10782 989 32.45883560180664 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 10544 990 32.45112609863281 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 14438 991 32.412349700927734 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 15502 992 32.39997100830078 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 7213 993 32.3885612487793 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5646 994 32.37385940551758 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 5652 995 32.37385940551758 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 6101 996 32.35806655883789 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 23808 997 32.3472900390625 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 18822 998 32.34687423706055 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 21550 999 32.34507369995117 bm25_gpt4
TheoremQA_panlu/similarity2.json Q0 8259 1000 32.339046478271484 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 1309 1 136.97450256347656 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15019 2 114.74684143066406 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 2301 3 104.75790405273438 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 4790 4 102.92789459228516 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15018 5 94.63041687011719 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17443 6 93.76113891601562 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 8398 7 92.97689819335938 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21490 8 90.23248291015625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3666 9 87.7199478149414 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5844 10 87.33356475830078 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 14078 11 85.4837417602539 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 12234 12 85.02122497558594 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17939 13 82.89080810546875 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 9188 14 82.72621154785156 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17245 15 81.62288665771484 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10541 16 81.1695556640625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10545 17 80.41873931884766 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20820 18 79.90677642822266 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5843 19 79.71041107177734 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17632 20 79.16179656982422 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10550 21 79.13426971435547 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 14082 22 78.89966583251953 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 4343 23 78.8724365234375 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20229 24 78.50865936279297 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 140 25 78.25640106201172 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23683 26 77.88697052001953 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23609 27 77.6827163696289 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10549 28 77.676025390625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23227 29 77.36683654785156 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23281 30 77.27373504638672 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 14662 31 77.19673919677734 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10544 32 76.76583862304688 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21482 33 76.46900939941406 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5948 34 76.39002990722656 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20828 35 75.66130828857422 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13800 36 75.46685028076172 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 14077 37 75.34008026123047 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10543 38 75.13700103759766 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 16837 39 74.05133056640625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13872 40 73.7763442993164 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10540 41 73.28836059570312 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 19126 42 72.96781921386719 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3163 43 72.63658905029297 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 589 44 72.43321228027344 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10539 45 71.83541107177734 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15020 46 71.552978515625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15341 47 71.07659912109375 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10548 48 70.98561096191406 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3935 49 70.51567840576172 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17444 50 70.4864501953125 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 2807 51 70.15412902832031 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20230 52 70.0051040649414 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20228 53 69.99471282958984 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 9722 54 69.96012878417969 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13883 55 69.50774383544922 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23279 56 69.435791015625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 2371 57 68.7791519165039 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17697 58 68.56795501708984 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 4402 59 68.56749725341797 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21780 60 68.52519226074219 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3176 61 68.2200927734375 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20225 62 68.10603332519531 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3569 63 67.82322692871094 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17255 64 67.76173400878906 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21484 65 67.71375274658203 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15156 66 67.57001495361328 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13517 67 67.49266815185547 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10538 68 67.41190338134766 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5313 69 66.56570434570312 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 4933 70 65.90713500976562 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17251 71 65.75736999511719 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13786 72 65.71472930908203 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 18767 73 65.36886596679688 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23607 74 65.11259460449219 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17250 75 65.01029205322266 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10535 76 64.84169006347656 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5615 77 64.58016967773438 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 8003 78 64.3157958984375 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17214 79 64.2589340209961 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13887 80 63.94327926635742 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23608 81 63.80584716796875 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5842 82 63.607810974121094 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 8082 83 63.60501480102539 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23283 84 63.58238983154297 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15191 85 63.41712188720703 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13894 86 63.37550354003906 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13897 87 63.28325653076172 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10534 88 63.05387496948242 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10706 89 62.967613220214844 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23532 90 62.954612731933594 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21712 91 62.937950134277344 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13785 92 62.92047882080078 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21714 93 62.9097900390625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 11140 94 62.49102020263672 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 577 95 62.36331558227539 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 14084 96 62.35437774658203 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21481 97 62.22148895263672 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10537 98 62.02060317993164 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17249 99 61.99433135986328 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 11123 100 61.82784652709961 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 1594 101 61.71759033203125 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 15152 102 61.37023162841797 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 2300 103 61.138954162597656 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 11589 104 61.08662033081055 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 1113 105 60.999237060546875 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17248 106 60.86796188354492 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 16526 107 60.834869384765625 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20226 108 60.81439971923828 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13985 109 60.62527084350586 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20915 110 60.59891891479492 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13881 111 60.566123962402344 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23274 112 60.37206268310547 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 20227 113 60.24289321899414 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 16707 114 59.89250946044922 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 22213 115 59.81105041503906 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13875 116 59.787986755371094 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13770 117 59.72630310058594 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 1150 118 59.702510833740234 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 557 119 59.7022705078125 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10783 120 59.56243133544922 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 4829 121 59.558956146240234 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 16252 122 59.55854797363281 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17239 123 59.557159423828125 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 13879 124 59.52976608276367 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17247 125 59.48321533203125 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 18978 126 59.36986541748047 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 9048 127 59.36107635498047 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 17507 128 59.239192962646484 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21487 129 59.23832702636719 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5785 130 59.18224334716797 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 5562 131 59.11145782470703 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 23290 132 58.90119171142578 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 430 133 58.850040435791016 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 21478 134 58.48228454589844 bm25_gpt4
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TheoremQA_xinyi/maximum_entropy_2.json Q0 4106 998 31.158100128173828 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 3238 999 31.150962829589844 bm25_gpt4
TheoremQA_xinyi/maximum_entropy_2.json Q0 10375 1000 31.14769744873047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8661 1 95.5357666015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21571 2 90.80447387695312 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15993 3 87.99342346191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17239 4 86.06986999511719 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4790 5 85.62767028808594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2807 6 84.02810668945312 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10784 7 83.74187469482422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1309 8 77.08650207519531 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8547 9 74.56196594238281 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13492 10 74.52642059326172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10783 11 74.4109115600586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 814 12 72.61595153808594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9188 13 71.03533172607422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18065 14 70.99407196044922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20567 15 68.89530181884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4933 16 67.7649154663086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22781 17 66.19837188720703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21176 18 66.13460540771484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15865 19 65.43019104003906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12154 20 65.38519287109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5313 21 65.10262298583984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10785 22 64.89727783203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17904 23 64.84117126464844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16672 24 64.54266357421875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14662 25 64.44271850585938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9245 26 64.16738891601562 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7874 27 63.5589599609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1150 28 62.93547821044922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5735 29 62.90978240966797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15022 30 62.55703353881836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12957 31 62.48023223876953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15342 32 62.012779235839844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12114 33 61.90361785888672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4101 34 61.82252883911133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10438 35 61.813926696777344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3486 36 61.79790496826172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8471 37 61.15557098388672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15065 38 60.671268463134766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2288 39 60.21161651611328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7875 40 60.00296401977539 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1858 41 60.0 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3615 42 59.779624938964844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1354 43 59.65337371826172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13862 44 59.6414794921875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 332 45 59.48320388793945 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21529 46 59.400123596191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11899 47 58.55152893066406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17443 48 58.32238006591797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5671 49 57.6059455871582 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13512 50 57.58490753173828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23609 51 57.372291564941406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18308 52 57.33021926879883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7920 53 57.28664016723633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13031 54 57.280765533447266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5166 55 56.99483871459961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7328 56 56.8408203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5167 57 56.75059509277344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2049 58 56.66006851196289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15200 59 56.41703414916992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3835 60 56.1383056640625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8845 61 55.818016052246094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15294 62 55.206417083740234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21500 63 55.19633865356445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8003 64 54.728485107421875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14693 65 54.67066955566406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3561 66 54.548892974853516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23683 67 54.40064239501953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13267 68 53.71510314941406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17110 69 53.707252502441406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6037 70 53.548980712890625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1585 71 53.38121795654297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15306 72 53.28904724121094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2803 73 52.97092056274414 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13040 74 52.73976135253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14816 75 52.732566833496094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18038 76 52.70438003540039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15410 77 52.34767150878906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10067 78 52.147064208984375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 627 79 51.77638244628906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8087 80 51.724849700927734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21567 81 51.41930389404297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23782 82 51.338348388671875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9896 83 51.326133728027344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22831 84 51.310455322265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4343 85 51.26971435546875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6255 86 51.23329162597656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17421 87 51.151283264160156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17444 88 51.10310363769531 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18879 89 50.98966598510742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1576 90 50.90066909790039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17251 91 50.68281555175781 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22655 92 50.63801193237305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17943 93 50.330360412597656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13195 94 50.202484130859375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12763 95 50.155982971191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11497 96 50.0536003112793 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14700 97 49.975181579589844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22580 98 49.83224868774414 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20646 99 49.65614700317383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13197 100 49.57154083251953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23452 101 49.41665267944336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13154 102 49.279808044433594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11571 103 49.268898010253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2300 104 49.17591857910156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11486 105 48.98483657836914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21599 106 48.793914794921875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23227 107 48.71889877319336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11586 108 48.6507682800293 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20783 109 48.62203598022461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7731 110 48.52901840209961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1102 111 48.52794647216797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12770 112 48.478782653808594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6278 113 47.85844802856445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12648 114 47.85689926147461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21787 115 47.849117279052734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21749 116 47.47581481933594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 330 117 47.458946228027344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4297 118 47.31922912597656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 590 119 47.269771575927734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18624 120 47.10646057128906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12868 121 46.89414978027344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18684 122 46.847740173339844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15509 123 46.82686996459961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11515 124 46.78596878051758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 985 125 46.77670669555664 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5941 126 46.751888275146484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15191 127 46.390377044677734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20137 128 46.37260055541992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16079 129 46.346527099609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5739 130 46.29863739013672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8190 131 46.19224548339844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10780 132 46.125545501708984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16570 133 46.11094284057617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21686 134 46.09107971191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22403 135 46.085933685302734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17896 136 45.734107971191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2704 137 45.495445251464844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18784 138 45.46563720703125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17977 139 45.405426025390625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23266 140 45.39321517944336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14822 141 45.39054489135742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18640 142 45.35990524291992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21475 143 45.259986877441406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20819 144 45.21788024902344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16060 145 45.06464767456055 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18632 146 45.04240417480469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21600 147 44.955772399902344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13517 148 44.88138961791992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11414 149 44.81172561645508 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19680 150 44.43091583251953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10375 151 44.4201774597168 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2262 152 44.17192459106445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6537 153 43.97113800048828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8223 154 43.8693962097168 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12782 155 43.79435348510742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3806 156 43.79397964477539 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8106 157 43.73375701904297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20900 158 43.69629669189453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13321 159 43.60694885253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3774 160 43.54893493652344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8157 161 43.48351287841797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14128 162 43.41815185546875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 589 163 43.406009674072266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3845 164 43.378814697265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15750 165 43.24799346923828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15536 166 43.19767379760742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 811 167 43.173500061035156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14706 168 43.125770568847656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17900 169 43.02463912963867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12795 170 42.98714828491211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8786 171 42.979469299316406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13836 172 42.87565231323242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3562 173 42.8402099609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 912 174 42.658138275146484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12797 175 42.63737487792969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20117 176 42.56071472167969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17248 177 42.518131256103516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16055 178 42.44407272338867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21568 179 42.411380767822266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 331 180 42.34755325317383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5312 181 42.34674072265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5916 182 42.30624008178711 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10257 183 42.248016357421875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8232 184 42.10464859008789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5322 185 41.99298858642578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21342 186 41.97052001953125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3924 187 41.91569519042969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17761 188 41.85910415649414 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21930 189 41.84928894042969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2479 190 41.7879638671875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5615 191 41.78721618652344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22617 192 41.67521667480469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17517 193 41.65249252319336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10376 194 41.647254943847656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12794 195 41.585628509521484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 149 196 41.544288635253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12796 197 41.53145217895508 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2706 198 41.499576568603516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23204 199 41.46304702758789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18344 200 41.431495666503906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4858 201 41.35798645019531 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20865 202 41.224239349365234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11053 203 41.21612548828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14718 204 41.21269226074219 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15805 205 41.143497467041016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2095 206 41.06241989135742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16960 207 41.04558563232422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17755 208 41.01940155029297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17250 209 40.98432159423828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18017 210 40.95572280883789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1080 211 40.953468322753906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20543 212 40.809486389160156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11514 213 40.80716323852539 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20146 214 40.80070877075195 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2726 215 40.757286071777344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2379 216 40.72422409057617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3201 217 40.67662048339844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17743 218 40.66780090332031 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5563 219 40.652259826660156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12244 220 40.588966369628906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10686 221 40.45075225830078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15429 222 40.44955062866211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8249 223 40.41676330566406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17515 224 40.353546142578125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2547 225 40.19646453857422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7620 226 40.165340423583984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11592 227 40.10778045654297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18774 228 39.94626998901367 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10581 229 39.933441162109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15242 230 39.91987228393555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21543 231 39.806549072265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18576 232 39.7980842590332 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15632 233 39.7869758605957 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16849 234 39.75338363647461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18775 235 39.712371826171875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10372 236 39.682411193847656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14732 237 39.652549743652344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16036 238 39.62470626831055 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23411 239 39.61846160888672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11494 240 39.60845947265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3207 241 39.6025390625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13985 242 39.446014404296875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22107 243 39.416290283203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2741 244 39.39768981933594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15333 245 39.356327056884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11226 246 39.33095932006836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11616 247 39.291648864746094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2208 248 39.29085922241211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1847 249 39.26991271972656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3449 250 39.19540023803711 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23330 251 39.10221481323242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16691 252 39.100120544433594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14925 253 38.99618911743164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21661 254 38.9682502746582 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11264 255 38.9634895324707 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23413 256 38.86552429199219 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13042 257 38.833309173583984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20860 258 38.805747985839844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9680 259 38.78235626220703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17043 260 38.75201416015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4821 261 38.74346923828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12840 262 38.73389434814453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8792 263 38.73168182373047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3253 264 38.65504837036133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9269 265 38.62615203857422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9928 266 38.61603927612305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2192 267 38.54255294799805 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5623 268 38.52848434448242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9242 269 38.51744842529297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22556 270 38.505916595458984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1103 271 38.4696159362793 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12842 272 38.46172332763672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11182 273 38.458438873291016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16252 274 38.446067810058594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14701 275 38.39954376220703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20821 276 38.39549255371094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15393 277 38.38882827758789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7656 278 38.370323181152344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2864 279 38.34545135498047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7659 280 38.33701705932617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18629 281 38.32323455810547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6228 282 38.3028450012207 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8132 283 38.2490119934082 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17247 284 38.238121032714844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14022 285 38.220943450927734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13345 286 38.217308044433594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18178 287 38.18537521362305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2141 288 38.171043395996094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12847 289 38.1691780090332 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1964 290 38.123321533203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7621 291 38.00865936279297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21712 292 37.99638366699219 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11378 293 37.995033264160156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17450 294 37.984004974365234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15403 295 37.96219253540039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13585 296 37.924991607666016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10369 297 37.92381286621094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5003 298 37.825199127197266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14433 299 37.765506744384766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15622 300 37.759220123291016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6101 301 37.74703598022461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9936 302 37.729331970214844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21141 303 37.71786880493164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5396 304 37.716041564941406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17451 305 37.6920166015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4829 306 37.64197540283203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 145 307 37.599449157714844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22651 308 37.54686737060547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21714 309 37.53263854980469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8259 310 37.52379608154297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19657 311 37.52268600463867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17704 312 37.48822021484375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13613 313 37.48210144042969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3584 314 37.46399688720703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19126 315 37.449649810791016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13581 316 37.447174072265625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13920 317 37.422611236572266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22109 318 37.38587188720703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18508 319 37.33724594116211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22401 320 37.327877044677734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3163 321 37.28797149658203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23434 322 37.273197174072266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10459 323 37.24018478393555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17457 324 37.233680725097656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4871 325 37.195682525634766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2374 326 37.184104919433594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15345 327 37.14632034301758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4031 328 37.13694763183594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17052 329 37.10753631591797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17996 330 37.07328796386719 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17153 331 37.064212799072266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18252 332 37.000038146972656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1113 333 36.897735595703125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4176 334 36.859275817871094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6866 335 36.857425689697266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9963 336 36.83829116821289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22898 337 36.83363342285156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17724 338 36.82658386230469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2092 339 36.82588195800781 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15394 340 36.777099609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13722 341 36.744625091552734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17478 342 36.739784240722656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18066 343 36.723384857177734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2273 344 36.71985626220703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23532 345 36.688392639160156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2650 346 36.67310333251953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8162 347 36.619300842285156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11386 348 36.5620002746582 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1194 349 36.531898498535156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5583 350 36.531494140625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3660 351 36.526206970214844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3351 352 36.481712341308594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18904 353 36.4799919128418 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17823 354 36.45008850097656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3846 355 36.441650390625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20140 356 36.43338394165039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19860 357 36.42801284790039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 581 358 36.40169906616211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20517 359 36.374542236328125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2140 360 36.34754180908203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2718 361 36.316429138183594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23797 362 36.25502395629883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2281 363 36.21384811401367 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2093 364 36.192237854003906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10056 365 36.121437072753906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16526 366 36.114295959472656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11250 367 36.05337142944336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14374 368 36.02285385131836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17397 369 35.981651306152344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5948 370 35.97248077392578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4244 371 35.95970153808594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11818 372 35.931678771972656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7338 373 35.93000030517578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13762 374 35.922576904296875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6220 375 35.89061737060547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10690 376 35.873233795166016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15815 377 35.838829040527344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11980 378 35.813682556152344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11371 379 35.770118713378906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 842 380 35.75482177734375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3527 381 35.69761276245117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8409 382 35.657249450683594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17470 383 35.6427001953125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17224 384 35.63405227661133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5488 385 35.63214111328125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7631 386 35.629249572753906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4098 387 35.62628173828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14609 388 35.6055908203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9109 389 35.602943420410156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5219 390 35.579681396484375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1000 391 35.50200653076172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13198 392 35.48431396484375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15449 393 35.47266387939453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21384 394 35.469764709472656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14435 395 35.467159271240234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9320 396 35.46199035644531 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17374 397 35.43862533569336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2279 398 35.430877685546875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18716 399 35.42821502685547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12832 400 35.42027282714844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2761 401 35.39454650878906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2588 402 35.3807373046875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8848 403 35.37009048461914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15258 404 35.361183166503906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5732 405 35.35314178466797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15897 406 35.34627151489258 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3443 407 35.336666107177734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11179 408 35.32987594604492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18680 409 35.31755065917969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2052 410 35.305946350097656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6036 411 35.30393981933594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17632 412 35.30118179321289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21891 413 35.292537689208984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18609 414 35.25779724121094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7919 415 35.2003173828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8403 416 35.198036193847656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6301 417 35.19590377807617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15166 418 35.17958450317383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1074 419 35.15239334106445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21603 420 35.142086029052734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8337 421 35.126712799072266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13130 422 35.118614196777344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7658 423 35.11566162109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17633 424 35.07925033569336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10427 425 35.055877685546875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7629 426 35.01972579956055 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10101 427 34.97999954223633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10745 428 34.94627380371094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2312 429 34.91898727416992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6257 430 34.90700149536133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19092 431 34.88112258911133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15886 432 34.85795593261719 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15265 433 34.83332061767578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16673 434 34.827545166015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12844 435 34.826751708984375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20118 436 34.808204650878906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15360 437 34.794227600097656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12858 438 34.673648834228516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23449 439 34.66508865356445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10990 440 34.62519836425781 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5018 441 34.61855697631836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21579 442 34.60737609863281 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17071 443 34.60255813598633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13226 444 34.596317291259766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2152 445 34.52303695678711 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18511 446 34.50242614746094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6524 447 34.49776840209961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17924 448 34.468833923339844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17361 449 34.445045471191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20513 450 34.42472839355469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17533 451 34.40843963623047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11370 452 34.40266799926758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14840 453 34.36137008666992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18411 454 34.356327056884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12816 455 34.346527099609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10023 456 34.33784484863281 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3442 457 34.30796813964844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17446 458 34.290061950683594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13695 459 34.28768539428711 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7340 460 34.286582946777344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19836 461 34.27333450317383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21254 462 34.2556266784668 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22121 463 34.25063705444336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23721 464 34.229637145996094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20386 465 34.222469329833984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20858 466 34.2120475769043 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7448 467 34.143653869628906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9409 468 34.05805587768555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10707 469 34.05557632446289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5844 470 34.05237579345703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17614 471 34.01893615722656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11523 472 34.01238250732422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1296 473 33.999794006347656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15364 474 33.98942565917969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14467 475 33.94392776489258 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20525 476 33.93704605102539 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2770 477 33.923362731933594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12841 478 33.90608215332031 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2714 479 33.90362548828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13763 480 33.900611877441406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18533 481 33.90045166015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18534 482 33.86331558227539 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15024 483 33.86225128173828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 210 484 33.83913803100586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13319 485 33.83423614501953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6727 486 33.83095169067383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17489 487 33.80491638183594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15671 488 33.79959487915039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12856 489 33.799560546875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12074 490 33.78369140625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20715 491 33.74982452392578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9602 492 33.748756408691406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19679 493 33.74064636230469 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14674 494 33.73176193237305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5183 495 33.707889556884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8553 496 33.693992614746094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15366 497 33.686866760253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 383 498 33.66933059692383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 430 499 33.64669418334961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21611 500 33.63745880126953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19108 501 33.602630615234375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23589 502 33.59721374511719 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21398 503 33.59702682495117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11636 504 33.571556091308594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3466 505 33.56008529663086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15298 506 33.53940963745117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10366 507 33.5195426940918 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21289 508 33.51830291748047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3428 509 33.516422271728516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15068 510 33.49352264404297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21525 511 33.4767951965332 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7701 512 33.46773910522461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17121 513 33.46141052246094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4402 514 33.44001007080078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15677 515 33.4380989074707 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11383 516 33.378868103027344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3117 517 33.365699768066406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18777 518 33.340614318847656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23099 519 33.302452087402344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11569 520 33.30231475830078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7479 521 33.2880744934082 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19990 522 33.276710510253906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23692 523 33.267127990722656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19621 524 33.26661682128906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9047 525 33.244728088378906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1152 526 33.24032974243164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15190 527 33.23821258544922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14057 528 33.189605712890625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20352 529 33.18120574951172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15196 530 33.158660888671875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10777 531 33.11293411254883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20003 532 33.06591033935547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13707 533 33.05889129638672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10775 534 33.02211380004883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10457 535 33.01406478881836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13723 536 32.96317672729492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23719 537 32.954559326171875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21232 538 32.94914627075195 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20916 539 32.93960189819336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16069 540 32.88827896118164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11368 541 32.876338958740234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21636 542 32.861854553222656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4418 543 32.82353973388672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14947 544 32.81740951538086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17094 545 32.8131217956543 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12551 546 32.77736282348633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15502 547 32.76123809814453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3119 548 32.73991012573242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19684 549 32.694820404052734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21715 550 32.67313766479492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20891 551 32.67192840576172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4968 552 32.658660888671875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18414 553 32.65495681762695 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15861 554 32.651458740234375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22871 555 32.632476806640625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3109 556 32.624778747558594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20925 557 32.605018615722656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23685 558 32.578819274902344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21788 559 32.57794952392578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1460 560 32.562103271484375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15852 561 32.51079177856445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12855 562 32.478763580322266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12839 563 32.46946716308594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12693 564 32.46538162231445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10015 565 32.463741302490234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13143 566 32.45454406738281 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20763 567 32.42543411254883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21542 568 32.42511749267578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19318 569 32.42289733886719 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15353 570 32.37079620361328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20779 571 32.33414077758789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21299 572 32.32588195800781 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16244 573 32.31245803833008 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14452 574 32.29534149169922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13246 575 32.29494094848633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 911 576 32.29383850097656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13784 577 32.26421356201172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13896 578 32.2247314453125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3420 579 32.21305847167969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16646 580 32.20292282104492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17185 581 32.2027473449707 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11524 582 32.171329498291016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23275 583 32.16569519042969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14101 584 32.16130065917969 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14750 585 32.152488708496094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14536 586 32.140167236328125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9362 587 32.120941162109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10100 588 32.10544967651367 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9601 589 32.09989929199219 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15189 590 32.095272064208984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15357 591 32.073421478271484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7660 592 32.05344772338867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23618 593 32.0050048828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17362 594 31.994709014892578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 785 595 31.987119674682617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15362 596 31.983112335205078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7761 597 31.97600555419922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17162 598 31.950942993164062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17974 599 31.926916122436523 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19418 600 31.924253463745117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20652 601 31.887062072753906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15363 602 31.878860473632812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15261 603 31.859859466552734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18502 604 31.847930908203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22759 605 31.846813201904297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21296 606 31.845314025878906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8188 607 31.839252471923828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2423 608 31.826881408691406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8653 609 31.821271896362305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8843 610 31.792701721191406 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13668 611 31.78760528564453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22305 612 31.783056259155273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8189 613 31.777023315429688 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8155 614 31.77495574951172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13196 615 31.77462387084961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21034 616 31.771907806396484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6068 617 31.751178741455078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22619 618 31.747509002685547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3237 619 31.74209976196289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8247 620 31.737812042236328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21385 621 31.72281265258789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 208 622 31.665653228759766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2380 623 31.663005828857422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21756 624 31.654403686523438 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15361 625 31.643081665039062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22872 626 31.64104652404785 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21593 627 31.630489349365234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6740 628 31.62477684020996 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20862 629 31.6175594329834 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20020 630 31.616682052612305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6726 631 31.58730697631836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15522 632 31.556236267089844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12854 633 31.54924774169922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22864 634 31.53976058959961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8785 635 31.500301361083984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10250 636 31.451929092407227 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15641 637 31.440505981445312 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12050 638 31.4146671295166 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23355 639 31.40015983581543 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17269 640 31.394062042236328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15243 641 31.38697052001953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8548 642 31.376476287841797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15359 643 31.371191024780273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2511 644 31.365453720092773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10545 645 31.337432861328125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23359 646 31.333112716674805 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18432 647 31.330461502075195 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13202 648 31.3218936920166 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2390 649 31.304189682006836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 114 650 31.285770416259766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17759 651 31.27325439453125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17356 652 31.226476669311523 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21522 653 31.21897315979004 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1714 654 31.20686912536621 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15354 655 31.200241088867188 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7215 656 31.200130462646484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 446 657 31.199817657470703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17058 658 31.196170806884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16666 659 31.181520462036133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12923 660 31.177387237548828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12861 661 31.143966674804688 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7406 662 31.129117965698242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18674 663 31.090024948120117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5733 664 31.072750091552734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20943 665 31.0606689453125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19939 666 31.04853630065918 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2301 667 31.043983459472656 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2322 668 31.041736602783203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15273 669 31.041584014892578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9363 670 31.018840789794922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2464 671 31.015487670898438 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5845 672 31.003952026367188 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15790 673 30.992023468017578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15508 674 30.978801727294922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5011 675 30.960689544677734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6897 676 30.959388732910156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17206 677 30.932506561279297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23661 678 30.914648056030273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13537 679 30.893217086791992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17507 680 30.868640899658203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13586 681 30.866487503051758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8710 682 30.805622100830078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20919 683 30.78813934326172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19674 684 30.78384780883789 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14712 685 30.780033111572266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10830 686 30.76213836669922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10591 687 30.743391036987305 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10477 688 30.717336654663086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22183 689 30.6851806640625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15264 690 30.684452056884766 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17918 691 30.64194679260254 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17768 692 30.630355834960938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 559 693 30.594467163085938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4894 694 30.583267211914062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9988 695 30.564159393310547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21033 696 30.555818557739258 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15367 697 30.539125442504883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20537 698 30.519033432006836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15244 699 30.51301383972168 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5676 700 30.50644302368164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17630 701 30.50054931640625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13309 702 30.498321533203125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11511 703 30.482620239257812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8187 704 30.477996826171875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23363 705 30.456233978271484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13312 706 30.424396514892578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22065 707 30.40597915649414 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17255 708 30.39165687561035 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10258 709 30.39045524597168 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21374 710 30.38714599609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9897 711 30.38553237915039 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8913 712 30.377864837646484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17526 713 30.3754940032959 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11199 714 30.371679306030273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18146 715 30.352657318115234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5738 716 30.345104217529297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14808 717 30.322906494140625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2151 718 30.320846557617188 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21295 719 30.315052032470703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1159 720 30.312023162841797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11513 721 30.27941131591797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13167 722 30.27558708190918 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21512 723 30.248014450073242 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23292 724 30.169246673583984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17065 725 30.167022705078125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22620 726 30.16143798828125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14434 727 30.138505935668945 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23826 728 30.079877853393555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20354 729 30.046146392822266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2424 730 30.006309509277344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15255 731 29.997095108032227 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20530 732 29.995403289794922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12349 733 29.983922958374023 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8784 734 29.965238571166992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14464 735 29.95142364501953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5584 736 29.946542739868164 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21297 737 29.929359436035156 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2515 738 29.92387580871582 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13518 739 29.919912338256836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16030 740 29.914173126220703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10985 741 29.904159545898438 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16314 742 29.903905868530273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20506 743 29.893543243408203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10458 744 29.879663467407227 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19317 745 29.876384735107422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20967 746 29.825618743896484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20113 747 29.821828842163086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15365 748 29.816543579101562 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4505 749 29.809175491333008 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3467 750 29.78929328918457 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17226 751 29.77329444885254 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21294 752 29.714622497558594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17154 753 29.707233428955078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14405 754 29.706161499023438 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13688 755 29.695505142211914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15595 756 29.681589126586914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13673 757 29.67479133605957 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14610 758 29.66579246520996 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4364 759 29.655757904052734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11360 760 29.6530704498291 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12843 761 29.647382736206055 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15866 762 29.62526512145996 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11204 763 29.612276077270508 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23729 764 29.608291625976562 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2090 765 29.590776443481445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7553 766 29.57343101501465 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12827 767 29.572708129882812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12774 768 29.570640563964844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4477 769 29.562347412109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5320 770 29.52725601196289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6842 771 29.52187728881836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16796 772 29.51715087890625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12781 773 29.39495849609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12846 774 29.364351272583008 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 810 775 29.352596282958984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15274 776 29.345361709594727 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5436 777 29.320281982421875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2122 778 29.29671287536621 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15246 779 29.277936935424805 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23790 780 29.271926879882812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10155 781 29.268962860107422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7006 782 29.259078979492188 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14127 783 29.25249671936035 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15432 784 29.213966369628906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16368 785 29.205184936523438 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12290 786 29.177326202392578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11107 787 29.164997100830078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11425 788 29.12261199951172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13308 789 29.095922470092773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14815 790 29.07956886291504 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11474 791 29.065444946289062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15369 792 29.063243865966797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13803 793 29.044137954711914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21474 794 29.042526245117188 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15279 795 29.03767204284668 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11372 796 29.03508949279785 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20638 797 29.033632278442383 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10367 798 29.023277282714844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17751 799 28.97848129272461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9857 800 28.969022750854492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14585 801 28.966604232788086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3967 802 28.95790672302246 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19832 803 28.95502471923828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17967 804 28.93250274658203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20407 805 28.927581787109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19838 806 28.917911529541016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16313 807 28.91699981689453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23493 808 28.915939331054688 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15510 809 28.91578483581543 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19 810 28.887004852294922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12224 811 28.864391326904297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15350 812 28.858983993530273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14873 813 28.852325439453125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10371 814 28.837282180786133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15492 815 28.81504249572754 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13925 816 28.80225372314453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15899 817 28.793779373168945 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14458 818 28.780879974365234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20515 819 28.766923904418945 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17419 820 28.754878997802734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 695 821 28.750551223754883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15376 822 28.74231719970703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10743 823 28.725811004638672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6934 824 28.720088958740234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13664 825 28.71552848815918 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22503 826 28.712242126464844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22954 827 28.644044876098633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1138 828 28.64000701904297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13317 829 28.631921768188477 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7878 830 28.6248779296875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22070 831 28.621551513671875 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7517 832 28.61640739440918 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17198 833 28.61065101623535 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23123 834 28.603374481201172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11428 835 28.588842391967773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21763 836 28.579381942749023 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21502 837 28.576255798339844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22071 838 28.542137145996094 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12090 839 28.537038803100586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13812 840 28.531723022460938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11195 841 28.520782470703125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13310 842 28.4644718170166 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18032 843 28.463306427001953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21605 844 28.461278915405273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11387 845 28.436294555664062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20566 846 28.42511749267578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19983 847 28.423439025878906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20524 848 28.411006927490234 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5135 849 28.399066925048828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14058 850 28.39731216430664 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5914 851 28.374067306518555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11100 852 28.37299346923828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3485 853 28.368520736694336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12754 854 28.36615562438965 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9408 855 28.33707618713379 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12111 856 28.324769973754883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20926 857 28.310123443603516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17995 858 28.305347442626953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2381 859 28.298574447631836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7415 860 28.290863037109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15426 861 28.287525177001953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16585 862 28.282146453857422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17447 863 28.277891159057617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19655 864 28.272354125976562 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14721 865 28.270565032958984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5736 866 28.266700744628906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15356 867 28.265396118164062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19981 868 28.243749618530273 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12092 869 28.240219116210938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15956 870 28.234594345092773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14447 871 28.209203720092773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7498 872 28.207551956176758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21420 873 28.197288513183594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12821 874 28.196733474731445 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4359 875 28.184473037719727 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14650 876 28.16592788696289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 558 877 28.164213180541992 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10829 878 28.117116928100586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12748 879 28.109636306762695 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23507 880 28.09780502319336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18328 881 28.089963912963867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17993 882 28.087793350219727 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3286 883 28.07160186767578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17681 884 28.05082130432129 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9870 885 28.050628662109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 2419 886 28.047260284423828 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11209 887 27.99310874938965 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15263 888 27.990707397460938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13318 889 27.988916397094727 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22600 890 27.98470687866211 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8915 891 27.982257843017578 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1157 892 27.969026565551758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13835 893 27.95490074157715 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1685 894 27.951923370361328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9980 895 27.9417724609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15087 896 27.934545516967773 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17984 897 27.92526626586914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20232 898 27.925067901611328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19899 899 27.923442840576172 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 6882 900 27.912311553955078 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12822 901 27.90430450439453 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13689 902 27.899887084960938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11561 903 27.896175384521484 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13674 904 27.882305145263672 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21635 905 27.874706268310547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20861 906 27.8326416015625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8264 907 27.827747344970703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21620 908 27.820714950561523 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15177 909 27.800079345703125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17375 910 27.79388427734375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3956 911 27.783733367919922 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21381 912 27.781579971313477 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10222 913 27.776683807373047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1101 914 27.767532348632812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21258 915 27.756256103515625 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11978 916 27.742916107177734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19994 917 27.74068260192871 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21035 918 27.73943328857422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9520 919 27.72921371459961 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4872 920 27.725650787353516 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10455 921 27.72472381591797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20114 922 27.705326080322266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17948 923 27.703149795532227 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11649 924 27.69843292236328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14040 925 27.66922950744629 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14547 926 27.667434692382812 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3198 927 27.66592025756836 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16269 928 27.659202575683594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1018 929 27.657026290893555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12857 930 27.656978607177734 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14298 931 27.633821487426758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17338 932 27.62546730041504 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10889 933 27.610610961914062 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21627 934 27.595298767089844 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14078 935 27.593334197998047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21747 936 27.578014373779297 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 5345 937 27.562610626220703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19332 938 27.55356788635254 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11284 939 27.52733039855957 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19995 940 27.526655197143555 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15374 941 27.5164737701416 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10374 942 27.504343032836914 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17381 943 27.5029239654541 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12156 944 27.49451446533203 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3280 945 27.490541458129883 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19765 946 27.486759185791016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 22174 947 27.484411239624023 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11347 948 27.477893829345703 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20532 949 27.46776580810547 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4370 950 27.462665557861328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11643 951 27.458040237426758 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15833 952 27.43592643737793 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16515 953 27.433439254760742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7042 954 27.4274845123291 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18690 955 27.417293548583984 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1755 956 27.407506942749023 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18466 957 27.40485954284668 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20936 958 27.404600143432617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11374 959 27.403167724609375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 10691 960 27.392423629760742 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21473 961 27.388456344604492 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 13569 962 27.37404441833496 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 352 963 27.368671417236328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15368 964 27.355894088745117 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 20505 965 27.35135841369629 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 17131 966 27.349668502807617 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8082 967 27.34415054321289 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11196 968 27.343679428100586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14107 969 27.326515197753906 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 4944 970 27.32008934020996 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9392 971 27.311767578125 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7007 972 27.310619354248047 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 3955 973 27.279050827026367 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21401 974 27.27541732788086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 12091 975 27.246501922607422 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16600 976 27.240686416625977 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 19024 977 27.229190826416016 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15355 978 27.20718002319336 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 651 979 27.20458984375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16716 980 27.18962287902832 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 23655 981 27.167604446411133 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14059 982 27.158470153808594 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14060 983 27.1409912109375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 14729 984 27.124755859375 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 1032 985 27.120624542236328 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21272 986 27.11748695373535 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 669 987 27.10767364501953 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 7337 988 27.088382720947266 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 21386 989 27.083669662475586 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15358 990 27.078527450561523 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 387 991 27.07229232788086 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18685 992 27.06539535522461 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11424 993 27.064905166625977 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 8166 994 27.056482315063477 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16962 995 27.05577850341797 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 11104 996 27.045616149902344 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 9136 997 27.030763626098633 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 15906 998 27.017318725585938 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 18689 999 26.984983444213867 bm25_gpt4
TheoremQA_maxku/signalprocessing11-nyquist.json Q0 16100 1000 26.979747772216797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17904 1 117.31551361083984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19860 2 112.33831787109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4821 3 98.88546752929688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19861 4 97.39939880371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12927 5 95.13723754882812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8887 6 91.09271240234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14832 7 90.96066284179688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21378 8 90.68340301513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21289 9 90.53492736816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8886 10 90.02117156982422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17756 11 88.81779479980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12152 12 88.4634780883789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12917 13 87.46372985839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11004 14 86.16329956054688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18022 15 86.0260238647461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21510 16 85.00995635986328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17968 17 84.90812683105469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12957 18 83.68982696533203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17762 19 82.56670379638672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17795 20 82.11381530761719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17224 21 81.52226257324219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18879 22 81.20291900634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17769 23 79.67544555664062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21525 24 79.24526977539062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11003 25 78.7958984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13194 26 78.76689147949219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21549 27 78.55955505371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16250 28 77.16832733154297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12347 29 77.1241455078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12224 30 76.99118041992188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10304 31 76.70568084716797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21557 32 75.90089416503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19695 33 75.58824920654297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22824 34 75.41989135742188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17743 35 75.32150268554688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12923 36 75.1513900756836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20936 37 73.78809356689453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12227 38 73.70765686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20140 39 73.635498046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17797 40 73.36158752441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21738 41 73.14729309082031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19141 42 73.03964233398438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17780 43 72.95779418945312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11513 44 72.81636047363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12150 45 72.78699493408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13671 46 72.78619384765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18811 47 72.46134185791016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21019 48 72.43025970458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12752 49 72.34996032714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4020 50 72.07784271240234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17517 51 71.27423095703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13492 52 71.0313949584961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13668 53 70.74038696289062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22178 54 70.70850372314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8403 55 69.984619140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21527 56 69.78160858154297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12139 57 69.779541015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20925 58 69.71488189697266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10996 59 69.29206085205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19904 60 68.53274536132812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17949 61 68.46587371826172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14043 62 68.2804946899414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 333 63 68.26181030273438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22127 64 68.15996551513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17796 65 67.97013854980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12822 66 67.50297546386719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22251 67 67.49266052246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22656 68 67.45940399169922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18812 69 67.3199462890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18913 70 67.01163482666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17602 71 66.98577880859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 985 72 66.98502349853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21556 73 66.6421127319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1187 74 66.27454376220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18992 75 66.2644271850586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17982 76 66.10448455810547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18777 77 66.06468200683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1184 78 65.77890014648438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1190 79 65.77890014648438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12821 80 65.52079010009766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21272 81 65.23239135742188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18629 82 65.01976776123047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17884 83 64.92708587646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21500 84 64.87796020507812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14585 85 64.80005645751953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19400 86 64.5650405883789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21577 87 64.43933868408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22235 88 64.3382568359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2807 89 64.19478607177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21406 90 63.81333923339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12921 91 63.75262451171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17239 92 63.457000732421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17768 93 63.33502960205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21018 94 63.12495422363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22397 95 63.00961685180664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20858 96 62.743995666503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18727 97 62.634254455566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1309 98 62.49559783935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15385 99 62.41811752319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10397 100 62.363624572753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18508 101 62.276885986328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22874 102 62.21194839477539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14693 103 62.172340393066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17993 104 62.0687370300293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21528 105 61.86553955078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11610 106 61.634490966796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10398 107 61.00651550292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23710 108 60.9719123840332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17986 109 60.861083984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19981 110 60.82337951660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21567 111 60.63608169555664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21475 112 60.48273849487305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11511 113 60.19349670410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17110 114 60.00776672363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6229 115 59.85963821411133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22257 116 59.81951904296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17967 117 59.73898696899414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6780 118 59.60479736328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 790 119 59.27509307861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16672 120 59.2569580078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17514 121 59.15476989746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22126 122 59.15353012084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15065 123 59.008384704589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5623 124 58.756195068359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18021 125 58.75123977661133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13345 126 58.71343994140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17789 127 58.691307067871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21515 128 58.667747497558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21579 129 58.565696716308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20537 130 58.46967697143555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13314 131 58.404136657714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21522 132 58.333160400390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14076 133 58.20892333984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12814 134 58.04388427734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16673 135 57.970218658447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11514 136 57.730228424072266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14662 137 57.43273162841797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21543 138 57.40097427368164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6228 139 57.37436294555664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14078 140 57.35308074951172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 844 141 57.195674896240234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17984 142 57.15904235839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17615 143 57.12267303466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12120 144 57.049407958984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12153 145 57.029273986816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21001 146 56.917724609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20986 147 56.9165153503418 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17946 148 56.86090087890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22177 149 56.71327209472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19100 150 56.66522979736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12151 151 56.598785400390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15861 152 56.56337356567383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18624 153 56.56247329711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21502 154 56.48288345336914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8653 155 56.442970275878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17752 156 56.29286575317383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 332 157 56.25701904296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10792 158 56.14029312133789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8003 159 56.06178283691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5393 160 55.93611526489258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22400 161 55.63887023925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18590 162 55.629905700683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17614 163 55.54959487915039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21542 164 55.443504333496094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17975 165 55.239402770996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15530 166 55.10438537597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17990 167 54.97806167602539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2049 168 54.939239501953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21568 169 54.83003616333008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18776 170 54.73143005371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21020 171 54.60698699951172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21291 172 54.544437408447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13659 173 54.44768142700195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10834 174 54.4386100769043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15533 175 54.37932205200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13212 176 54.372257232666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10410 177 54.36979675292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21756 178 54.35808181762695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12900 179 54.200008392333984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21619 180 54.18167495727539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1181 181 53.98914337158203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8888 182 53.824371337890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17798 183 53.724666595458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17989 184 53.70281982421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17961 185 53.495330810546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20393 186 53.18525314331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18248 187 53.125587463378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22556 188 53.07168197631836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23006 189 52.929832458496094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21141 190 52.59588623046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8398 191 52.533958435058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10411 192 52.340728759765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19982 193 51.96803283691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3627 194 51.85218048095703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6318 195 51.8303337097168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21545 196 51.8143310546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9245 197 51.70457077026367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13518 198 51.62227249145508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21280 199 51.61381149291992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22125 200 51.4970703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17827 201 51.47133255004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22292 202 51.45054244995117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21288 203 51.425262451171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11370 204 51.4201545715332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21578 205 51.39838790893555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11750 206 51.38071060180664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11425 207 51.32072830200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21271 208 51.303836822509766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12233 209 51.26506805419922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17901 210 51.19279098510742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19142 211 51.01777648925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20865 212 50.778079986572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22803 213 50.674530029296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 180 214 50.66721725463867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13681 215 50.501529693603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17965 216 50.39269256591797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4894 217 50.38114929199219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11597 218 50.267669677734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10412 219 50.208980560302734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11360 220 50.12074279785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15839 221 50.11014175415039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11250 222 50.00843811035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21273 223 49.989463806152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21530 224 49.93115997314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19139 225 49.921817779541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15034 226 49.875091552734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20406 227 49.856834411621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17791 228 49.844173431396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17381 229 49.785099029541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23411 230 49.71194076538086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1138 231 49.520835876464844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13862 232 49.513275146484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12823 233 49.49819564819336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5468 234 49.48403549194336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20783 235 49.47276306152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12226 236 49.35674285888672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17792 237 49.259254455566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10791 238 49.1874885559082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2301 239 49.15102767944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13586 240 49.109031677246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17421 241 49.03974914550781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14721 242 49.00836181640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8082 243 49.00267028808594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18816 244 48.98592758178711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21611 245 48.902015686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17755 246 48.8985595703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16888 247 48.8946647644043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21342 248 48.82150650024414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4024 249 48.81911087036133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17538 250 48.807559967041016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 149 251 48.75240707397461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17977 252 48.6949577331543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13215 253 48.62017059326172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21558 254 48.56533432006836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18017 255 48.55957794189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20352 256 48.50740051269531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22260 257 48.42475891113281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17948 258 48.38115692138672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22809 259 48.29420471191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14081 260 48.29069519042969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15532 261 48.287662506103516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13040 262 48.197017669677734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12156 263 48.163265228271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 555 264 48.11191177368164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9328 265 47.98824691772461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21541 266 47.938720703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22090 267 47.8194694519043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13696 268 47.60443115234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19945 269 47.53456497192383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10990 270 47.3991813659668 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21535 271 47.35322570800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15535 272 47.33885955810547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14053 273 47.26593780517578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3959 274 47.17506790161133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11598 275 47.090850830078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11144 276 46.98459243774414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18038 277 46.97258758544922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14082 278 46.88331604003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17761 279 46.86613082885742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15527 280 46.72264099121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15102 281 46.59242630004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11415 282 46.49418640136719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17742 283 46.43763732910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17818 284 46.387718200683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19586 285 46.34413528442383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18138 286 46.33417510986328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18905 287 46.242942810058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17962 288 46.16278076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17905 289 46.02564239501953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18178 290 45.94672775268555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6524 291 45.92827224731445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22128 292 45.90451431274414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2339 293 45.86741256713867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10532 294 45.774600982666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13585 295 45.73577117919922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6219 296 45.68305969238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17996 297 45.60293960571289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1136 298 45.59764099121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12455 299 45.509063720703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20795 300 45.47911071777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16055 301 45.3768196105957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23260 302 45.37186050415039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13692 303 45.27486801147461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13453 304 45.23583221435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 592 305 45.2315673828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17913 306 45.132266998291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20543 307 45.080810546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18888 308 44.999855041503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13130 309 44.940616607666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21787 310 44.921485900878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9710 311 44.909950256347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4394 312 44.89270782470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3467 313 44.87902069091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18066 314 44.800819396972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9389 315 44.78738784790039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15798 316 44.6722412109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17823 317 44.645904541015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18177 318 44.636085510253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22270 319 44.62403106689453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16834 320 44.608482360839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15100 321 44.56992721557617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22651 322 44.55512237548828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14211 323 44.506160736083984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15538 324 44.46036148071289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11100 325 44.447288513183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5754 326 44.39248275756836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19708 327 44.37023162841797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15376 328 44.32194900512695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20358 329 44.29413604736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14212 330 44.20714569091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15101 331 44.2047004699707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18649 332 44.11481475830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17280 333 44.06759262084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19582 334 44.040348052978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15801 335 44.01682662963867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15529 336 44.00016403198242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16675 337 43.8126220703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18880 338 43.80060958862305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12454 339 43.74126052856445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 818 340 43.72771453857422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19588 341 43.725650787353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3846 342 43.7204475402832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3286 343 43.688079833984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23721 344 43.68720626831055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15189 345 43.664859771728516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10591 346 43.64669418334961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8375 347 43.6197395324707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10380 348 43.53620529174805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18604 349 43.49866485595703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18645 350 43.473270416259766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5845 351 43.40805435180664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1354 352 43.39140701293945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17770 353 43.342498779296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11611 354 43.25252914428711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15943 355 43.22298049926758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21405 356 43.16431427001953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23526 357 43.120243072509766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2648 358 43.06802749633789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20365 359 43.013153076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3660 360 42.968318939208984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17067 361 42.95066452026367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3000 362 42.93700408935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11518 363 42.903076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20864 364 42.831787109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14080 365 42.820945739746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22402 366 42.818115234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11586 367 42.79542541503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16976 368 42.753746032714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19974 369 42.72332000732422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16646 370 42.61796569824219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21669 371 42.560813903808594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6806 372 42.47853469848633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17922 373 42.470619201660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21529 374 42.357757568359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13656 375 42.34918975830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15536 376 42.342105865478516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12774 377 42.286895751953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18252 378 42.25386428833008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6808 379 42.21980285644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19110 380 42.18375015258789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16060 381 42.16161346435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17407 382 42.113609313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21507 383 42.06742858886719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19092 384 42.03064727783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15099 385 42.00444793701172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21282 386 41.97761154174805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23683 387 41.891353607177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13984 388 41.86243438720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17924 389 41.855533599853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13336 390 41.722679138183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14574 391 41.68471908569336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17974 392 41.62998580932617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10188 393 41.48515701293945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19895 394 41.47940444946289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19626 395 41.39603805541992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15316 396 41.39543914794922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10423 397 41.382179260253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15428 398 41.374183654785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2563 399 41.356475830078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9680 400 41.34081268310547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15981 401 41.337703704833984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17748 402 41.323909759521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4829 403 41.30690383911133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20985 404 41.279197692871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5869 405 41.239139556884766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10831 406 41.171607971191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 693 407 41.160884857177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23808 408 41.08863067626953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23452 409 41.040977478027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12149 410 40.96009826660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17988 411 40.93296813964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16036 412 40.92823028564453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17751 413 40.8751220703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20930 414 40.80957794189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11589 415 40.71493148803711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23264 416 40.673221588134766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16950 417 40.6634407043457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15800 418 40.60618591308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5312 419 40.60415267944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12453 420 40.549556732177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14789 421 40.548397064208984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7498 422 40.51896667480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22646 423 40.49359130859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6905 424 40.46923828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14047 425 40.453338623046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18032 426 40.430145263671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11602 427 40.415687561035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4833 428 40.335113525390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22694 429 40.24156951904297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22910 430 40.22898864746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13701 431 40.201393127441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17071 432 40.15545654296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13346 433 40.12472915649414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14287 434 40.114952087402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15345 435 40.074214935302734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11410 436 40.03752136230469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6300 437 40.0158576965332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17931 438 40.01347351074219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18695 439 40.01131057739258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18903 440 39.96524429321289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22815 441 39.95401382446289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19584 442 39.94245910644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14816 443 39.929229736328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21749 444 39.9002571105957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21532 445 39.83467102050781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15220 446 39.82062911987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22823 447 39.80910873413086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 651 448 39.80610275268555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8914 449 39.790008544921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17745 450 39.779510498046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13607 451 39.746334075927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4098 452 39.70121765136719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11764 453 39.700286865234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17042 454 39.680625915527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1337 455 39.679443359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15815 456 39.660213470458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17783 457 39.65301513671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18681 458 39.6491584777832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13137 459 39.635589599609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21576 460 39.60334396362305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22781 461 39.58323287963867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 0 462 39.56262969970703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17515 463 39.530784606933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15032 464 39.52388000488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4343 465 39.51972961425781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20977 466 39.50658416748047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18030 467 39.483760833740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21533 468 39.39118957519531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19111 469 39.27835464477539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17784 470 39.27768325805664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17778 471 39.23406982421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18587 472 39.205589294433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7242 473 39.19134521484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21267 474 39.18377685546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11409 475 39.18134307861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19894 476 39.17562484741211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15836 477 39.1708984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10241 478 39.1602668762207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5412 479 39.15144348144531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19980 480 39.1483154296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10243 481 39.11481857299805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22882 482 39.09046936035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21546 483 39.06953811645508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11104 484 39.046661376953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12925 485 39.04328536987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19098 486 39.02704620361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11557 487 39.017234802246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17781 488 39.00360107421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16519 489 38.96319580078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13226 490 38.950897216796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21534 491 38.92949295043945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8135 492 38.918758392333984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23434 493 38.917598724365234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17043 494 38.89493942260742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19898 495 38.85153579711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19937 496 38.8314323425293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17754 497 38.82661819458008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 473 498 38.773193359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13517 499 38.759769439697266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10743 500 38.72618103027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22287 501 38.72257614135742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13661 502 38.68750762939453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11140 503 38.67052459716797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20007 504 38.66424560546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23824 505 38.66010284423828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9335 506 38.60432052612305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17929 507 38.59950637817383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12867 508 38.552711486816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21636 509 38.527862548828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12648 510 38.512882232666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14417 511 38.510231018066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22633 512 38.505577087402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19674 513 38.47208023071289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10366 514 38.459938049316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15508 515 38.413597106933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17188 516 38.36737823486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13154 517 38.36420822143555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10425 518 38.35076141357422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22832 519 38.325843811035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20364 520 38.3252067565918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16531 521 38.32101058959961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12815 522 38.303165435791016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21281 523 38.286354064941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23350 524 38.267154693603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19023 525 38.26318359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1566 526 38.240455627441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14885 527 38.16978454589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17753 528 38.13399887084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21574 529 38.117244720458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17782 530 38.0859260559082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23349 531 38.053619384765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18683 532 38.04981231689453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21512 533 38.02760696411133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12123 534 38.0174674987793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17544 535 37.96632385253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11109 536 37.89329147338867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16671 537 37.881202697753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11002 538 37.87675857543945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17601 539 37.84978103637695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11559 540 37.837730407714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8140 541 37.83538055419922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12114 542 37.80141067504883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22802 543 37.790122985839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 877 544 37.76710510253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20777 545 37.75003433227539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5013 546 37.69810485839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17453 547 37.63397979736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1103 548 37.6257438659668 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20978 549 37.60335159301758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1182 550 37.577919006347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12916 551 37.563941955566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5864 552 37.55607604980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23692 553 37.48456573486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11372 554 37.482479095458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6220 555 37.45866012573242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 4976 556 37.453495025634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17338 557 37.42556381225586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5871 558 37.42512893676758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14516 559 37.42137145996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23227 560 37.337432861328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1191 561 37.32575225830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17980 562 37.26874542236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15799 563 37.24720001220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23826 564 37.217247009277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13060 565 37.19440460205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20785 566 37.14506149291992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7446 567 37.123878479003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3625 568 37.11065673828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15298 569 37.109561920166016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21595 570 37.106407165527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19926 571 37.07956314086914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21562 572 37.02545928955078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20468 573 37.00965881347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21151 574 36.99226760864258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14700 575 36.95579147338867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20394 576 36.919097900390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10148 577 36.9153938293457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3806 578 36.893798828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20232 579 36.862876892089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12299 580 36.86114501953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21293 581 36.85440444946289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18141 582 36.84790802001953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17749 583 36.83727264404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18899 584 36.81307601928711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3584 585 36.79566192626953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12234 586 36.76824951171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7609 587 36.68518829345703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17890 588 36.677978515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17183 589 36.650390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11510 590 36.636837005615234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12868 591 36.617835998535156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23537 592 36.61631774902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20020 593 36.60964584350586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14013 594 36.60358428955078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22015 595 36.60358428955078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19126 596 36.546287536621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17794 597 36.53229522705078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18902 598 36.5177001953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21505 599 36.51613998413086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22873 600 36.50550079345703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8134 601 36.47040939331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17279 602 36.444400787353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11371 603 36.43791580200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22897 604 36.3940315246582 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22826 605 36.38955307006836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17987 606 36.34972381591797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15601 607 36.32963180541992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23711 608 36.327640533447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21488 609 36.317771911621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13589 610 36.29833221435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17443 611 36.28934097290039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8405 612 36.28915023803711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8002 613 36.24725341796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17167 614 36.21223068237305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12223 615 36.170631408691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5233 616 36.163116455078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23436 617 36.160919189453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 335 618 36.12455368041992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22828 619 36.09901428222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16074 620 36.06976318359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15182 621 36.06291961669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11368 622 36.05984878540039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13014 623 36.0511360168457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11515 624 36.04009246826172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21876 625 36.024566650390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19132 626 35.96522903442383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7213 627 35.93886184692383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20223 628 35.93050765991211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11239 629 35.92605972290039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19844 630 35.874977111816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23716 631 35.86442184448242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17950 632 35.845497131347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16244 633 35.83790588378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22818 634 35.82807159423828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10745 635 35.75552749633789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21391 636 35.75139617919922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14077 637 35.7499885559082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12924 638 35.72640609741211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21269 639 35.68981170654297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13152 640 35.685882568359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22864 641 35.66639709472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10989 642 35.641666412353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20515 643 35.60139465332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18758 644 35.593017578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16697 645 35.58796691894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11474 646 35.58592224121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20224 647 35.53557586669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19096 648 35.53459167480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19583 649 35.53120803833008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21717 650 35.51881790161133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17542 651 35.5079460144043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15626 652 35.507530212402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15242 653 35.45475769042969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16570 654 35.387611389160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22812 655 35.376953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11821 656 35.366580963134766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11561 657 35.35911560058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 845 658 35.31956481933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12609 659 35.291725158691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8710 660 35.29022979736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21668 661 35.28392791748047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10308 662 35.272891998291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17790 663 35.26409912109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14724 664 35.2404899597168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14726 665 35.181304931640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22840 666 35.17049026489258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21176 667 35.15068435668945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14146 668 35.13172149658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17744 669 35.12296676635742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20787 670 35.07752227783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21573 671 35.07268142700195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11719 672 35.06415557861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23589 673 35.055198669433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17952 674 35.018070220947266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17976 675 35.01649475097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14217 676 34.96220016479492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17380 677 34.95002746582031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20494 678 34.90266418457031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21570 679 34.834442138671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14576 680 34.77238464355469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14508 681 34.76356887817383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15035 682 34.75421142578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13389 683 34.74269104003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17776 684 34.728023529052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17759 685 34.72269821166992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17899 686 34.7091064453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21514 687 34.70677185058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22899 688 34.665496826171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17970 689 34.63749694824219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17774 690 34.59254837036133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23496 691 34.56733703613281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16939 692 34.55278778076172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22502 693 34.54907989501953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12113 694 34.53567886352539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19993 695 34.4875602722168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21617 696 34.4774169921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1180 697 34.443092346191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22512 698 34.42047882080078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10372 699 34.41852951049805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14042 700 34.416255950927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9996 701 34.383644104003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12167 702 34.318885803222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18065 703 34.309295654296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6948 704 34.30256271362305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15338 705 34.2921142578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15342 706 34.28147888183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8471 707 34.27849578857422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5944 708 34.26448059082031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1964 709 34.261138916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21593 710 34.253623962402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3306 711 34.24193572998047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17763 712 34.23780059814453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22399 713 34.216835021972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15619 714 34.20753860473633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21702 715 34.20718002319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13309 716 34.18246841430664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14055 717 34.151939392089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10393 718 34.14537048339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7981 719 34.1451416015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17692 720 34.123165130615234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12844 721 34.06983184814453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15033 722 34.064239501953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21695 723 34.06068801879883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21274 724 34.041812896728516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14771 725 34.006858825683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13985 726 34.00511932373047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6726 727 33.93775939941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12999 728 33.934539794921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17296 729 33.93186569213867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6689 730 33.909645080566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22620 731 33.90766143798828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12819 732 33.894134521484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5407 733 33.87751007080078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6278 734 33.86292266845703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13312 735 33.80887985229492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7761 736 33.799217224121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20868 737 33.79845428466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18962 738 33.79366683959961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11818 739 33.7757453918457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21409 740 33.77092742919922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17363 741 33.76289367675781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20789 742 33.75456237792969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11528 743 33.7459602355957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12229 744 33.72856903076172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2153 745 33.72732162475586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21504 746 33.71205520629883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 215 747 33.69945526123047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15620 748 33.66661071777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21700 749 33.61998748779297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23359 750 33.60279083251953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14822 751 33.59683609008789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18900 752 33.589229583740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13617 753 33.58114242553711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11190 754 33.54252624511719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14666 755 33.538143157958984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16933 756 33.52918243408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10160 757 33.51924514770508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6850 758 33.518619537353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21290 759 33.50370788574219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21256 760 33.4827880859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15374 761 33.47584915161133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20860 762 33.474849700927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15166 763 33.46760559082031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18585 764 33.456825256347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18579 765 33.44257354736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21583 766 33.43697738647461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9242 767 33.42999267578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22124 768 33.423988342285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5899 769 33.4149284362793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19836 770 33.40153121948242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5756 771 33.39850997924805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18822 772 33.36949157714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11696 773 33.362083435058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2527 774 33.351531982421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21550 775 33.339874267578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21548 776 33.33321762084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21292 777 33.333152770996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13700 778 33.33098602294922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15740 779 33.31633758544922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14712 780 33.31158447265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19156 781 33.293697357177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 552 782 33.2808837890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18807 783 33.271095275878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5551 784 33.26320266723633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17470 785 33.25632095336914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22123 786 33.25588607788086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21139 787 33.252952575683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17788 788 33.23754119873047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15367 789 33.23673629760742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20525 790 33.22582244873047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6304 791 33.22134780883789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16691 792 33.20536422729492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23835 793 33.20146560668945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13055 794 33.18457794189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13930 795 33.17689514160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11599 796 33.164649963378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21480 797 33.141178131103516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1705 798 33.11298370361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22191 799 33.103458404541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2650 800 33.07802963256836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22661 801 33.06402587890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11516 802 33.0633544921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15339 803 33.046966552734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 211 804 33.04385757446289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20828 805 33.0399055480957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17916 806 33.037742614746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21161 807 33.03650665283203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8409 808 33.02494812011719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20539 809 33.020999908447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21666 810 33.012542724609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13475 811 32.992191314697266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 685 812 32.9893798828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12818 813 32.96712112426758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21555 814 32.957069396972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21473 815 32.95065689086914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 820 816 32.93268585205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18642 817 32.91529083251953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17281 818 32.91044616699219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14433 819 32.88037872314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20976 820 32.87779998779297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1113 821 32.870826721191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17462 822 32.856117248535156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10686 823 32.842620849609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13414 824 32.8040657043457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23445 825 32.79212188720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17064 826 32.76849365234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17444 827 32.733154296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10424 828 32.73173904418945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13187 829 32.71239471435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17446 830 32.66743850708008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15791 831 32.648521423339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20926 832 32.63401794433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11198 833 32.61656188964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11900 834 32.60762023925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9188 835 32.594825744628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10485 836 32.5484733581543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23535 837 32.54601287841797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21920 838 32.535789489746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14793 839 32.53478240966797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23234 840 32.512516021728516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22374 841 32.47897720336914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15759 842 32.473793029785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21747 843 32.45108413696289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2795 844 32.44429016113281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10376 845 32.44398880004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18907 846 32.43989562988281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20794 847 32.4354248046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20797 848 32.4354248046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2138 849 32.41740798950195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22759 850 32.415626525878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15531 851 32.41548156738281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11226 852 32.40306091308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5615 853 32.398895263671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13581 854 32.357269287109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21386 855 32.33318328857422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20517 856 32.322486877441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19765 857 32.306053161621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9484 858 32.28811264038086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12831 859 32.25357437133789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10804 860 32.24146270751953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22297 861 32.23099136352539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22304 862 32.21213912963867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21373 863 32.20621871948242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15464 864 32.18245315551758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13944 865 32.15637969970703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17992 866 32.136173248291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16142 867 32.128482818603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6217 868 32.123565673828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22246 869 32.098758697509766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9898 870 32.08338165283203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21765 871 32.082942962646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15886 872 32.081329345703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11571 873 32.02180862426758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17131 874 32.01157760620117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15534 875 32.003150939941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23462 876 31.991273880004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20790 877 31.96857261657715 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13691 878 31.96251106262207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21714 879 31.96119499206543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11325 880 31.957250595092773 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22831 881 31.954914093017578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21479 882 31.929834365844727 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20421 883 31.918933868408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7666 884 31.901111602783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19848 885 31.893360137939453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22222 886 31.887113571166992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3484 887 31.885404586791992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23836 888 31.868701934814453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 297 889 31.855236053466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11482 890 31.8349609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21712 891 31.80206298828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18648 892 31.77556610107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21853 893 31.774431228637695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11406 894 31.766876220703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22804 895 31.763654708862305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18641 896 31.76207733154297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18726 897 31.730987548828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10100 898 31.721620559692383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 492 899 31.719614028930664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3163 900 31.701602935791016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21503 901 31.69776153564453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9677 902 31.684778213500977 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3672 903 31.68229866027832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21524 904 31.678714752197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6101 905 31.6457462310791 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17764 906 31.615623474121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12170 907 31.594316482543945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18628 908 31.54167938232422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17277 909 31.541004180908203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14449 910 31.539892196655273 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11407 911 31.538984298706055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15066 912 31.527029037475586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22129 913 31.52490997314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21426 914 31.521835327148438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21055 915 31.521772384643555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12072 916 31.508686065673828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7993 917 31.478097915649414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22825 918 31.453323364257812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15687 919 31.4426212310791 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21165 920 31.426897048950195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 2118 921 31.422887802124023 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12006 922 31.40911102294922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15677 923 31.394712448120117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11105 924 31.394670486450195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15091 925 31.39455795288086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21857 926 31.393909454345703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12944 927 31.389169692993164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15393 928 31.386943817138672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18056 929 31.385334014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19094 930 31.371540069580078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19994 931 31.321399688720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22817 932 31.29440689086914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11649 933 31.282577514648438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12797 934 31.259214401245117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14555 935 31.23651885986328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21919 936 31.23605728149414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11940 937 31.229368209838867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20158 938 31.223844528198242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12935 939 31.219417572021484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9551 940 31.201995849609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19985 941 31.185489654541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8133 942 31.1732177734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12922 943 31.126832962036133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5477 944 31.120967864990234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17084 945 31.09787940979004 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22580 946 31.060405731201172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 489 947 31.049701690673828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13037 948 31.04517936706543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10529 949 31.040111541748047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3312 950 31.029296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15750 951 31.02448844909668 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11523 952 31.020896911621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14313 953 31.000675201416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7996 954 30.997032165527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 10855 955 30.991037368774414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14573 956 30.972381591796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18835 957 30.949283599853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21531 958 30.92987823486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13341 959 30.89800453186035 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15103 960 30.897083282470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 6887 961 30.89621925354004 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13415 962 30.877132415771484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21682 963 30.870361328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19732 964 30.844120025634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 14977 965 30.831920623779297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 9675 966 30.807273864746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22886 967 30.789119720458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17771 968 30.786602020263672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 1150 969 30.74549674987793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7994 970 30.744709014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7999 971 30.744709014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 8001 972 30.744709014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15671 973 30.738950729370117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15425 974 30.73519515991211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 23413 975 30.7163143157959 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 13003 976 30.69062614440918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16535 977 30.684568405151367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 974 978 30.66452407836914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 15492 979 30.66138458251953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 3736 980 30.65654754638672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12936 981 30.63829231262207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 22650 982 30.625560760498047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12891 983 30.607830047607422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 19821 984 30.607330322265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21526 985 30.57255744934082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17983 986 30.56862449645996 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 17028 987 30.563091278076172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21140 988 30.552486419677734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12929 989 30.53984832763672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 21731 990 30.53605079650879 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12930 991 30.524471282958984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12452 992 30.508647918701172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18909 993 30.476640701293945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 12934 994 30.45301055908203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 16932 995 30.44234848022461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 5018 996 30.424711227416992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 7855 997 30.42443084716797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 11386 998 30.42241859436035 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 18284 999 30.411972045898438 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_first_kind_5.json Q0 20791 1000 30.37131118774414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17904 1 120.14350128173828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3806 2 105.67900085449219 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20117 3 88.77224731445312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1102 4 76.09290313720703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10017 5 72.05895233154297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8003 6 71.7065200805664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15420 7 71.14923095703125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1103 8 68.57354736328125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1097 9 68.12825012207031 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2650 10 68.0184097290039 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6537 11 67.07331085205078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17742 12 65.99087524414062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1081 13 65.97467041015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4821 14 64.82804107666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9188 15 64.16425323486328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1094 16 62.8531494140625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11514 17 62.31171417236328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17777 18 62.20966720581055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17987 19 61.09813690185547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7609 20 60.873321533203125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14662 21 59.14091491699219 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6809 22 59.126182556152344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12234 23 57.59553527832031 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1082 24 57.52793502807617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1191 25 57.244720458984375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19860 26 57.196720123291016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2807 27 57.047245025634766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17421 28 56.88022232055664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 473 29 56.471900939941406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5684 30 56.16165542602539 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15103 31 55.61840057373047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20543 32 54.63721466064453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17239 33 54.35383605957031 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21567 34 54.34774398803711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17596 35 53.93903350830078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8403 36 53.912288665771484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17338 37 53.81220245361328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4894 38 53.293296813964844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4477 39 53.037418365478516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1180 40 52.64604187011719 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7134 41 52.22377395629883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 531 42 52.087120056152344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13492 43 51.89575958251953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21500 44 51.279693603515625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7132 45 51.22966766357422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17614 46 50.999176025390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17538 47 50.99872970581055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23434 48 50.98468780517578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13517 49 50.59571838378906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5542 50 50.34675598144531 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1032 51 50.24578857421875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15815 52 49.8032341003418 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21176 53 49.680572509765625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14693 54 49.56258010864258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8375 55 49.445823669433594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7627 56 49.397151947021484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22556 57 49.381282806396484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20783 58 48.9864501953125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16673 59 48.89409255981445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23619 60 48.890567779541016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1309 61 48.8516845703125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10366 62 48.76244354248047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1083 63 48.75425720214844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15101 64 48.61993408203125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4829 65 48.41504669189453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15532 66 48.02720642089844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15677 67 48.019935607910156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11354 68 48.014469146728516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18629 69 47.863651275634766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6526 70 47.85177230834961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15687 71 47.20016098022461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7205 72 47.00132369995117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2301 73 46.86395263671875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15537 74 46.68040084838867 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15531 75 46.633026123046875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8471 76 46.1114501953125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13926 77 45.91571807861328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14287 78 45.905174255371094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17910 79 45.77430725097656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17110 80 45.547977447509766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16672 81 45.41640090942383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17752 82 45.21531677246094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18178 83 45.201637268066406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4343 84 45.0003662109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12111 85 44.86865234375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23782 86 44.828365325927734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1108 87 44.711883544921875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5866 88 44.68416976928711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4547 89 44.65489959716797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17922 90 44.365962982177734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4254 91 44.111454010009766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11511 92 43.974571228027344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20539 93 43.87397003173828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11371 94 43.82176971435547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20864 95 43.77884292602539 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17895 96 43.569053649902344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15530 97 43.458831787109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14128 98 43.15017318725586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4255 99 43.09516143798828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15533 100 42.99712371826172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13301 101 42.928794860839844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2339 102 42.914344787597656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4256 103 42.73488998413086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17992 104 42.68755340576172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21558 105 42.66643142700195 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15065 106 42.614749908447266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10199 107 42.59919738769531 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15007 108 42.51909255981445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16063 109 42.27192687988281 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6223 110 42.15861892700195 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21750 111 42.108421325683594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20355 112 41.97795486450195 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8398 113 41.966590881347656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 869 114 41.90850067138672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21383 115 41.876792907714844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15750 116 41.816688537597656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5221 117 41.80354690551758 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17761 118 41.74467468261719 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18466 119 41.72763442993164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12957 120 41.70679473876953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21714 121 41.624507904052734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21712 122 41.62083435058594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17381 123 41.613182067871094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 845 124 41.40886306762695 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17602 125 41.32038497924805 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16327 126 41.128501892089844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15865 127 41.015132904052734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11145 128 40.82304763793945 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2682 129 40.78321838378906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15534 130 40.75830078125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17967 131 40.73311996459961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8140 132 40.669090270996094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1074 133 40.61515426635742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23721 134 40.60438537597656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22831 135 40.59788513183594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5971 136 40.525306701660156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10232 137 40.35683822631836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21577 138 40.164859771728516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6255 139 40.09161376953125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14513 140 40.01836013793945 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16671 141 40.003173828125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18624 142 39.87751388549805 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3584 143 39.83763122558594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10372 144 39.82542037963867 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12694 145 39.6998176574707 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21502 146 39.67494201660156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19708 147 39.63365173339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18308 148 39.61105728149414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10495 149 39.48440170288086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23616 150 39.457176208496094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11586 151 39.37324523925781 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14374 152 39.34267807006836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2 153 39.241363525390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17743 154 39.22283935546875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17517 155 39.19952392578125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18205 156 39.18397903442383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3467 157 39.11328887939453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23745 158 39.09941864013672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14574 159 39.080474853515625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11480 160 39.00952911376953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12229 161 38.9954948425293 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17823 162 38.88490295410156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14298 163 38.843833923339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1324 164 38.63019943237305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21930 165 38.623600006103516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21535 166 38.58020782470703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17444 167 38.537452697753906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12152 168 38.44807434082031 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11513 169 38.38412857055664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19139 170 38.33922576904297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21475 171 38.27202224731445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9987 172 38.20750045776367 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23449 173 38.166534423828125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22240 174 38.07129669189453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17185 175 38.064701080322266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5393 176 38.05060958862305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12750 177 38.022186279296875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1325 178 38.00520324707031 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4893 179 37.957115173339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4548 180 37.915428161621094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17776 181 37.892822265625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21756 182 37.88147735595703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21019 183 37.85942459106445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18500 184 37.852577209472656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15529 185 37.838417053222656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21141 186 37.719879150390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1181 187 37.67256164550781 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17741 188 37.658042907714844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13581 189 37.63833236694336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21579 190 37.52701187133789 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22864 191 37.501766204833984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20140 192 37.48290252685547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20114 193 37.46638870239258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 820 194 37.37464141845703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19622 195 37.26277542114258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5932 196 37.25390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21040 197 37.24094009399414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15852 198 37.222721099853516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15714 199 37.19259262084961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7578 200 37.14410400390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12831 201 37.11192321777344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4359 202 37.07075881958008 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13691 203 37.07036209106445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12752 204 37.01129913330078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11664 205 37.00348663330078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3660 206 36.983375549316406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17986 207 36.93712615966797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14295 208 36.922584533691406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17233 209 36.882469177246094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23411 210 36.87153244018555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15684 211 36.855186462402344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15528 212 36.776405334472656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17924 213 36.73881530761719 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5477 214 36.726226806640625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13340 215 36.65639114379883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23824 216 36.65616989135742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23271 217 36.58607482910156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17762 218 36.57040786743164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17443 219 36.557552337646484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17224 220 36.54696273803711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9567 221 36.498146057128906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2062 222 36.45699691772461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18879 223 36.39194869995117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19985 224 36.31071472167969 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10057 225 36.29075241088867 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21384 226 36.27044677734375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18344 227 36.24403762817383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21595 228 36.11228561401367 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21833 229 36.10999298095703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22966 230 36.06861877441406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18726 231 36.00102615356445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20862 232 35.99073028564453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22235 233 35.91754150390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21379 234 35.846683502197266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21738 235 35.843544006347656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5904 236 35.69187927246094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17968 237 35.66535186767578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7498 238 35.66285705566406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18038 239 35.64593505859375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20224 240 35.6444206237793 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17971 241 35.63776397705078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12224 242 35.634422302246094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15527 243 35.61068344116211 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16244 244 35.594818115234375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17970 245 35.584407806396484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13040 246 35.565006256103516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11478 247 35.54795837402344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17763 248 35.44154357910156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14925 249 35.4384765625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11818 250 35.4364128112793 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17755 251 35.33263397216797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6904 252 35.251705169677734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17183 253 35.188316345214844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18033 254 35.16897964477539 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21737 255 35.112037658691406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5118 256 35.094730377197266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14269 257 35.069847106933594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19126 258 35.0008430480957 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14053 259 34.95542907714844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22656 260 34.89168930053711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2464 261 34.86808776855469 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2648 262 34.845420837402344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4790 263 34.839271545410156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17977 264 34.816978454589844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1098 265 34.79491424560547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11472 266 34.767555236816406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22973 267 34.68031311035156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20828 268 34.671363830566406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15298 269 34.65406036376953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21593 270 34.601905822753906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6740 271 34.59584045410156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21731 272 34.583251953125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7272 273 34.563079833984375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9091 274 34.55711364746094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14516 275 34.53340148925781 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23433 276 34.51879119873047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19974 277 34.514686584472656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21571 278 34.50238800048828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17518 279 34.50156021118164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10990 280 34.47992706298828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15540 281 34.455318450927734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14078 282 34.45225143432617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13392 283 34.41874694824219 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22191 284 34.389686584472656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11387 285 34.33448791503906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18808 286 34.33156204223633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7415 287 34.287296295166016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3569 288 34.27881622314453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17897 289 34.25663757324219 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20977 290 34.23860549926758 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9558 291 34.220951080322266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21529 292 34.134700775146484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13466 293 34.030723571777344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20730 294 34.01597213745117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9936 295 33.95254898071289 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17947 296 33.936737060546875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14848 297 33.898502349853516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23170 298 33.856441497802734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15979 299 33.76792526245117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23683 300 33.762229919433594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20542 301 33.76213836669922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19836 302 33.722293853759766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14017 303 33.676856994628906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12415 304 33.652099609375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17994 305 33.650360107421875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23097 306 33.63897705078125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15605 307 33.616607666015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8542 308 33.59815216064453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23517 309 33.57719039916992 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19848 310 33.573455810546875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4004 311 33.55465316772461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14067 312 33.5489501953125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11276 313 33.54591369628906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16600 314 33.545814514160156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7446 315 33.521995544433594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22548 316 33.42258071899414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19693 317 33.420387268066406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5738 318 33.3867301940918 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23493 319 33.380043029785156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21749 320 33.376190185546875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15337 321 33.35948181152344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13984 322 33.35605239868164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20816 323 33.35193634033203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18609 324 33.339115142822266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20861 325 33.28038787841797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12085 326 33.238365173339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18674 327 33.21873474121094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 877 328 33.207862854003906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19412 329 33.18547821044922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 627 330 33.16598129272461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12222 331 33.110595703125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17042 332 33.10990524291992 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18508 333 33.10791778564453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15177 334 33.098209381103516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11353 335 33.060569763183594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1566 336 33.05488204956055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11406 337 33.0384635925293 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22543 338 33.01683044433594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22231 339 33.00393295288086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17601 340 32.97962951660156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13453 341 32.97639083862305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16986 342 32.966609954833984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17084 343 32.94964599609375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11912 344 32.94825744628906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2049 345 32.9398307800293 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20761 346 32.93041229248047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14013 347 32.907569885253906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12519 348 32.894203186035156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4872 349 32.858699798583984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11004 350 32.84162139892578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11002 351 32.76225662231445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 868 352 32.73602294921875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18777 353 32.72101974487305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14357 354 32.701290130615234 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12084 355 32.66170883178711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22616 356 32.651390075683594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21510 357 32.60990905761719 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19692 358 32.60343551635742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17404 359 32.5885124206543 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10346 360 32.586387634277344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6044 361 32.57228088378906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15985 362 32.561737060546875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13167 363 32.55928039550781 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10745 364 32.539146423339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16325 365 32.49940490722656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 466 366 32.4431037902832 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10806 367 32.43050765991211 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21527 368 32.39556121826172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22824 369 32.35244369506836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17896 370 32.31177520751953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10380 371 32.27389144897461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11407 372 32.25547409057617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 319 373 32.20235061645508 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17750 374 32.19422149658203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21342 375 32.1870002746582 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21568 376 32.17226791381836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12986 377 32.152217864990234 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19983 378 32.15143585205078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16055 379 32.12807083129883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10686 380 32.09883117675781 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17627 381 32.08707046508789 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14285 382 32.060970306396484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16620 383 31.988561630249023 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21378 384 31.946401596069336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10369 385 31.942506790161133 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5615 386 31.942054748535156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20358 387 31.913793563842773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9892 388 31.877405166625977 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18590 389 31.85559844970703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17626 390 31.84442901611328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16034 391 31.803768157958984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17620 392 31.778915405273438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17160 393 31.757211685180664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3077 394 31.71999740600586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16326 395 31.704368591308594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13037 396 31.687402725219727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22651 397 31.65680503845215 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16570 398 31.640125274658203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20865 399 31.572021484375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 453 400 31.55889129638672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16058 401 31.54395866394043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 974 402 31.536653518676758 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4456 403 31.526277542114258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14036 404 31.516284942626953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23430 405 31.499231338500977 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11597 406 31.495540618896484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1085 407 31.482450485229492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21542 408 31.43872833251953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4098 409 31.436180114746094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17919 410 31.435712814331055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17600 411 31.419601440429688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7128 412 31.38756561279297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8834 413 31.38572883605957 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22469 414 31.38132667541504 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3790 415 31.37002182006836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21885 416 31.361801147460938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18646 417 31.314929962158203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18218 418 31.25102996826172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17154 419 31.193422317504883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12770 420 31.19283676147461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9617 421 31.192737579345703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5018 422 31.189197540283203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15091 423 31.187633514404297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18520 424 31.147193908691406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12871 425 31.140758514404297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12547 426 31.111326217651367 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18727 427 31.11124038696289 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18812 428 31.083314895629883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17965 429 31.019390106201172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11840 430 31.01209259033203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16790 431 31.010635375976562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23532 432 31.002758026123047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11331 433 30.988590240478516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13920 434 30.91244125366211 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17943 435 30.90435791015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10176 436 30.88912010192871 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15166 437 30.88558578491211 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6438 438 30.881919860839844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19690 439 30.85860252380371 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7856 440 30.848682403564453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18177 441 30.829099655151367 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22781 442 30.792497634887695 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22657 443 30.69891357421875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22658 444 30.692569732666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12114 445 30.677082061767578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 623 446 30.67500114440918 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14107 447 30.665817260742188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13904 448 30.657716751098633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13908 449 30.657716751098633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23298 450 30.615901947021484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7798 451 30.570037841796875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17934 452 30.561201095581055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21695 453 30.525846481323242 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15535 454 30.516239166259766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17604 455 30.513355255126953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21787 456 30.506729125976562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11650 457 30.48581314086914 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15033 458 30.481082916259766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12072 459 30.47572898864746 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15926 460 30.459552764892578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18305 461 30.453815460205078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15800 462 30.452739715576172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1099 463 30.441509246826172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21272 464 30.44107437133789 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15102 465 30.436386108398438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7448 466 30.416616439819336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16724 467 30.403892517089844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15791 468 30.388736724853516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8031 469 30.357887268066406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18432 470 30.34972381591797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12921 471 30.308595657348633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18675 472 30.301645278930664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9680 473 30.25237464904785 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11541 474 30.251609802246094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1483 475 30.22820472717285 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18644 476 30.215333938598633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17158 477 30.208446502685547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14424 478 30.17963409423828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18811 479 30.1619815826416 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5791 480 30.15727996826172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16728 481 30.143674850463867 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1150 482 30.125350952148438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21666 483 30.12047004699707 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17949 484 30.120208740234375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11393 485 30.113601684570312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18774 486 30.108932495117188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23413 487 30.104141235351562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17993 488 30.10032844543457 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4915 489 30.03462028503418 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4919 490 30.03462028503418 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22644 491 30.023746490478516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6810 492 30.01784324645996 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6811 493 30.01784324645996 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6486 494 30.00956916809082 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14840 495 29.95481300354004 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18683 496 29.942005157470703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12754 497 29.934865951538086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11644 498 29.93181037902832 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17990 499 29.9261417388916 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9566 500 29.920351028442383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18689 501 29.919485092163086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18684 502 29.910945892333984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6812 503 29.899877548217773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10304 504 29.89340591430664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21573 505 29.893028259277344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18187 506 29.893024444580078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9221 507 29.872257232666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19111 508 29.82244873046875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11239 509 29.81630516052246 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18022 510 29.812644958496094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15801 511 29.78244400024414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12696 512 29.7769718170166 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22659 513 29.773941040039062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1182 514 29.755252838134766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14629 515 29.725170135498047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15106 516 29.7186279296875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11401 517 29.715343475341797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21389 518 29.689617156982422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17426 519 29.684972763061523 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6257 520 29.674455642700195 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6524 521 29.660018920898438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3223 522 29.64373779296875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17366 523 29.63973045349121 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22660 524 29.635814666748047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21369 525 29.618358612060547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17515 526 29.617189407348633 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11396 527 29.615676879882812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21020 528 29.605018615722656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2060 529 29.601131439208984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17908 530 29.582015991210938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3310 531 29.573062896728516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14935 532 29.559316635131836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 589 533 29.549551010131836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5623 534 29.544631958007812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 837 535 29.51025390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18511 536 29.502079010009766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17905 537 29.48821258544922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14418 538 29.470138549804688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14754 539 29.453516006469727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18903 540 29.453201293945312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22754 541 29.451082229614258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16827 542 29.43514060974121 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4736 543 29.430482864379883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11574 544 29.40587615966797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18532 545 29.399913787841797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17043 546 29.397645950317383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5163 547 29.392051696777344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15004 548 29.380069732666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21747 549 29.373992919921875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 140 550 29.360748291015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21522 551 29.356536865234375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9676 552 29.34395980834961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11573 553 29.33849334716797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3441 554 29.315229415893555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17162 555 29.312667846679688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22580 556 29.30710220336914 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23655 557 29.25587272644043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12859 558 29.243755340576172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9927 559 29.242149353027344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7055 560 29.238916397094727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20121 561 29.22075653076172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10849 562 29.212196350097656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23456 563 29.208049774169922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23445 564 29.205028533935547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15385 565 29.20189666748047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18954 566 29.185367584228516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4658 567 29.15016746520996 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21556 568 29.143680572509766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13345 569 29.140762329101562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11582 570 29.114761352539062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4969 571 29.102985382080078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5839 572 29.102985382080078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5045 573 29.10082244873047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10804 574 29.100297927856445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17475 575 29.097707748413086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12685 576 29.077516555786133 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18017 577 29.06963348388672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14428 578 29.05731773376465 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16036 579 29.046096801757812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22956 580 29.043315887451172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23719 581 28.957996368408203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17984 582 28.957237243652344 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8279 583 28.939472198486328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14047 584 28.920181274414062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14199 585 28.919872283935547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10494 586 28.91391372680664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13671 587 28.910736083984375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19338 588 28.89461326599121 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1987 589 28.88139533996582 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5233 590 28.876163482666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12346 591 28.845754623413086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21829 592 28.841306686401367 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13343 593 28.836729049682617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23703 594 28.8359432220459 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11360 595 28.804067611694336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11469 596 28.796476364135742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21376 597 28.791772842407227 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6101 598 28.78326416015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6429 599 28.780731201171875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12153 600 28.7764949798584 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22029 601 28.76799774169922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22392 602 28.767126083374023 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15956 603 28.741195678710938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17478 604 28.730491638183594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10965 605 28.707792282104492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11750 606 28.707651138305664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13709 607 28.70362663269043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21532 608 28.69162940979004 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14371 609 28.689146041870117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11616 610 28.678457260131836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14015 611 28.658525466918945 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10591 612 28.624013900756836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14996 613 28.605491638183594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5048 614 28.601613998413086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21281 615 28.590194702148438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10010 616 28.58995819091797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20885 617 28.587158203125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12244 618 28.583114624023438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15097 619 28.55816650390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9047 620 28.552135467529297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7718 621 28.542055130004883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5047 622 28.540069580078125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4346 623 28.504161834716797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14701 624 28.498023986816406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6573 625 28.497705459594727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8404 626 28.48358154296875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23618 627 28.472198486328125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22464 628 28.46563720703125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17769 629 28.445600509643555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 818 630 28.416046142578125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19125 631 28.409442901611328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20537 632 28.40238380432129 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23609 633 28.361927032470703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11578 634 28.355146408081055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17931 635 28.351505279541016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 985 636 28.326923370361328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18645 637 28.326793670654297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18694 638 28.316448211669922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20550 639 28.31423568725586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13864 640 28.31329345703125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11580 641 28.301956176757812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15464 642 28.299461364746094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3461 643 28.27021598815918 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10477 644 28.268661499023438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12618 645 28.250185012817383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20440 646 28.22970199584961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10448 647 28.21628761291504 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17489 648 28.203413009643555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13540 649 28.196456909179688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17615 650 28.178178787231445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22868 651 28.146337509155273 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12150 652 28.135162353515625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12083 653 28.09815788269043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21763 654 28.07916259765625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11577 655 28.02722930908203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17606 656 28.003252029418945 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20020 657 27.99677085876465 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5219 658 27.978801727294922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10766 659 27.968032836914062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1187 660 27.959991455078125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11415 661 27.957157135009766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18648 662 27.916677474975586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15508 663 27.892850875854492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17906 664 27.886911392211914 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14051 665 27.87841796875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19981 666 27.850675582885742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14989 667 27.848360061645508 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19132 668 27.840612411499023 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23666 669 27.837425231933594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10137 670 27.83598518371582 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10581 671 27.811355590820312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5427 672 27.807289123535156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13154 673 27.804000854492188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10566 674 27.789270401000977 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1184 675 27.77939224243164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1190 676 27.77939224243164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22812 677 27.77487564086914 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17733 678 27.72744369506836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18655 679 27.712310791015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15583 680 27.707300186157227 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17165 681 27.628681182861328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12697 682 27.618942260742188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 555 683 27.575279235839844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13586 684 27.570714950561523 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20785 685 27.568939208984375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21757 686 27.545513153076172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10379 687 27.519441604614258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21374 688 27.508041381835938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8734 689 27.507736206054688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1119 690 27.50627326965332 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17462 691 27.49798583984375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18042 692 27.451032638549805 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19318 693 27.444303512573242 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22620 694 27.433561325073242 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12220 695 27.431251525878906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12689 696 27.429916381835938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7071 697 27.419170379638672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12082 698 27.393774032592773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 39 699 27.386966705322266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11814 700 27.386329650878906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12461 701 27.365257263183594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17907 702 27.360939025878906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16690 703 27.360740661621094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2460 704 27.34805679321289 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20919 705 27.338354110717773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13212 706 27.33575439453125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 525 707 27.33164405822754 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10802 708 27.31755256652832 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22802 709 27.315004348754883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20622 710 27.312585830688477 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17393 711 27.28481674194336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10658 712 27.26020050048828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14040 713 27.24970817565918 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14816 714 27.248729705810547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20030 715 27.24602699279785 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11797 716 27.2208309173584 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16061 717 27.211151123046875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11250 718 27.21043586730957 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21002 719 27.20058822631836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22246 720 27.191219329833984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21551 721 27.1854248046875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 175 722 27.175220489501953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11576 723 27.15892219543457 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15632 724 27.146390914916992 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18688 725 27.139892578125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11144 726 27.13873291015625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1086 727 27.123945236206055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1847 728 27.07387924194336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7900 729 27.041046142578125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15622 730 27.03455352783203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17407 731 27.03412628173828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15799 732 27.03266143798828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16993 733 27.028854370117188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14512 734 27.027448654174805 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10384 735 27.017288208007812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18614 736 26.947589874267578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2864 737 26.930496215820312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13337 738 26.916236877441406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10485 739 26.897830963134766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13614 740 26.886032104492188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12868 741 26.867517471313477 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10218 742 26.863826751708984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 47 743 26.84467315673828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14977 744 26.792922973632812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23307 745 26.786405563354492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17978 746 26.77740478515625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16509 747 26.767200469970703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17106 748 26.76605224609375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12177 749 26.763607025146484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13156 750 26.758621215820312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17929 751 26.756999969482422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10374 752 26.741235733032227 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13985 753 26.7313175201416 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11651 754 26.700382232666016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12246 755 26.687639236450195 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12546 756 26.683137893676758 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23692 757 26.658287048339844 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13152 758 26.64713478088379 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5902 759 26.640213012695312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15536 760 26.640151977539062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14958 761 26.621734619140625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12221 762 26.60352897644043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13615 763 26.603418350219727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21561 764 26.6005916595459 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15892 765 26.59356117248535 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5671 766 26.590452194213867 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18904 767 26.58332633972168 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12074 768 26.555736541748047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13226 769 26.542156219482422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11585 770 26.507991790771484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22178 771 26.50191307067871 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7857 772 26.500831604003906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13700 773 26.47864532470703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14447 774 26.473175048828125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22503 775 26.464832305908203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5313 776 26.46095085144043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17071 777 26.460262298583984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22813 778 26.44432258605957 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17312 779 26.442506790161133 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19317 780 26.429088592529297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21569 781 26.422494888305664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5844 782 26.40298843383789 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15585 783 26.394372940063477 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16006 784 26.37877082824707 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17764 785 26.365047454833984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10004 786 26.34556770324707 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5871 787 26.343425750732422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22653 788 26.342174530029297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22991 789 26.337583541870117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15087 790 26.32862663269043 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21917 791 26.328388214111328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13255 792 26.30215072631836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12880 793 26.30133819580078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13924 794 26.298086166381836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4933 795 26.29667091369629 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20765 796 26.279766082763672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13054 797 26.276466369628906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17311 798 26.254335403442383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10376 799 26.249364852905273 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10371 800 26.248188018798828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17301 801 26.244415283203125 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17901 802 26.24002456665039 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12116 803 26.227766036987305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22251 804 26.224828720092773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9269 805 26.22482681274414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15333 806 26.214420318603516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22292 807 26.211332321166992 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12648 808 26.205337524414062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15626 809 26.19547462463379 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15787 810 26.184680938720703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8087 811 26.1800537109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15428 812 26.17470359802246 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21549 813 26.163362503051758 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15162 814 26.16013526916504 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21576 815 26.154159545898438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 173 816 26.15005111694336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22690 817 26.147193908691406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20715 818 26.123680114746094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10456 819 26.120311737060547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20650 820 26.116640090942383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17719 821 26.104373931884766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13549 822 26.095741271972656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17052 823 26.09542465209961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4101 824 26.087934494018555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19108 825 26.074872970581055 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5625 826 26.073986053466797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8610 827 26.06443214416504 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18146 828 26.062726974487305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17928 829 26.05270767211914 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 430 830 26.026809692382812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15100 831 26.01869010925293 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5916 832 26.010385513305664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15172 833 25.991426467895508 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16030 834 25.968769073486328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18388 835 25.962604522705078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18528 836 25.953693389892578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23461 837 25.92416763305664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2884 838 25.922298431396484 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22504 839 25.90874481201172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14536 840 25.908708572387695 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12985 841 25.89958381652832 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12176 842 25.893173217773438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19138 843 25.878421783447266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13907 844 25.86578941345215 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15345 845 25.860702514648438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23826 846 25.841644287109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8461 847 25.83898162841797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13911 848 25.803436279296875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14037 849 25.78179931640625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3286 850 25.777584075927734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21594 851 25.772850036621094 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5003 852 25.75875473022461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20806 853 25.744321823120117 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12917 854 25.736186981201172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17746 855 25.735986709594727 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3193 856 25.701290130615234 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20986 857 25.68646812438965 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3844 858 25.682815551757812 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21525 859 25.667959213256836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7318 860 25.66738510131836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20860 861 25.637069702148438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16729 862 25.625076293945312 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14877 863 25.61956787109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11127 864 25.613569259643555 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11416 865 25.600509643554688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15068 866 25.59798240661621 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19953 867 25.59156036376953 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15643 868 25.582826614379883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7731 869 25.563465118408203 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 816 870 25.558420181274414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20632 871 25.52779769897461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17756 872 25.518861770629883 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20362 873 25.51858139038086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14417 874 25.516868591308594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12984 875 25.50299835205078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2825 876 25.492229461669922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17322 877 25.482717514038086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6688 878 25.480266571044922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18725 879 25.475143432617188 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23837 880 25.464576721191406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1113 881 25.462345123291016 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21289 882 25.45937728881836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18605 883 25.442607879638672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17884 884 25.42491912841797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11581 885 25.411571502685547 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18498 886 25.400794982910156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20980 887 25.396995544433594 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19980 888 25.365009307861328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15788 889 25.3582820892334 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21544 890 25.354032516479492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19990 891 25.353553771972656 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21018 892 25.34579086303711 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8082 893 25.34148597717285 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21530 894 25.33180046081543 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14046 895 25.316041946411133 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15824 896 25.312997817993164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14846 897 25.307575225830078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 402 898 25.30475616455078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19907 899 25.27665901184082 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10989 900 25.26711082458496 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17632 901 25.265609741210938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20787 902 25.258808135986328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 854 903 25.256948471069336 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7799 904 25.25348663330078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16252 905 25.23921775817871 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17974 906 25.235084533691406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12089 907 25.234630584716797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11479 908 25.22471809387207 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19634 909 25.210634231567383 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17623 910 25.204843521118164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18953 911 25.203628540039062 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21036 912 25.194992065429688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13902 913 25.189359664916992 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11510 914 25.187480926513672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1354 915 25.18606185913086 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9963 916 25.180801391601562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21370 917 25.176986694335938 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 592 918 25.172698974609375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16519 919 25.162656784057617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17186 920 25.160160064697266 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15290 921 25.154945373535156 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22891 922 25.148672103881836 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16323 923 25.13839340209961 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 575 924 25.112672805786133 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21534 925 25.107280731201172 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6214 926 25.091856002807617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22307 927 25.07367515563965 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19926 928 25.048664093017578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23488 929 25.03740692138672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 12065 930 25.032482147216797 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16666 931 25.024066925048828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14976 932 25.02014923095703 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18816 933 25.015933990478516 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14678 934 25.01227569580078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13585 935 25.007492065429688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21611 936 25.006683349609375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17641 937 25.00560760498047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10398 938 24.9786319732666 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21271 939 24.93223762512207 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23368 940 24.910436630249023 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 7130 941 24.899578094482422 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16368 942 24.878524780273438 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11381 943 24.877912521362305 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11641 944 24.86844825744629 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15642 945 24.865089416503906 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 9242 946 24.86013412475586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6143 947 24.853515625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18307 948 24.848854064941406 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 6229 949 24.835601806640625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15861 950 24.823165893554688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17507 951 24.820220947265625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11484 952 24.817684173583984 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18795 953 24.793432235717773 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21662 954 24.791223526000977 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14832 955 24.790767669677734 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16060 956 24.769775390625 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2288 957 24.768095016479492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20916 958 24.767013549804688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10938 959 24.757709503173828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10182 960 24.753887176513672 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23529 961 24.748260498046875 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22401 962 24.74805450439453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 2479 963 24.723651885986328 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17817 964 24.708993911743164 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 16003 965 24.69430160522461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17774 966 24.69418716430664 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20868 967 24.69084358215332 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10791 968 24.690471649169922 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 10324 969 24.679716110229492 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21300 970 24.674516677856445 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1364 971 24.672992706298828 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11003 972 24.662996292114258 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 11798 973 24.66044044494629 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5011 974 24.650516510009766 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 23436 975 24.64900016784668 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13688 976 24.6414852142334 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19695 977 24.62868881225586 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18807 978 24.604629516601562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 15342 979 24.595550537109375 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 1189 980 24.588703155517578 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13901 981 24.587295532226562 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17514 982 24.58442497253418 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19040 983 24.57604217529297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 21280 984 24.57463264465332 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22015 985 24.569293975830078 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 4901 986 24.56271743774414 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 8986 987 24.562084197998047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18978 988 24.556957244873047 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 14176 989 24.555635452270508 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17991 990 24.55003547668457 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 19939 991 24.54526710510254 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18518 992 24.52233123779297 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 5037 993 24.521787643432617 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 17259 994 24.51963233947754 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 13906 995 24.51569938659668 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 22109 996 24.511808395385742 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18690 997 24.506641387939453 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 18861 998 24.504318237304688 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 20532 999 24.48922348022461 bm25_gpt4
TheoremQA_maxku/ipnetwork13-hammingdist.json Q0 3098 1000 24.485248565673828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18400 1 92.56776428222656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14298 2 89.0163345336914 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9188 3 85.96726989746094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14091 4 85.20838165283203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20779 5 77.33589935302734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2807 6 73.86882019042969 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13907 7 71.23418426513672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21776 8 70.91194915771484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13904 9 70.59264373779297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4343 10 70.55045318603516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5436 11 70.00540924072266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23315 12 69.99431610107422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8003 13 68.24937438964844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10001 14 68.13584899902344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17239 15 67.35216522216797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13555 16 67.21171569824219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13906 17 67.05015563964844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5488 18 66.99024963378906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14015 19 66.76050567626953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20783 20 66.05450439453125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1329 21 66.02912139892578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13905 22 65.56651306152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5317 23 65.5029296875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1309 24 65.39776611328125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22598 25 64.17272186279297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15177 26 63.975318908691406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23313 27 63.15413284301758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14708 28 63.00231170654297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23618 29 62.77375030517578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15065 30 62.50019073486328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19093 31 62.47791290283203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 985 32 62.454620361328125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16401 33 61.709022521972656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3584 34 60.835235595703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13504 35 60.61356735229492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12648 36 60.43007278442383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1857 37 59.59953308105469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9983 38 59.35164260864258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14547 39 58.910926818847656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16402 40 58.64027404785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17538 41 58.518733978271484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14712 42 58.4137077331543 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19875 43 58.294654846191406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5933 44 57.987083435058594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12566 45 57.87044143676758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16796 46 57.71449661254883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7878 47 57.2800407409668 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14662 48 57.167686462402344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11571 49 56.956581115722656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22183 50 56.936920166015625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4688 51 56.743324279785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14538 52 56.45704650878906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21176 53 56.03272247314453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22775 54 55.91986083984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23411 55 55.838714599609375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19853 56 55.721160888671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17904 57 55.5854377746582 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15169 58 55.45392990112305 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17326 59 55.33270263671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13122 60 55.07752227783203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5477 61 54.717472076416016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13842 62 54.65046691894531 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22051 63 54.588993072509766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15750 64 54.507667541503906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4933 65 54.48604202270508 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8080 66 54.402496337890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20129 67 54.2950553894043 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20982 68 54.27068328857422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4894 69 54.10170364379883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2658 70 53.96531295776367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1230 71 53.746681213378906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18398 72 53.57445526123047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15687 73 53.43544387817383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17823 74 53.41765594482422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11136 75 53.218719482421875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15068 76 52.827945709228516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18674 77 52.64404296875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11127 78 52.60234069824219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23683 79 52.51231384277344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2464 80 52.427947998046875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13985 81 52.355289459228516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5916 82 52.06670379638672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15170 83 52.063812255859375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5198 84 51.938114166259766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14539 85 51.813880920410156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3718 86 51.69932556152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16543 87 51.67229461669922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18283 88 51.606143951416016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22556 89 51.481109619140625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13036 90 51.328094482421875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14374 91 51.291595458984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23314 92 51.114112854003906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17874 93 51.010108947753906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16389 94 50.992340087890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8209 95 50.982177734375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12704 96 50.77501678466797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22065 97 50.734893798828125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6255 98 50.59437942504883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2049 99 50.57819747924805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10250 100 50.31985855102539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9985 101 50.29966354370117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11541 102 50.06654739379883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7609 103 50.055564880371094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1987 104 49.96368408203125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14369 105 49.92142868041992 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14098 106 49.823360443115234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13911 107 49.782772064208984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14085 108 49.63032150268555 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20819 109 49.60840606689453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12234 110 49.582210540771484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4736 111 49.55033493041992 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14296 112 49.45592498779297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5501 113 49.26837921142578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11831 114 49.22584915161133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11904 115 49.153106689453125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13908 116 49.113895416259766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14665 117 49.08754348754883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16519 118 48.904136657714844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16244 119 48.851470947265625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20131 120 48.58462905883789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8210 121 48.57273864746094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9735 122 48.43871307373047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10847 123 48.2587890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8398 124 48.23375701904297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17185 125 48.23289489746094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 148 126 48.02385330200195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6776 127 48.00581359863281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15493 128 47.87239456176758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7753 129 47.803199768066406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14128 130 47.77517318725586 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19872 131 47.748382568359375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2213 132 47.71257781982422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 597 133 47.707679748535156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4402 134 47.69468688964844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13356 135 47.63932418823242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15171 136 47.63047409057617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13517 137 47.619747161865234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19890 138 47.597862243652344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1446 139 47.53124237060547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13123 140 47.49974822998047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1113 141 47.477500915527344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21690 142 47.395782470703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16672 143 47.375938415527344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7877 144 47.354434967041016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11548 145 47.333316802978516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23323 146 47.28067398071289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19821 147 47.24550247192383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13040 148 47.16929626464844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17443 149 47.165653228759766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11591 150 47.15180206298828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15060 151 47.06818389892578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17533 152 47.019378662109375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13105 153 47.0050163269043 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22831 154 46.71109390258789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23782 155 46.56207275390625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11549 156 46.53617858886719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16174 157 46.516448974609375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22580 158 46.33100128173828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20125 159 46.277122497558594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22187 160 46.271419525146484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17234 161 46.09811782836914 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12767 162 45.90916442871094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12939 163 45.882232666015625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 47 164 45.79604721069336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16892 165 45.723087310791016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1809 166 45.67374038696289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2390 167 45.60935592651367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14700 168 45.60846710205078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8471 169 45.604312896728516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11132 170 45.59562683105469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6486 171 45.59242630004883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5312 172 45.59100341796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13910 173 45.552486419677734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13121 174 45.54233169555664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12940 175 45.50059127807617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9987 176 45.45804977416992 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11442 177 45.37297058105469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9988 178 45.363059997558594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11347 179 45.2930908203125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21787 180 45.255252838134766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23321 181 45.24222183227539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7615 182 45.242088317871094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4790 183 45.201751708984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12283 184 44.969757080078125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15166 185 44.966835021972656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13923 186 44.939449310302734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13642 187 44.873191833496094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10312 188 44.797760009765625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15633 189 44.73405075073242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17632 190 44.70478820800781 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2271 191 44.69035339355469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8132 192 44.62775421142578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18397 193 44.489749908447266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18042 194 44.40178298950195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20818 195 44.36695098876953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22749 196 44.33171844482422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2851 197 44.32831573486328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18538 198 44.32242965698242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15868 199 44.1405143737793 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23406 200 44.106685638427734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11008 201 44.088802337646484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13909 202 44.01776885986328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2774 203 43.880977630615234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10013 204 43.82392501831055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7701 205 43.73124313354492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1778 206 43.70551300048828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18146 207 43.63771438598633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2211 208 43.6134147644043 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18399 209 43.596187591552734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4698 210 43.550662994384766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15714 211 43.54835510253906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9984 212 43.5374755859375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 877 213 43.4990234375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11804 214 43.49530792236328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15059 215 43.256256103515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5009 216 43.189022064208984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14663 217 43.18349838256836 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13337 218 43.16722869873047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12433 219 43.127899169921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6537 220 43.12443542480469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 463 221 43.104305267333984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22715 222 43.0313720703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17421 223 43.007232666015625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16675 224 42.9927864074707 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11128 225 42.89017105102539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7831 226 42.80579376220703 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22565 227 42.776283264160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11118 228 42.756290435791016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21271 229 42.70447540283203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3281 230 42.59192657470703 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17357 231 42.57416534423828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4182 232 42.55290222167969 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10854 233 42.53392791748047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3163 234 42.51243591308594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14701 235 42.457984924316406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9680 236 42.41122817993164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17259 237 42.375343322753906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15887 238 42.35875701904297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8792 239 42.25944900512695 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3600 240 42.203121185302734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19812 241 42.14179611206055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10690 242 42.1014404296875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16737 243 42.0189208984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14461 244 42.01885223388672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6607 245 41.97964859008789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19658 246 41.97692108154297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10372 247 41.96974182128906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19887 248 41.96815490722656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10691 249 41.951725006103516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9977 250 41.9315299987793 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13691 251 41.931087493896484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2147 252 41.92704391479492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13226 253 41.92368698120117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17096 254 41.91533660888672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11401 255 41.86256408691406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 473 256 41.818355560302734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14078 257 41.73833084106445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2650 258 41.686058044433594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 461 259 41.6761474609375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12760 260 41.66847229003906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14709 261 41.65695571899414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11160 262 41.64784622192383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12244 263 41.52878952026367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11428 264 41.50899124145508 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21611 265 41.46495056152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1039 266 41.422889709472656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5502 267 41.335086822509766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17444 268 41.290443420410156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12770 269 41.275306701660156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10591 270 41.27388000488281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22776 271 41.21635437011719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16384 272 41.196563720703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12502 273 41.177520751953125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15200 274 41.1567497253418 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18104 275 41.14182662963867 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11664 276 41.105716705322266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8139 277 41.096717834472656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19092 278 40.98548889160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13492 279 40.91120529174805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19999 280 40.82307434082031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20781 281 40.79627227783203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8819 282 40.78082275390625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20130 283 40.72459030151367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23589 284 40.69536209106445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5480 285 40.69245147705078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21199 286 40.63750076293945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4544 287 40.483314514160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 790 288 40.447662353515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11968 289 40.35281753540039 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1326 290 40.33835983276367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1522 291 40.33172607421875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12441 292 40.30218505859375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5179 293 40.298736572265625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20617 294 40.281314849853516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10942 295 40.19713592529297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21891 296 40.16817855834961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6100 297 40.14881134033203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 149 298 40.12482452392578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14101 299 40.118919372558594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 208 300 40.10226058959961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15045 301 40.09186553955078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23493 302 40.086036682128906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23721 303 40.081886291503906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14811 304 40.00637435913086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23271 305 39.92455291748047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16514 306 39.90788269042969 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18716 307 39.86857604980469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11133 308 39.84822082519531 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6519 309 39.841712951660156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11002 310 39.838462829589844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23540 311 39.75245666503906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5623 312 39.680538177490234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13042 313 39.666542053222656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2086 314 39.66228485107422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12958 315 39.658077239990234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 386 316 39.654640197753906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10855 317 39.635257720947266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16962 318 39.6301155090332 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13382 319 39.63004684448242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1017 320 39.59889221191406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20145 321 39.56669616699219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10837 322 39.521942138671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16400 323 39.506980895996094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10836 324 39.49249267578125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16291 325 39.46684646606445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 854 326 39.463165283203125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17058 327 39.4389533996582 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9972 328 39.4329719543457 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 868 329 39.40956497192383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21886 330 39.37228775024414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 869 331 39.29304885864258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17537 332 39.28981018066406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17110 333 39.27526092529297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16240 334 39.2569580078125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2864 335 39.24338150024414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19877 336 39.20628356933594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18393 337 39.166160583496094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8223 338 39.14606857299805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1094 339 39.14387130737305 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11475 340 39.02785110473633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9053 341 39.00689697265625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11491 342 38.946163177490234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3733 343 38.93461990356445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14471 344 38.90570068359375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17037 345 38.875972747802734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 140 346 38.83872985839844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19899 347 38.83456802368164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10458 348 38.76834487915039 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14664 349 38.757789611816406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22891 350 38.752071380615234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19885 351 38.71965789794922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11117 352 38.68370056152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16368 353 38.68244171142578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22890 354 38.63897705078125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9174 355 38.62324142456055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9242 356 38.55768966674805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23449 357 38.55470275878906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10459 358 38.53705596923828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10469 359 38.51963424682617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3496 360 38.49421310424805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21600 361 38.483428955078125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19126 362 38.3697624206543 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14991 363 38.355098724365234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5167 364 38.29209518432617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21593 365 38.275108337402344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1643 366 38.21345901489258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14288 367 38.20311737060547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11789 368 38.18006134033203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16835 369 38.15382385253906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12768 370 38.11814498901367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12957 371 38.096824645996094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13444 372 38.003448486328125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20782 373 37.99690246582031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6278 374 37.984779357910156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6711 375 37.97444152832031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5003 376 37.96397018432617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23330 377 37.94879150390625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 385 378 37.948753356933594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19742 379 37.914371490478516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12024 380 37.90553665161133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7620 381 37.84568405151367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16760 382 37.82386779785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5615 383 37.80621337890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14718 384 37.79707336425781 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19657 385 37.783203125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23250 386 37.773799896240234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8653 387 37.76435089111328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17873 388 37.75377655029297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20816 389 37.67098617553711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4002 390 37.66895294189453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21596 391 37.658714294433594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7577 392 37.65106964111328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16183 393 37.62375259399414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17251 394 37.61692428588867 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19873 395 37.6025505065918 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10217 396 37.52295684814453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15737 397 37.50273895263672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8693 398 37.456573486328125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7402 399 37.436729431152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15455 400 37.401283264160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20775 401 37.33808517456055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20117 402 37.316646575927734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16738 403 37.312767028808594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22654 404 37.311126708984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4697 405 37.3050537109375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16028 406 37.24964141845703 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7644 407 37.209903717041016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6036 408 37.16291809082031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20541 409 37.157257080078125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17507 410 37.14148712158203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21599 411 37.13734817504883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23227 412 37.11524963378906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19860 413 37.11235046386719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14445 414 37.06462860107422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23491 415 37.05686950683594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3047 416 37.048583984375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15191 417 37.04542541503906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20862 418 37.01484680175781 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15677 419 36.9967155456543 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4689 420 36.981224060058594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 335 421 36.97975158691406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12735 422 36.973670959472656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16585 423 36.97344970703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2726 424 36.97166442871094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19889 425 36.96262741088867 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1316 426 36.926063537597656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22186 427 36.91608810424805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1150 428 36.90789031982422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21384 429 36.89722442626953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21385 430 36.85639953613281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8812 431 36.803531646728516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22414 432 36.75677490234375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16716 433 36.740089416503906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17071 434 36.709327697753906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20633 435 36.708457946777344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11405 436 36.68595504760742 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2772 437 36.66830825805664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23270 438 36.641700744628906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14444 439 36.57681655883789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8884 440 36.55893325805664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 912 441 36.55490493774414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15173 442 36.49403762817383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21595 443 36.46141815185547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21269 444 36.455631256103516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14775 445 36.44083786010742 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19970 446 36.37453079223633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14610 447 36.36713409423828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20441 448 36.3553466796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2303 449 36.351192474365234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 741 450 36.33710861206055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15087 451 36.33286666870117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13258 452 36.31126403808594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12694 453 36.28445053100586 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13649 454 36.258033752441406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22881 455 36.25790023803711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15429 456 36.25660705566406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10856 457 36.24532699584961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6475 458 36.23341369628906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11552 459 36.2205924987793 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2301 460 36.165809631347656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9505 461 36.14771270751953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21557 462 36.11603927612305 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14541 463 36.10356140136719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10090 464 36.03737258911133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23608 465 36.02101135253906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14715 466 35.96697998046875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23437 467 35.89608383178711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6487 468 35.89391326904297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11740 469 35.88471221923828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 842 470 35.86861038208008 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19874 471 35.86061096191406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16005 472 35.858665466308594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11539 473 35.77903366088867 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7344 474 35.759971618652344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4526 475 35.75358963012695 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17121 476 35.73991394042969 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9145 477 35.7346305847168 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5750 478 35.716102600097656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18632 479 35.67364501953125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23098 480 35.673240661621094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2420 481 35.66987609863281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19070 482 35.66056823730469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14951 483 35.65900421142578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8316 484 35.63164138793945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11540 485 35.62926483154297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17317 486 35.622467041015625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11586 487 35.582218170166016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21198 488 35.492286682128906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17630 489 35.472816467285156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9986 490 35.450401306152344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13077 491 35.4443244934082 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9520 492 35.439353942871094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15605 493 35.43071365356445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4297 494 35.38423156738281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23309 495 35.36947250366211 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15341 496 35.368778228759766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18744 497 35.35765838623047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8230 498 35.3350944519043 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22732 499 35.330806732177734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15892 500 35.329261779785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5726 501 35.32597732543945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16693 502 35.325897216796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19891 503 35.25019836425781 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20618 504 35.24083709716797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18502 505 35.21657943725586 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9990 506 35.19642639160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 664 507 35.166961669921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14030 508 35.15852737426758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3666 509 35.152217864990234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12974 510 35.14871597290039 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21108 511 35.13070297241211 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22876 512 35.119178771972656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 429 513 35.11894989013672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11004 514 35.11384201049805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13581 515 35.05898666381836 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11120 516 35.05614471435547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15788 517 35.05205535888672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17875 518 35.03913116455078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20780 519 35.01652908325195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17876 520 35.00084686279297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11791 521 34.994876861572266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16673 522 34.96424102783203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15686 523 34.95955276489258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17508 524 34.906150817871094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21613 525 34.903839111328125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20480 526 34.89506530761719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17119 527 34.882179260253906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10455 528 34.849090576171875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19974 529 34.84825134277344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17878 530 34.84772872924805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17098 531 34.79734420776367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6215 532 34.79093551635742 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 114 533 34.74064254760742 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12567 534 34.738407135009766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12693 535 34.72990798950195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15025 536 34.72332000732422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16993 537 34.6728515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13954 538 34.668907165527344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8710 539 34.6640510559082 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13435 540 34.658447265625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1953 541 34.65070343017578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5011 542 34.64815902709961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11116 543 34.58344268798828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2615 544 34.551387786865234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13064 545 34.53963851928711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7405 546 34.51304626464844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 818 547 34.491127014160156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 39 548 34.48759078979492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5478 549 34.483829498291016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15456 550 34.476158142089844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8128 551 34.45806884765625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23532 552 34.4510383605957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14580 553 34.44768142700195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8126 554 34.42827606201172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23607 555 34.4166259765625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10581 556 34.410945892333984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6710 557 34.3752555847168 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17724 558 34.355045318603516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15167 559 34.340354919433594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2122 560 34.29987716674805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17949 561 34.28019714355469 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8834 562 34.2364501953125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11569 563 34.17913055419922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20865 564 34.165199279785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15589 565 34.147029876708984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22896 566 34.14271926879883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5163 567 34.06795120239258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4656 568 34.00395202636719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1585 569 33.991188049316406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17167 570 33.9886360168457 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18529 571 33.98451614379883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21937 572 33.98159408569336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13505 573 33.95773696899414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19888 574 33.95616912841797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13757 575 33.9354133605957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8510 576 33.896934509277344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12752 577 33.86866760253906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18411 578 33.809242248535156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4376 579 33.79994201660156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17155 580 33.79747772216797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17067 581 33.770545959472656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1542 582 33.762840270996094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20504 583 33.6895637512207 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17741 584 33.64532470703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21202 585 33.638607025146484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23362 586 33.608619689941406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15696 587 33.605838775634766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14717 588 33.583824157714844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6524 589 33.58214569091797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11115 590 33.57548522949219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23492 591 33.56789016723633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 509 592 33.55764389038086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6727 593 33.555625915527344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15683 594 33.53940963745117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22655 595 33.50852584838867 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20980 596 33.50386047363281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8087 597 33.49290466308594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5948 598 33.481773376464844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5107 599 33.477516174316406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14109 600 33.46126937866211 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5473 601 33.443180084228516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20715 602 33.43255615234375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4528 603 33.422237396240234 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19983 604 33.421024322509766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1558 605 33.40980529785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10369 606 33.3836555480957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21013 607 33.37333679199219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23359 608 33.36921691894531 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5166 609 33.350608825683594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1378 610 33.34667205810547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11736 611 33.340145111083984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4944 612 33.338348388671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13920 613 33.335594177246094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16036 614 33.33463668823242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12829 615 33.327449798583984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15345 616 33.31697463989258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21666 617 33.29835891723633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23791 618 33.289398193359375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15867 619 33.28781509399414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 581 620 33.26173782348633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12619 621 33.258209228515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22055 622 33.249183654785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20650 623 33.24782180786133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4498 624 33.24687194824219 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14318 625 33.24113082885742 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16570 626 33.18645095825195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5322 627 33.18280029296875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1041 628 33.14546203613281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15902 629 33.12471389770508 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5188 630 33.10086441040039 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5866 631 33.086456298828125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16319 632 33.08339309692383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8914 633 33.076080322265625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22756 634 33.05853271484375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2708 635 33.02418899536133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23170 636 33.00523376464844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23797 637 32.99097442626953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20954 638 32.98591995239258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7502 639 32.974693298339844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16542 640 32.9715690612793 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21196 641 32.950828552246094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14438 642 32.94659423828125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2019 643 32.9340705871582 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22620 644 32.92481231689453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10190 645 32.9144287109375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5396 646 32.900230407714844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8082 647 32.89192581176758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14431 648 32.88853454589844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18675 649 32.84125518798828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11486 650 32.81752395629883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11050 651 32.814178466796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1090 652 32.81352233886719 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4855 653 32.813331604003906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11988 654 32.78546905517578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15985 655 32.70714569091797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16912 656 32.701873779296875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20493 657 32.70082473754883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2300 658 32.69717788696289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1336 659 32.66564178466797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15028 660 32.652889251708984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17512 661 32.64948272705078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17351 662 32.63676071166992 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13617 663 32.62667465209961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18511 664 32.56845474243164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14127 665 32.547889709472656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11521 666 32.5473747253418 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21725 667 32.5318603515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6806 668 32.5106086730957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18593 669 32.49104309082031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2479 670 32.48923873901367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16120 671 32.474857330322266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8690 672 32.4699592590332 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14901 673 32.45172882080078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11672 674 32.447410583496094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16893 675 32.42660903930664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10261 676 32.426292419433594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17987 677 32.42141342163086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9055 678 32.39215850830078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 873 679 32.38793182373047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 874 680 32.38793182373047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 875 681 32.38793182373047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11839 682 32.38347625732422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17542 683 32.381717681884766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16761 684 32.366111755371094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11779 685 32.36594009399414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21256 686 32.358158111572266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13763 687 32.339447021484375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3337 688 32.33562469482422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11763 689 32.33372497558594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19990 690 32.32938766479492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1460 691 32.30924987792969 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17877 692 32.30022048950195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7509 693 32.27741622924805 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2558 694 32.25880432128906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18344 695 32.24360656738281 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14919 696 32.23710250854492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23395 697 32.22031021118164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 453 698 32.2038459777832 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13585 699 32.19105529785156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20168 700 32.174110412597656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23380 701 32.171600341796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9054 702 32.1697883605957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9927 703 32.166412353515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1195 704 32.161102294921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22401 705 32.160316467285156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14206 706 32.153289794921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19876 707 32.13459396362305 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5471 708 32.10831069946289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2128 709 32.076881408691406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10515 710 32.065818786621094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17756 711 32.053009033203125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17255 712 32.04936599731445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15174 713 32.04884338378906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11174 714 32.0484733581543 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13986 715 32.0405387878418 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13041 716 32.02959060668945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11814 717 32.01991271972656 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21491 718 32.00764465332031 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4926 719 32.00461196899414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14720 720 31.99482536315918 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4098 721 31.994396209716797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17118 722 31.992597579956055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16090 723 31.974079132080078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11764 724 31.969669342041016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11427 725 31.96417999267578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14542 726 31.948301315307617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15865 727 31.945837020874023 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 743 728 31.937198638916016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23099 729 31.931642532348633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10841 730 31.911109924316406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14710 731 31.89901351928711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18207 732 31.896697998046875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17423 733 31.857769012451172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15062 734 31.854995727539062 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9356 735 31.850563049316406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9936 736 31.845151901245117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14694 737 31.84475326538086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13901 738 31.83954429626465 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15761 739 31.831567764282227 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7498 740 31.81822395324707 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10572 741 31.804447174072266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16782 742 31.779560089111328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12738 743 31.749839782714844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4773 744 31.733592987060547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16960 745 31.69867515563965 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17005 746 31.684152603149414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18286 747 31.67157554626465 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22058 748 31.65084457397461 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 145 749 31.649417877197266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4829 750 31.643192291259766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9698 751 31.592126846313477 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6629 752 31.58739471435547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17752 753 31.587303161621094 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5200 754 31.586679458618164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16314 755 31.58247947692871 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23322 756 31.57468032836914 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14699 757 31.567245483398438 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17928 758 31.550779342651367 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1080 759 31.54561996459961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 215 760 31.543212890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11422 761 31.535337448120117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8449 762 31.52017593383789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20888 763 31.509159088134766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15024 764 31.49693489074707 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21605 765 31.487548828125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5486 766 31.48739242553711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14034 767 31.47306251525879 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13963 768 31.452295303344727 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23737 769 31.44053077697754 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12830 770 31.40108871459961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6781 771 31.39360809326172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 451 772 31.390453338623047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7643 773 31.37006378173828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8450 774 31.360559463500977 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15830 775 31.35824203491211 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15608 776 31.35659408569336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18178 777 31.341421127319336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11314 778 31.313091278076172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8106 779 31.293781280517578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11275 780 31.286907196044922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14899 781 31.267135620117188 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16836 782 31.207807540893555 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3449 783 31.161853790283203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17627 784 31.15152931213379 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13630 785 31.134990692138672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11781 786 31.120567321777344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20817 787 31.115314483642578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2084 788 31.10834503173828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20564 789 31.095142364501953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3446 790 31.089921951293945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14031 791 31.053848266601562 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 991 792 31.052902221679688 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17451 793 31.010305404663086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11134 794 30.987010955810547 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14923 795 30.98516845703125 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4655 796 30.957355499267578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18169 797 30.943817138671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6573 798 30.934579849243164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 352 799 30.933866500854492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15337 800 30.931716918945312 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16797 801 30.925947189331055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22520 802 30.92459487915039 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10104 803 30.91745376586914 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12417 804 30.91395378112793 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13537 805 30.91082000732422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19973 806 30.904022216796875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16894 807 30.875751495361328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9989 808 30.868240356445312 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23788 809 30.849468231201172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11615 810 30.849281311035156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21743 811 30.846878051757812 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10791 812 30.83982276916504 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3613 813 30.836727142333984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21221 814 30.820236206054688 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15866 815 30.81475067138672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2288 816 30.795713424682617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5014 817 30.778100967407227 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8572 818 30.770719528198242 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17154 819 30.76083755493164 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5711 820 30.75041961669922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6484 821 30.730859756469727 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6904 822 30.72838592529297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10989 823 30.723724365234375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11986 824 30.720067977905273 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9189 825 30.70167350769043 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1328 826 30.689899444580078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14950 827 30.68391990661621 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5554 828 30.678638458251953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15824 829 30.655658721923828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9512 830 30.653968811035156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22774 831 30.653053283691406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16687 832 30.63685417175293 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18432 833 30.634660720825195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23793 834 30.62274169921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5752 835 30.59685516357422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11137 836 30.57806968688965 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7793 837 30.56108856201172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14691 838 30.56045150756836 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9963 839 30.55309295654297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12044 840 30.53036117553711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3703 841 30.523725509643555 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 8206 842 30.517562866210938 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11226 843 30.51288414001465 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17235 844 30.504253387451172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13863 845 30.501651763916016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22731 846 30.494905471801758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11749 847 30.46694564819336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15189 848 30.463882446289062 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10366 849 30.46296501159668 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16734 850 30.452465057373047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6893 851 30.451051712036133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15040 852 30.445804595947266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23249 853 30.443605422973633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13163 854 30.441871643066406 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11980 855 30.43260383605957 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10263 856 30.423301696777344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15182 857 30.419727325439453 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7406 858 30.415699005126953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4532 859 30.409076690673828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13862 860 30.404212951660156 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23324 861 30.40342903137207 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9567 862 30.395465850830078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14033 863 30.359804153442383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20020 864 30.35918426513672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4931 865 30.358983993530273 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10516 866 30.34507942199707 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15292 867 30.33911895751953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20114 868 30.335765838623047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22054 869 30.324810028076172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20544 870 30.308549880981445 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2063 871 30.275043487548828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9265 872 30.273025512695312 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17296 873 30.267019271850586 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12111 874 30.247154235839844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21391 875 30.22821044921875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10913 876 30.220312118530273 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 4784 877 30.192317962646484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23533 878 30.18754768371582 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14441 879 30.186906814575195 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17623 880 30.17890167236328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2467 881 30.16543197631836 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23095 882 30.148441314697266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13515 883 30.138071060180664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22062 884 30.135305404663086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17104 885 30.128910064697266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 704 886 30.08907699584961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17319 887 30.080595016479492 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22898 888 30.080137252807617 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16735 889 30.074462890625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11610 890 30.072124481201172 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5734 891 30.046998977661133 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20419 892 30.035690307617188 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7745 893 30.03229522705078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3237 894 30.03185272216797 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7107 895 30.021591186523438 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2595 896 30.00918960571289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5177 897 30.007339477539062 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5625 898 29.99875259399414 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11121 899 29.991924285888672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7566 900 29.98440933227539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21930 901 29.980600357055664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11482 902 29.89533805847168 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22469 903 29.89331817626953 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23413 904 29.89313316345215 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6948 905 29.87865447998047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1327 906 29.875146865844727 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16811 907 29.874404907226562 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20492 908 29.871583938598633 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5727 909 29.870548248291016 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20468 910 29.868724822998047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18158 911 29.859941482543945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17156 912 29.829931259155273 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20732 913 29.813961029052734 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16074 914 29.811386108398438 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16055 915 29.810592651367188 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21712 916 29.76529312133789 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23298 917 29.760478973388672 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1152 918 29.754114151000977 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 12772 919 29.74839210510254 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7950 920 29.735111236572266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17446 921 29.734210968017578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16899 922 29.732257843017578 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17064 923 29.696491241455078 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 20516 924 29.690095901489258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16202 925 29.667015075683594 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22548 926 29.655942916870117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16295 927 29.65570640563965 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16495 928 29.64427947998047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23535 929 29.64375114440918 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9980 930 29.63968276977539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10583 931 29.63412094116211 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22947 932 29.619062423706055 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5015 933 29.61724853515625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 3806 934 29.590654373168945 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19843 935 29.58924102783203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5798 936 29.56821060180664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5725 937 29.563114166259766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21342 938 29.5455265045166 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11126 939 29.539958953857422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 449 940 29.501617431640625 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23124 941 29.47747802734375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17166 942 29.44428825378418 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2085 943 29.443256378173828 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 5871 944 29.44084930419922 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 137 945 29.438833236694336 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 2293 946 29.427427291870117 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 10747 947 29.40935516357422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16030 948 29.402591705322266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19804 949 29.395103454589844 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13751 950 29.383377075195312 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22550 951 29.382083892822266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17453 952 29.38100242614746 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21737 953 29.37485122680664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 9928 954 29.37465476989746 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17648 955 29.372854232788086 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21714 956 29.37100601196289 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1159 957 29.36336898803711 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15781 958 29.35622787475586 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13569 959 29.35420799255371 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1665 960 29.353382110595703 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17922 961 29.349742889404297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17549 962 29.34850311279297 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15541 963 29.347373962402344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15342 964 29.34148406982422 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22060 965 29.32016372680664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1231 966 29.316287994384766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23096 967 29.27853012084961 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17356 968 29.274621963500977 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 19879 969 29.274520874023438 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 740 970 29.261995315551758 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1566 971 29.250125885009766 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22468 972 29.23841094970703 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 17626 973 29.23651695251465 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15783 974 29.228456497192383 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21594 975 29.212223052978516 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21387 976 29.207185745239258 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 804 977 29.19646644592285 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 14585 978 29.19576644897461 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21220 979 29.180683135986328 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11488 980 29.145263671875 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1728 981 29.139467239379883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 16269 982 29.12079429626465 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23510 983 29.116897583007812 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13836 984 29.11403465270996 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 22545 985 29.1077823638916 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23187 986 29.090023040771484 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 1065 987 29.088714599609375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 11636 988 29.07868003845215 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18016 989 29.071781158447266 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13464 990 29.07083511352539 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21662 991 29.06292724609375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13056 992 29.060922622680664 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 540 993 29.053041458129883 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 18038 994 29.043060302734375 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 13509 995 29.037410736083984 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 21661 996 29.031837463378906 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 7898 997 29.016563415527344 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 23827 998 29.01488494873047 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 15628 999 29.012439727783203 bm25_gpt4
TheoremQA_xinyi/linear_projection.json Q0 6879 1000 29.00540542602539 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 19092 1 102.40544891357422 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 17742 2 93.31124114990234 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 21712 3 83.84199523925781 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 21714 4 82.18486022949219 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 22556 5 80.73131561279297 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 17239 6 80.5378646850586 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 2807 7 77.02222442626953 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 17967 8 73.24827575683594 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 12957 9 72.79229736328125 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 12234 10 72.29130554199219 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 17904 11 67.4128646850586 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 10830 12 64.630615234375 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 13389 13 64.36614990234375 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 10107 14 64.32708740234375 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 22620 15 62.75190734863281 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 17443 16 62.33141326904297 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 11429 17 62.25132751464844 bm25_gpt4
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TheoremQA_mingyin/Lebesgue-measure1.json Q0 17533 437 38.06044006347656 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 10544 438 38.054481506347656 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 12415 439 38.043914794921875 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 12774 440 38.014896392822266 bm25_gpt4
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TheoremQA_mingyin/Lebesgue-measure1.json Q0 6736 991 31.07542610168457 bm25_gpt4
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TheoremQA_mingyin/Lebesgue-measure1.json Q0 6217 998 31.02387809753418 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 9339 999 31.016063690185547 bm25_gpt4
TheoremQA_mingyin/Lebesgue-measure1.json Q0 9343 1000 31.016063690185547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8003 1 93.12208557128906 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 4029 3 82.19361114501953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8087 4 80.4461669921875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4736 5 79.79572296142578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5623 6 79.48595428466797 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17443 7 78.79478454589844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15750 8 78.70381164550781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21763 9 78.57363891601562 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19126 10 77.61449432373047 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13664 11 76.63275146484375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21379 12 74.67538452148438 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12770 13 74.361083984375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4343 14 73.16638946533203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18879 15 72.50108337402344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17444 16 72.38668060302734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12244 17 72.1419448852539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23517 18 71.44392395019531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9188 19 71.25214385986328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11226 20 70.92457580566406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18178 21 70.75152587890625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18683 22 70.41636657714844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17239 23 70.29016876220703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1309 24 69.86216735839844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15788 25 69.78813171386719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11591 26 69.00665283203125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13040 27 68.8370361328125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14972 28 67.84031677246094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23618 29 67.68407440185547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15687 30 67.61470031738281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17761 31 67.42897033691406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14127 32 66.97431182861328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22246 33 66.54447174072266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11491 34 66.4271469116211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18908 35 66.12899017333984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4933 36 66.08235931396484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23619 37 65.88321685791016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20783 38 65.73854064941406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15065 39 65.43704223632812 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12781 40 65.42908477783203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12415 41 65.41130065917969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20543 42 65.1656494140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10581 43 65.1116943359375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2621 44 64.77754211425781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11568 45 64.73515319824219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10732 46 64.72624206542969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15265 47 64.0960464477539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17602 48 64.05078125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5312 49 63.9913330078125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18904 50 63.871158599853516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12648 51 63.709312438964844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7609 52 63.58338928222656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5707 53 63.4150390625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21040 54 63.35441589355469 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18609 55 63.31609344482422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17110 56 63.205589294433594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17605 57 63.170814514160156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10745 58 62.51693344116211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4505 59 62.384613037109375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6948 60 62.366554260253906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17762 61 62.32587814331055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17724 62 62.153987884521484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12841 63 62.074668884277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15609 64 62.023651123046875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23535 65 61.771095275878906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23572 66 61.54261016845703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13581 67 61.53411102294922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15281 68 61.496376037597656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14053 69 61.414031982421875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3467 70 61.3934326171875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21599 71 61.31200408935547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23271 72 61.260528564453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2807 73 61.260292053222656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11494 74 61.197208404541016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 402 75 61.11574172973633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15677 76 61.09926986694336 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22864 77 61.06470489501953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13574 78 60.933738708496094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17904 79 60.80864334106445 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17606 80 60.678951263427734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13985 81 60.404361724853516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13517 82 60.2662467956543 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 473 83 60.03466796875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19701 84 60.03153610229492 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18914 85 59.99459457397461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20400 86 59.88121032714844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15122 87 59.815673828125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9680 88 59.650386810302734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2049 89 59.499637603759766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10561 90 59.317378997802734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23411 91 59.01385498046875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3584 92 59.00499725341797 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21891 93 58.945499420166016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22206 94 58.860755920410156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17619 95 58.606929779052734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14036 96 58.512535095214844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15287 97 58.05965042114258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14128 98 58.0455322265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10807 99 58.02388000488281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18891 100 57.98989486694336 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17449 101 57.8895263671875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22218 102 57.71910858154297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12868 103 57.70072937011719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21930 104 57.57685089111328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13246 105 57.50347900390625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4098 106 57.15577697753906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18260 107 57.14402770996094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17518 108 57.06641387939453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17990 109 56.5934944152832 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21380 110 56.39791488647461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5112 111 56.29293441772461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10686 112 56.01469421386719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5114 113 55.9735107421875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11225 114 55.967613220214844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14130 115 55.87639617919922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23562 116 55.841163635253906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22868 117 55.744476318359375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20980 118 55.65837860107422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18878 119 55.62361526489258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18038 120 55.487037658691406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23419 121 55.47123718261719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21294 122 55.357627868652344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9242 123 55.3388671875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12102 124 55.313926696777344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21342 125 55.24259567260742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12848 126 55.214630126953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16327 127 55.20029830932617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8792 128 55.18136215209961 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14711 129 55.085269927978516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23525 130 55.08133316040039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 208 131 55.04012680053711 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12074 132 54.92660903930664 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12974 133 54.91516876220703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10806 134 54.9059944152832 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5111 135 54.90394592285156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15263 136 54.82252502441406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20328 137 54.71879577636719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15286 138 54.65552520751953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4402 139 54.62272262573242 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22204 140 54.54127883911133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21297 141 54.50429916381836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21737 142 54.49086380004883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10369 143 54.45463562011719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5003 144 54.403873443603516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20761 145 54.3059196472168 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21600 146 54.290489196777344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20114 147 54.156959533691406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1102 148 54.155799865722656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22556 149 54.08060836791992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17448 150 54.03048324584961 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10989 151 53.95096969604492 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12839 152 53.887237548828125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18883 153 53.75699234008789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14295 154 53.754241943359375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18281 155 53.60063171386719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10566 156 53.40264892578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17154 157 53.375545501708984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17322 158 53.30585861206055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19188 159 53.19586181640625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19860 160 53.12901306152344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11486 161 53.073760986328125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12831 162 53.02970504760742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19940 163 53.027244567871094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13197 164 52.99297332763672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17538 165 52.94942855834961 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15815 166 52.93967056274414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14536 167 52.91962432861328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14037 168 52.79078674316406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18432 169 52.714080810546875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12840 170 52.702392578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21714 171 52.68640899658203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17131 172 52.64013671875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17259 173 52.60355758666992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18007 174 52.58583450317383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15713 175 52.524864196777344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11488 176 52.51292037963867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21712 177 52.500732421875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23532 178 52.50000762939453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18868 179 52.499351501464844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17507 180 52.48552703857422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23782 181 52.4012336730957 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23353 182 52.39125061035156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17214 183 52.322444915771484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21473 184 52.2778434753418 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12072 185 52.21477127075195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18882 186 52.05704879760742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5317 187 51.95752716064453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13883 188 51.95752716064453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19976 189 51.89877700805664 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15342 190 51.87473678588867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20936 191 51.85803985595703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14662 192 51.84123992919922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19939 193 51.82157516479492 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15225 194 51.75229263305664 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6255 195 51.70435333251953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17623 196 51.652008056640625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12871 197 51.62989807128906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11404 198 51.57907485961914 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10567 199 51.57053756713867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15671 200 51.55664825439453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13703 201 51.554508209228516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15241 202 51.54434585571289 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22599 203 51.46870803833008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21595 204 51.466819763183594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11314 205 51.417274475097656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10562 206 51.40546417236328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16055 207 51.392433166503906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12356 208 51.359703063964844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22945 209 51.294883728027344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16986 210 51.26138687133789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15673 211 51.238460540771484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15258 212 51.20231628417969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17257 213 51.15863800048828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23683 214 51.15510177612305 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22580 215 51.0689697265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5625 216 50.987510681152344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15275 217 50.91072463989258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11331 218 50.84038543701172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11079 219 50.83348846435547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22831 220 50.82626724243164 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18773 221 50.77210235595703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21567 222 50.76504135131836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11502 223 50.75868225097656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15678 224 50.71738815307617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13901 225 50.71297836303711 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15766 226 50.65443801879883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14797 227 50.613895416259766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15277 228 50.55727005004883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13319 229 50.52131652832031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10805 230 50.49942398071289 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 985 231 50.43846893310547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15333 232 50.40526580810547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17172 233 50.3970947265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15276 234 50.39591598510742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15508 235 50.38594055175781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14433 236 50.378475189208984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18538 237 50.355369567871094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1195 238 50.26099395751953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11818 239 50.22125244140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10954 240 50.19877243041992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18684 241 50.057491302490234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9123 242 50.02194595336914 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11004 243 49.970462799072266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12283 244 49.894771575927734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12301 245 49.85741424560547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21161 246 49.844852447509766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9698 247 49.83744430541992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22219 248 49.7822380065918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13195 249 49.74981689453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13806 250 49.713722229003906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19983 251 49.71315383911133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21787 252 49.7052001953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15270 253 49.70189666748047 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17744 254 49.69605255126953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17071 255 49.689300537109375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10540 256 49.67036437988281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15814 257 49.669212341308594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11250 258 49.65789031982422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11415 259 49.53578186035156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17743 260 49.47277069091797 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13492 261 49.33743667602539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22220 262 49.28714370727539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 842 263 49.24740219116211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17699 264 49.17619323730469 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20649 265 49.09638977050781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13199 266 49.04697799682617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17338 267 48.96431350708008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1138 268 48.91093826293945 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22954 269 48.892337799072266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20842 270 48.87698745727539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13310 271 48.86149597167969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19093 272 48.844940185546875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11430 273 48.70037841796875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20652 274 48.70037841796875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12846 275 48.65325164794922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10568 276 48.62310028076172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15638 277 48.598228454589844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20865 278 48.598060607910156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12087 279 48.47377014160156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19917 280 48.464210510253906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20111 281 48.452415466308594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20117 282 48.381622314453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10372 283 48.37384033203125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21033 284 48.37321472167969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13585 285 48.299530029296875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15026 286 48.25882339477539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22715 287 48.16577911376953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18799 288 48.048770904541016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23779 289 48.029083251953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17640 290 47.99992370605469 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4101 291 47.985294342041016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18681 292 47.964393615722656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11664 293 47.92096710205078 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21606 294 47.91067123413086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21593 295 47.88899230957031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10281 296 47.703487396240234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5115 297 47.68012237548828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13190 298 47.67487335205078 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4894 299 47.61613464355469 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5488 300 47.55479049682617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12085 301 47.528358459472656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13805 302 47.492557525634766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19734 303 47.46916961669922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4004 304 47.451622009277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19092 305 47.441184997558594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3806 306 47.38742446899414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12844 307 47.384681701660156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18774 308 47.36846160888672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23413 309 47.339202880859375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21393 310 47.32228088378906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11484 311 47.316368103027344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23451 312 47.30678939819336 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7855 313 47.29610061645508 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22558 314 47.28890609741211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13212 315 47.26395034790039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7796 316 47.24565505981445 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16060 317 47.244544982910156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22754 318 47.125675201416016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10544 319 47.02735137939453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6254 320 46.98183059692383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12975 321 46.96261215209961 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17752 322 46.94813919067383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15182 323 46.88700866699219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15224 324 46.84352111816406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18893 325 46.80482482910156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23395 326 46.78743362426758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2650 327 46.7563591003418 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10311 328 46.75094985961914 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12084 329 46.74807357788086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11979 330 46.67939758300781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8106 331 46.57933807373047 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14585 332 46.51228332519531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1565 333 46.504608154296875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17949 334 46.49920654296875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10545 335 46.474456787109375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18909 336 46.45984649658203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13995 337 46.44773483276367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17258 338 46.371986389160156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11592 339 46.359535217285156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23421 340 46.345157623291016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10965 341 46.31843566894531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12095 342 46.17695617675781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11493 343 46.154441833496094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5219 344 46.13059997558594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13763 345 46.123802185058594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18903 346 46.12118911743164 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10100 347 46.01750564575195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18716 348 46.004844665527344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17730 349 45.943634033203125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11016 350 45.88068389892578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5118 351 45.878448486328125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18894 352 45.8753662109375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11499 353 45.82936477661133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5436 354 45.81282043457031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6524 355 45.80528259277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14078 356 45.72902297973633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8471 357 45.72688674926758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20356 358 45.722259521484375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14165 359 45.65427780151367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4790 360 45.64322280883789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21035 361 45.60359191894531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11513 362 45.57776641845703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7448 363 45.57183074951172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22175 364 45.533180236816406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13226 365 45.5312614440918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20331 366 45.522281646728516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18629 367 45.51618576049805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13318 368 45.4901008605957 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18895 369 45.32875061035156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18769 370 45.26983642578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12763 371 45.26419448852539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12052 372 45.21623992919922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22597 373 45.20988845825195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22339 374 45.20173263549805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4821 375 45.18421173095703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11360 376 45.180274963378906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22244 377 45.16893005371094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1542 378 45.167266845703125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17727 379 45.10252380371094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17537 380 45.08258819580078 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14298 381 45.0357666015625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15744 382 45.013423919677734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10543 383 45.0048942565918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21426 384 44.89915084838867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8521 385 44.87810134887695 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16291 386 44.86323547363281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15351 387 44.838401794433594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15095 388 44.82861328125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11674 389 44.82746887207031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13321 390 44.77177810668945 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20868 391 44.77021789550781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2615 392 44.761390686035156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13308 393 44.74919128417969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6904 394 44.746315002441406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13312 395 44.726524353027344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13311 396 44.723209381103516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11414 397 44.72093200683594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2864 398 44.715057373046875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17167 399 44.680362701416016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15816 400 44.66216278076172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18400 401 44.65627670288086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12153 402 44.62549591064453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18856 403 44.61679458618164 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10250 404 44.61250305175781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12237 405 44.6002197265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13122 406 44.59244155883789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23518 407 44.525238037109375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11485 408 44.49701690673828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4858 409 44.48920440673828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12842 410 44.479408264160156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16847 411 44.41345977783203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16158 412 44.37528991699219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18798 413 44.347877502441406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13154 414 44.327754974365234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16534 415 44.305694580078125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21577 416 44.30266571044922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17692 417 44.301536560058594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14018 418 44.29795455932617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18876 419 44.203792572021484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20843 420 44.19700622558594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8902 421 44.1767463684082 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14030 422 44.166934967041016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23227 423 44.16297149658203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20214 424 44.141090393066406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10690 425 44.1230583190918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 472 426 44.11785888671875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11514 427 44.07402038574219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10802 428 44.0515251159668 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3653 429 44.041168212890625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13784 430 44.02565383911133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8898 431 44.02296829223633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7446 432 43.98978042602539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14764 433 43.98050308227539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11511 434 43.97917175292969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16324 435 43.930885314941406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15019 436 43.902488708496094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10282 437 43.896827697753906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13329 438 43.8862419128418 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22873 439 43.8856201171875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12344 440 43.83912658691406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14700 441 43.82978439331055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8146 442 43.807682037353516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22189 443 43.8026008605957 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21032 444 43.799903869628906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22281 445 43.786685943603516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 974 446 43.771488189697266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16531 447 43.769004821777344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21682 448 43.762245178222656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1181 449 43.709815979003906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6677 450 43.70024108886719 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19642 451 43.69783020019531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21623 452 43.69407653808594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21611 453 43.675907135009766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23101 454 43.6656494140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21810 455 43.647193908691406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22818 456 43.61711502075195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 173 457 43.52827453613281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16691 458 43.50782775878906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18918 459 43.499610900878906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13330 460 43.48512649536133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12346 461 43.442176818847656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15209 462 43.41008377075195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20112 463 43.40236282348633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13913 464 43.33961486816406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13902 465 43.33932876586914 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10443 466 43.33045959472656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12843 467 43.32988739013672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5313 468 43.308555603027344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18900 469 43.30768966674805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7128 470 43.30741882324219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17165 471 43.288021087646484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22911 472 43.25857162475586 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18736 473 43.20180130004883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23826 474 43.183109283447266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18852 475 43.17726516723633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20560 476 43.17041778564453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21384 477 43.15149688720703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23418 478 43.14649200439453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21223 479 43.12337875366211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4358 480 43.11939239501953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21403 481 43.1175651550293 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19634 482 43.104820251464844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17759 483 43.080650329589844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7358 484 43.062950134277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11276 485 43.05009460449219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12752 486 43.04328918457031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13203 487 43.03632736206055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6364 488 43.02472686767578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20779 489 43.00358200073242 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15791 490 43.00267028808594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22341 491 43.00127410888672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20517 492 42.996620178222656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11496 493 42.995811462402344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18558 494 42.991241455078125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2151 495 42.98421096801758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17984 496 42.92756271362305 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22824 497 42.91157913208008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6726 498 42.86156463623047 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 7615 499 42.853355407714844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17641 500 42.85149383544922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10017 501 42.80672073364258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14958 502 42.8011589050293 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17913 503 42.779701232910156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21491 504 42.769081115722656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13081 505 42.759986877441406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21662 506 42.73146438598633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8082 507 42.70149230957031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12539 508 42.6776123046875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10824 509 42.64167404174805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12847 510 42.6072883605957 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14718 511 42.551387786865234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15352 512 42.50760269165039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21036 513 42.49966812133789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14574 514 42.48548889160156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14084 515 42.448509216308594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13306 516 42.42327880859375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9963 517 42.422149658203125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19836 518 42.41489028930664 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10818 519 42.40790557861328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15264 520 42.39213943481445 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21019 521 42.3901252746582 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22971 522 42.359622955322266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20763 523 42.35884475708008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10661 524 42.32609176635742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13803 525 42.300689697265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18682 526 42.275352478027344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17317 527 42.25320816040039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22217 528 42.2508430480957 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15099 529 42.227325439453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21387 530 42.20777130126953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15267 531 42.182064056396484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1354 532 42.12761306762695 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21141 533 42.12196731567383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17755 534 42.09836196899414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22598 535 42.06093215942383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13793 536 42.04033660888672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17447 537 42.035736083984375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4418 538 42.0342903137207 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3772 539 42.00692367553711 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11067 540 41.99436569213867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20109 541 41.9560546875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13307 542 41.94622039794922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5009 543 41.945648193359375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21700 544 41.94535446166992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17173 545 41.922607421875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20860 546 41.90382385253906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19031 547 41.900909423828125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18686 548 41.88918685913086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13309 549 41.86631393432617 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 148 550 41.84053039550781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22183 551 41.81523132324219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21833 552 41.777442932128906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11472 553 41.771175384521484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18624 554 41.765647888183594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16252 555 41.740779876708984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15458 556 41.736209869384766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18877 557 41.73097229003906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10537 558 41.72334671020508 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8744 559 41.722373962402344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15266 560 41.71967315673828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15642 561 41.66421890258789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22563 562 41.643951416015625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20559 563 41.60370635986328 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1150 564 41.57783508300781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15278 565 41.56950378417969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15268 566 41.56769943237305 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12299 567 41.546104431152344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10551 568 41.53566360473633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22275 569 41.53550338745117 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23355 570 41.50911331176758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17234 571 41.49030303955078 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 11070 600 41.15016174316406 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 21657 612 40.95719909667969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18910 613 40.956932067871094 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 4658 618 40.882625579833984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12683 619 40.86677169799805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23825 620 40.86574935913086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17052 621 40.85079574584961 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 14721 625 40.778846740722656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6841 626 40.760337829589844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17681 627 40.74831771850586 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16672 628 40.73866653442383 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20919 629 40.697052001953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 451 630 40.6749153137207 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20564 631 40.65278625488281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15191 632 40.63846969604492 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17421 633 40.631927490234375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15648 634 40.62968826293945 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18844 635 40.60549545288086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15273 636 40.585662841796875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18398 637 40.57734680175781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18899 638 40.55898666381836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11554 639 40.5401725769043 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18767 640 40.53913497924805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9887 641 40.535400390625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9406 642 40.50963592529297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16984 643 40.50270462036133 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13582 644 40.47852325439453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22221 645 40.42683029174805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15347 646 40.415252685546875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12599 647 40.39762496948242 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18902 648 40.38832473754883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14087 649 40.36966323852539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21174 650 40.35850524902344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22503 651 40.35564041137695 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20367 652 40.299415588378906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9520 653 40.27878952026367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18874 654 40.27281951904297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15269 655 40.2461051940918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10428 656 40.220367431640625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3305 657 40.218292236328125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11482 658 40.204124450683594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16144 659 40.109962463378906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16159 660 40.10718536376953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18272 661 40.092430114746094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15651 662 40.087890625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20108 663 40.045955657958984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11567 664 40.0144157409668 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20828 665 40.00320053100586 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5783 666 40.000450134277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17618 667 39.98766326904297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15888 668 39.956668853759766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16066 669 39.9566650390625 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 14035 672 39.88064956665039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23402 673 39.86666488647461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16519 674 39.839412689208984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18916 675 39.83738327026367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18614 676 39.81771469116211 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18886 677 39.8051643371582 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12065 678 39.790096282958984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18858 679 39.74267578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17489 680 39.715599060058594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11586 681 39.7137565612793 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 16675 683 39.69723129272461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17423 684 39.66240692138672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22710 685 39.6583366394043 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23168 686 39.649452209472656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11561 687 39.631935119628906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10820 688 39.58560562133789 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18511 689 39.57426071166992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14088 690 39.564788818359375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12856 691 39.561317443847656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17119 692 39.52798080444336 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16673 693 39.52747344970703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11553 694 39.52259826660156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16036 695 39.51154708862305 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11059 696 39.51136779785156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15632 697 39.466121673583984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22330 698 39.46061706542969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15284 699 39.40089416503906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20390 700 39.3994140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13996 701 39.38691329956055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16939 702 39.38459014892578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12089 703 39.375850677490234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9906 704 39.35935592651367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23589 705 39.33548355102539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22781 706 39.321083068847656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13316 707 39.30303192138672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20624 708 39.28569793701172 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 22791 712 39.26250457763672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21034 713 39.2213134765625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15610 714 39.22043991088867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12944 715 39.21095275878906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14113 716 39.20097351074219 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 17986 719 39.185447692871094 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 14717 721 39.16645812988281 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 22655 724 39.15678787231445 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18854 725 39.14892578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11393 726 39.10129165649414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4712 727 39.079734802246094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10990 728 39.06889724731445 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17067 729 39.054996490478516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15272 730 39.051658630371094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22247 731 39.034324645996094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10691 732 39.03426742553711 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18042 733 39.03191375732422 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 12957 735 38.99312210083008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13198 736 38.98914337158203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15274 737 38.985443115234375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13213 738 38.972686767578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22211 739 38.9690055847168 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 4778 743 38.852474212646484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17823 744 38.84336471557617 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 15367 749 38.774078369140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1987 750 38.77288055419922 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 20224 754 38.74268341064453 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20215 755 38.74115753173828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9287 756 38.74011993408203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17924 757 38.70964431762695 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 21780 759 38.68811798095703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23808 760 38.65327072143555 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21716 761 38.64021682739258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17245 762 38.6371955871582 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20172 763 38.61476516723633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13194 764 38.60530471801758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11211 765 38.60447311401367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15177 766 38.59889221191406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23254 767 38.58987808227539 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11318 768 38.567256927490234 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19662 769 38.54706954956055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17446 770 38.544517517089844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20542 771 38.50836181640625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20886 772 38.489501953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4477 773 38.4834098815918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14134 774 38.45243835449219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 555 775 38.44894790649414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20867 776 38.44428634643555 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2019 777 38.432518005371094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17725 778 38.41388702392578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10463 779 38.40476989746094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12229 780 38.38384246826172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15096 781 38.36504364013672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5473 782 38.346832275390625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22355 783 38.33694076538086 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 902 784 38.3333625793457 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17890 785 38.32673263549805 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17533 786 38.3233642578125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21300 787 38.2882194519043 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4829 788 38.28572463989258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20645 789 38.26203918457031 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14693 790 38.255008697509766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22614 791 38.246856689453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5916 792 38.22332000732422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17394 793 38.223052978515625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12845 794 38.21782684326172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22222 795 38.18965148925781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12234 796 38.186283111572266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20139 797 38.163658142089844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23314 798 38.1464729309082 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20739 799 38.140445709228516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 395 800 38.134517669677734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9758 801 38.129974365234375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15652 802 38.12889862060547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13200 803 38.1152229309082 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14374 804 38.11333465576172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14040 805 38.10202407836914 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16702 806 38.0979118347168 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1755 807 38.0949592590332 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 820 808 38.08234405517578 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21957 809 38.080081939697266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23536 810 38.070411682128906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10948 811 38.058570861816406 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 17756 843 37.56837844848633 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 17600 850 37.45146942138672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15647 851 37.44021987915039 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 16850 853 37.413814544677734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13791 854 37.41379165649414 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23155 855 37.385902404785156 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 18549 857 37.33180236816406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13261 858 37.33076477050781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20358 859 37.30485534667969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17043 860 37.30406951904297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18880 861 37.300254821777344 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 4756 863 37.2858772277832 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22228 864 37.280662536621094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22545 865 37.277793884277344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15190 866 37.26346206665039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20533 867 37.24148941040039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13807 868 37.225975036621094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14780 869 37.20753860473633 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13048 870 37.1856689453125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17977 871 37.16192626953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2140 872 37.15713882446289 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23798 873 37.137298583984375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 2147 874 37.112430572509766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10564 875 37.1045036315918 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13700 876 37.09128952026367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11015 877 37.074951171875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6636 878 37.07372283935547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14815 879 37.06726837158203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1906 880 37.06556701660156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16294 881 37.05049133300781 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13785 882 37.04761505126953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23643 883 37.045143127441406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23409 884 37.04456329345703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17309 885 37.013389587402344 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16368 886 36.99800491333008 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13804 887 36.990299224853516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15282 888 36.97947692871094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17776 889 36.9743766784668 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14135 890 36.97205352783203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22972 891 36.97023010253906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23434 892 36.968719482421875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19692 893 36.96670913696289 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8786 894 36.93260192871094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13723 895 36.91852569580078 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15146 896 36.91838455200195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15260 897 36.91545867919922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16689 898 36.913570404052734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15389 899 36.90535354614258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20558 900 36.89933395385742 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23519 901 36.88704299926758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5617 902 36.83641815185547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12827 903 36.81319808959961 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20140 904 36.80796432495117 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11323 905 36.80199432373047 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11003 906 36.79256057739258 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21176 907 36.78010940551758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 296 908 36.76903533935547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15634 909 36.71127700805664 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18412 910 36.70146179199219 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18911 911 36.69919967651367 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 1576 912 36.670562744140625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4931 913 36.654441833496094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13702 914 36.65220260620117 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13756 915 36.627037048339844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5690 916 36.620452880859375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12986 917 36.606746673583984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13589 918 36.605709075927734 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15401 919 36.60078048706055 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23721 920 36.60026550292969 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14970 921 36.57523727416992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23293 922 36.569740295410156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22109 923 36.558414459228516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23790 924 36.558387756347656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10010 925 36.55496597290039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8375 926 36.55092239379883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 335 927 36.54345703125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9735 928 36.53359603881836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14167 929 36.50471878051758 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 811 930 36.47470474243164 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5738 931 36.43553924560547 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18866 932 36.43375778198242 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19693 933 36.43337631225586 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10565 934 36.426025390625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18853 935 36.424259185791016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17515 936 36.4195442199707 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21596 937 36.36502456665039 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12105 938 36.3583869934082 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12858 939 36.328590393066406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17733 940 36.32654571533203 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 14208 941 36.31801986694336 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20106 942 36.309383392333984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13391 943 36.30703353881836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13668 944 36.29070281982422 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13427 945 36.29029846191406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13946 946 36.289466857910156 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22813 947 36.2882194519043 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5396 948 36.260929107666016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13656 949 36.25688934326172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12862 950 36.251861572265625 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18689 951 36.25104522705078 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4364 952 36.236629486083984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 4976 953 36.21917724609375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22595 954 36.21233367919922 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12053 955 36.19908142089844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13943 956 36.189170837402344 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 1903 958 36.16637420654297 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5626 959 36.15043258666992 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 3880 960 36.13808822631836 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 5932 961 36.12846755981445 bm25_gpt4
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TheoremQA_mingyin/series2.json Q0 15236 963 36.09284973144531 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18905 964 36.086151123046875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 22654 965 36.06165313720703 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 18665 966 36.06060028076172 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15991 967 36.04404067993164 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 20757 968 36.00808334350586 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11068 969 36.005306243896484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13392 970 35.98775863647461 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13449 971 35.98211669921875 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8228 972 35.97944641113281 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12281 973 35.9768180847168 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8696 974 35.97163009643555 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 16902 975 35.963356018066406 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17996 976 35.95912551879883 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9755 977 35.9550666809082 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13424 978 35.954864501953125 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 9936 979 35.948326110839844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19971 980 35.9313850402832 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21576 981 35.914493560791016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 19914 982 35.90845489501953 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13343 983 35.90818786621094 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17319 984 35.90375518798828 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10535 985 35.90312957763672 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17740 986 35.893646240234375 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 6905 987 35.876731872558594 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15185 988 35.86021423339844 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 21594 989 35.85340881347656 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17058 990 35.841365814208984 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13888 991 35.83147048950195 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 15255 992 35.81663131713867 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 12984 993 35.808658599853516 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 11089 994 35.78745651245117 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 17337 995 35.785587310791016 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23791 996 35.778907775878906 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 13152 997 35.773372650146484 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 23284 998 35.760013580322266 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 10456 999 35.754520416259766 bm25_gpt4
TheoremQA_mingyin/series2.json Q0 8398 1000 35.73894500732422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4790 1 128.9010009765625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21599 2 98.33078002929688 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21600 3 94.04784393310547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17235 4 87.87308502197266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20900 5 86.68551635742188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11264 6 84.37139129638672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11104 7 84.14530181884766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21603 8 83.4155502319336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15687 9 82.82120513916016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17234 10 82.09701538085938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17237 11 82.02603149414062 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14128 12 80.86862182617188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17533 13 79.51578521728516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13836 14 78.55915069580078 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13835 15 77.92203521728516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8792 16 77.66738891601562 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11175 17 77.57122802734375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10745 18 77.11946105957031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11082 19 76.88252258300781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14720 20 75.71473693847656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4505 21 75.1519546508789 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11199 22 75.05952453613281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12770 23 73.91195678710938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12648 24 73.64595794677734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18040 25 73.57808685302734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10456 26 73.52240753173828 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11097 27 73.13323974609375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20783 28 72.98445129394531 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21605 29 72.09989929199219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21611 30 72.08126831054688 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17094 31 71.83090209960938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8087 32 71.34777069091797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21608 33 71.070068359375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11107 34 70.45568084716797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15336 35 70.30612182617188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11209 36 70.08462524414062 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11196 37 69.95045471191406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11200 38 69.729736328125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11979 39 69.34329223632812 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11195 40 69.17020416259766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11114 41 69.04975891113281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11100 42 68.53202056884766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11086 43 68.48230743408203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11105 44 68.45843505859375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22881 45 68.38142395019531 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11197 46 68.18961334228516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11101 47 68.04644775390625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4418 48 68.01486206054688 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11113 49 67.79737854003906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11190 50 67.68838500976562 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13985 51 67.61014556884766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20914 52 67.50749206542969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11109 53 67.19417572021484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17239 54 67.06217193603516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4933 55 66.6183090209961 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11177 56 66.53538513183594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11099 57 66.50666809082031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18686 58 66.37554931640625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11204 59 66.30450439453125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21391 60 65.6581802368164 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1195 61 65.45553588867188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11171 62 65.45170593261719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23618 63 65.4393081665039 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11090 64 65.23872375488281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11208 65 65.09173583984375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11169 66 64.97733306884766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13582 67 64.9000244140625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11084 68 64.81900787353516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21891 69 64.80599975585938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11193 70 64.72337341308594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11094 71 64.2459716796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15686 72 63.837520599365234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18038 73 63.609413146972656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13040 74 63.585567474365234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21930 75 63.284812927246094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11188 76 63.04603958129883 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15065 77 62.74419403076172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23782 78 62.49639129638672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11170 79 62.386470794677734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13492 80 62.175662994384766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15429 81 62.05146789550781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13401 82 62.0403938293457 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22831 83 61.632911682128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20911 84 61.4837646484375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11166 85 61.3967399597168 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11089 86 61.028533935546875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20906 87 60.81770324707031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11092 88 60.65488815307617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18716 89 60.47475051879883 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13444 90 60.408164978027344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11164 91 60.18408203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11163 92 60.1197395324707 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11172 93 59.996192932128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20779 94 59.903133392333984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13330 95 59.896270751953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11083 96 59.89223861694336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13329 97 59.85089874267578 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 208 98 59.793182373046875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11179 99 59.77230453491211 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18554 100 59.71757888793945 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13154 101 59.566436767578125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18205 102 59.433712005615234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15189 103 59.361244201660156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11187 104 59.25139617919922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11185 105 59.240234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11173 106 59.130374908447266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17058 107 58.893218994140625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11178 108 58.851348876953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13589 109 58.734092712402344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9565 110 58.40830993652344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15888 111 58.28281784057617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13442 112 58.17536544799805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18499 113 58.06330871582031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20967 114 58.02922821044922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23271 115 57.843772888183594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13418 116 57.780113220214844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17444 117 57.622962951660156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13512 118 57.62079620361328 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20137 119 57.365638732910156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3179 120 57.324562072753906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13412 121 57.257789611816406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22580 122 56.93696975708008 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18511 123 56.90218734741211 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17995 124 56.844303131103516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17990 125 56.726173400878906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11201 126 56.564273834228516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15306 127 56.351966857910156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2095 128 56.17436218261719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23495 129 56.14414596557617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23538 130 55.93699645996094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4821 131 55.733123779296875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11165 132 55.68680953979492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11095 133 55.5037841796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17614 134 55.44420623779297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22556 135 55.43051528930664 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18576 136 55.35459518432617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2650 137 55.259334564208984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12417 138 55.1282844543457 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11168 139 55.06660079956055 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3806 140 54.962764739990234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4176 141 54.95243453979492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13431 142 54.83541488647461 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3185 143 54.830955505371094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11414 144 54.829994201660156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11980 145 54.80675506591797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17538 146 54.79234313964844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21606 147 54.78660583496094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20904 148 54.74479293823242 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13432 149 54.62931823730469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16036 150 54.587772369384766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13435 151 54.54786682128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11351 152 54.54208755493164 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13416 153 54.54174041748047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11203 154 54.49205780029297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13424 155 54.459896087646484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17631 156 54.4526481628418 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21607 157 54.319278717041016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17443 158 54.26966857910156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13408 159 54.26893615722656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10690 160 54.19731903076172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14662 161 54.1270866394043 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20761 162 53.917171478271484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10372 163 53.80573654174805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20912 164 53.696495056152344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11149 165 53.67679977416992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11091 166 53.63674545288086 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6255 167 53.633365631103516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11161 168 53.51022720336914 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11167 169 53.480934143066406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13328 170 53.48064041137695 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11184 171 53.45181655883789 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11207 172 53.44689178466797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13422 173 53.40349197387695 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13400 174 53.36040115356445 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18411 175 53.315677642822266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2147 176 53.31187438964844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11112 177 53.267948150634766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17110 178 53.22465133666992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17236 179 53.19642639160156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11272 180 53.18190383911133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11106 181 53.064727783203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21587 182 53.0555305480957 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20907 183 52.973876953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8264 184 52.91341018676758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11174 185 52.844757080078125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11181 186 52.81120681762695 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13123 187 52.766605377197266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11194 188 52.72462463378906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17322 189 52.701969146728516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13406 190 52.69187545776367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13402 191 52.637794494628906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17633 192 52.61856460571289 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11180 193 52.617027282714844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5183 194 52.6063117980957 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21384 195 52.471553802490234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20910 196 52.45867919921875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11189 197 52.45396041870117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11205 198 52.440086364746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13440 199 52.39392852783203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18553 200 52.39179611206055 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13427 201 52.385929107666016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13409 202 52.3433837890625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11202 203 52.24205780029297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8856 204 52.16501998901367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23685 205 52.14006805419922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15685 206 52.09435272216797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21601 207 52.05510711669922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15750 208 52.05364990234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13411 209 52.020416259765625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17904 210 51.97402572631836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13423 211 51.79835510253906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6101 212 51.763572692871094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5219 213 51.716888427734375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13413 214 51.63097381591797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9242 215 51.61308288574219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9188 216 51.594852447509766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20902 217 51.549644470214844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13430 218 51.5299072265625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20901 219 51.521339416503906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21589 220 51.477386474609375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21176 221 51.38831329345703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15993 222 51.33743667602539 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13438 223 51.33161544799805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19899 224 51.308692932128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16604 225 51.282386779785156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13405 226 51.264102935791016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13449 227 51.2559928894043 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3449 228 51.18001174926758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11152 229 51.17887878417969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20913 230 51.136802673339844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15024 231 50.93632507324219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20909 232 50.82505798339844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11981 233 50.779300689697266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9987 234 50.69642639160156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11186 235 50.67658996582031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4736 236 50.607574462890625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11087 237 50.509307861328125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21604 238 50.499977111816406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20418 239 50.449710845947266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11088 240 50.43214797973633 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15811 241 50.38896179199219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10369 242 50.32999801635742 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18674 243 50.2999267578125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11085 244 50.16086959838867 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13425 245 50.0930290222168 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4407 246 49.99372482299805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13404 247 49.920867919921875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11098 248 49.81132888793945 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11206 249 49.798500061035156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11096 250 49.732276916503906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2288 251 49.7199592590332 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13420 252 49.67813491821289 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13142 253 49.65750503540039 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11191 254 49.623504638671875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11110 255 49.597293853759766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20905 256 49.576778411865234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11103 257 49.51476287841797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11108 258 49.449501037597656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11183 259 49.42315673828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11176 260 49.418540954589844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21592 261 49.272613525390625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3074 262 49.19868469238281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11198 263 49.00657272338867 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11093 264 48.997005462646484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11192 265 48.798580169677734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13862 266 48.79686737060547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 985 267 48.69024658203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22833 268 48.627357482910156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17632 269 48.528709411621094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10458 270 48.52082824707031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11831 271 48.503173828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22791 272 48.4554557800293 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22781 273 48.40327453613281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11182 274 48.37727355957031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5488 275 48.36713409423828 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19970 276 48.35544967651367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13439 277 48.35023498535156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21590 278 48.27324676513672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13350 279 48.255855560302734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14898 280 48.24182891845703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19657 281 48.18046951293945 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13419 282 48.15489196777344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1354 283 48.1327018737793 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6032 284 48.068538665771484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13041 285 48.02187728881836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20908 286 47.89720916748047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20903 287 47.886375427246094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11162 288 47.859954833984375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13105 289 47.6873664855957 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11111 290 47.673397064208984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21712 291 47.6126823425293 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11226 292 47.556915283203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 383 293 47.458709716796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21714 294 47.439788818359375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13421 295 47.41564178466797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13901 296 47.37137222290039 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6524 297 47.368717193603516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8106 298 47.24744415283203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4858 299 47.2208366394043 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20819 300 47.2156867980957 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15337 301 47.20781326293945 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23331 302 47.177703857421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17542 303 47.152400970458984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10459 304 47.134727478027344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11486 305 47.12056350708008 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10371 306 47.11180114746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 963 307 47.1103401184082 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13805 308 47.066017150878906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2380 309 46.972625732421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13426 310 46.85975646972656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13429 311 46.80727767944336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13447 312 46.7786865234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21596 313 46.760887145996094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17421 314 46.63941192626953 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13428 315 46.5603141784668 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2049 316 46.46375274658203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13789 317 46.4266357421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23359 318 46.26488494873047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13441 319 46.26052474975586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18409 320 46.24767303466797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 962 321 46.195770263671875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5004 322 46.13300704956055 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23411 323 45.84792709350586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11102 324 45.79179000854492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7132 325 45.62263488769531 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15677 326 45.245216369628906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15994 327 45.21063232421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6278 328 45.125694274902344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4477 329 45.06767654418945 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 402 330 45.06433868408203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10824 331 44.986061096191406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14815 332 44.90299987792969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12413 333 44.819007873535156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12244 334 44.764095306396484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11147 335 44.75196838378906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11136 336 44.72135925292969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7498 337 44.58860397338867 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18684 338 44.57947540283203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21737 339 44.577613830566406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17240 340 44.42741012573242 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14070 341 44.31475067138672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18042 342 44.233009338378906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13143 343 44.09977722167969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15200 344 44.06426239013672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17005 345 43.98511505126953 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3955 346 43.944820404052734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14127 347 43.94343948364258 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18406 348 43.87331008911133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14130 349 43.76377487182617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17761 350 43.6794548034668 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17243 351 43.676513671875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18609 352 43.6690673828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18403 353 43.60205841064453 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13414 354 43.59284591674805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5436 355 43.58146286010742 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3253 356 43.53340148925781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17241 357 43.40907287597656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3128 358 43.3826789855957 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17929 359 43.380950927734375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5002 360 43.280277252197266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9988 361 43.2294807434082 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11135 362 43.195552825927734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8093 363 43.140708923339844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10691 364 43.117774963378906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5626 365 43.108314514160156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 473 366 43.10707092285156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18405 367 43.0749397277832 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8090 368 42.99830627441406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13042 369 42.972434997558594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13706 370 42.96846389770508 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8092 371 42.86083984375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14078 372 42.833030700683594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14808 373 42.8277587890625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13337 374 42.82350540161133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11406 375 42.7136344909668 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3467 376 42.648765563964844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21591 377 42.57676696777344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2807 378 42.518333435058594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11514 379 42.51371383666992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22654 380 42.460777282714844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14452 381 42.440147399902344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4343 382 42.407203674316406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8003 383 42.369773864746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11407 384 42.36614990234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23489 385 42.3253173828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10818 386 42.3151969909668 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13119 387 42.31036376953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16369 388 42.30259323120117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16672 389 42.28683090209961 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5317 390 42.2825927734375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23268 391 42.21106719970703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11260 392 42.108123779296875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16252 393 42.104042053222656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23361 394 42.01725769042969 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14536 395 42.0168571472168 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9990 396 41.984893798828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20865 397 41.93077087402344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13118 398 41.91432189941406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21614 399 41.907569885253906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10015 400 41.88894271850586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16904 401 41.875064849853516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22655 402 41.85170364379883 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14467 403 41.81964111328125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13403 404 41.78887176513672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16835 405 41.647430419921875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15671 406 41.52099609375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13574 407 41.49247360229492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22864 408 41.476192474365234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11818 409 41.460838317871094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16003 410 41.40449523925781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21593 411 41.347190856933594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16007 412 41.306922912597656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7609 413 41.27408218383789 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11613 414 41.24070739746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17242 415 41.21379852294922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16683 416 41.20924377441406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18344 417 41.179378509521484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16646 418 41.00248718261719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19126 419 40.9575080871582 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8091 420 40.91977310180664 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8094 421 40.78052520751953 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14126 422 40.77471923828125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20567 423 40.76512908935547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13323 424 40.75275421142578 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14435 425 40.67753219604492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9520 426 40.66640853881836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14694 427 40.6632194519043 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21036 428 40.640872955322266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1987 429 40.626380920410156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23282 430 40.6132698059082 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22857 431 40.61036682128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17692 432 40.56464385986328 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5167 433 40.53136444091797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12245 434 40.51199722290039 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23413 435 40.49276351928711 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13415 436 40.49033737182617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 197 437 40.44233703613281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22109 438 40.42225646972656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1309 439 40.41141891479492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21594 440 40.345924377441406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7553 441 40.31544494628906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5916 442 40.313232421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1542 443 40.28338623046875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13331 444 40.26567077636719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17724 445 40.222232818603516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23609 446 40.220802307128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6102 447 40.20231246948242 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21595 448 40.155723571777344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13410 449 40.15318298339844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20980 450 40.114585876464844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14358 451 40.024288177490234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17367 452 40.00285339355469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13792 453 39.9860725402832 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12771 454 39.89784240722656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20113 455 39.89614486694336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18407 456 39.84803009033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5201 457 39.82966995239258 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2682 458 39.79583740234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22183 459 39.779632568359375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1042 460 39.76110076904297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19836 461 39.751224517822266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11270 462 39.73166275024414 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17233 463 39.67378234863281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17368 464 39.67269515991211 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18404 465 39.664451599121094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3066 466 39.63494110107422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5166 467 39.59516525268555 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 148 468 39.588523864746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12763 469 39.585330963134766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23402 470 39.574031829833984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23449 471 39.4815559387207 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14969 472 39.47614288330078 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9953 473 39.423057556152344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21602 474 39.42091369628906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22824 475 39.37315368652344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17630 476 39.36965560913086 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11258 477 39.353118896484375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21568 478 39.34953308105469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15897 479 39.34282684326172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13763 480 39.3012580871582 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12234 481 39.28407287597656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5018 482 39.2528076171875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10989 483 39.25090026855469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7742 484 39.20541000366211 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5500 485 39.16415023803711 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18432 486 39.12325668334961 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18552 487 39.094539642333984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23099 488 39.09157180786133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22522 489 39.07220458984375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11268 490 39.0130615234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13325 491 38.996192932128906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17537 492 38.90098571777344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 706 493 38.888916015625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13417 494 38.86424255371094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14433 495 38.84962463378906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15023 496 38.81925964355469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14360 497 38.70210266113281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21500 498 38.69959259033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8569 499 38.65053939819336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16570 500 38.573951721191406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5197 501 38.501365661621094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4065 502 38.500980377197266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13434 503 38.42160415649414 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3600 504 38.420265197753906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14462 505 38.39189147949219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15341 506 38.3328857421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11262 507 38.32980728149414 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15191 508 38.31134033203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18408 509 38.2602653503418 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13267 510 38.24371337890625 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 11266 534 37.41503143310547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12697 535 37.32644271850586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15139 536 37.30121612548828 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 23721 538 37.2548942565918 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 15962 541 37.18989944458008 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 15906 545 37.070796966552734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11261 546 37.00899124145508 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13389 547 36.997650146484375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16986 548 36.96289825439453 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22523 549 36.94379425048828 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12957 550 36.91679000854492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22524 551 36.91410446166992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7446 552 36.91297149658203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5625 553 36.8756103515625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15026 554 36.86016845703125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18550 555 36.84325408935547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5249 556 36.792911529541016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9676 557 36.77989959716797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1425 558 36.771514892578125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17742 559 36.77061462402344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22832 560 36.765933990478516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9009 561 36.7474365234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1967 562 36.734500885009766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22653 563 36.679420471191406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13322 564 36.65330123901367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11899 565 36.60139846801758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12738 566 36.585914611816406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11430 567 36.55837631225586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20652 568 36.55837631225586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21597 569 36.53601837158203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1476 570 36.49373245239258 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 818 571 36.46760940551758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16962 572 36.44887924194336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14428 573 36.4307861328125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18178 574 36.42779541015625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10457 575 36.38709259033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14700 576 36.370574951171875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18640 577 36.32798385620117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22651 578 36.31653594970703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21174 579 36.311553955078125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8834 580 36.3065185546875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4125 581 36.29573059082031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10370 582 36.24193572998047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11472 583 36.23659133911133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10376 584 36.22364044189453 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13171 585 36.1748046875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16366 586 36.16368103027344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15207 587 36.10659408569336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14721 588 36.095218658447266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21289 589 36.07273864746094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4894 590 36.01462936401367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9567 591 36.00434875488281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7615 592 36.000431060791016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14125 593 35.983036041259766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17762 594 35.97290802001953 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13884 595 35.97173309326172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21151 596 35.966312408447266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11148 597 35.960636138916016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13807 598 35.9564323425293 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12153 599 35.928550720214844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 868 600 35.87928009033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18632 601 35.78679656982422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21024 602 35.765037536621094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8695 603 35.74763107299805 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5562 604 35.746395111083984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15219 605 35.74122619628906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11146 606 35.728572845458984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10367 607 35.68907928466797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21475 608 35.64039993286133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2141 609 35.608219146728516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16899 610 35.594234466552734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3237 611 35.58656311035156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23493 612 35.574153900146484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15839 613 35.56085205078125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15201 614 35.55522155761719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6719 615 35.511993408203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11273 616 35.51161193847656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21636 617 35.48521423339844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14124 618 35.47710037231445 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15979 619 35.46965026855469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11263 620 35.42183303833008 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23471 621 35.39965057373047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14976 622 35.398162841796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15403 623 35.38674545288086 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18280 624 35.37165832519531 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6886 625 35.36599349975586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13399 626 35.358489990234375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23404 627 35.35598373413086 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1102 628 35.29277038574219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10581 629 35.283329010009766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16903 630 35.25064468383789 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11649 631 35.242069244384766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8080 632 35.23597717285156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12974 633 35.223182678222656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14123 634 35.209259033203125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12750 635 35.19102478027344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5845 636 35.16053009033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23692 637 35.11553955078125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15988 638 35.11186218261719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2151 639 35.10199737548828 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18694 640 35.055362701416016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7450 641 35.04314422607422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15632 642 35.04247283935547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14436 643 34.983909606933594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13448 644 34.97776412963867 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13407 645 34.9532470703125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21885 646 34.84295654296875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10455 647 34.832698822021484 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17931 648 34.81059265136719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15143 649 34.793479919433594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16244 650 34.789093017578125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11271 651 34.776973724365234 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15899 652 34.744346618652344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10766 653 34.70805740356445 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3033 654 34.60719680786133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11265 655 34.590946197509766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10190 656 34.571990966796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21747 657 34.55952453613281 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5158 658 34.5555419921875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15744 659 34.54328918457031 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21387 660 34.52888488769531 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17457 661 34.525390625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19860 662 34.51966857910156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12693 663 34.50754165649414 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5473 664 34.47450256347656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11151 665 34.467044830322266 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22598 666 34.4537239074707 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21494 667 34.450157165527344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3772 668 34.44382858276367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12862 669 34.413272857666016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11541 670 34.39371871948242 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15536 671 34.35618591308594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13475 672 34.35209655761719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2140 673 34.32454299926758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8471 674 34.300254821777344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23330 675 34.29706954956055 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22177 676 34.29676818847656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22090 677 34.29398727416992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3446 678 34.29329299926758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7786 679 34.256187438964844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10023 680 34.2453498840332 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6882 681 34.207275390625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11267 682 34.18372344970703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15157 683 34.17997741699219 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 563 684 34.1607666015625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11814 685 34.15498352050781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13804 686 34.15060043334961 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17037 687 34.14672088623047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21700 688 34.130367279052734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2092 689 34.11728286743164 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12694 690 34.09613037109375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12870 691 34.00368881225586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21588 692 34.00249099731445 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6254 693 33.997718811035156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16060 694 33.990562438964844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22858 695 33.97821044921875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11571 696 33.96327590942383 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15376 697 33.937286376953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13122 698 33.8692512512207 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 564 699 33.84828186035156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23215 700 33.83961486816406 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14458 701 33.83793258666992 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10004 702 33.83584976196289 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3507 703 33.81565856933594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18533 704 33.809783935546875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14208 705 33.7968635559082 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15956 706 33.74279022216797 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13445 707 33.68225860595703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11150 708 33.65727233886719 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17422 709 33.656375885009766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19969 710 33.63118362426758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8848 711 33.593299865722656 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7128 712 33.583831787109375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15985 713 33.57365417480469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18879 714 33.571205139160156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 561 715 33.54875183105469 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18764 716 33.54782485961914 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13433 717 33.52021026611328 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18538 718 33.516380310058594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 207 719 33.51207733154297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10438 720 33.506744384765625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 294 721 33.4929313659668 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14437 722 33.47848129272461 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17145 723 33.45614242553711 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21019 724 33.450191497802734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16269 725 33.44110107421875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23719 726 33.42899703979492 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21693 727 33.40736389160156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2714 728 33.368534088134766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17121 729 33.35664367675781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5671 730 33.34272384643555 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13167 731 33.33613586425781 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15400 732 33.307456970214844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17222 733 33.296756744384766 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4976 734 33.247833251953125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6252 735 33.23436737060547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20820 736 33.231719970703125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23517 737 33.21499252319336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16389 738 33.20979309082031 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 17397 791 32.45270538330078 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12774 792 32.4503173828125 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 17365 795 32.387847900390625 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 16849 807 32.04976272583008 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 19092 812 32.008949279785156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11387 813 31.978012084960938 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 10515 817 31.951396942138672 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 1181 823 31.815664291381836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20490 824 31.811670303344727 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5583 825 31.808189392089844 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 6537 837 31.675800323486328 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 3736 840 31.635845184326172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17987 841 31.626012802124023 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14801 842 31.624462127685547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 19767 843 31.604816436767578 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23535 844 31.58913803100586 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 15274 848 31.54421615600586 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7506 849 31.543399810791016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3734 850 31.512004852294922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1540 851 31.505990982055664 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20114 852 31.503475189208984 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 704 853 31.479679107666016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14072 854 31.478931427001953 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17751 855 31.450733184814453 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11513 856 31.447914123535156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 869 857 31.446901321411133 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21618 858 31.423330307006836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1191 859 31.404672622680664 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1180 860 31.40145492553711 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23333 861 31.392562866210938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14802 862 31.362327575683594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4066 863 31.358091354370117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14361 864 31.313682556152344 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11479 865 31.307357788085938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20861 866 31.305511474609375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18653 867 31.28509521484375 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17780 868 31.28390884399414 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22656 869 31.25273895263672 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 9722 870 31.20928955078125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2464 871 31.17920684814453 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22065 872 31.143917083740234 bm25_gpt4
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TheoremQA_wenhuchen/ODE2.json Q0 11926 875 31.120704650878906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21567 876 31.120105743408203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21890 877 31.118919372558594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10775 878 31.11343765258789 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13324 879 31.113283157348633 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18146 880 31.101341247558594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2375 881 31.075912475585938 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2301 882 31.067441940307617 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10007 883 31.038814544677734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8082 884 31.038188934326172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6628 885 31.03177261352539 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11593 886 30.985416412353516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18336 887 30.961200714111328 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16063 888 30.941665649414062 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21221 889 30.93436050415039 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22628 890 30.9121150970459 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17252 891 30.909605026245117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20020 892 30.90948486328125 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23403 893 30.90932846069336 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14569 894 30.882232666015625 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3643 895 30.865863800048828 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21612 896 30.818374633789062 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7785 897 30.80735206604004 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11586 898 30.798160552978516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1541 899 30.79603385925293 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15333 900 30.77482795715332 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12167 901 30.772411346435547 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 4057 902 30.762226104736328 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23362 903 30.747526168823242 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2895 904 30.732337951660156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20037 905 30.713790893554688 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15022 906 30.68887710571289 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22869 907 30.66539764404297 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2615 908 30.66179656982422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21957 909 30.642723083496094 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17986 910 30.637027740478516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7151 911 30.624839782714844 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22072 912 30.623523712158203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12568 913 30.611953735351562 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22178 914 30.60379981994629 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15034 915 30.595970153808594 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21385 916 30.59294891357422 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11653 917 30.581096649169922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20565 918 30.57849884033203 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10785 919 30.577926635742188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17648 920 30.550365447998047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1128 921 30.501867294311523 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15146 922 30.493515014648438 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22343 923 30.48343276977539 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17596 924 30.477535247802734 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15531 925 30.476848602294922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15816 926 30.473819732666016 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13803 927 30.422893524169922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 8621 928 30.400943756103516 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14015 929 30.37784194946289 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13924 930 30.376808166503906 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23020 931 30.36500358581543 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 20517 932 30.360641479492188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17154 933 30.32063865661621 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12781 934 30.319578170776367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23491 935 30.27960777282715 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10373 936 30.275423049926758 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 3428 937 30.26935577392578 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 11371 938 30.241697311401367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 6904 939 30.2288875579834 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 1113 940 30.220884323120117 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 16285 941 30.212644577026367 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13691 942 30.200973510742188 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21301 943 30.20032501220703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17255 944 30.183177947998047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18782 945 30.175506591796875 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 17756 946 30.124065399169922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23323 947 30.118480682373047 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 7919 948 30.11305809020996 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2749 949 30.10441017150879 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 22061 950 30.071392059326172 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 21386 951 30.064409255981445 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2385 952 30.042346954345703 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 10304 953 30.03826332092285 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2424 954 30.022014617919922 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 14152 955 30.00339126586914 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 12769 956 30.001480102539062 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 2718 957 30.000381469726562 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 13900 958 29.99930763244629 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 15345 959 29.989662170410156 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 18307 960 29.98720932006836 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 23532 961 29.980661392211914 bm25_gpt4
TheoremQA_wenhuchen/ODE2.json Q0 5196 962 29.945880889892578 bm25_gpt4
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TheoremQA_wenhuchen/Liouville’s_theorem1.json Q0 3584 164 48.900611877441406 bm25_gpt4
TheoremQA_wenhuchen/Liouville’s_theorem1.json Q0 23782 165 48.8565673828125 bm25_gpt4
TheoremQA_wenhuchen/Liouville’s_theorem1.json Q0 14447 166 48.84816360473633 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 820 137 48.032772064208984 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 10681 140 47.9411506652832 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 20775 148 47.27748107910156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10783 149 47.2502555847168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21525 150 47.220760345458984 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 16526 154 46.700950622558594 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 21579 158 46.512027740478516 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 11003 162 46.14635467529297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20860 163 46.11994171142578 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11414 164 46.07463073730469 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3281 165 46.03478240966797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20351 166 45.9196891784668 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 17949 168 45.742401123046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9047 169 45.730735778808594 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 469 171 45.347625732421875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1181 172 45.32325744628906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21568 173 45.30558395385742 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21668 174 45.25563430786133 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23449 175 45.218448638916016 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 21669 177 45.1019287109375 bm25_gpt4
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TheoremQA_panlu/rigid-body3.json Q0 22556 179 45.035552978515625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17247 180 45.01142120361328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9567 181 44.936641693115234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10384 182 44.88951110839844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23618 183 44.868980407714844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19658 184 44.738033294677734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7336 185 44.67880630493164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13152 186 44.59141540527344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10954 187 44.58857345581055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20103 188 44.57775115966797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13985 189 44.5686149597168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14298 190 44.38375473022461 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15714 191 44.383392333984375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10785 192 44.344573974609375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13692 193 44.3021125793457 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7498 194 44.21101379394531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21957 195 44.18089294433594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17470 196 44.16071319580078 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17236 197 44.13014221191406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18764 198 44.08897399902344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16835 199 44.07781219482422 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12770 200 44.061607360839844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13925 201 44.030723571777344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21289 202 44.01241683959961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17632 203 43.84952926635742 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17542 204 43.8380241394043 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4933 205 43.73041534423828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18153 206 43.677528381347656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17250 207 43.66727066040039 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 790 208 43.64516067504883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21600 209 43.62588119506836 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21500 210 43.61793899536133 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11513 211 43.549293518066406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19092 212 43.50593566894531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13267 213 43.50361251831055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10365 214 43.428497314453125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18508 215 43.41084289550781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16036 216 43.40885925292969 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22717 217 43.39919662475586 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10591 218 43.395721435546875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12917 219 43.23548889160156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3808 220 43.213226318359375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9936 221 43.20729064941406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14898 222 43.18220520019531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4859 223 43.16071319580078 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14641 224 43.14946746826172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14445 225 43.1164665222168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21930 226 43.11257553100586 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11571 227 42.86436080932617 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1180 228 42.838096618652344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3253 229 42.835445404052734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10996 230 42.821144104003906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12868 231 42.80260467529297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11415 232 42.790775299072266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15387 233 42.70764923095703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18776 234 42.7049560546875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12921 235 42.679412841796875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9488 236 42.65427017211914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14444 237 42.47377395629883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11586 238 42.422210693359375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15159 239 42.401695251464844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23536 240 42.3857307434082 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14374 241 42.279754638671875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13757 242 42.14814758300781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17755 243 42.0977783203125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11387 244 42.013206481933594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8653 245 41.94580078125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5687 246 41.91168212890625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5871 247 41.84918212890625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19970 248 41.6845703125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13392 249 41.674766540527344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 555 250 41.6094856262207 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15342 251 41.606075286865234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2147 252 41.58891296386719 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20358 253 41.482398986816406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10541 254 41.46139907836914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 837 255 41.35301971435547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10549 256 41.3519287109375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2479 257 41.342620849609375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15189 258 41.248443603515625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10538 259 41.198760986328125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12224 260 41.175071716308594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13492 261 41.164493560791016 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19100 262 41.07646560668945 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23434 263 41.035789489746094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23825 264 41.00033187866211 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16030 265 40.973670959472656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13696 266 40.968379974365234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11264 267 40.9404296875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18478 268 40.92864990234375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23360 269 40.83533477783203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8731 270 40.823997497558594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22766 271 40.774253845214844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19656 272 40.72936248779297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10691 273 40.721431732177734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21281 274 40.69438552856445 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17317 275 40.67925262451172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17752 276 40.655521392822266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12752 277 40.644283294677734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12750 278 40.63938903808594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12763 279 40.58165740966797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14433 280 40.509254455566406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15182 281 40.46158218383789 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22896 282 40.45527267456055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1191 283 40.4494514465332 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12818 284 40.42427444458008 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10534 285 40.309818267822266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6219 286 40.21875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17167 287 40.130767822265625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11654 288 40.11315155029297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2650 289 40.08277893066406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10581 290 40.00825500488281 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21891 291 39.93412399291992 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15091 292 39.92533874511719 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23331 293 39.87290954589844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12819 294 39.862632751464844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10791 295 39.81798553466797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23721 296 39.79385757446289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21342 297 39.79018020629883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17781 298 39.75516891479492 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9900 299 39.7118034362793 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1585 300 39.68356704711914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18727 301 39.670982360839844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17251 302 39.647979736328125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1019 303 39.629432678222656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15068 304 39.57917785644531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10303 305 39.565921783447266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3971 306 39.555419921875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15034 307 39.50774002075195 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17237 308 39.49668502807617 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10377 309 39.40106201171875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3467 310 39.37728500366211 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23436 311 39.33555603027344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8819 312 39.329586029052734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17058 313 39.29750061035156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 815 314 39.257972717285156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18683 315 39.22197723388672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13037 316 39.219757080078125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17322 317 39.215824127197266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10539 318 39.14949417114258 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23801 319 39.14780807495117 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17756 320 39.147464752197266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17296 321 39.13337326049805 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15166 322 39.10039520263672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16811 323 39.05900573730469 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18716 324 39.044918060302734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2898 325 39.0341796875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8091 326 39.01966094970703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17227 327 38.984092712402344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2807 328 38.97145462036133 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18465 329 38.95002365112305 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13517 330 38.93128967285156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3667 331 38.90045928955078 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16069 332 38.899051666259766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 907 333 38.89201354980469 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13585 334 38.88588333129883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11344 335 38.87099075317383 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10550 336 38.855690002441406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21479 337 38.79840087890625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17906 338 38.7485237121582 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11511 339 38.7065315246582 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16691 340 38.705657958984375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18632 341 38.70218276977539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12150 342 38.70054626464844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11360 343 38.65432357788086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22710 344 38.642913818359375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20816 345 38.61244201660156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20915 346 38.60541915893555 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17309 347 38.58514404296875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17913 348 38.552860260009766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18609 349 38.533382415771484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17182 350 38.52955627441406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15993 351 38.4855842590332 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23413 352 38.479000091552734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5164 353 38.46809768676758 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11472 354 38.430931091308594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21522 355 38.39897537231445 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8126 356 38.34298324584961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10686 357 38.3364143371582 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17630 358 38.29618835449219 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10366 359 38.22515106201172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2095 360 38.17010498046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6220 361 38.15034484863281 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20828 362 38.14375686645508 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18766 363 38.14254379272461 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10792 364 38.09513854980469 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21489 365 38.079368591308594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15679 366 38.062156677246094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8486 367 38.047367095947266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22246 368 38.028717041015625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7686 369 38.02705001831055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16368 370 37.974220275878906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21391 371 37.96802520751953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20570 372 37.91386413574219 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23826 373 37.8560676574707 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23349 374 37.82803726196289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12227 375 37.81450653076172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9312 376 37.806976318359375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20225 377 37.75243377685547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11750 378 37.68090057373047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1194 379 37.669281005859375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8125 380 37.66513442993164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14435 381 37.55999755859375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3033 382 37.5334587097168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17320 383 37.52088165283203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23760 384 37.47649383544922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21272 385 37.44066619873047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21542 386 37.426815032958984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17884 387 37.41646957397461 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11818 388 37.40969467163086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22157 389 37.40432357788086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10536 390 37.384437561035156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18070 391 37.32142639160156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14075 392 37.317012786865234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17192 393 37.31658172607422 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21738 394 37.28072738647461 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8093 395 37.251747131347656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17768 396 37.24286651611328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20865 397 37.1961555480957 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21796 398 37.18427658081055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3828 399 37.139991760253906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13077 400 37.13362503051758 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13607 401 37.133480072021484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17817 402 37.081260681152344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10537 403 37.07529067993164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 140 404 37.018943786621094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22653 405 37.00843048095703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17517 406 37.00279998779297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23235 407 36.98712158203125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15961 408 36.9600830078125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22809 409 36.90935516357422 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3846 410 36.88847351074219 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8090 411 36.8856086730957 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21576 412 36.86212158203125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22694 413 36.837215423583984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13589 414 36.81747055053711 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18992 415 36.81178283691406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22735 416 36.79188537597656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8092 417 36.778961181640625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17596 418 36.77775955200195 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16144 419 36.73176956176758 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21280 420 36.67604064941406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9794 421 36.651554107666016 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10145 422 36.64952850341797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11430 423 36.648277282714844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20652 424 36.648277282714844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19981 425 36.627662658691406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18807 426 36.601768493652344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11245 427 36.587669372558594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17743 428 36.58390426635742 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14368 429 36.559104919433594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19126 430 36.52955627441406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17094 431 36.49043273925781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22251 432 36.471702575683594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12244 433 36.454280853271484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21595 434 36.45041275024414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19990 435 36.4449462890625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 842 436 36.440757751464844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21151 437 36.430259704589844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14434 438 36.39833450317383 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11098 439 36.39527130126953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 149 440 36.34286117553711 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20537 441 36.303550720214844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17131 442 36.299659729003906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 449 443 36.278507232666016 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21702 444 36.27606201171875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16712 445 36.238182067871094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11174 446 36.20928192138672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17154 447 36.19871139526367 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18017 448 36.19587707519531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11385 449 36.169490814208984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18880 450 36.12593078613281 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22895 451 36.10941696166992 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15157 452 36.097984313964844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4343 453 36.09443664550781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6037 454 36.07896041870117 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11123 455 36.07708740234375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20365 456 36.068565368652344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19674 457 36.06806182861328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10745 458 36.06661605834961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19860 459 36.061710357666016 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17783 460 36.06009292602539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7337 461 36.04483413696289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13337 462 36.025238037109375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23271 463 35.9977912902832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19899 464 35.98045349121094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23260 465 35.93708801269531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17796 466 35.89395523071289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10089 467 35.86728286743164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10999 468 35.83955001831055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19108 469 35.79207229614258 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21885 470 35.78948211669922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15677 471 35.787845611572266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20914 472 35.78774642944336 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4872 473 35.7867546081543 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18913 474 35.772342681884766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13930 475 35.750267028808594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17791 476 35.7398796081543 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21712 477 35.722747802734375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1182 478 35.71113204956055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13581 479 35.7066650390625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18186 480 35.66695022583008 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21716 481 35.6368522644043 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13345 482 35.6323127746582 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21593 483 35.628055572509766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 434 484 35.619163513183594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17984 485 35.58732986450195 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22254 486 35.5734977722168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4002 487 35.548702239990234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22803 488 35.5024528503418 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8094 489 35.49678421020508 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20020 490 35.46237564086914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18493 491 35.448665618896484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12154 492 35.43183898925781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11190 493 35.38808059692383 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17986 494 35.37922668457031 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 664 495 35.373573303222656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14324 496 35.33624267578125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11104 497 35.3132438659668 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5671 498 35.30272674560547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7332 499 35.29774475097656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20144 500 35.2874641418457 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14678 501 35.256771087646484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5785 502 35.241825103759766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16646 503 35.23948669433594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10257 504 35.215660095214844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14775 505 35.19657897949219 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23333 506 35.19310760498047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20229 507 35.190467834472656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20886 508 35.1575813293457 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11140 509 35.14776611328125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10515 510 35.1342887878418 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15403 511 35.11086654663086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22751 512 35.110145568847656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21562 513 35.09679412841797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21368 514 35.07790756225586 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21378 515 35.060054779052734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15760 516 35.04409408569336 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17067 517 35.039066314697266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17183 518 34.97368621826172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17724 519 34.946495056152344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4736 520 34.94032287597656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12139 521 34.939453125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21478 522 34.93357467651367 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15508 523 34.927616119384766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12226 524 34.92241287231445 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11179 525 34.89871597290039 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22781 526 34.892459869384766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10494 527 34.885066986083984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2128 528 34.85811996459961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15458 529 34.83578109741211 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17633 530 34.80821990966797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14540 531 34.79642105102539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14832 532 34.79273223876953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18344 533 34.777679443359375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15376 534 34.75645065307617 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22864 535 34.75190734863281 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9221 536 34.718650817871094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23108 537 34.700538635253906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14251 538 34.68610763549805 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17338 539 34.648582458496094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5135 540 34.62698745727539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20226 541 34.565086364746094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11371 542 34.55085754394531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14252 543 34.544090270996094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7609 544 34.52632141113281 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5194 545 34.49635314941406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5195 546 34.49635314941406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5623 547 34.480430603027344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12746 548 34.45368957519531 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17996 549 34.44740676879883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16252 550 34.445560455322266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16659 551 34.43342971801758 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5916 552 34.422733306884766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21714 553 34.415077209472656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13578 554 34.4117317199707 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15805 555 34.4099006652832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1847 556 34.363826751708984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8150 557 34.36244583129883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22654 558 34.3553581237793 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17615 559 34.348426818847656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21717 560 34.32133483886719 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3198 561 34.295433044433594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15813 562 34.292118072509766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16244 563 34.289283752441406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5615 564 34.27696228027344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13705 565 34.2193717956543 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5477 566 34.20728302001953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11010 567 34.19894790649414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18281 568 34.180904388427734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20925 569 34.15184020996094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5345 570 34.146141052246094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6364 571 34.13407897949219 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17775 572 34.132484436035156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12234 573 34.1296272277832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15333 574 34.121028900146484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14255 575 34.09052276611328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6904 576 34.069671630859375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11102 577 34.034053802490234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14295 578 34.029754638671875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15191 579 34.02315139770508 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17924 580 34.02003860473633 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20779 581 34.01742935180664 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18777 582 33.9920768737793 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13835 583 33.97474670410156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21548 584 33.968841552734375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10548 585 33.96543884277344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1034 586 33.922813415527344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4572 587 33.922096252441406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11002 588 33.91413116455078 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14689 589 33.900394439697266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22650 590 33.87321472167969 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21589 591 33.84640121459961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14541 592 33.846336364746094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12936 593 33.83659744262695 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17319 594 33.8356819152832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20114 595 33.8152961730957 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14077 596 33.70008087158203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1150 597 33.69013977050781 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15981 598 33.682498931884766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1969 599 33.68248748779297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14795 600 33.67137908935547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10551 601 33.6673583984375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22712 602 33.658241271972656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6080 603 33.62428283691406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22955 604 33.62377166748047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13996 605 33.62015151977539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20979 606 33.606201171875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2694 607 33.6052131652832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12156 608 33.59223556518555 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12760 609 33.59041976928711 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23798 610 33.55534362792969 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8087 611 33.55500030517578 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12944 612 33.54912567138672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2695 613 33.53331756591797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2696 614 33.53331756591797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22183 615 33.5220947265625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10693 616 33.506591796875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17071 617 33.49679946899414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11370 618 33.49193572998047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16837 619 33.47107696533203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18388 620 33.46294403076172 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14665 621 33.42254638671875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16640 622 33.41929244995117 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10775 623 33.39773941040039 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18502 624 33.38946533203125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14133 625 33.360931396484375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18646 626 33.3551025390625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17769 627 33.34264373779297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23358 628 33.34049987792969 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18795 629 33.32537841796875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19873 630 33.312191009521484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14128 631 33.30004119873047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8471 632 33.2843017578125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14538 633 33.278663635253906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22898 634 33.27427673339844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14253 635 33.26192855834961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7331 636 33.25939178466797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11193 637 33.21730041503906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12304 638 33.19175720214844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13014 639 33.17146682739258 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22598 640 33.16600799560547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17119 641 33.1538200378418 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22017 642 33.15134048461914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15683 643 33.11109161376953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12858 644 33.05262756347656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21725 645 33.0438117980957 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17234 646 33.043663024902344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23452 647 33.03889465332031 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8740 648 33.02033996582031 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8741 649 33.02033996582031 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17928 650 32.97921371459961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17901 651 32.967533111572266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4871 652 32.94121551513672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21291 653 32.933921813964844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16673 654 32.915428161621094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16665 655 32.915283203125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21613 656 32.90508270263672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21699 657 32.9041748046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21176 658 32.8906135559082 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17602 659 32.889286041259766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8707 660 32.862396240234375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21653 661 32.858543395996094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13820 662 32.857887268066406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6059 663 32.84817886352539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19695 664 32.846824645996094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6481 665 32.84534454345703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22832 666 32.82333755493164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23793 667 32.81879425048828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23098 668 32.8172492980957 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13953 669 32.81679916381836 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7981 670 32.815216064453125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8840 671 32.786865234375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13942 672 32.78168869018555 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13836 673 32.780235290527344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11899 674 32.77114486694336 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 446 675 32.761207580566406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17993 676 32.73555374145508 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4224 677 32.734588623046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8708 678 32.69200897216797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23411 679 32.690330505371094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5312 680 32.68885040283203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21480 681 32.686397552490234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22191 682 32.676578521728516 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21383 683 32.65748596191406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17778 684 32.650997161865234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2288 685 32.646888732910156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17145 686 32.64104461669922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4505 687 32.62442398071289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17987 688 32.62012481689453 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18151 689 32.609527587890625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6946 690 32.60920333862305 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17761 691 32.605995178222656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21290 692 32.603271484375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20950 693 32.601104736328125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11494 694 32.590641021728516 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3163 695 32.56486511230469 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11478 696 32.55619430541992 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17763 697 32.5299072265625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14084 698 32.516021728515625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21384 699 32.513633728027344 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11616 700 32.508705139160156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15345 701 32.50275421142578 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16639 702 32.460426330566406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1104 703 32.44990921020508 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13984 704 32.421897888183594 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20900 705 32.41678237915039 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7450 706 32.41659927368164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20227 707 32.38937759399414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3150 708 32.388092041015625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11368 709 32.35500717163086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17823 710 32.35405349731445 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13195 711 32.34640121459961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18649 712 32.331207275390625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18035 713 32.312618255615234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17965 714 32.309364318847656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20539 715 32.30657196044922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3616 716 32.22393798828125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15026 717 32.21659469604492 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23236 718 32.186439514160156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16933 719 32.17464828491211 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23525 720 32.12778091430664 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14536 721 32.12639617919922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 438 722 32.10554885864258 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20790 723 32.105438232421875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18090 724 32.07093811035156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14815 725 32.06403732299805 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13154 726 32.035369873046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15811 727 32.03215789794922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13323 728 31.99796485900879 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17989 729 31.986927032470703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22177 730 31.971519470214844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16519 731 31.92742156982422 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20368 732 31.92095375061035 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9566 733 31.909847259521484 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13346 734 31.896244049072266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14254 735 31.89258575439453 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20868 736 31.88587188720703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1729 737 31.884931564331055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14203 738 31.881290435791016 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12831 739 31.873619079589844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13143 740 31.870691299438477 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10133 741 31.862606048583984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13389 742 31.859127044677734 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13318 743 31.85806655883789 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 466 744 31.826229095458984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12114 745 31.8204345703125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3969 746 31.817035675048828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22865 747 31.812406539916992 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21367 748 31.796058654785156 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10489 749 31.79092788696289 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13924 750 31.790660858154297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3935 751 31.786266326904297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14076 752 31.786026000976562 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20117 753 31.777812957763672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12768 754 31.760292053222656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13135 755 31.724342346191406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11226 756 31.723737716674805 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21560 757 31.721210479736328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14053 758 31.7176513671875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2700 759 31.70181655883789 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16410 760 31.690052032470703 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3286 761 31.65243911743164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15043 762 31.64266586303711 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20622 763 31.63567352294922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15102 764 31.631385803222656 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13661 765 31.625370025634766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12641 766 31.625118255615234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21605 767 31.619930267333984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10546 768 31.61529541015625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21292 769 31.609638214111328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13401 770 31.55421257019043 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15337 771 31.54469871520996 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1714 772 31.538211822509766 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10583 773 31.528209686279297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13197 774 31.47043228149414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17224 775 31.46536636352539 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16742 776 31.457618713378906 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21366 777 31.456405639648438 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14452 778 31.449615478515625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18811 779 31.448074340820312 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12862 780 31.44354248046875 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21570 781 31.426280975341797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20275 782 31.423484802246094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20121 783 31.38816261291504 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6229 784 31.383485794067383 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20228 785 31.377344131469727 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13043 786 31.36046600341797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23462 787 31.35966682434082 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20891 788 31.354778289794922 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23683 789 31.353525161743164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5313 790 31.34595489501953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8086 791 31.341432571411133 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18428 792 31.320209503173828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14957 793 31.31928062438965 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11578 794 31.276996612548828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18072 795 31.272974014282227 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6101 796 31.26125717163086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10547 797 31.259098052978516 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 9666 798 31.245223999023438 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13586 799 31.21550178527832 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 402 800 31.211044311523438 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18904 801 31.19436264038086 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21606 802 31.148815155029297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21305 803 31.145511627197266 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15035 804 31.14550018310547 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18684 805 31.14056968688965 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12347 806 31.138057708740234 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11107 807 31.126066207885742 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19875 808 31.114147186279297 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17644 809 31.112472534179688 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20410 810 31.109481811523438 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21666 811 31.10860824584961 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15632 812 31.106178283691406 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13044 813 31.1055965423584 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13771 814 31.063642501831055 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13671 815 31.06017303466797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19765 816 31.04414939880371 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13403 817 31.016191482543945 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18218 818 31.01361846923828 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22711 819 31.004940032958984 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 19496 820 30.9951114654541 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7615 821 30.990175247192383 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14969 822 30.98957633972168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 7042 823 30.966625213623047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21502 824 30.9195556640625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11480 825 30.901451110839844 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2062 826 30.89081573486328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17962 827 30.866504669189453 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11086 828 30.855600357055664 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10540 829 30.843917846679688 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 20104 830 30.836191177368164 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14352 831 30.8262939453125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10288 832 30.825458526611328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16638 833 30.81407928466797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21611 834 30.78213119506836 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 5527 835 30.776458740234375 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15653 836 30.729780197143555 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23567 837 30.72913932800293 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 6255 838 30.716869354248047 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23719 839 30.70591163635254 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18725 840 30.700096130371094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12822 841 30.691143035888672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11764 842 30.682544708251953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17977 843 30.67609977722168 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 4402 844 30.658893585205078 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 3445 845 30.656150817871094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10780 846 30.64652442932129 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15432 847 30.64250373840332 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16849 848 30.633119583129883 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21511 849 30.632099151611328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15801 850 30.631275177001953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 15620 851 30.62957191467285 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21300 852 30.626853942871094 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 22591 853 30.616962432861328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10411 854 30.602828979492188 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18178 855 30.58777618408203 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 2693 856 30.571197509765625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11127 857 30.549264907836914 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 16932 858 30.53153419494629 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 23790 859 30.5245361328125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17515 860 30.52267837524414 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8124 861 30.51915740966797 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21409 862 30.51325798034668 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13555 863 30.496248245239258 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14151 864 30.47420883178711 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 13901 865 30.452913284301758 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 447 866 30.451934814453125 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 14751 867 30.450977325439453 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 17166 868 30.442935943603516 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12344 869 30.44257926940918 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 11574 870 30.441875457763672 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 21594 871 30.438983917236328 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 8129 872 30.424243927001953 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 18475 873 30.421586990356445 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 12840 874 30.413843154907227 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 1275 875 30.408599853515625 bm25_gpt4
TheoremQA_panlu/rigid-body3.json Q0 10455 876 30.40475845336914 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13312 123 55.45456314086914 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15366 124 55.38422393798828 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23349 126 55.292991638183594 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17470 130 55.01750183105469 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13883 137 54.710670471191406 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22574 139 54.57113265991211 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21398 140 54.56705093383789 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12048 141 54.45263671875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21176 142 54.43424987792969 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11195 143 54.422637939453125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18632 144 54.4027099609375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21712 145 54.319068908691406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14176 146 54.29182815551758 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18883 147 54.16705322265625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11331 148 54.13712692260742 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15191 149 54.11656951904297 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20647 250 49.204952239990234 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21431 271 48.805789947509766 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17047 273 48.78636932373047 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 8087 274 48.751739501953125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14164 275 48.73748016357422 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18913 276 48.71665573120117 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11499 277 48.714141845703125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16725 278 48.6585807800293 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11360 279 48.61738204956055 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16144 280 48.60621643066406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15351 281 48.59653854370117 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11204 282 48.54672622680664 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15360 283 48.43916320800781 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16335 284 48.39264678955078 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19185 285 48.30857849121094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18683 286 48.27526092529297 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17632 287 48.25487518310547 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16724 288 48.253292083740234 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15750 290 48.2264289855957 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13803 291 48.21211624145508 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17421 292 48.14558792114258 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19193 293 48.1374626159668 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13666 294 48.133487701416016 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19186 295 48.11461639404297 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23215 296 48.03919219970703 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 7658 297 48.022918701171875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11089 298 47.99925994873047 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23293 299 47.98487854003906 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19190 300 47.96486282348633 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18038 301 47.90031051635742 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20564 302 47.87602233886719 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17450 303 47.84897994995117 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21291 304 47.813697814941406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22318 305 47.81033706665039 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15993 306 47.798301696777344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21299 307 47.78959655761719 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 2807 308 47.784175872802734 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12417 309 47.778472900390625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11322 310 47.72930908203125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16366 311 47.715946197509766 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19480 312 47.6740608215332 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19481 313 47.66712951660156 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19309 314 47.65415573120117 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21292 315 47.605674743652344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19308 316 47.60247039794922 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12957 317 47.582672119140625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11135 318 47.57976531982422 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15271 319 47.5641975402832 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23517 320 47.52973175048828 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20109 321 47.48824691772461 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22220 322 47.43539810180664 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17162 323 47.37716293334961 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11371 324 47.34227752685547 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14693 325 47.329002380371094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16962 326 47.20348358154297 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13198 327 47.15452575683594 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18411 328 47.13636779785156 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13492 329 47.13447570800781 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21487 330 47.131248474121094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11639 331 47.115535736083984 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19939 332 47.071434020996094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12839 333 47.03833770751953 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16349 334 46.981754302978516 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11980 335 46.97149658203125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 7659 336 46.964141845703125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13081 337 46.955352783203125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13330 338 46.938533782958984 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18881 339 46.933963775634766 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15865 436 43.506534576416016 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22276 437 43.49774932861328 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21891 442 43.40895462036133 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21295 457 43.2200813293457 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17517 458 43.17756271362305 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15206 460 43.17277526855469 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11083 461 43.16941833496094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13862 462 43.164764404296875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19608 463 43.10151672363281 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11174 464 43.09455108642578 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21579 466 43.041656494140625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22561 467 43.01805877685547 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19515 469 42.956764221191406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12085 470 42.942138671875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18777 471 42.92013168334961 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22166 472 42.874576568603516 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17241 473 42.871273040771484 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16702 474 42.86930847167969 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22247 476 42.851802825927734 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20390 477 42.84558868408203 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22174 478 42.84558868408203 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16159 480 42.80314636230469 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19701 481 42.774696350097656 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13387 482 42.74844741821289 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19400 483 42.74512481689453 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13703 484 42.730308532714844 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21434 485 42.72294235229492 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11190 486 42.72220993041992 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17337 487 42.7097282409668 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15355 488 42.70801544189453 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16463 489 42.675628662109375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19588 490 42.582855224609375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23282 491 42.565704345703125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15225 492 42.561912536621094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16459 493 42.53799057006836 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15146 494 42.53167724609375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11225 495 42.5230598449707 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19512 496 42.517765045166016 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23227 497 42.50724792480469 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19586 498 42.4981689453125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15025 499 42.46469497680664 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14071 500 42.39430236816406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17913 501 42.38803482055664 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19244 502 42.3775749206543 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17447 503 42.37615966796875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19257 504 42.37360382080078 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15393 505 42.36854553222656 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20021 506 42.36058807373047 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21502 507 42.358116149902344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23685 508 42.33378601074219 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11484 509 42.31007385253906 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21400 510 42.2940788269043 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23122 511 42.29357147216797 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13199 512 42.28973388671875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10990 513 42.2758903503418 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19422 514 42.270729064941406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15272 515 42.266807556152344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14700 516 42.258148193359375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12084 517 42.24335861206055 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22280 518 42.23789978027344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 6037 519 42.20594787597656 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19583 520 42.19456481933594 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10015 521 42.18931579589844 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14493 522 42.18654251098633 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13018 523 42.17683792114258 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23184 524 42.1494140625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12257 525 42.13874053955078 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16461 526 42.09725570678711 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17995 527 42.0798454284668 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23793 642 40.39340591430664 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19971 647 40.30904006958008 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12814 648 40.30369186401367 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11097 649 40.30141067504883 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11986 652 40.24235153198242 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12102 653 40.24143981933594 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13401 655 40.2322883605957 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21384 656 40.18287658691406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20905 657 40.17859649658203 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 4785 658 40.17152404785156 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11163 659 40.134300231933594 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22656 660 40.13410186767578 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10792 661 40.131229400634766 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12939 662 40.12841796875 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22654 665 40.1094856262207 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 5118 666 40.10819625854492 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13691 668 40.0999755859375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16355 669 40.09353256225586 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 2147 670 40.09233474731445 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11113 671 40.0457878112793 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21661 672 39.98457717895508 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11164 673 39.981895446777344 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18782 674 39.98054504394531 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16082 675 39.97661209106445 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20375 676 39.975975036621094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13317 677 39.95781326293945 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16244 678 39.923126220703125 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12831 679 39.86750411987305 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19368 680 39.84850311279297 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11198 681 39.84674072265625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18887 682 39.82896041870117 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15236 683 39.81056594848633 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10428 684 39.80082702636719 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21525 685 39.79338836669922 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20458 686 39.785614013671875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17466 687 39.785335540771484 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15345 688 39.767478942871094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11004 689 39.746212005615234 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20563 690 39.739418029785156 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20492 691 39.73921585083008 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19352 692 39.729373931884766 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10067 693 39.72410583496094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10482 694 39.713016510009766 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 10481 695 39.69904327392578 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17059 696 39.698299407958984 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21605 697 39.696842193603516 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18878 698 39.66996383666992 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 1964 699 39.668704986572266 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11568 700 39.66316223144531 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18756 701 39.65672302246094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15744 702 39.65441131591797 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12498 703 39.65309143066406 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 4917 704 39.651546478271484 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23618 705 39.631919860839844 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 2301 706 39.62744903564453 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21035 707 39.61788558959961 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11094 708 39.61233139038086 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17067 709 39.57780838012695 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15026 710 39.57151412963867 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18862 711 39.55965805053711 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16460 713 39.5405158996582 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21738 859 37.528076171875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14986 860 37.50379943847656 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14167 861 37.49418258666992 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15798 863 37.4857292175293 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17612 864 37.465782165527344 bm25_gpt4
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TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16993 866 37.431819915771484 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13212 867 37.4202766418457 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12819 868 37.410797119140625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13328 869 37.40727233886719 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22279 870 37.38334274291992 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 22359 871 37.363922119140625 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 1755 872 37.341644287109375 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14712 873 37.33611297607422 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 18914 874 37.31859588623047 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14798 875 37.3140983581543 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17857 876 37.31119155883789 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 14127 877 37.309654235839844 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20936 878 37.29901123046875 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 21290 879 37.273738861083984 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11170 880 37.2679328918457 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 13345 881 37.2401237487793 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 17317 882 37.23387145996094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 16358 883 37.22816467285156 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11010 884 37.20112228393555 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 23363 885 37.1970329284668 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15244 886 37.18912124633789 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12075 887 37.17605972290039 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11839 888 37.17223358154297 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19437 889 37.1524543762207 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 15839 890 37.14171600341797 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 20484 891 37.12233352661133 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19495 892 37.119529724121094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 19500 893 37.119529724121094 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 12648 894 37.08164596557617 bm25_gpt4
TheoremQA_xueguangma/taylors_approximation_theorem.json Q0 11506 895 37.067108154296875 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 19657 19 88.94776153564453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23618 20 88.89163208007812 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22580 21 87.6599349975586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18411 22 87.5842056274414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1195 23 87.34042358398438 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21891 24 86.5252685546875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17631 25 85.14351654052734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14700 26 84.49220275878906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17632 27 84.05201721191406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12763 28 83.21733093261719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1309 29 83.06375885009766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12770 30 81.36153411865234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11899 31 81.12285614013672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15065 32 80.90515899658203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23532 33 80.44537353515625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23685 34 80.396484375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14128 35 79.9639663696289 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13040 36 79.45524597167969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20137 37 79.43513488769531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23782 38 79.32565307617188 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21712 39 78.63355255126953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1113 40 78.46207427978516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23331 41 78.21834564208984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22608 42 77.74688720703125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21714 43 77.69793701171875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8545 44 77.00108337402344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22655 45 76.66283416748047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15200 46 76.53826904296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15892 47 76.43257141113281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8548 48 75.7576904296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11199 49 75.21501159667969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17236 50 74.9837875366211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14662 51 74.27433776855469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11414 52 73.49935150146484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 243 53 73.38668060302734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5313 54 73.35667419433594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23227 55 73.309814453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21176 56 73.13558197021484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12648 57 72.9159164428711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4505 58 72.86038970947266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18038 59 72.71460723876953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22654 60 72.69573974609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13492 61 72.28591918945312 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22607 62 72.08547973632812 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21297 63 72.05868530273438 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12750 64 71.75357055664062 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11197 65 71.66014099121094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11204 66 71.49017333984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3485 67 71.27623748779297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4025 68 71.22533416748047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21599 69 71.14083862304688 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4933 70 70.89048767089844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8486 71 70.61688995361328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22831 72 70.40531158447266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 208 73 70.1916732788086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10784 74 69.77742004394531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11195 75 69.7635498046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13836 76 69.72034454345703 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8003 77 69.47090148925781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5219 78 69.4486312866211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4343 79 69.39213562011719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14078 80 69.3791275024414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4101 81 69.24696350097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21294 82 69.07125854492188 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21600 83 68.71975708007812 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 473 84 68.59617614746094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18640 85 68.57489013671875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11196 86 68.55973052978516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14435 87 68.4477310180664 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6037 88 68.41746520996094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21398 89 68.19622039794922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13862 90 68.15018463134766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17058 91 68.13502502441406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10457 92 68.10982513427734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10372 93 67.90721893310547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10459 94 67.9039077758789 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11107 95 67.87871551513672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16368 96 67.82996368408203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19126 97 67.75904083251953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23359 98 67.7023696899414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8547 99 67.66913604736328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9009 100 67.31315612792969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14898 101 67.12821960449219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11209 102 66.70623016357422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23333 103 66.50947570800781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4373 104 66.18565368652344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18684 105 65.95630645751953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15993 106 65.70768737792969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11100 107 65.68305969238281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20146 108 65.28363037109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22401 109 65.26483154296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12599 110 65.22525024414062 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21611 111 65.1138916015625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11179 112 65.10526275634766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6948 113 65.08477020263672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18632 114 65.03797149658203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5845 115 64.61526489257812 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11201 116 64.40593719482422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14433 117 64.2918472290039 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10438 118 64.11469268798828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11104 119 64.09538269042969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13517 120 64.02176666259766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21384 121 63.97947311401367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15265 122 63.93647766113281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5733 123 63.86600112915039 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21605 124 63.76713562011719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20783 125 63.71429443359375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15306 126 63.606075286865234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2049 127 63.56584548950195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2134 128 63.20549774169922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7446 129 62.956668853759766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11264 130 62.90535354614258 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8471 131 62.893394470214844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15024 132 62.75713348388672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15750 133 62.73501968383789 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20900 134 62.716556549072266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17904 135 62.70063018798828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13042 136 62.623512268066406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3558 137 62.56500244140625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15353 138 62.55931854248047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17614 139 62.539615631103516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11082 140 62.42665100097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14374 141 62.26850891113281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2288 142 62.118900299072266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14434 143 62.11189270019531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21603 144 61.850311279296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18388 145 61.72909927368164 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8546 146 61.579750061035156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17239 147 61.32157516479492 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4861 148 61.25432205200195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1137 149 60.75196838378906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9898 150 60.724586486816406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20967 151 60.668792724609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19318 152 60.65892791748047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23361 153 60.57389450073242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15207 154 60.382720947265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17630 155 60.316749572753906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9188 156 60.283042907714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11084 157 60.1638298034668 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13901 158 60.06586456298828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22343 159 60.03656005859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11979 160 60.00530242919922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11200 161 59.90119171142578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4477 162 59.82960891723633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8232 163 59.81294250488281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11089 164 59.7697868347168 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2807 165 59.43159103393555 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22864 166 59.40509033203125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22656 167 59.322933197021484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 140 168 59.24785232543945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13329 169 59.033626556396484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11185 170 59.02598190307617 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10745 171 58.77565383911133 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14452 172 58.67449188232422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23411 173 58.67405700683594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2390 174 58.653053283691406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4418 175 58.55394744873047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2147 176 58.513404846191406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10015 177 58.38044357299805 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17612 178 58.32542419433594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16066 179 57.940086364746094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17995 180 57.92536926269531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 790 181 57.81005859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21593 182 57.80558395385742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10369 183 57.78211975097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4829 184 57.758514404296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17692 185 57.601280212402344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17613 186 57.58599090576172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20868 187 57.41593933105469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11083 188 57.351749420166016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13330 189 57.301910400390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17446 190 57.08139419555664 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5323 191 56.82541275024414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15865 192 56.75213623046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2650 193 56.73932647705078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11184 194 56.69581985473633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22556 195 56.63987350463867 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6524 196 56.566036224365234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11208 197 56.458839416503906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11086 198 56.453033447265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19317 199 56.445613861083984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9567 200 56.342506408691406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2749 201 56.239540100097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20828 202 56.093658447265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11386 203 56.08715057373047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15336 204 56.048362731933594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13123 205 56.0054931640625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16672 206 55.99614715576172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21534 207 55.98523712158203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21533 208 55.95841598510742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19899 209 55.95393371582031 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22579 210 55.75824737548828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 704 211 55.73912811279297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9565 212 55.717620849609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6255 213 55.71738052368164 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4712 214 55.644500732421875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5871 215 55.63351821899414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1576 216 55.58426284790039 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4735 217 55.56190490722656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13835 218 55.508541107177734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8129 219 55.490779876708984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17990 220 55.46662521362305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21595 221 55.378150939941406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22109 222 55.374000549316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22781 223 55.15330123901367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23721 224 54.9529914855957 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16269 225 54.92009735107422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3481 226 54.91163635253906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15429 227 54.88615417480469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15264 228 54.67164993286133 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3584 229 54.540977478027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5615 230 54.42726516723633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14467 231 54.38151931762695 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11002 232 54.36745834350586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22561 233 54.355079650878906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17421 234 54.266845703125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21587 235 54.13694763183594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11203 236 54.12567901611328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23517 237 54.11723327636719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8106 238 54.09707260131836 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3565 239 54.06779098510742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15518 240 54.01219940185547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21391 241 53.97418975830078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17447 242 53.822113037109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11193 243 53.81926727294922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 706 244 53.78616714477539 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13582 245 53.6865348815918 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15189 246 53.6271858215332 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11368 247 53.61702346801758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10691 248 53.61004638671875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11370 249 53.591251373291016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23449 250 53.58972930908203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18432 251 53.5496826171875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3732 252 53.52277374267578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11514 253 53.513126373291016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2492 254 53.505035400390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14126 255 53.4974365234375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5249 256 53.48363494873047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 197 257 53.35932922363281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17602 258 53.35375213623047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10732 259 53.32624053955078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18040 260 53.25649642944336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6904 261 53.09090042114258 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8902 262 52.99713134765625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13337 263 52.977256774902344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6014 264 52.91398620605469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21930 265 52.8985481262207 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14127 266 52.854270935058594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19970 267 52.78429412841797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16055 268 52.764949798583984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12868 269 52.6245231628418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3237 270 52.62285614013672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2375 271 52.5085334777832 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5472 272 52.50835037231445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23697 273 52.46531295776367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11097 274 52.44321060180664 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17451 275 52.4302978515625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20638 276 52.42180252075195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23619 277 52.37744903564453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7609 278 52.33976745605469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19983 279 52.3397331237793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21716 280 52.30891418457031 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17110 281 52.282779693603516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12244 282 52.200008392333984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21596 283 52.15255355834961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21386 284 51.994468688964844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21608 285 51.95915985107422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11004 286 51.953147888183594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19533 287 51.93781661987305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13442 288 51.84505081176758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11351 289 51.82707977294922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 895 290 51.815223693847656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18716 291 51.81159973144531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8613 292 51.758018493652344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10100 293 51.72462463378906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11092 294 51.708656311035156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18553 295 51.686370849609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19535 296 51.68055725097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16060 297 51.56007766723633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11616 298 51.51222229003906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 179 299 51.508872985839844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19767 300 51.50248718261719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18205 301 51.47755432128906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21833 302 51.31133270263672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17776 303 51.29231262207031 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11360 304 51.2772216796875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11187 305 51.13397979736328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15508 306 51.129310607910156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6863 307 50.97178649902344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22832 308 50.93928909301758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18843 309 50.921897888183594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10785 310 50.88896179199219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15403 311 50.77595138549805 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2095 312 50.701995849609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7210 313 50.66874694824219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10250 314 50.65264892578125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20567 315 50.531856536865234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11637 316 50.52716827392578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16252 317 50.52672576904297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10783 318 50.51298904418945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20356 319 50.4519157409668 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9242 320 50.44407653808594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15632 321 50.385501861572266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10831 322 50.3736572265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14507 323 50.31096267700195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 335 324 50.299137115478516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18674 325 50.27982711791992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15274 326 50.24797821044922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9680 327 50.2457275390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8898 328 50.120826721191406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14071 329 50.076377868652344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20865 330 49.972557067871094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21289 331 49.94042205810547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6914 332 49.93230438232422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14295 333 49.881011962890625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17450 334 49.86902618408203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22710 335 49.85731887817383 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15333 336 49.816810607910156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22620 337 49.812191009521484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22881 338 49.74462890625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23330 339 49.69312286376953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13401 340 49.65304183959961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19836 341 49.65070343017578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13105 342 49.63444519042969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2301 343 49.61488723754883 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13807 344 49.6028938293457 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19860 345 49.58000564575195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11094 346 49.57891082763672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4098 347 49.562835693359375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12844 348 49.54563522338867 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5183 349 49.49967575073242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23271 350 49.399864196777344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15342 351 49.388267517089844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22186 352 49.38456726074219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12862 353 49.319313049316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5738 354 49.31221008300781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23808 355 49.3010139465332 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17253 356 49.27479934692383 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21532 357 49.269775390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10371 358 49.265525817871094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17185 359 49.2620735168457 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11372 360 49.24381637573242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15962 361 49.18468475341797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3337 362 49.172340393066406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21589 363 49.16938018798828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10258 364 49.145320892333984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18532 365 49.113006591796875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13805 366 49.10700988769531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23661 367 49.05221176147461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22653 368 49.01888656616211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11003 369 49.01409912109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21475 370 49.005393981933594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9736 371 48.995933532714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21295 372 48.94608688354492 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1755 373 48.92131805419922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10367 374 48.884742736816406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15815 375 48.8670539855957 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18775 376 48.81661605834961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10690 377 48.72116470336914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13328 378 48.7132682800293 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20409 379 48.616825103759766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5589 380 48.613800048828125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18680 381 48.48484420776367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17374 382 48.4610595703125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11486 383 48.44993591308594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15242 384 48.44590759277344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1193 385 48.39396286010742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15356 386 48.38459396362305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10692 387 48.34774398803711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10377 388 48.298545837402344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18650 389 48.29644012451172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 590 390 48.27281188964844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21426 391 48.24880599975586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9032 392 48.209556579589844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15361 393 48.200233459472656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19332 394 48.17500686645508 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10064 395 48.11296844482422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15273 396 48.02593231201172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8031 397 47.98341751098633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 581 398 47.97535705566406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21742 399 47.95380783081055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7407 400 47.95275115966797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16061 401 47.94659423828125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18554 402 47.94308853149414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5312 403 47.92915725708008 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15368 404 47.92135238647461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15811 405 47.90066146850586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16986 406 47.81058883666992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2621 407 47.79863357543945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21413 408 47.66518783569336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15624 409 47.575035095214844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11814 410 47.5394287109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15360 411 47.534278869628906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18344 412 47.526432037353516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4821 413 47.514713287353516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5471 414 47.48275375366211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13350 415 47.46011734008789 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18879 416 47.453956604003906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18511 417 47.42528533935547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23609 418 47.420928955078125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9312 419 47.41867446899414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21299 420 47.40556335449219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7620 421 47.400123596191406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11592 422 47.385433197021484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15805 423 47.35661697387695 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21296 424 47.332759857177734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21387 425 47.324649810791016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12798 426 47.312339782714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3844 427 47.29988479614258 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13197 428 47.29680633544922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18534 429 47.29429626464844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23589 430 47.29392623901367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15364 431 47.29371643066406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10374 432 47.283634185791016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16036 433 47.26543045043945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15761 434 47.17584991455078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23536 435 47.096649169921875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21567 436 47.04620361328125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11371 437 47.033668518066406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14457 438 47.013511657714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9392 439 46.99873352050781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16895 440 46.992897033691406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3179 441 46.98052215576172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14462 442 46.90460205078125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20117 443 46.85920715332031 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14808 444 46.84488296508789 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23266 445 46.80521774291992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17233 446 46.77262496948242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23090 447 46.766517639160156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5941 448 46.75634765625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14053 449 46.71493148803711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13512 450 46.69084930419922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16003 451 46.68230056762695 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17338 452 46.67850112915039 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15994 453 46.66567611694336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7128 454 46.6517333984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22403 455 46.64727020263672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7855 456 46.62736129760742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13589 457 46.6220703125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1032 458 46.620643615722656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10370 459 46.61708068847656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11168 460 46.599754333496094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14440 461 46.54463195800781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8409 462 46.53657531738281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23540 463 46.530643463134766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16570 464 46.5212287902832 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8653 465 46.5116081237793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13198 466 46.50453186035156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7656 467 46.48982238769531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11170 468 46.44430160522461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5488 469 46.3813591003418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23402 470 46.380340576171875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20779 471 46.37934112548828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11172 472 46.375572204589844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20020 473 46.3233528137207 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13664 474 46.28419876098633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23250 475 46.25701904296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22345 476 46.2166862487793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1847 477 46.21537780761719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11182 478 46.20564270019531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11007 479 46.2049560546875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15888 480 46.20494079589844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7215 481 46.18215560913086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2192 482 46.16749572753906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19 483 46.16154861450195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15367 484 46.15665817260742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20891 485 46.13984298706055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17456 486 46.13336181640625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11177 487 46.07994079589844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22869 488 46.07685089111328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11541 489 46.07488250732422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8621 490 46.05410385131836 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14569 491 46.01905059814453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19939 492 45.895870208740234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11586 493 45.88640213012695 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23332 494 45.88603591918945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17470 495 45.88470458984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8521 496 45.86297607421875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20862 497 45.73538589477539 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6902 498 45.699745178222656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11198 499 45.690696716308594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7405 500 45.63802719116211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17005 501 45.604278564453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3845 502 45.55074691772461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13246 503 45.53759002685547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13308 504 45.50895690917969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16671 505 45.49076843261719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20860 506 45.463287353515625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11165 507 45.44639205932617 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16691 508 45.438087463378906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13318 509 45.4263801574707 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9269 510 45.395877838134766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11194 511 45.376522064208984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15514 512 45.347572326660156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21435 513 45.347572326660156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13143 514 45.28667068481445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5307 515 45.27490997314453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 627 516 45.25921630859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17742 517 45.242469787597656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15206 518 45.14103317260742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18624 519 45.1314811706543 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15515 520 45.115936279296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12234 521 45.09346008300781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1537 522 45.0799674987793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22121 523 45.06188201904297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13581 524 45.03907775878906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12415 525 44.998985290527344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12101 526 44.96205520629883 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3185 527 44.947391510009766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19418 528 44.941829681396484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19522 529 44.909061431884766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20861 530 44.90563201904297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12974 531 44.89625549316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17489 532 44.89176559448242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13122 533 44.886680603027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5796 534 44.86688232421875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2688 535 44.86680603027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21436 536 44.828453063964844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23413 537 44.80439376831055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9953 538 44.798370361328125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4402 539 44.78826904296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20191 540 44.71678161621094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21438 541 44.678565979003906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 589 542 44.664939880371094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11250 543 44.623985290527344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12839 544 44.61025619506836 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18774 545 44.57720947265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21381 546 44.57057189941406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15358 547 44.55645751953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18533 548 44.52037048339844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1018 549 44.51215744018555 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7498 550 44.49746322631836 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13312 551 44.4847412109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15345 552 44.45254898071289 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20914 553 44.438629150390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11190 554 44.42161560058594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13195 555 44.39223098754883 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11053 556 44.391326904296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9321 557 44.33250045776367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11839 558 44.33161544799805 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2141 559 44.316368103027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15139 560 44.313087463378906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20777 561 44.312904357910156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4407 562 44.284305572509766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4871 563 44.27702331542969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2374 564 44.26940155029297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1150 565 44.263031005859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5917 566 44.24339294433594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11494 567 44.21019744873047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19994 568 44.184410095214844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21787 569 44.172157287597656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17761 570 44.135536193847656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12847 571 44.084415435791016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11105 572 44.070682525634766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7415 573 44.06603240966797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16366 574 44.0535888671875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13757 575 44.047603607177734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21757 576 44.04348373413086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22122 577 44.024410247802734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14470 578 43.982139587402344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15204 579 43.968807220458984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18869 580 43.96416473388672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16666 581 43.94881820678711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22166 582 43.929420471191406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19302 583 43.9270133972168 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20506 584 43.91887664794922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21636 585 43.88291931152344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11171 586 43.87541961669922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11113 587 43.82708740234375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19503 588 43.82554244995117 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19995 589 43.823734283447266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22172 590 43.79245376586914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2300 591 43.7863883972168 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13408 592 43.7661247253418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23471 593 43.715518951416016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14431 594 43.70677185058594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22280 595 43.688987731933594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13139 596 43.67991256713867 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22174 597 43.62466812133789 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12846 598 43.59522247314453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15202 599 43.5932502746582 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19303 600 43.59189987182617 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16069 601 43.587646484375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14458 602 43.53687286376953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11192 603 43.49943923950195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4507 604 43.48979187011719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13152 605 43.4829216003418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22173 606 43.47676086425781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23538 607 43.44508361816406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2053 608 43.44023895263672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21437 609 43.44017791748047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20649 610 43.43732452392578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12878 611 43.42013168334961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15261 612 43.417964935302734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8398 613 43.41262435913086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13438 614 43.37263488769531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23719 615 43.35148239135742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14693 616 43.344364166259766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12957 617 43.33332061767578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6641 618 43.327125549316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21606 619 43.3059196472168 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3806 620 43.274261474609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16079 621 43.25082778930664 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15288 622 43.239627838134766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11109 623 43.2257080078125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17744 624 43.2070198059082 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9520 625 43.17518997192383 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17751 626 43.173614501953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19512 627 43.16814422607422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 466 628 43.16777420043945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8569 629 43.163368225097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20766 630 43.133644104003906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15363 631 43.1002197265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12084 632 43.05615997314453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 180 633 43.0528564453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3446 634 43.01276779174805 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15686 635 42.996002197265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15509 636 42.99375534057617 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16835 637 42.96804428100586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18798 638 42.953086853027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19354 639 42.90961837768555 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11136 640 42.88007736206055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19254 641 42.87894821166992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22051 642 42.86802673339844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11181 643 42.85495376586914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15714 644 42.84919738769531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19255 645 42.83338165283203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15068 646 42.82789611816406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4498 647 42.811100006103516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3484 648 42.80097961425781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11058 649 42.771385192871094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23520 650 42.7598991394043 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15244 651 42.734039306640625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4002 652 42.724754333496094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3074 653 42.71544647216797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23249 654 42.668582916259766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20904 655 42.66548538208008 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2761 656 42.6556510925293 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21568 657 42.655311584472656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17144 658 42.608154296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11164 659 42.606727600097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10257 660 42.60661315917969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12222 661 42.585472106933594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21634 662 42.5802001953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 818 663 42.52204895019531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17759 664 42.50883483886719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12840 665 42.49877166748047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1336 666 42.4544677734375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10481 667 42.44572448730469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5135 668 42.43669891357422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10482 669 42.434913635253906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10368 670 42.42820358276367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15978 671 42.38228988647461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11513 672 42.375762939453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10561 673 42.37204360961914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17264 674 42.33148956298828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20850 675 42.329505920410156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2464 676 42.320457458496094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10742 677 42.31808090209961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16885 678 42.31743240356445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20855 679 42.298973083496094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5932 680 42.29008865356445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15279 681 42.282440185546875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15785 682 42.25188064575195 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15369 683 42.25040054321289 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9980 684 42.233421325683594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13426 685 42.207359313964844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19999 686 42.18632888793945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11178 687 42.16912078857422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13196 688 42.16852569580078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15166 689 42.158687591552734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14815 690 42.15569305419922 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10581 691 42.12184143066406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10591 692 42.120269775390625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 814 693 42.1099853515625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11188 694 42.0961799621582 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9389 695 42.09069061279297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16749 696 42.08561706542969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11383 697 42.07700729370117 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16716 698 42.061614990234375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9954 699 42.0456657409668 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19696 700 42.027732849121094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13317 701 42.01543045043945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19242 702 41.99369430541992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19256 703 41.99369430541992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11430 704 41.94908142089844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22319 705 41.94183349609375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13568 706 41.92925262451172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23445 707 41.918487548828125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16673 708 41.88142395019531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13792 709 41.88017654418945 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 11818 714 41.81767654418945 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 11497 719 41.75457000732422 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 10104 723 41.72695541381836 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 20787 725 41.69207000732422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8837 726 41.6702880859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19956 727 41.668739318847656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20492 728 41.66359329223633 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 13402 730 41.63047409057617 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18307 731 41.610267639160156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15203 732 41.60929489135742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13695 733 41.59500503540039 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15366 734 41.59273910522461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10780 735 41.590965270996094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22563 736 41.53099822998047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16083 737 41.51198196411133 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20905 738 41.46754837036133 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 6719 740 41.426090240478516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4136 741 41.40055847167969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11374 742 41.333641052246094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15677 743 41.32447814941406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23779 744 41.295021057128906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11163 745 41.292816162109375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1354 746 41.28900909423828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19093 747 41.282508850097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13382 748 41.27228546142578 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8840 749 41.22237014770508 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12283 750 41.21999740600586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3193 751 41.21567916870117 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11114 752 41.20417404174805 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21885 753 41.20390319824219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13444 754 41.18992233276367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20901 755 41.17792510986328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19272 756 41.17055892944336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22297 757 41.16460418701172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19765 758 41.155738830566406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23184 759 41.128021240234375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22278 760 41.12689208984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21591 761 41.12648010253906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21594 762 41.11473846435547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19205 763 41.114280700683594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13031 764 41.1087760925293 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19289 765 41.106624603271484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10999 766 41.0833854675293 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20407 767 41.08333206176758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22296 768 41.08083724975586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15255 769 41.07241439819336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11099 770 41.055503845214844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19166 771 41.04261016845703 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18178 772 41.04195022583008 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19214 773 41.0366325378418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14451 774 41.03593063354492 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11415 775 41.030853271484375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18308 776 41.03062438964844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13449 777 41.02373504638672 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3449 778 41.00325012207031 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16962 779 40.99803924560547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11088 780 40.99397659301758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15159 781 40.989501953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6080 782 40.979835510253906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14450 783 40.956809997558594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15355 784 40.956024169921875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13309 785 40.94371032714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12799 786 40.938472747802734 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20543 787 40.93587112426758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19474 788 40.89453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8082 789 40.88618087768555 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9393 790 40.882144927978516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14459 791 40.85596466064453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22279 792 40.82978057861328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18682 793 40.78961181640625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13418 794 40.78208541870117 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11571 795 40.76383972167969 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19177 796 40.75318145751953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19159 797 40.71269607543945 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11401 798 40.71189880371094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19459 799 40.68130111694336 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 8403 800 40.668678283691406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11167 801 40.66843032836914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17762 802 40.65838623046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19539 803 40.653324127197266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20911 804 40.64158248901367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10495 805 40.6397590637207 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11149 806 40.636539459228516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13389 807 40.599212646484375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2682 808 40.59178161621094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15284 809 40.58631896972656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20715 810 40.56886291503906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21300 811 40.56885528564453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19540 812 40.565853118896484 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19473 813 40.56501007080078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20856 814 40.55821228027344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23349 815 40.528892517089844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13319 816 40.52516174316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14208 817 40.512351989746094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11090 818 40.500160217285156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17427 819 40.498783111572266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15461 820 40.47864532470703 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 854 821 40.46382522583008 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21590 822 40.46356964111328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10099 823 40.45222473144531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22206 824 40.44384765625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4944 825 40.41863250732422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20652 826 40.40330505371094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12297 827 40.38956832885742 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2151 828 40.36266326904297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10532 829 40.34688949584961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16683 830 40.335731506347656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12089 831 40.32361602783203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19258 832 40.30333709716797 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19355 833 40.2933235168457 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20021 834 40.29330062866211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15146 835 40.29190444946289 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19243 836 40.28635025024414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21536 837 40.2716064453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17943 838 40.270572662353516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16007 839 40.254615783691406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11101 840 40.253997802734375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7665 841 40.24923324584961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19164 842 40.22077941894531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17131 843 40.220481872558594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19290 844 40.19999694824219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14359 845 40.19208908081055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17724 846 40.17304992675781 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12090 847 40.17144012451172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11102 848 40.1666374206543 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10686 849 40.161582946777344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22651 850 40.1072998046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22824 851 40.090606689453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11169 852 40.08537292480469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 912 853 40.08517074584961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10541 854 40.071598052978516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1339 855 40.06250762939453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3736 856 40.0594596862793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19515 857 40.054466247558594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18690 858 40.0456657409668 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19477 859 40.01704406738281 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20418 860 39.96166229248047 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17465 861 39.94812774658203 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17755 862 39.946746826171875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17256 863 39.94343566894531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1976 864 39.93650436401367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14176 865 39.9343147277832 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17250 866 39.923797607421875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18914 867 39.9197998046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11085 868 39.907249450683594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13824 869 39.90653991699219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15901 870 39.896690368652344 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11183 871 39.890533447265625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21298 872 39.888614654541016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11981 873 39.88191223144531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17322 874 39.868927001953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23687 875 39.868064880371094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6254 876 39.842350006103516 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11180 877 39.838844299316406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17756 878 39.838497161865234 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12065 879 39.81861877441406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15201 880 39.815032958984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7509 881 39.81410217285156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10854 882 39.789894104003906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 352 883 39.75489807128906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15025 884 39.72602081298828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2140 885 39.7179069519043 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14536 886 39.71160125732422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 7919 887 39.70972442626953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14802 888 39.7088623046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17251 889 39.70059585571289 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2726 890 39.67017364501953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20232 891 39.66767120361328 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11098 892 39.65057373046875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11166 893 39.645145416259766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21601 894 39.64009475708008 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2408 895 39.62922286987305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21604 896 39.608184814453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19179 897 39.5925407409668 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15243 898 39.56835174560547 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3280 899 39.55839538574219 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23535 900 39.55836868286133 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19463 901 39.554500579833984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16993 902 39.546630859375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14976 903 39.53443145751953 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15195 904 39.51862335205078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5732 905 39.48576354980469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18576 906 39.44811248779297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5626 907 39.41537094116211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20441 908 39.39279556274414 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12091 909 39.38039779663086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5948 910 39.34953308105469 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19238 911 39.340232849121094 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15846 912 39.30402755737305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15191 913 39.29478454589844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15766 914 39.21192169189453 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15246 915 39.21099090576172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10376 916 39.17146301269531 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18700 917 39.168827056884766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1152 918 39.16163635253906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19475 919 39.15971374511719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 1102 920 39.15335464477539 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12168 921 39.14193344116211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20711 922 39.13234329223633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10998 923 39.12308883666992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12417 924 39.12016677856445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17375 925 39.09628677368164 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19993 926 39.085147857666016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9566 927 39.08313751220703 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18629 928 39.06443405151367 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19480 929 39.05815887451172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15277 930 39.05354690551758 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19569 931 39.0410041809082 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19501 932 39.00582504272461 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20114 933 39.00241470336914 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9988 934 38.99877166748047 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 19481 937 38.9816780090332 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 19674 939 38.95098876953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15262 940 38.919307708740234 bm25_gpt4
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TheoremQA_wenhuchen/ODE3.json Q0 11322 943 38.852176666259766 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15118 944 38.83913803100586 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20936 945 38.83576583862305 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9373 946 38.83058166503906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10997 947 38.818031311035156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14358 948 38.81739807128906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13420 949 38.80519485473633 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16619 950 38.795623779296875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11480 951 38.782867431640625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11986 952 38.761661529541016 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11174 953 38.736671447753906 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 11390 954 38.73226547241211 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19460 955 38.73069381713867 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19461 956 38.73069381713867 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3128 957 38.70684814453125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5318 958 38.7030143737793 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18550 959 38.698299407958984 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 9735 960 38.69224548339844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13791 961 38.68657302856445 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19566 962 38.68131637573242 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5671 963 38.65778350830078 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 22355 964 38.65131378173828 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19990 965 38.64042282104492 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21406 966 38.634525299072266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5480 967 38.61101531982422 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10335 968 38.607421875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12944 969 38.6048583984375 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 20872 970 38.59934997558594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5840 971 38.586917877197266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13422 972 38.58544921875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 10948 973 38.575599670410156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15396 974 38.570072174072266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3734 975 38.56747055053711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2086 976 38.55814743041992 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16004 977 38.55308532714844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 5936 978 38.5405387878418 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13130 979 38.53373718261719 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18169 980 38.512001037597656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14694 981 38.506103515625 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13142 982 38.50020980834961 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 14070 983 38.4892692565918 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15464 984 38.48133850097656 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 19594 985 38.47124481201172 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 6726 986 38.466556549072266 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17542 987 38.464080810546875 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 13226 988 38.46406173706055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 21403 989 38.46360778808594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2339 990 38.45429611206055 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 4176 991 38.43075180053711 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 23518 992 38.430091857910156 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17857 993 38.42852783203125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 17071 994 38.413169860839844 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 18552 995 38.404083251953125 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 15502 996 38.39049530029297 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 2453 997 38.386207580566406 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 3467 998 38.37913513183594 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 12047 999 38.33840560913086 bm25_gpt4
TheoremQA_wenhuchen/ODE3.json Q0 16242 1000 38.322021484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9680 1 166.27737426757812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8003 2 129.32395935058594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 790 3 116.69499206542969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3844 4 116.15576934814453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23683 5 107.99552154541016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23619 6 104.43157196044922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2807 7 102.01329040527344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1576 8 100.29132080078125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8087 9 99.46578979492188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 813 10 99.08163452148438 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2049 11 98.7368392944336 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8471 12 96.66295623779297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3584 13 95.2719497680664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12770 14 92.58895874023438 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1150 15 92.10614013671875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4790 16 91.42318725585938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14585 17 91.29960632324219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6255 18 90.74717712402344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 148 19 89.69258880615234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7609 20 88.93205261230469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6904 21 84.9547119140625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8409 22 84.33219146728516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9188 23 83.05921936035156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4402 24 82.5021743774414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9356 25 81.72613525390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14128 26 81.0052490234375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1354 27 78.53712463378906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1195 28 78.45265197753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3467 29 77.87418365478516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17742 30 77.6293716430664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5313 31 76.90386199951172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18038 32 76.18954467773438 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7620 33 74.60404968261719 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9898 34 74.56827545166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5472 35 74.15968322753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5916 36 73.70176696777344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4829 37 73.66161346435547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2326 38 73.34101867675781 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5107 39 73.10134887695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23721 40 72.06103515625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21712 41 71.72108459472656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21714 42 71.12515258789062 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 402 43 71.0580825805664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13517 44 70.50228881835938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5623 45 70.0937271118164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2328 46 69.77507781982422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5135 47 69.70242309570312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7701 48 69.39030456542969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10180 49 69.14994812011719 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4343 50 68.89336395263672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13492 51 68.31690216064453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15714 52 67.6688232421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7228 53 67.6313247680664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15065 54 67.54769134521484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6631 55 67.24457550048828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16585 56 66.53097534179688 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8398 57 66.51966094970703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1191 58 65.5525131225586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9617 59 65.45638275146484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6398 60 65.23189544677734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20783 61 64.73988342285156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4004 62 64.62808990478516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 895 63 64.60298156738281 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9520 64 63.703487396240234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17110 65 63.636383056640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1180 66 63.426719665527344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5733 67 62.9305419921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22831 68 62.542118072509766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3625 69 62.467491149902344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14078 70 62.33650207519531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11976 71 62.263938903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5904 72 62.22003173828125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13656 73 61.98114013671875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13985 74 61.96600341796875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8792 75 61.93524932861328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6948 76 61.8957405090332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1080 77 61.75822830200195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2648 78 61.343475341796875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17755 79 60.891357421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23782 80 60.8399772644043 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5734 81 60.698158264160156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12648 82 60.58799743652344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4736 83 60.31177520751953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14662 84 60.0145378112793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 473 85 59.97734832763672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15091 86 59.95271301269531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3629 87 59.83787536621094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7415 88 59.81346893310547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19126 89 59.597190856933594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16055 90 59.349159240722656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4933 91 56.94849395751953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5731 92 56.9457893371582 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23449 93 56.833526611328125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17920 94 56.22805404663086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12244 95 56.06938934326172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13581 96 55.99718475341797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21475 97 55.899574279785156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5003 98 55.682552337646484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9410 99 55.61972427368164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17239 100 55.43050003051758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2062 101 55.26829528808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10745 102 55.198097229003906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5551 103 55.158931732177734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3461 104 55.007408142089844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6278 105 54.93061065673828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19860 106 54.82541275024414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14295 107 54.64274597167969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7498 108 54.60331726074219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3496 109 54.456260681152344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13040 110 54.39835739135742 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8915 111 54.35222625732422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20816 112 54.24107360839844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11514 113 54.21407699584961 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10377 114 54.06596374511719 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21304 115 54.03926467895508 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18344 116 54.0008544921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22781 117 53.90390396118164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19093 118 53.843929290771484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2301 119 53.794551849365234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8148 120 53.74977493286133 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3660 121 53.50360870361328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10217 122 53.40029525756836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2213 123 53.11767578125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12234 124 53.083900451660156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8743 125 53.02664566040039 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2621 126 52.89997100830078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9936 127 52.4567756652832 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2735 128 52.34210968017578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17507 129 52.31377410888672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8407 130 52.28935623168945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19836 131 52.28396987915039 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13585 132 52.06512451171875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11442 133 52.03477478027344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3280 134 51.85446548461914 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14374 135 51.82688903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1102 136 51.699344635009766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5965 137 51.62904739379883 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10017 138 51.50638198852539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 814 139 51.439876556396484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9678 140 51.17875289916992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17904 141 51.04315948486328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12283 142 50.8963737487793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17478 143 50.75668716430664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5939 144 50.61174392700195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16036 145 50.60468292236328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10581 146 50.595760345458984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21599 147 50.539817810058594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1309 148 50.49398422241211 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17421 149 50.39008712768555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2650 150 50.27336502075195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 299 151 50.007347106933594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20761 152 49.942405700683594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20865 153 49.890567779541016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5707 154 49.681739807128906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2479 155 49.631507873535156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4784 156 49.594608306884766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16389 157 49.30868911743164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4029 158 49.21098709106445 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2322 159 49.177757263183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22051 160 49.118289947509766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8146 161 48.868709564208984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23227 162 48.80430603027344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21787 163 48.707115173339844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4025 164 48.6850471496582 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16716 165 48.63726806640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21600 166 48.5066032409668 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21567 167 48.368770599365234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12944 168 48.242042541503906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16030 169 48.17704772949219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19674 170 48.01227569580078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19092 171 47.8900146484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6251 172 47.82890319824219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15799 173 47.663787841796875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10372 174 47.474918365478516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17857 175 47.46283721923828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10591 176 47.05845260620117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21579 177 47.05554962158203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17444 178 46.955448150634766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19742 179 46.900856018066406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 207 180 46.87848663330078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15892 181 46.84572982788086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22441 182 46.7480354309082 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8403 183 46.728702545166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17443 184 46.556663513183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10732 185 46.52634048461914 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9387 186 46.51156234741211 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 974 187 46.19439697265625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21019 188 46.186317443847656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15182 189 46.18596267700195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23525 190 45.85975646972656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6032 191 45.74579620361328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 820 192 45.73050308227539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9383 193 45.63706588745117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11004 194 45.613563537597656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8486 195 45.54871368408203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8613 196 45.516456604003906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23618 197 45.489349365234375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4872 198 45.46375274658203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21611 199 45.410003662109375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15532 200 45.28763961791992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1152 201 45.18738555908203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2730 202 45.110633850097656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 818 203 45.094688415527344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11472 204 45.02914810180664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3787 205 44.97652053833008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 298 206 44.95481872558594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16285 207 44.836585998535156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3845 208 44.7144889831543 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16520 209 44.69350814819336 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23436 210 44.554508209228516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7850 211 44.38747024536133 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1542 212 44.37506103515625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3163 213 44.335880279541016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13329 214 44.29688262939453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22832 215 44.25032043457031 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13330 216 44.23942565917969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8918 217 44.203426361083984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21678 218 44.1928825378418 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4179 219 44.179439544677734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17043 220 44.17508316040039 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3253 221 44.15838623046875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22401 222 44.12190246582031 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7446 223 44.10531997680664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16796 224 44.00483703613281 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13757 225 43.9954948425293 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16061 226 43.682533264160156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20517 227 43.62554931640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22240 228 43.525264739990234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2339 229 43.480106353759766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3969 230 43.352806091308594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12763 231 43.30296325683594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17423 232 43.1175422668457 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 180 233 43.0411262512207 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19147 234 43.03620910644531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10258 235 43.01517105102539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20936 236 42.99894714355469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7053 237 42.96235656738281 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4505 238 42.937442779541016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12177 239 42.92766189575195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6408 240 42.87552261352539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20388 241 42.765193939208984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18307 242 42.694580078125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11818 243 42.68046951293945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12974 244 42.60832214355469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21176 245 42.526710510253906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20441 246 42.52339172363281 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21294 247 42.507972717285156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16244 248 42.42772674560547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 208 249 42.374267578125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 842 250 42.331119537353516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17234 251 42.3310432434082 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15004 252 42.281341552734375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9567 253 42.244140625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 787 254 42.1034049987793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1317 255 42.04336166381836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21384 256 42.04317092895508 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14771 257 41.98265075683594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5625 258 41.972999572753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1964 259 41.91715621948242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17724 260 41.90034103393555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16144 261 41.84442138671875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21297 262 41.73499298095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10776 263 41.71336364746094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5738 264 41.63101577758789 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23609 265 41.56775665283203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5488 266 41.5426025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12750 267 41.402732849121094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17185 268 41.33125305175781 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12752 269 41.308616638183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12957 270 41.15049362182617 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14693 271 41.098655700683594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8031 272 41.04958724975586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1113 273 41.02141189575195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15791 274 40.957847595214844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5245 275 40.909423828125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17154 276 40.899566650390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2646 277 40.78281021118164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20114 278 40.72783660888672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11250 279 40.51370620727539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22235 280 40.34424591064453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20484 281 40.21586227416992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5219 282 40.19696044921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20967 283 40.1617431640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18432 284 40.10881805419922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21936 285 40.066429138183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11591 286 39.97361755371094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8898 287 39.81159210205078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13589 288 39.80513381958008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6400 289 39.73023986816406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21472 290 39.66987991333008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9407 291 39.661407470703125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4894 292 39.659297943115234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17745 293 39.592559814453125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 830 294 39.489498138427734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7210 295 39.30342483520508 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10854 296 39.24537658691406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2128 297 39.23186492919922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8845 298 39.23097229003906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21300 299 39.21741485595703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15495 300 39.07579803466797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15531 301 39.06217575073242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20779 302 39.017669677734375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2803 303 38.927669525146484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 137 304 38.89466094970703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17995 305 38.84587860107422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9375 306 38.74093246459961 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16939 307 38.606689453125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11839 308 38.54277038574219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15290 309 38.49007797241211 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22874 310 38.42252731323242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11414 311 38.409019470214844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 331 312 38.40850830078125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5312 313 38.40058135986328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7128 314 38.32675552368164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19898 315 38.207366943359375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22710 316 38.199867248535156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23532 317 38.19490051269531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11814 318 38.17724609375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21596 319 38.16816329956055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7621 320 38.146968841552734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 383 321 38.12310028076172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5396 322 38.10112762451172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15189 323 38.096527099609375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6223 324 38.054954528808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23271 325 38.00651550292969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23323 326 37.99354934692383 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4869 327 37.855873107910156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 869 328 37.759239196777344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17990 329 37.753875732421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17823 330 37.73614501953125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10495 331 37.722076416015625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11674 332 37.70512390136719 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8902 333 37.69001770019531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14415 334 37.680763244628906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23413 335 37.678890228271484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9580 336 37.638938903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18508 337 37.635257720947266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 985 338 37.55659484863281 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4507 339 37.542449951171875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 492 340 37.5368766784668 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20828 341 37.53103256225586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15464 342 37.45741271972656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21342 343 37.45361328125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1537 344 37.42036056518555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1847 345 37.412235260009766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20458 346 37.40399932861328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22186 347 37.31573486328125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9326 348 37.2883186340332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17797 349 37.24755096435547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21885 350 37.21205139160156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19853 351 37.18138885498047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13122 352 37.150306701660156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13014 353 37.12622833251953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22864 354 37.10788345336914 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3077 355 37.09910583496094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13154 356 37.098270416259766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18629 357 37.077857971191406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2288 358 37.038936614990234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18466 359 36.98522186279297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14013 360 36.96347427368164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21930 361 36.95559310913086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16066 362 36.846473693847656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11185 363 36.75808334350586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8465 364 36.756629943847656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19990 365 36.72780990600586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17970 366 36.70975875854492 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17733 367 36.69218444824219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16679 368 36.6132926940918 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1103 369 36.61030197143555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17489 370 36.575782775878906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21743 371 36.55976104736328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15787 372 36.53226089477539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23435 373 36.46013641357422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8710 374 36.43987274169922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 868 375 36.379966735839844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19999 376 36.36078643798828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3846 377 36.35882568359375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 67 378 36.34056854248047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14431 379 36.33353805541992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17338 380 36.31207275390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17697 381 36.24641036987305 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10777 382 36.18743896484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17383 383 36.17888641357422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17253 384 36.147621154785156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9189 385 36.06781768798828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5871 386 36.06731414794922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16183 387 36.064659118652344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17743 388 36.05254364013672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23362 389 36.03705596923828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21577 390 35.92941665649414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22556 391 35.878543853759766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 877 392 35.87703323364258 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8316 393 35.85558319091797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17971 394 35.848140716552734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10304 395 35.82612991333008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14445 396 35.6903076171875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20715 397 35.665061950683594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21605 398 35.63205337524414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10561 399 35.61708450317383 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9047 400 35.599239349365234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15687 401 35.59041213989258 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1308 402 35.585540771484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8395 403 35.58170700073242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7451 404 35.571659088134766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5436 405 35.54913330078125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21126 406 35.536773681640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7479 407 35.515419006347656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17769 408 35.4984130859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15207 409 35.49534606933594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1074 410 35.49462890625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18252 411 35.47871017456055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9388 412 35.45600509643555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19115 413 35.43247604370117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6364 414 35.3458251953125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17696 415 35.3265495300293 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10104 416 35.27790832519531 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2682 417 35.23175811767578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11347 418 35.178775787353516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14444 419 35.159881591796875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15815 420 35.09544372558594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17465 421 35.08930206298828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14269 422 35.074195861816406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17695 423 35.05602264404297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11636 424 35.05171585083008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9698 425 35.041648864746094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21595 426 35.0392951965332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21141 427 35.02625274658203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4297 428 35.0194206237793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11193 429 34.94563674926758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1600 430 34.92544174194336 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17224 431 34.90404510498047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7798 432 34.83134078979492 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19982 433 34.73281478881836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16993 434 34.715232849121094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1899 435 34.706687927246094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11264 436 34.69763946533203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6897 437 34.69137191772461 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22824 438 34.68484878540039 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22580 439 34.67068862915039 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13555 440 34.65553665161133 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17542 441 34.59833908081055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3244 442 34.567901611328125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13442 443 34.55117416381836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8596 444 34.52884292602539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8521 445 34.524314880371094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17922 446 34.507015228271484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14976 447 34.481510162353516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5317 448 34.45827102661133 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10491 449 34.44889831542969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15358 450 34.41925048828125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20777 451 34.37879943847656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 811 452 34.37556838989258 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7615 453 34.322059631347656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21891 454 34.256473541259766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9269 455 34.24846649169922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8444 456 34.232444763183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2761 457 34.18291473388672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5476 458 34.167701721191406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5736 459 34.1531982421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8082 460 34.12959289550781 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17905 461 34.095497131347656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2816 462 34.08872985839844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1585 463 34.051055908203125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3237 464 34.045188903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21385 465 33.97172546386719 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13226 466 33.94373321533203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12114 467 33.94134521484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13328 468 33.92137145996094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8993 469 33.91059494018555 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21274 470 33.86923599243164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6618 471 33.8577880859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10855 472 33.83000183105469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10369 473 33.827789306640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9887 474 33.794349670410156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8837 475 33.76182556152344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14522 476 33.75511169433594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4477 477 33.72686767578125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21018 478 33.72447204589844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17471 479 33.706302642822266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16986 480 33.65166473388672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11602 481 33.49433517456055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8525 482 33.49293518066406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1182 483 33.478641510009766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4098 484 33.442813873291016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2300 485 33.4190559387207 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16069 486 33.415374755859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18137 487 33.3928108215332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15363 488 33.3682861328125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16672 489 33.35025405883789 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 145 490 33.30638122558594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10942 491 33.29875183105469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11082 492 33.26716232299805 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10139 493 33.17564010620117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7213 494 33.161678314208984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8106 495 33.1570930480957 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15080 496 33.14470672607422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7656 497 33.13250732421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17987 498 33.12175750732422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16252 499 33.08300018310547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11610 500 32.99601745605469 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21389 501 32.967079162597656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11481 502 32.951690673828125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4156 503 32.9399299621582 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4821 504 32.92350769042969 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22256 505 32.85944366455078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5011 506 32.80921936035156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20205 507 32.77704620361328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11190 508 32.760231018066406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18624 509 32.72578048706055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17160 510 32.69367599487305 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5233 511 32.63862991333008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6731 512 32.61830139160156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6229 513 32.6064453125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21391 514 32.581871032714844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8798 515 32.57379150390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22469 516 32.56845474243164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17004 517 32.56254959106445 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6252 518 32.557579040527344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12084 519 32.547943115234375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15684 520 32.53935241699219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23518 521 32.53743362426758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22830 522 32.501949310302734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21534 523 32.4747428894043 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3626 524 32.45477294921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5005 525 32.43886184692383 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21500 526 32.423133850097656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13515 527 32.4125862121582 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6254 528 32.395774841308594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9332 529 32.36785125732422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14977 530 32.35810852050781 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15342 531 32.33966064453125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23249 532 32.321434020996094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13836 533 32.31965637207031 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4095 534 32.31626892089844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15750 535 32.31446075439453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17249 536 32.310821533203125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5948 537 32.2777214050293 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5416 538 32.22850799560547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2192 539 32.22318649291992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4858 540 32.21426773071289 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17462 541 32.19981002807617 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2858 542 32.141395568847656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13804 543 32.11907196044922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11980 544 32.0839958190918 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17514 545 32.08241271972656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18606 546 32.07695007324219 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5671 547 32.07450485229492 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1809 548 32.02671432495117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10691 549 31.990720748901367 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23589 550 31.96630096435547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5735 551 31.90509796142578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22873 552 31.900402069091797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23703 553 31.88809585571289 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21916 554 31.855152130126953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11513 555 31.805009841918945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3643 556 31.764484405517578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18868 557 31.756759643554688 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21267 558 31.756732940673828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23359 559 31.72003173828125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12936 560 31.71364402770996 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17475 561 31.655771255493164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11511 562 31.646215438842773 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21305 563 31.6268367767334 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11430 564 31.624713897705078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20158 565 31.62363624572754 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14689 566 31.596111297607422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15677 567 31.549421310424805 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17517 568 31.542415618896484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16962 569 31.523082733154297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 597 570 31.51423454284668 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20925 571 31.498390197753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15671 572 31.481922149658203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6537 573 31.47865104675293 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22651 574 31.446971893310547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21593 575 31.422523498535156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7505 576 31.40157127380371 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3772 577 31.391868591308594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21535 578 31.38833999633789 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 334 579 31.38023567199707 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 665 580 31.368974685668945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18817 581 31.362285614013672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17251 582 31.293411254882812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5473 583 31.272632598876953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3286 584 31.270374298095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15632 585 31.266868591308594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22659 586 31.253982543945312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3806 587 31.250606536865234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17967 588 31.224796295166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15801 589 31.166833877563477 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22183 590 31.12506866455078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15241 591 31.12437629699707 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7055 592 31.11375617980957 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11101 593 31.094223022460938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17750 594 31.080368041992188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7506 595 31.073902130126953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12774 596 31.034420013427734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3428 597 30.9971866607666 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14516 598 30.981548309326172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10067 599 30.976837158203125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17752 600 30.937908172607422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5844 601 30.936201095581055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21551 602 30.93046760559082 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23433 603 30.871992111206055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21273 604 30.843984603881836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11424 605 30.78748893737793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 509 606 30.780277252197266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11113 607 30.739885330200195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6902 608 30.68889808654785 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23808 609 30.687522888183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18223 610 30.66454315185547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14107 611 30.66133689880371 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4910 612 30.646671295166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22803 613 30.644325256347656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3193 614 30.60162353515625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21568 615 30.601146697998047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23361 616 30.562707901000977 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1181 617 30.562156677246094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 430 618 30.543880462646484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4654 619 30.537778854370117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22661 620 30.53748321533203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17569 621 30.529783248901367 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17984 622 30.520832061767578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22629 623 30.51342010498047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5737 624 30.507001876831055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6715 625 30.47479820251465 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9245 626 30.46702003479004 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11107 627 30.440975189208984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4868 628 30.4202880859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21573 629 30.395769119262695 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10989 630 30.388309478759766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14127 631 30.386730194091797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21737 632 30.382606506347656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20548 633 30.35856819152832 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5932 634 30.349563598632812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14536 635 30.343442916870117 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17762 636 30.306697845458984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15577 637 30.303173065185547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17393 638 30.29625129699707 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23402 639 30.230995178222656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11491 640 30.227806091308594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 788 641 30.223819732666016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11611 642 30.200908660888672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13461 643 30.19413185119629 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6619 644 30.17745018005371 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 353 645 30.151416778564453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12299 646 30.125408172607422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18716 647 30.072582244873047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7665 648 30.069385528564453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1032 649 30.064617156982422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11979 650 30.03200912475586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1857 651 30.026926040649414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15901 652 30.004703521728516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13345 653 29.95243263244629 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21502 654 29.94979476928711 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22246 655 29.93482208251953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10948 656 29.926774978637695 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5018 657 29.911338806152344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8130 658 29.789403915405273 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17042 659 29.752670288085938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21957 660 29.687667846679688 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5009 661 29.659639358520508 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10366 662 29.659568786621094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19400 663 29.65630531311035 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10010 664 29.63101577758789 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23445 665 29.597747802734375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19861 666 29.576862335205078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19974 667 29.56972885131836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16834 668 29.555519104003906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23086 669 29.55474090576172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15403 670 29.529464721679688 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4756 671 29.528491973876953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18725 672 29.49953842163086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15333 673 29.495018005371094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11433 674 29.458053588867188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11480 675 29.438955307006836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9392 676 29.435115814208984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8126 677 29.4212589263916 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17381 678 29.373275756835938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12619 679 29.36935806274414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14298 680 29.34782600402832 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22017 681 29.30191421508789 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12346 682 29.301288604736328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19981 683 29.292078018188477 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13925 684 29.277629852294922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10692 685 29.276395797729492 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15846 686 29.26227569580078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11586 687 29.25634765625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21151 688 29.254779815673828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20652 689 29.18726348876953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22660 690 29.16150665283203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21562 691 29.150310516357422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 343 692 29.13650131225586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17901 693 29.12704849243164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11086 694 29.109268188476562 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10041 695 29.1070556640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18799 696 29.062456130981445 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3732 697 29.051172256469727 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6220 698 29.051013946533203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4925 699 29.036338806152344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8274 700 29.001853942871094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7915 701 28.96346664428711 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7134 702 28.94314193725586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13582 703 28.935821533203125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11521 704 28.90163230895996 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15788 705 28.883296966552734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14084 706 28.878395080566406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 149 707 28.876953125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15353 708 28.876121520996094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11084 709 28.871036529541016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16119 710 28.859224319458008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22829 711 28.850112915039062 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11188 712 28.84880828857422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11541 713 28.825016021728516 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5845 714 28.794893264770508 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3587 715 28.79149055480957 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21303 716 28.784902572631836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1987 717 28.781963348388672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4976 718 28.748859405517578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14446 719 28.745281219482422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23100 720 28.743350982666016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2429 721 28.721656799316406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 508 722 28.712474822998047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11104 723 28.673736572265625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19108 724 28.652666091918945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2749 725 28.637245178222656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21165 726 28.62590789794922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12167 727 28.622554779052734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18623 728 28.570650100708008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19769 729 28.561111450195312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17968 730 28.549530029296875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17464 731 28.54519271850586 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3047 732 28.52903175354004 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6373 733 28.461881637573242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22263 734 28.461383819580078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4969 735 28.440994262695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5839 736 28.440994262695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18283 737 28.411087036132812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6486 738 28.38167953491211 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7107 739 28.364898681640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7344 740 28.345661163330078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19952 741 28.32421112060547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15162 742 28.32158660888672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11580 743 28.30280303955078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6174 744 28.2998046875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8405 745 28.28688621520996 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15396 746 28.267047882080078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2271 747 28.238460540771484 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7856 748 28.217365264892578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8913 749 28.197938919067383 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14527 750 28.195125579833984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2615 751 28.16742706298828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7063 752 28.154438018798828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9146 753 28.1436710357666 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7682 754 28.121726989746094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1742 755 28.11330795288086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3583 756 28.11330795288086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1778 757 28.11081314086914 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14832 758 28.09065818786621 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7799 759 28.083086013793945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23684 760 28.082294464111328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7216 761 28.061683654785156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1198 762 28.055877685546875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15865 763 28.021686553955078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 907 764 28.007001876831055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22402 765 28.001976013183594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 140 766 27.958585739135742 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4893 767 27.947263717651367 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15298 768 27.94389533996582 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11578 769 27.941791534423828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15334 770 27.9337215423584 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17614 771 27.918712615966797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11177 772 27.917766571044922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11199 773 27.917346954345703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2159 774 27.909751892089844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7577 775 27.89592170715332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23510 776 27.89406394958496 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14815 777 27.864748001098633 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5842 778 27.84566879272461 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11415 779 27.845111846923828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17057 780 27.840465545654297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13901 781 27.840030670166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11616 782 27.78968048095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21756 783 27.787734985351562 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15400 784 27.765451431274414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8190 785 27.740732192993164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4544 786 27.740062713623047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23655 787 27.72861099243164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21556 788 27.71640396118164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5393 789 27.676713943481445 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12111 790 27.666610717773438 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14523 791 27.607501983642578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16673 792 27.600116729736328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21608 793 27.592626571655273 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11114 794 27.58056640625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22754 795 27.569873809814453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17005 796 27.554819107055664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11649 797 27.541271209716797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23572 798 27.53365135192871 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7731 799 27.498023986816406 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16691 800 27.447193145751953 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15427 801 27.430492401123047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10455 802 27.422550201416016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15405 803 27.416810989379883 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 428 804 27.400718688964844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23517 805 27.38206672668457 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7132 806 27.37419319152832 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11322 807 27.353023529052734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9679 808 27.352108001708984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8621 809 27.348644256591797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2699 810 27.343114852905273 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11204 811 27.331809997558594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10411 812 27.310688018798828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20117 813 27.305999755859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12742 814 27.283111572265625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6526 815 27.272689819335938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15255 816 27.269834518432617 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13212 817 27.2515811920166 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8992 818 27.249189376831055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1403 819 27.198394775390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2019 820 27.198148727416992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16665 821 27.19580841064453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16570 822 27.18376922607422 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22658 823 27.176496505737305 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11092 824 27.171463012695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21533 825 27.143657684326172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2375 826 27.13908576965332 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10743 827 27.122879028320312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21620 828 27.107261657714844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12085 829 27.09964942932129 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11195 830 27.079694747924805 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9390 831 27.074893951416016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 627 832 27.065765380859375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 608 833 27.058181762695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18111 834 27.048154830932617 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11105 835 27.023788452148438 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17317 836 27.022310256958008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8230 837 27.0211238861084 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13920 838 27.0173282623291 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15085 839 26.98605728149414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22946 840 26.985925674438477 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11577 841 26.9782657623291 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23615 842 26.96820640563965 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19838 843 26.95354461669922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17602 844 26.91347312927246 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13054 845 26.907169342041016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6225 846 26.892364501953125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12739 847 26.887855529785156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19100 848 26.883319854736328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15034 849 26.871437072753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14208 850 26.866943359375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20539 851 26.86275291442871 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18674 852 26.86249542236328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15633 853 26.8509521484375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5999 854 26.845890045166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7771 855 26.84134292602539 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19767 856 26.800878524780273 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17761 857 26.796051025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11197 858 26.78887176513672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8510 859 26.771638870239258 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21617 860 26.750032424926758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8786 861 26.738618850708008 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17054 862 26.735965728759766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8852 863 26.72115135192871 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7796 864 26.717266082763672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 690 865 26.689844131469727 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9414 866 26.689844131469727 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 1138 867 26.68165397644043 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11397 868 26.632413864135742 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14302 869 26.610218048095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14305 870 26.610218048095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23661 871 26.603988647460938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11574 872 26.602439880371094 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15374 873 26.599613189697266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22211 874 26.592044830322266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14053 875 26.584136962890625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13037 876 26.579553604125977 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18411 877 26.553003311157227 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21575 878 26.545242309570312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 129 879 26.525653839111328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17620 880 26.523820877075195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21613 881 26.51283836364746 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11164 882 26.497190475463867 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17756 883 26.496259689331055 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10806 884 26.48177146911621 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11187 885 26.471240997314453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14533 886 26.469593048095703 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3487 887 26.458740234375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14524 888 26.43198013305664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4256 889 26.431610107421875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15536 890 26.428268432617188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14303 891 26.423542022705078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14304 892 26.423542022705078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4255 893 26.41299057006836 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11196 894 26.412668228149414 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7744 895 26.40761375427246 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 669 896 26.402971267700195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4822 897 26.389450073242188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21594 898 26.38338851928711 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9963 899 26.38312530517578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11582 900 26.380081176757812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23098 901 26.377975463867188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14366 902 26.37784767150879 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10954 903 26.375011444091797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8587 904 26.32473373413086 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2547 905 26.321239471435547 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16495 906 26.297395706176758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17256 907 26.232452392578125 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21560 908 26.196285247802734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17468 909 26.184673309326172 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7205 910 26.183595657348633 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4917 911 26.18352508544922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15345 912 26.17420768737793 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21406 913 26.168354034423828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18655 914 26.168296813964844 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17312 915 26.165008544921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7855 916 26.164682388305664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 332 917 26.158823013305664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2453 918 26.15328598022461 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21289 919 26.144895553588867 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14259 920 26.118881225585938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18511 921 26.11362075805664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11573 922 26.10541343688965 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8608 923 26.095012664794922 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11523 924 26.089242935180664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10365 925 26.05870246887207 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9857 926 26.0582275390625 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11200 927 26.056514739990234 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11094 928 26.035842895507812 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20543 929 26.022274017333984 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6691 930 26.003450393676758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18178 931 26.002275466918945 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17463 932 25.997360229492188 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22601 933 25.97289276123047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17281 934 25.972671508789062 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20020 935 25.963642120361328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13568 936 25.947608947753906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 581 937 25.935544967651367 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11109 938 25.930892944335938 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23437 939 25.92682647705078 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22868 940 25.921836853027344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15894 941 25.91762351989746 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20708 942 25.911970138549805 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2991 943 25.904590606689453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17780 944 25.900848388671875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6014 945 25.897422790527344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12952 946 25.889530181884766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 3773 947 25.877899169921875 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23824 948 25.867679595947266 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11097 949 25.80906105041504 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 20307 950 25.80799102783203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17053 951 25.801759719848633 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13827 952 25.795162200927734 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15957 953 25.787717819213867 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9221 954 25.778108596801758 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15761 955 25.765018463134766 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 6704 956 25.74384880065918 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 10504 957 25.72153091430664 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 664 958 25.717153549194336 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18388 959 25.693449020385742 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 23607 960 25.65928840637207 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11571 961 25.633878707885742 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12426 962 25.624317169189453 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 592 963 25.60485076904297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7806 964 25.60361099243164 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5477 965 25.5999698638916 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8884 966 25.586505889892578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4418 967 25.57699203491211 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12958 968 25.562397003173828 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2492 969 25.538297653198242 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7509 970 25.533763885498047 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17055 971 25.519790649414062 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12740 972 25.50694465637207 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17301 973 25.482805252075195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11561 974 25.479084014892578 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13337 975 25.476280212402344 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19 976 25.47570037841797 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 19708 977 25.461698532104492 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18688 978 25.45252227783203 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16060 979 25.440563201904297 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 243 980 25.43596839904785 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 22656 981 25.42108917236328 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 9870 982 25.411596298217773 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 17986 983 25.335548400878906 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11576 984 25.334999084472656 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 4324 985 25.324134826660156 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 5118 986 25.313701629638672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 21529 987 25.309709548950195 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2176 988 25.267845153808594 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 13389 989 25.267484664916992 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 16847 990 25.252140045166016 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 14438 991 25.25193977355957 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 540 992 25.239822387695312 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 7390 993 25.237146377563477 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 11484 994 25.23349952697754 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18142 995 25.21694564819336 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 8410 996 25.21556282043457 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 12347 997 25.197978973388672 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 18686 998 25.193206787109375 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 15166 999 25.19312858581543 bm25_gpt4
TheoremQA_wenhuchen/t_test1.json Q0 2592 1000 25.188682556152344 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 12234 1 147.93499755859375 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 13492 2 114.48113250732422 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 1309 3 113.548583984375 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 20117 4 113.27774047851562 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17110 5 107.90718078613281 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 23824 6 103.67119598388672 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 15065 7 102.25798797607422 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 12957 8 100.11322784423828 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 5623 9 98.0163345336914 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 3627 10 96.88513946533203 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 20864 11 96.63267517089844 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 12290 12 96.31560516357422 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 21568 13 94.98914337158203 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17904 14 93.80574035644531 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 1113 15 90.95991516113281 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 15342 16 90.56755828857422 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 22781 17 89.8201904296875 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 18038 18 88.8014907836914 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 2807 19 88.30040740966797 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 7627 20 87.4777603149414 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 16672 21 86.86434936523438 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17797 22 86.69063568115234 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 13040 23 85.19097137451172 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17239 24 85.16163635253906 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 20816 25 84.90657806396484 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 8082 26 83.37727355957031 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 21475 27 83.0910415649414 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 140 28 81.91461181640625 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 4821 29 79.73135375976562 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 14662 30 79.63936614990234 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17224 31 79.40792083740234 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 11514 32 79.02151489257812 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 21567 33 78.82642364501953 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 3806 34 78.8082504272461 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 13345 35 76.68498992919922 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 23826 36 76.58494567871094 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17421 37 76.15022277832031 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 5791 38 75.90316009521484 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 18178 39 75.89360809326172 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17742 40 75.57911682128906 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 17743 41 75.48413848876953 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_2.json Q0 11004 42 75.2711181640625 bm25_gpt4
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TheoremQA_wenhuchen/viterbi2.json Q0 4098 51 49.03302764892578 bm25_gpt4
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TheoremQA_wenhuchen/viterbi2.json Q0 2795 61 47.64756774902344 bm25_gpt4
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TheoremQA_wenhuchen/viterbi2.json Q0 7760 65 47.00756072998047 bm25_gpt4
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TheoremQA_wenhuchen/viterbi2.json Q0 14976 67 46.95024108886719 bm25_gpt4
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TheoremQA_wenhuchen/viterbi2.json Q0 18811 73 46.35218048095703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17968 74 46.32841110229492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18344 75 45.9889030456543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3806 76 45.95268630981445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16986 77 45.81818389892578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17421 78 45.45079803466797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20480 79 45.322933197021484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6897 80 45.02521896362305 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5948 81 44.961448669433594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14977 82 44.93247985839844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23411 83 44.925689697265625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1102 84 44.8716926574707 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21543 85 44.84336471557617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2996 86 44.57963180541992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6278 87 44.25756072998047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12149 88 44.206092834472656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21407 89 44.12556076049805 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3004 90 44.09113311767578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4894 91 44.00838088989258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21579 92 43.18305969238281 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13671 93 42.95233154296875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5359 94 42.869422912597656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20360 95 42.85930633544922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7328 96 42.708038330078125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22585 97 42.63873291015625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22260 98 42.539955139160156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15620 99 42.51103973388672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16250 100 42.4692497253418 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1042 101 42.32795715332031 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21409 102 42.04331970214844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21577 103 41.959068298339844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4004 104 41.815338134765625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 180 105 41.79456329345703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21406 106 41.68765640258789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17043 107 41.42784118652344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7107 108 41.37168884277344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23683 109 40.84382247924805 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17443 110 40.79731750488281 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5013 111 40.71161651611328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14693 112 40.67894744873047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 813 113 40.641578674316406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20980 114 40.62138366699219 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5312 115 40.55498123168945 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19157 116 40.33747100830078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16715 117 40.297855377197266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8792 118 40.290164947509766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3312 119 40.218902587890625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5313 120 40.02226257324219 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12648 121 39.94905471801758 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21549 122 39.89277267456055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19767 123 39.83103561401367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8856 124 39.78506851196289 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8486 125 39.73799514770508 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11004 126 39.61119842529297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9407 127 39.602054595947266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7630 128 39.26502990722656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21342 129 39.264747619628906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18776 130 39.239471435546875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5933 131 39.0748291015625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1104 132 39.06779098510742 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19945 133 39.00732421875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9383 134 38.97258377075195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17996 135 38.949440002441406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2714 136 38.93108367919922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1585 137 38.922306060791016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8003 138 38.88065719604492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8274 139 38.807952880859375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10100 140 38.79425811767578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17071 141 38.62613296508789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2807 142 38.440914154052734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2301 143 38.43218994140625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2735 144 38.4284553527832 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1150 145 38.3950080871582 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12774 146 38.263919830322266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1316 147 38.254981994628906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2339 148 38.24190902709961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23445 149 38.16058349609375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4315 150 38.04753112792969 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18645 151 37.73164367675781 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18624 152 37.704837799072266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17035 153 37.70035171508789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1080 154 37.661659240722656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15065 155 37.535667419433594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1113 156 37.52996826171875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13040 157 37.504486083984375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12152 158 37.303863525390625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22898 159 37.22433853149414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4029 160 37.210205078125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9898 161 37.032691955566406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23532 162 36.88249969482422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1826 163 36.814002990722656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21712 164 36.79045867919922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22399 165 36.77907943725586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22781 166 36.739051818847656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12921 167 36.64578628540039 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 847 168 36.559234619140625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18502 169 36.518619537353516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9551 170 36.475032806396484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10376 171 36.46340560913086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23323 172 36.42738723754883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20517 173 36.392215728759766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10304 174 36.28524398803711 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16055 175 36.13603591918945 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17779 176 36.13587951660156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9390 177 36.05439376831055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4858 178 35.97825622558594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20976 179 35.96128845214844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17780 180 35.9403190612793 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21668 181 35.85327911376953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22651 182 35.84088134765625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14536 183 35.79855728149414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16784 184 35.53477096557617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19982 185 35.52874755859375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18699 186 35.52704620361328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15333 187 35.4995231628418 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6101 188 35.47513961791992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23064 189 35.43871307373047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6032 190 35.402557373046875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21611 191 35.38608169555664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8409 192 35.27971267700195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3428 193 35.23399353027344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1169 194 35.225555419921875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2453 195 35.18516540527344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5871 196 35.033512115478516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3959 197 35.02089309692383 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16694 198 34.96870803833008 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 790 199 34.948692321777344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14574 200 34.92189025878906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 815 201 34.90746307373047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16742 202 34.83146667480469 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20984 203 34.778663635253906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1197 204 34.771419525146484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17984 205 34.75307846069336 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12224 206 34.6955680847168 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17239 207 34.690696716308594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21833 208 34.68075942993164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8510 209 34.64158630371094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4002 210 34.592891693115234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20543 211 34.50450134277344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9379 212 34.43858337402344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18205 213 34.41492462158203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15791 214 34.394954681396484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21507 215 34.31061553955078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21500 216 34.2530517578125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20900 217 34.24634552001953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18913 218 34.22996139526367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20358 219 34.13889694213867 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18822 220 34.125892639160156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17965 221 34.111854553222656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18879 222 34.05150604248047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17233 223 33.96091842651367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13226 224 33.922691345214844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21530 225 33.9017448425293 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3003 226 33.899410247802734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22874 227 33.87179183959961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2151 228 33.81251907348633 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8146 229 33.74232864379883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3006 230 33.7249755859375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11791 231 33.7144889831543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17994 232 33.70167541503906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21086 233 33.699493408203125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7321 234 33.65997314453125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10023 235 33.57682800292969 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11750 236 33.56090545654297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12770 237 33.56046676635742 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9374 238 33.5401496887207 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12139 239 33.5103645324707 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19692 240 33.433448791503906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21750 241 33.3992919921875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22832 242 33.34587860107422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22397 243 33.33697509765625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14374 244 33.260536193847656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15750 245 33.21769332885742 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17234 246 33.20014190673828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3305 247 33.19795227050781 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17769 248 33.08399963378906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17533 249 33.041893005371094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15956 250 33.03689193725586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12150 251 32.89384460449219 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11275 252 32.82737731933594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20858 253 32.80922317504883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14053 254 32.793304443359375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14424 255 32.77720642089844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20715 256 32.76523208618164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18504 257 32.7293701171875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5471 258 32.69516372680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1714 259 32.66874694824219 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11226 260 32.64528274536133 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 357 261 32.63307189941406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14418 262 32.63128662109375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4343 263 32.623878479003906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16060 264 32.58845520019531 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12750 265 32.55326843261719 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7621 266 32.49726104736328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21110 267 32.49503707885742 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13944 268 32.49455642700195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12014 269 32.446720123291016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23760 270 32.440704345703125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23449 271 32.43283462524414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21560 272 32.40565490722656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10180 273 32.4042854309082 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14893 274 32.38221740722656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4756 275 32.37168502807617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14128 276 32.35177230834961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23518 277 32.33272171020508 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14523 278 32.303993225097656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3223 279 32.153053283691406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17751 280 32.07182312011719 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13517 281 31.948070526123047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12818 282 31.941715240478516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21529 283 31.90871810913086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22804 284 31.85745620727539 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23227 285 31.814668655395508 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23426 286 31.775726318359375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 386 287 31.696762084960938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1089 288 31.58673095703125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1198 289 31.56836700439453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10104 290 31.561683654785156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17338 291 31.56034278869629 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19981 292 31.53436279296875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1189 293 31.525060653686523 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12244 294 31.505321502685547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8438 295 31.47307586669922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21756 296 31.452404022216797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9963 297 31.415485382080078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 148 298 31.40180015563965 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20117 299 31.339336395263672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4778 300 31.322635650634766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22240 301 31.31260871887207 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22182 302 31.278770446777344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 819 303 31.27808380126953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2141 304 31.262195587158203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11719 305 31.224746704101562 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14085 306 31.21860122680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4821 307 31.182079315185547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13963 308 31.170734405517578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22812 309 31.15958595275879 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15376 310 31.146718978881836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7875 311 31.1342830657959 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1354 312 31.050247192382812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12924 313 31.036563873291016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17970 314 31.008747100830078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7417 315 30.968303680419922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23826 316 30.92159652709961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5671 317 30.90310287475586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15342 318 30.883499145507812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9520 319 30.871379852294922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11264 320 30.870250701904297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16620 321 30.863140106201172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4926 322 30.844093322753906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16063 323 30.776588439941406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9221 324 30.74860954284668 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17985 325 30.677236557006836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19985 326 30.662839889526367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17645 327 30.543094635009766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13213 328 30.478424072265625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11442 329 30.468225479125977 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13337 330 30.459028244018555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10989 331 30.414644241333008 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9376 332 30.403528213500977 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16646 333 30.36886978149414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10831 334 30.321300506591797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20359 335 30.314617156982422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18609 336 30.31129264831543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18252 337 30.296228408813477 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18022 338 30.28765296936035 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17326 339 30.27194595336914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8403 340 30.268619537353516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17980 341 30.24152374267578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13389 342 30.241052627563477 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8653 343 30.21559715270996 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17910 344 30.21080780029297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5738 345 30.197816848754883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20860 346 30.195024490356445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1185 347 30.184303283691406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4302 348 30.16604232788086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17478 349 30.145233154296875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3844 350 30.06924819946289 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21702 351 30.06853485107422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13923 352 30.026405334472656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12111 353 30.007190704345703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16849 354 29.935958862304688 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17110 355 29.87466049194336 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6223 356 29.845603942871094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10485 357 29.810604095458984 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21739 358 29.799711227416992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17971 359 29.765052795410156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11480 360 29.727373123168945 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7446 361 29.70514488220215 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20783 362 29.664730072021484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1047 363 29.649564743041992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15191 364 29.63617706298828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1576 365 29.62327766418457 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13561 366 29.581768035888672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17990 367 29.5776309967041 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18328 368 29.576004028320312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20865 369 29.52582550048828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 149 370 29.504247665405273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15182 371 29.49363136291504 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3286 372 29.485898971557617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16953 373 29.474544525146484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17986 374 29.460777282714844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14101 375 29.459291458129883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13706 376 29.456254959106445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17542 377 29.426197052001953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5937 378 29.41611099243164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19095 379 29.415557861328125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9987 380 29.4021053314209 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18508 381 29.354515075683594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17982 382 29.3436279296875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8106 383 29.31597328186035 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7718 384 29.30286407470703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4977 385 29.292402267456055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 453 386 29.233875274658203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6036 387 29.188308715820312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9326 388 29.183574676513672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5107 389 29.119882583618164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6740 390 29.011417388916016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 974 391 28.986757278442383 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21737 392 28.98175811767578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14662 393 28.954769134521484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4933 394 28.902381896972656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14886 395 28.89776611328125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23493 396 28.893068313598633 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5477 397 28.871036529541016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1664 398 28.84238052368164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12819 399 28.818172454833984 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17885 400 28.796043395996094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5617 401 28.77070426940918 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 821 402 28.767616271972656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1202 403 28.748363494873047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9565 404 28.746681213378906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14013 405 28.7340030670166 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1541 406 28.719863891601562 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14776 407 28.68656349182129 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19990 408 28.65333366394043 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17250 409 28.62314224243164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21568 410 28.613924026489258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10788 411 28.58112335205078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23782 412 28.508102416992188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22178 413 28.50426483154297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20828 414 28.4904727935791 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9398 415 28.440330505371094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1183 416 28.42656707763672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1194 417 28.411649703979492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15740 418 28.393999099731445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1976 419 28.39378547668457 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17967 420 28.390180587768555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17627 421 28.386869430541992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9382 422 28.35409927368164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21661 423 28.267826080322266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13008 424 28.258769989013672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20925 425 28.219013214111328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15815 426 28.21860122680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22235 427 28.214221954345703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21511 428 28.177993774414062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17444 429 28.172271728515625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17251 430 28.167987823486328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17796 431 28.12914276123047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13825 432 28.10443878173828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13586 433 28.09480857849121 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18169 434 28.09145164489746 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19662 435 28.087509155273438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5866 436 28.047088623046875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15811 437 28.00515365600586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16673 438 28.001628875732422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13037 439 27.999446868896484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19970 440 27.99049186706543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 555 441 27.984844207763672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11899 442 27.983449935913086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7798 443 27.93621063232422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1566 444 27.92099380493164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17897 445 27.911094665527344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17632 446 27.9050350189209 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17900 447 27.88530921936035 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14873 448 27.875839233398438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17615 449 27.828144073486328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 817 450 27.82127571105957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15760 451 27.805824279785156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22111 452 27.789020538330078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22112 453 27.789020538330078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11144 454 27.77660369873047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19684 455 27.772132873535156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3488 456 27.73688507080078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21271 457 27.70452308654785 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2271 458 27.704252243041992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12153 459 27.695571899414062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22401 460 27.692323684692383 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8398 461 27.66364288330078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16783 462 27.662250518798828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1191 463 27.6507511138916 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8915 464 27.64974021911621 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5461 465 27.641651153564453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21304 466 27.630970001220703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16996 467 27.628643035888672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1103 468 27.627731323242188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1180 469 27.62278175354004 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4869 470 27.593061447143555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5468 471 27.591548919677734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5845 472 27.567333221435547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15993 473 27.565799713134766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11591 474 27.538162231445312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21556 475 27.53219223022461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21738 476 27.433242797851562 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17768 477 27.42694091796875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17626 478 27.413618087768555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18447 479 27.411012649536133 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17094 480 27.410531997680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19843 481 27.376575469970703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17987 482 27.3544979095459 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15091 483 27.344648361206055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9322 484 27.336702346801758 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17452 485 27.306167602539062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11900 486 27.295019149780273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10411 487 27.294368743896484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19661 488 27.261783599853516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17296 489 27.242843627929688 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9103 490 27.238658905029297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20868 491 27.220565795898438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21669 492 27.204120635986328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14134 493 27.18636131286621 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9104 494 27.182971954345703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13130 495 27.1747989654541 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11104 496 27.15406036376953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20508 497 27.149282455444336 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22556 498 27.105167388916016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13617 499 27.082971572875977 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 845 500 27.04328727722168 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21576 501 27.01728057861328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23363 502 27.004188537597656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15954 503 27.00258445739746 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14417 504 26.984872817993164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23825 505 26.976634979248047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19693 506 26.91553497314453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15177 507 26.91347885131836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9375 508 26.906774520874023 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5839 509 26.89427947998047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11274 510 26.888458251953125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22251 511 26.877695083618164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4901 512 26.862154006958008 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21700 513 26.844600677490234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11314 514 26.839881896972656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16244 515 26.82577133178711 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10064 516 26.823740005493164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12831 517 26.822589874267578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22095 518 26.809059143066406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11038 519 26.756179809570312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18630 520 26.73744010925293 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11814 521 26.735294342041016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21305 522 26.693891525268555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21542 523 26.690887451171875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9188 524 26.661972045898438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12234 525 26.6318416595459 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16993 526 26.621023178100586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16984 527 26.599998474121094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17359 528 26.57965660095215 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22503 529 26.569238662719727 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3625 530 26.56673812866211 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12211 531 26.56465721130371 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8698 532 26.55728530883789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15509 533 26.553749084472656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13836 534 26.549589157104492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10783 535 26.546283721923828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14724 536 26.540624618530273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17918 537 26.531707763671875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16672 538 26.51759147644043 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14726 539 26.50249481201172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12957 540 26.469118118286133 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8402 541 26.461395263671875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16570 542 26.40692901611328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11003 543 26.39208984375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4182 544 26.386276245117188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15536 545 26.384965896606445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17742 546 26.378032684326172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1058 547 26.343852996826172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22759 548 26.326282501220703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18303 549 26.323352813720703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18629 550 26.304067611694336 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9126 551 26.300975799560547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4301 552 26.28554916381836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13031 553 26.2747802734375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10232 554 26.270416259765625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15677 555 26.263534545898438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22633 556 26.263072967529297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9387 557 26.246789932250977 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11406 558 26.19701385498047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 215 559 26.15435791015625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 651 560 26.151857376098633 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10366 561 26.15045928955078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3955 562 26.11825180053711 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7329 563 26.113237380981445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7330 564 26.113237380981445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17063 565 26.08707046508789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2563 566 26.083507537841797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 787 567 26.07672119140625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13122 568 26.063623428344727 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14467 569 26.0622615814209 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3549 570 26.024442672729492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5362 571 26.024383544921875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11331 572 26.009675979614258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13578 573 26.00821876525879 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12726 574 25.995738983154297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18528 575 25.980632781982422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7926 576 25.970401763916016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21374 577 25.95940399169922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17823 578 25.95724105834961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3660 579 25.93819808959961 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14700 580 25.91511344909668 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13996 581 25.91006088256836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15978 582 25.89678192138672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17131 583 25.89332389831543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12566 584 25.891881942749023 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8846 585 25.872154235839844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20386 586 25.871715545654297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15671 587 25.870046615600586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7502 588 25.864986419677734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18614 589 25.831594467163086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10017 590 25.814529418945312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5844 591 25.776519775390625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20140 592 25.757802963256836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15805 593 25.72909927368164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23684 594 25.68001937866211 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10824 595 25.67886734008789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2134 596 25.668392181396484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18812 597 25.663639068603516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6882 598 25.662630081176758 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13757 599 25.65964126586914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16267 600 25.632240295410156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20761 601 25.613895416259766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2595 602 25.613506317138672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20779 603 25.612289428710938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14371 604 25.6005859375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16600 605 25.579105377197266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1205 606 25.57488250732422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18146 607 25.55491828918457 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20497 608 25.539308547973633 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10818 609 25.524234771728516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3666 610 25.51499366760254 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13492 611 25.4982967376709 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22191 612 25.49368667602539 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16709 613 25.49344825744629 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 581 614 25.486610412597656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4477 615 25.469329833984375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20484 616 25.44914436340332 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11800 617 25.44257926940918 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18042 618 25.426708221435547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2088 619 25.406402587890625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6109 620 25.403854370117188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22646 621 25.38238525390625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10785 622 25.375890731811523 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21474 623 25.375629425048828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1199 624 25.308271408081055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15622 625 25.27963638305664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2526 626 25.27770233154297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9385 627 25.26120376586914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11571 628 25.25936508178711 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16666 629 25.239166259765625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20914 630 25.23331642150879 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14102 631 25.220788955688477 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19642 632 25.20412826538086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21666 633 25.201589584350586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15766 634 25.186058044433594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18795 635 25.1856689453125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23430 636 25.15261459350586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4551 637 25.136737823486328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10420 638 25.11719512939453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11407 639 25.103309631347656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18640 640 25.093748092651367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23721 641 25.03094482421875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23808 642 25.006343841552734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23099 643 24.99985694885254 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11475 644 24.996952056884766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2527 645 24.976543426513672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3237 646 24.969314575195312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12227 647 24.964881896972656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21537 648 24.948535919189453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 664 649 24.892086029052734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14133 650 24.87692642211914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10545 651 24.866838455200195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 985 652 24.864131927490234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11414 653 24.85856056213379 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20861 654 24.85179901123047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7799 655 24.843589782714844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17235 656 24.837785720825195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15962 657 24.836687088012695 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6809 658 24.836091995239258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19126 659 24.832059860229492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13953 660 24.830707550048828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14298 661 24.82842445373535 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11523 662 24.827926635742188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1000 663 24.76852798461914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 197 664 24.760425567626953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19634 665 24.75288963317871 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2993 666 24.71721649169922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23154 667 24.703842163085938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5409 668 24.697795867919922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21302 669 24.694236755371094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11674 670 24.689590454101562 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10257 671 24.678110122680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15985 672 24.67749786376953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14354 673 24.612165451049805 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10495 674 24.603899002075195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14287 675 24.598834991455078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10686 676 24.593944549560547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15298 677 24.584442138671875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1186 678 24.57752799987793 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21510 679 24.539691925048828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23271 680 24.506542205810547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3487 681 24.47818374633789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19690 682 24.420024871826172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13585 683 24.41363525390625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4872 684 24.406665802001953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19139 685 24.39734649658203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13705 686 24.378156661987305 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20864 687 24.369123458862305 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17397 688 24.355655670166016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21891 689 24.341907501220703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6818 690 24.322181701660156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17698 691 24.306615829467773 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18374 692 24.296297073364258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18388 693 24.27174186706543 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14881 694 24.26883316040039 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20525 695 24.267410278320312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17311 696 24.25609016418457 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17989 697 24.247802734375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1818 698 24.231443405151367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17602 699 24.221574783325195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5916 700 24.21616554260254 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5615 701 24.210826873779297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17162 702 24.20920181274414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10459 703 24.19659423828125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19092 704 24.192811965942383 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13942 705 24.18610382080078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5009 706 24.179691314697266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9377 707 24.1664981842041 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11212 708 24.164382934570312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16066 709 24.163345336914062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10258 710 24.16326904296875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15007 711 24.13930320739746 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21141 712 24.117738723754883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14651 713 24.110179901123047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15573 714 24.10366439819336 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10784 715 24.083541870117188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10990 716 24.068403244018555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11515 717 24.06559181213379 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18448 718 24.06381607055664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18032 719 24.043811798095703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14435 720 23.990203857421875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16011 721 23.98301887512207 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19686 722 23.982097625732422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14189 723 23.98079490661621 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6863 724 23.973018646240234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3441 725 23.91172218322754 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21502 726 23.903043746948242 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 466 727 23.90132713317871 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11514 728 23.894981384277344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10732 729 23.89333152770996 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21273 730 23.886486053466797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15899 731 23.878772735595703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15886 732 23.8785457611084 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15768 733 23.85822296142578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1181 734 23.843841552734375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3195 735 23.83963394165039 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13541 736 23.812294006347656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8230 737 23.80487060546875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23609 738 23.793102264404297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20775 739 23.773319244384766 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16006 740 23.74645233154297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17058 741 23.745258331298828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16389 742 23.728792190551758 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 869 743 23.7154541015625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2761 744 23.687946319580078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6836 745 23.67717170715332 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 223 746 23.66677474975586 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16716 747 23.63507652282715 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14022 748 23.62874984741211 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15935 749 23.625816345214844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10983 750 23.604536056518555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2803 751 23.592567443847656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 220 752 23.567564010620117 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12222 753 23.547685623168945 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20730 754 23.541282653808594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20919 755 23.536170959472656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19125 756 23.532392501831055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9406 757 23.52812957763672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13656 758 23.521320343017578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23266 759 23.511199951171875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20297 760 23.504467010498047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18438 761 23.49077606201172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16136 762 23.478336334228516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13261 763 23.47049331665039 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2152 764 23.426616668701172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15429 765 23.426467895507812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5317 766 23.419904708862305 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21391 767 23.400381088256836 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18616 768 23.400230407714844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15988 769 23.382722854614258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20785 770 23.352720260620117 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13518 771 23.35210418701172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22710 772 23.334863662719727 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17228 773 23.29132080078125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7851 774 23.28221321105957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20622 775 23.28074836730957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11011 776 23.270732879638672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21475 777 23.24859619140625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5584 778 23.207101821899414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17507 779 23.205568313598633 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15902 780 23.20309066772461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11839 781 23.19981575012207 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22644 782 23.178203582763672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20441 783 23.17690086364746 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23347 784 23.1547794342041 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6434 785 23.12238121032715 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13403 786 23.120769500732422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21381 787 23.08545684814453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8690 788 23.078092575073242 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2010 789 23.069976806640625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16051 790 23.066192626953125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 919 791 23.065853118896484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15799 792 23.05304718017578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3485 793 23.051956176757812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17724 794 23.032997131347656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20522 795 23.009876251220703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5846 796 23.008071899414062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12694 797 23.00482177734375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14544 798 22.999177932739258 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23536 799 22.997407913208008 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3773 800 22.990686416625977 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2736 801 22.97112464904785 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22246 802 22.9682674407959 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13985 803 22.94904327392578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19683 804 22.945762634277344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11494 805 22.93662452697754 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14699 806 22.921127319335938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23357 807 22.91236114501953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19980 808 22.899742126464844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11641 809 22.890769958496094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 47 810 22.88566017150879 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18632 811 22.871870040893555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 864 812 22.85418701171875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10561 813 22.853618621826172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18308 814 22.851869583129883 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11616 815 22.835718154907227 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10842 816 22.83150863647461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13036 817 22.81866455078125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21710 818 22.817256927490234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15852 819 22.814496994018555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20361 820 22.804431915283203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12349 821 22.796403884887695 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14883 822 22.79293441772461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21692 823 22.778945922851562 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15865 824 22.766704559326172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4101 825 22.759071350097656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14452 826 22.73805809020996 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14712 827 22.733631134033203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17763 828 22.721927642822266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17248 829 22.719078063964844 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4841 830 22.713603973388672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17012 831 22.704822540283203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15979 832 22.69989013671875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6810 833 22.683420181274414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6811 834 22.683420181274414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22341 835 22.67057228088379 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21369 836 22.660968780517578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20537 837 22.66015625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1586 838 22.65961265563965 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18680 839 22.658512115478516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21272 840 22.630619049072266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19108 841 22.619327545166016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6812 842 22.61854362487793 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17254 843 22.602027893066406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10110 844 22.5953426361084 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9396 845 22.565183639526367 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11478 846 22.53965187072754 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13330 847 22.538787841796875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20936 848 22.518089294433594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15157 849 22.49478530883789 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2019 850 22.494335174560547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21383 851 22.490028381347656 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7360 852 22.46973991394043 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6904 853 22.466022491455078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1742 854 22.448034286499023 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3583 855 22.448034286499023 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20618 856 22.441781997680664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1032 857 22.438472747802734 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16007 858 22.426877975463867 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15407 859 22.417194366455078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10492 860 22.414222717285156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12254 861 22.410850524902344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7216 862 22.40681266784668 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18058 863 22.393281936645508 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10692 864 22.384239196777344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1339 865 22.379302978515625 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10854 866 22.362468719482422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17247 867 22.345970153808594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 1308 868 22.321184158325195 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12820 869 22.315332412719727 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23824 870 22.305564880371094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6914 871 22.299896240234375 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23359 872 22.295175552368164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13323 873 22.288089752197266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13329 874 22.287694931030273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7609 875 22.275680541992188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9679 876 22.26921272277832 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22307 877 22.25264549255371 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13664 878 22.243671417236328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15707 879 22.237943649291992 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17214 880 22.23613166809082 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5739 881 22.2330265045166 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 868 882 22.228832244873047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19100 883 22.200759887695312 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6806 884 22.19809341430664 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17884 885 22.196212768554688 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18682 886 22.189395904541016 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18655 887 22.18648910522461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17762 888 22.184619903564453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11390 889 22.180648803710938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15788 890 22.17613983154297 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17518 891 22.16699981689453 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20916 892 22.158653259277344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7286 893 22.158649444580078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22751 894 22.15839958190918 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3307 895 22.13235855102539 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18281 896 22.12601661682129 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21823 897 22.09705924987793 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13587 898 22.09650421142578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22051 899 22.084552764892578 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14840 900 22.07379913330078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5623 901 22.068225860595703 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4020 902 22.057571411132812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8375 903 22.035764694213867 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20397 904 22.029888153076172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18330 905 22.02667236328125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20649 906 22.025394439697266 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17249 907 22.024967193603516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18229 908 22.017656326293945 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15045 909 21.991422653198242 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14916 910 21.98192024230957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14917 911 21.98192024230957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23282 912 21.959049224853516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17245 913 21.938926696777344 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17749 914 21.937618255615234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 18162 915 21.925060272216797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17919 916 21.92345428466797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 89 917 21.911161422729492 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20986 918 21.907514572143555 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5748 919 21.896656036376953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11823 920 21.88425064086914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11926 921 21.88208770751953 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4567 922 21.873979568481445 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8587 923 21.870084762573242 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14690 924 21.86693572998047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19907 925 21.855697631835938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10042 926 21.838634490966797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9698 927 21.834665298461914 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11612 928 21.82140350341797 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16526 929 21.81246566772461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21040 930 21.80974006652832 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19678 931 21.79680061340332 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14527 932 21.791425704956055 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20488 933 21.790090560913086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21161 934 21.788158416748047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10544 935 21.787742614746094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6143 936 21.77877426147461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15861 937 21.77376937866211 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22750 938 21.76850128173828 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14846 939 21.764446258544922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17748 940 21.744125366210938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13044 941 21.738584518432617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17992 942 21.735511779785156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2460 943 21.725400924682617 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21522 944 21.702945709228516 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20402 945 21.679174423217773 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23607 946 21.66999053955078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23452 947 21.65410041809082 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 22580 948 21.646337509155273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6524 949 21.623605728149414 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2315 950 21.614776611328125 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 2049 951 21.590206146240234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17289 952 21.589797973632812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23666 953 21.587987899780273 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8596 954 21.579086303710938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16069 955 21.572912216186523 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13864 956 21.559280395507812 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17042 957 21.558582305908203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10412 958 21.553138732910156 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23710 959 21.549095153808594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17901 960 21.536174774169922 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12156 961 21.53246307373047 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 7627 962 21.529836654663086 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19898 963 21.517837524414062 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12207 964 21.50076675415039 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20223 965 21.499252319335938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13708 966 21.492366790771484 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 15334 967 21.470191955566406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 19681 968 21.453157424926758 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4915 969 21.446971893310547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4919 970 21.446971893310547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 5935 971 21.44674301147461 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13984 972 21.439218521118164 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 8845 973 21.42998504638672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6297 974 21.423072814941406 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 14516 975 21.420040130615234 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12993 976 21.418359756469727 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20393 977 21.396018981933594 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 13800 978 21.387645721435547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12346 979 21.377117156982422 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21165 980 21.371356964111328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 6780 981 21.367137908935547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12959 982 21.361431121826172 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3732 983 21.335838317871094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 565 984 21.334667205810547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11469 985 21.33342933654785 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21329 986 21.31639289855957 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23278 987 21.312030792236328 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 10438 988 21.305036544799805 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 3166 989 21.29170036315918 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17065 990 21.28748321533203 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 12232 991 21.286727905273438 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 4412 992 21.279022216796875 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 11858 993 21.248737335205078 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 23232 994 21.247753143310547 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 20380 995 21.244674682617188 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21026 996 21.244529724121094 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 9988 997 21.242774963378906 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 16067 998 21.238018035888672 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 21180 999 21.221664428710938 bm25_gpt4
TheoremQA_wenhuchen/viterbi2.json Q0 17538 1000 21.215774536132812 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 21611 1 111.64437866210938 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 9980 2 111.16812133789062 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 15189 3 102.76358032226562 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 17472 4 102.44364929199219 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 22183 5 99.88976287841797 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 10308 6 99.24609375 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 10307 7 98.51891326904297 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 23540 8 97.85981750488281 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 22374 9 97.62564086914062 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 16172 10 97.33494567871094 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 23250 11 96.90138244628906 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 16175 12 91.3657455444336 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 15385 426 47.38954162597656 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 10847 427 47.388404846191406 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 12244 442 46.87581253051758 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 15055 443 46.85629653930664 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 21533 449 46.644771575927734 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 22706 453 46.48953628540039 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 13904 471 45.85770034790039 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 13908 472 45.85770034790039 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 14343 473 45.852394104003906 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 4024 474 45.82747268676758 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 13517 475 45.826236724853516 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 14721 480 45.774620056152344 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 23532 481 45.76560592651367 bm25_gpt4
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TheoremQA_elainewan/math_algebra_3_2.json Q0 19869 629 42.404090881347656 bm25_gpt4
TheoremQA_elainewan/math_algebra_3_2.json Q0 16140 630 42.3844108581543 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 21891 90 48.92594909667969 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11187 91 48.916107177734375 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 17443 93 48.76824188232422 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 18178 95 48.67939758300781 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10954 96 48.52750015258789 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23282 97 48.525634765625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13330 98 48.46555709838867 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11072 99 48.409828186035156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6904 100 48.35862731933594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17444 101 48.07086944580078 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 11791 103 47.88616180419922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12648 104 47.854209899902344 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 11065 106 47.600406646728516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20854 107 47.59354782104492 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17239 108 47.48691177368164 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10791 109 47.38013458251953 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1106 110 47.14060974121094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20865 111 47.07256317138672 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18344 112 46.57352066040039 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12957 113 46.42595291137695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17632 114 46.37198257446289 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5471 115 46.32072830200195 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20158 116 46.28214645385742 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 23618 118 46.184566497802734 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 402 123 45.88730239868164 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 22015 126 45.85148620605469 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 22824 129 45.728729248046875 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 11129 131 45.68461227416992 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23359 132 45.68041229248047 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 7322 134 45.56084060668945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10101 135 45.487388610839844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13784 136 45.45184326171875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20858 137 45.40153884887695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2157 138 45.340702056884766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23655 139 45.30339431762695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10544 140 45.18769836425781 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17913 141 45.1043701171875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10541 142 44.97185516357422 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 540 143 44.94133758544922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10686 144 44.877044677734375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23532 145 44.87480163574219 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19673 146 44.84243392944336 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12349 147 44.79330825805664 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18411 148 44.75235366821289 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5322 149 44.74599838256836 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23683 150 44.619449615478516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13122 151 44.56406784057617 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21579 152 44.56291198730469 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8003 153 44.45390701293945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13076 154 44.339637756347656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 557 155 44.330745697021484 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11060 156 44.28840637207031 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21726 157 44.278656005859375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15166 158 44.105525970458984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21479 159 44.038639068603516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5782 160 43.98527526855469 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21475 161 43.91107177734375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10304 162 43.821998596191406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13984 163 43.76362609863281 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10543 164 43.75734329223633 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20851 165 43.74873352050781 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23791 166 43.6729621887207 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 4933 167 43.65559768676758 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19904 168 43.605045318603516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10366 169 43.509521484375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20779 170 43.47454071044922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14374 171 43.45905685424805 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17761 172 43.45315170288086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18853 173 43.44980239868164 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 4907 174 43.33681106567383 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11130 175 43.329872131347656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22600 176 43.238582611083984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19126 177 43.20573425292969 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6948 178 43.12525939941406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10369 179 43.109130859375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 140 180 43.09139633178711 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14523 181 43.079078674316406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13581 182 43.03049087524414 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16725 183 42.930442810058594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14925 184 42.901649475097656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5845 185 42.87127685546875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20783 186 42.855262756347656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16727 187 42.71489715576172 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20121 188 42.655296325683594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16731 189 42.62455749511719 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21716 190 42.579471588134766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13345 191 42.55915069580078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13884 192 42.508209228515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16724 193 42.496543884277344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22580 194 42.45987319946289 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17924 195 42.43632125854492 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13401 196 42.43073272705078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21712 197 42.396575927734375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13774 198 42.364837646484375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11980 199 42.32809066772461 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21714 200 42.296241760253906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17338 201 42.293270111083984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11070 202 42.26853561401367 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6279 203 42.1331672668457 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16726 204 42.07917022705078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5436 205 42.04704666137695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11071 206 42.00711441040039 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21481 207 41.93656921386719 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17743 208 41.9201545715332 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23264 209 41.89914321899414 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12770 210 41.80484390258789 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11059 211 41.71440887451172 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16732 212 41.66172790527344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23436 213 41.658042907714844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2464 214 41.569679260253906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11567 215 41.532230377197266 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19692 216 41.52959060668945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12822 217 41.4553108215332 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3844 218 41.40616989135742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16531 219 41.370849609375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18417 220 41.29240417480469 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10108 221 41.144432067871094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18674 222 41.056922912597656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21484 223 41.00947570800781 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20227 224 40.98369216918945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14075 225 40.83403015136719 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21141 226 40.814910888671875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9242 227 40.806068420410156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15766 228 40.8046989440918 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20228 229 40.70308303833008 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13862 230 40.6600341796875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13985 231 40.60637664794922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10562 232 40.59164047241211 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10784 233 40.559471130371094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10567 234 40.48550796508789 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21787 235 40.45143127441406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1195 236 40.43998336791992 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 665 237 40.42759704589844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15647 238 40.414794921875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10549 239 40.33613204956055 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11069 240 40.30453872680664 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19716 241 40.26588821411133 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16672 242 40.161407470703125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10107 243 40.11258316040039 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17990 244 40.09800720214844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19715 245 40.08723831176758 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11414 246 40.07143020629883 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9047 247 39.990989685058594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18265 248 39.9776611328125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17756 249 39.95260238647461 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15146 250 39.87047576904297 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15191 251 39.81598663330078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12244 252 39.73379135131836 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9949 253 39.7280158996582 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23227 254 39.72645568847656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23293 255 39.69064712524414 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 4977 256 39.573646545410156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12774 257 39.5143928527832 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 854 258 39.503562927246094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21485 259 39.500953674316406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12234 260 39.48939514160156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2122 261 39.48173904418945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6101 262 39.476654052734375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11430 263 39.435272216796875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16728 264 39.40406799316406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15101 265 39.364200592041016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19674 266 39.34489822387695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10371 267 39.34158706665039 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13040 268 39.30925369262695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23535 269 39.28534698486328 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18851 270 39.22317123413086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6028 271 39.21152877807617 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19693 272 39.14582061767578 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16689 273 39.13583755493164 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22246 274 39.05356979370117 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20172 275 39.04435348510742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13773 276 38.99024200439453 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22781 277 38.97926330566406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15212 278 38.90034866333008 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2191 279 38.889015197753906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17421 280 38.873172760009766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15738 281 38.80799102783203 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23321 282 38.798377990722656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6524 283 38.794071197509766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23640 284 38.75756072998047 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18511 285 38.7424201965332 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13589 286 38.72895050048828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17224 287 38.72587203979492 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17419 288 38.679847717285156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23782 289 38.648189544677734 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 541 290 38.638763427734375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5844 291 38.56278991699219 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13839 292 38.534542083740234 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22831 293 38.457435607910156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9936 294 38.44963455200195 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10537 295 38.432247161865234 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11360 296 38.391727447509766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6066 297 38.37400436401367 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23361 298 38.365272521972656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16836 299 38.35322189331055 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23271 300 38.352081298828125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18854 301 38.325923919677734 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11140 302 38.313995361328125 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 4829 328 37.34351348876953 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 20652 344 37.007083892822266 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 21254 354 36.63405990600586 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17517 355 36.608551025390625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15791 356 36.60491943359375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18550 357 36.589908599853516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16796 358 36.53748321533203 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 5935 360 36.41852569580078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10376 361 36.417701721191406 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 14340 363 36.37115478515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2830 364 36.36477279663086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5457 365 36.32731628417969 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15091 366 36.25761413574219 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14977 367 36.23753356933594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18419 368 36.20433044433594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11524 369 36.183937072753906 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 17798 371 36.139583587646484 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 10373 373 36.11090087890625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19686 374 36.04582595825195 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10538 375 36.044776916503906 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 11515 377 36.01071548461914 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 5313 379 35.965057373046875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23413 380 35.964656829833984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16600 381 35.95170593261719 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 811 382 35.9317512512207 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23290 383 35.89080810546875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5625 384 35.8743782043457 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12868 385 35.830753326416016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17539 386 35.771240234375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17533 387 35.75709533691406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3848 388 35.75410842895508 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11089 389 35.64900588989258 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16244 390 35.6484375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18252 391 35.590824127197266 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18858 392 35.58882522583008 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2222 393 35.58243942260742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19983 394 35.5765380859375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13502 395 35.56806564331055 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15402 396 35.55598449707031 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13791 397 35.52047348022461 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2322 398 35.444610595703125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8403 399 35.43888473510742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21605 400 35.4039421081543 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17453 401 35.402061462402344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15183 402 35.39083480834961 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12227 403 35.37757873535156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21369 404 35.37615203857422 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 7788 405 35.36702346801758 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5842 406 35.331764221191406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17823 407 35.3120002746582 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3666 408 35.24977111816406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20205 409 35.229434967041016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3166 410 35.139122009277344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8093 411 35.13414001464844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10706 412 35.12263488769531 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5707 413 35.11794662475586 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18629 414 35.117515563964844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 473 415 35.082828521728516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12819 416 35.078399658203125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 820 417 35.028724670410156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 588 418 35.01892852783203 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18882 419 35.00382995605469 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18066 420 34.9870719909668 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23294 421 34.98073959350586 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17427 422 34.977779388427734 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19995 423 34.97003936767578 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23525 424 34.94346237182617 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23609 425 34.933563232421875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13920 426 34.92524719238281 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8837 427 34.92288589477539 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20925 428 34.91114044189453 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17769 429 34.90513229370117 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 7338 430 34.9007568359375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22325 431 34.90060806274414 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 23419 433 34.83375549316406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23256 434 34.81728744506836 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17742 435 34.765342712402344 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 18883 437 34.75148010253906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23422 438 34.72246170043945 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17759 439 34.71869659423828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14287 440 34.71149444580078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19661 441 34.681949615478516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21480 442 34.65091323852539 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5735 443 34.60050964355469 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10487 444 34.572242736816406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21722 445 34.558738708496094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23285 446 34.51873016357422 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 7630 447 34.472808837890625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15200 448 34.46167755126953 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17977 449 34.440608978271484 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21930 450 34.43480682373047 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18278 451 34.432037353515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16375 452 34.410831451416016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16783 453 34.4015998840332 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12972 454 34.396141052246094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12203 455 34.388736724853516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17542 456 34.367271423339844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14107 457 34.343849182128906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13578 458 34.34247589111328 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22556 459 34.28125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18017 460 34.24469757080078 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20868 461 34.24427032470703 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22895 462 34.21516036987305 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15145 463 34.1943359375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15035 464 34.17906188964844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1103 465 34.175743103027344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13192 466 34.157615661621094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15714 467 34.12766647338867 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22898 468 34.09436798095703 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18777 469 34.07343292236328 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21478 470 34.06782531738281 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17377 471 34.061683654785156 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19108 472 34.049556732177734 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17630 473 34.04336166381836 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 4182 474 34.0391845703125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22310 475 34.033634185791016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10367 476 34.02656555175781 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3467 477 34.01995086669922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8130 478 34.00838851928711 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13771 479 34.00213623046875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19690 480 33.98515319824219 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8884 481 33.97267532348633 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10787 482 33.968353271484375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11164 483 33.96371841430664 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21661 484 33.93709945678711 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23608 485 33.933990478515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23825 486 33.93035888671875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23831 487 33.920536041259766 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15298 488 33.89099884033203 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15195 489 33.87649154663086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23435 490 33.86631774902344 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23330 491 33.86480712890625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23279 492 33.843788146972656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19917 493 33.83353042602539 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18418 494 33.82118225097656 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22240 495 33.81342315673828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18795 496 33.78008270263672 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 7445 497 33.7681884765625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11514 498 33.766109466552734 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21482 499 33.75776672363281 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15277 500 33.66373825073242 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15401 501 33.66366958618164 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17040 502 33.651123046875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8106 503 33.650115966796875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23760 504 33.62626647949219 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14040 505 33.599544525146484 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22864 506 33.59153747558594 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5305 507 33.55461883544922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9680 508 33.54523849487305 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20140 509 33.5040168762207 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11831 510 33.47855758666992 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15632 511 33.47747039794922 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13803 512 33.42498016357422 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1050 513 33.407772064208984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12959 514 33.330474853515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13154 515 33.312644958496094 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 10964 625 31.449426651000977 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8710 626 31.40543556213379 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 6537 628 31.387845993041992 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 12818 651 31.191158294677734 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 11331 671 30.99001121520996 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 8092 674 30.95134162902832 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 4572 675 30.950166702270508 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3662 676 30.92971420288086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20850 677 30.925167083740234 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15351 678 30.917491912841797 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 790 680 30.899600982666016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13555 681 30.869281768798828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15024 682 30.8487548828125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 16709 683 30.838850021362305 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11174 684 30.835811614990234 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 15839 686 30.816131591796875 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 627 690 30.74962615966797 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 21258 692 30.73419952392578 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21788 693 30.699817657470703 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12944 694 30.688631057739258 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13442 695 30.681507110595703 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23234 696 30.646411895751953 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9943 697 30.64496421813965 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14165 698 30.624691009521484 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15341 699 30.607959747314453 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18042 700 30.604162216186523 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 818 701 30.59287452697754 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21706 702 30.589208602905273 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13389 703 30.564495086669922 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 10766 705 30.557910919189453 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 6946 706 30.55410385131836 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1460 707 30.542133331298828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13059 708 30.535066604614258 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21474 709 30.5343017578125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21738 710 30.50760269165039 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12346 711 30.483211517333984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23462 712 30.47779655456543 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22189 713 30.46597671508789 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10955 714 30.443696975708008 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19184 715 30.437747955322266 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 9567 716 30.426843643188477 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15887 717 30.418533325195312 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21833 718 30.39175033569336 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18328 719 30.367843627929688 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23495 720 30.3512020111084 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 2761 721 30.338287353515625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12085 722 30.321142196655273 bm25_gpt4
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TheoremQA_elainewan/econ_micro_7.json Q0 19297 929 28.15571403503418 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 5317 930 28.148038864135742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10365 931 28.144662857055664 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8569 932 28.11952018737793 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11102 933 28.11079216003418 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15334 934 28.109928131103516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15811 935 28.106285095214844 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19836 936 28.106271743774414 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1576 937 28.105255126953125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14536 938 28.104644775390625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20886 939 28.095504760742188 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21300 940 28.0952205657959 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 8910 941 28.094356536865234 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3651 942 28.09416389465332 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23236 943 28.090576171875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22616 944 28.075580596923828 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1336 945 28.074581146240234 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 20967 946 28.045747756958008 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17613 947 28.039318084716797 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10792 948 28.038421630859375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10463 949 28.011051177978516 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15246 950 28.01101303100586 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10561 951 28.00975799560547 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23808 952 28.004404067993164 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13041 953 28.000520706176758 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18446 954 27.998567581176758 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 3068 955 27.98686981201172 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23355 956 27.974933624267578 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14712 957 27.966962814331055 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18893 958 27.95465087890625 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21522 959 27.950353622436523 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19657 960 27.945083618164062 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21001 961 27.942874908447266 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19236 962 27.932889938354492 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17242 963 27.92915916442871 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 1584 964 27.925277709960938 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15518 965 27.9233455657959 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21571 966 27.915699005126953 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13034 967 27.91564178466797 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21342 968 27.913898468017578 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13892 969 27.90819549560547 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 22520 970 27.886409759521484 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 23496 971 27.860891342163086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14166 972 27.856496810913086 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13873 973 27.844572067260742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12299 974 27.84303092956543 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13077 975 27.840890884399414 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17623 976 27.835432052612305 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21594 977 27.82988739013672 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 12974 978 27.812427520751953 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17071 979 27.812000274658203 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 18280 980 27.810441970825195 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17968 981 27.807022094726562 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 7883 982 27.8018798828125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19321 983 27.797393798828125 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 10780 984 27.756450653076172 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 13800 985 27.751476287841797 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 19687 986 27.7503662109375 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17247 987 27.749956130981445 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 137 988 27.74917984008789 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15787 989 27.743385314941406 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15608 990 27.740203857421875 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 148 991 27.73491859436035 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21376 992 27.724063873291016 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21387 993 27.716609954833984 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21756 994 27.713966369628906 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15267 995 27.707120895385742 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 15947 996 27.68673324584961 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 17255 997 27.682865142822266 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 14146 998 27.674333572387695 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 11239 999 27.672752380371094 bm25_gpt4
TheoremQA_elainewan/econ_micro_7.json Q0 21378 1000 27.63311195373535 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4894 1 194.6636962890625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11591 2 141.1727294921875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12234 3 140.26144409179688 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9188 4 126.19166564941406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13492 5 113.1995849609375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9980 6 111.0303726196289 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3467 7 110.79451751708984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8115 8 110.61526489257812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2807 9 102.91919708251953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5313 10 101.0759048461914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8111 11 100.22161865234375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5738 12 98.26332092285156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1354 13 98.2130126953125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 627 14 97.9463119506836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4572 15 97.59088897705078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2049 16 95.33740234375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7213 17 93.44586181640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 473 18 92.03202819824219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21176 19 91.37837219238281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5623 20 90.30709075927734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21475 21 90.01426696777344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12648 22 89.93421173095703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 335 23 89.3494873046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16269 24 89.32571411132812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20117 25 88.62895202636719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7415 26 87.91190338134766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 622 27 87.20256042480469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1858 28 86.044921875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5845 29 85.18338775634766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9987 30 85.09454345703125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8116 31 83.32262420654297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8003 32 83.05364227294922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3584 33 82.60093688964844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9242 34 81.68270874023438 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9698 35 80.05280303955078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7498 36 79.83256530761719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13862 37 78.8452377319336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23683 38 78.80503845214844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10591 39 78.42463684082031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 352 40 77.92143249511719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 985 41 77.77046203613281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 114 42 77.6108169555664 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4944 43 76.888671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5480 44 76.888671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 818 45 76.84590911865234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1195 46 76.81622314453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8121 47 76.03829956054688 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19093 48 75.88371276855469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10745 49 75.68513488769531 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14662 50 74.24391174316406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22781 51 73.96638488769531 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2453 52 73.80574798583984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3732 53 73.70040130615234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4790 54 73.53106689453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6278 55 73.28997802734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5018 56 72.08032989501953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 383 57 71.68414306640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1113 58 71.40312194824219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8621 59 71.04002380371094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3212 60 70.86564636230469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22556 61 70.82493591308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18038 62 70.52239227294922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8082 63 70.52068328857422 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4025 64 70.2848892211914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4829 65 69.3519058227539 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6524 66 69.32645416259766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17904 67 69.20115661621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4343 68 69.12174224853516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5948 69 68.33472442626953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9898 70 67.4474105834961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 466 71 67.35584259033203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8521 72 67.23225402832031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8403 73 66.70108032226562 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1309 74 65.96092224121094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7609 75 65.88822937011719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21636 76 65.68415832519531 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6255 77 65.65963745117188 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14585 78 65.62353515625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 502 79 65.48798370361328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5312 80 65.42211151123047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6726 81 65.07836151123047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20506 82 64.95658111572266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4893 83 64.8969497680664 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1316 84 64.57467651367188 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22552 85 64.56708526611328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23782 86 64.36396789550781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20543 87 63.812225341796875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5219 88 62.855552673339844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2864 89 62.78413772583008 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3549 90 62.69591522216797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11571 91 62.599788665771484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2140 92 62.41119384765625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1537 93 62.17259216308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3286 94 62.16929626464844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8087 95 62.04426574707031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11719 96 61.8810920715332 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20783 97 61.83666229248047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23721 98 61.77528381347656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12770 99 61.425743103027344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21787 100 61.19200897216797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19092 101 61.11676025390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17253 102 61.09114074707031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23493 103 60.947540283203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8613 104 60.77064895629883 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3806 105 60.01261520385742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8031 106 59.721641540527344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23532 107 59.529441833496094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17614 108 59.50405502319336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8118 109 59.20488739013672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16672 110 58.63778305053711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5317 111 58.169952392578125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3033 112 58.03202438354492 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 790 113 58.0256233215332 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 179 114 57.908668518066406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2464 115 57.79207992553711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1080 116 57.76115036010742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17949 117 57.68748474121094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4736 118 57.580963134765625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12957 119 57.361690521240234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 814 120 57.33606719970703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8117 121 57.25693130493164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18606 122 57.1064567565918 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 912 123 56.99671173095703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14217 124 56.91675567626953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1152 125 56.91386413574219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16061 126 56.80503463745117 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2761 127 56.6553840637207 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8375 128 56.58759307861328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8914 129 56.53478240966797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 257 130 55.82433319091797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8230 131 55.615631103515625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7215 132 55.16588592529297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1272 133 54.99329376220703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4899 134 54.92475128173828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3627 135 54.8345947265625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10056 136 54.742225646972656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17239 137 54.66664123535156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4821 138 54.581748962402344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2650 139 54.56108093261719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16673 140 54.51832580566406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13345 141 54.48645782470703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4868 142 54.481475830078125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15345 143 54.48087692260742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13154 144 54.36455535888672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8837 145 54.26557540893555 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10581 146 54.26522445678711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10004 147 54.04808807373047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 451 148 53.95982360839844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10100 149 53.79621124267578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 89 150 53.731117248535156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17901 151 53.67910385131836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3077 152 53.60718536376953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15536 153 53.46990966796875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 402 154 53.45796585083008 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1576 155 53.30473327636719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13581 156 53.26519775390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4255 157 53.26110076904297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20517 158 53.25991439819336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20711 159 53.203914642333984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7205 160 53.1593017578125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4869 161 52.981529235839844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4256 162 52.96663284301758 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15342 163 52.96504211425781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6905 164 52.94200897216797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13582 165 52.625892639160156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 449 166 52.59370422363281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15761 167 52.27159118652344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21471 168 52.187255859375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4933 169 52.13859176635742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 298 170 52.01238250732422 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2301 171 51.944313049316406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8925 172 51.928192138671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12599 173 51.883445739746094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 336 174 51.7908935546875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6032 175 51.73308181762695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10138 176 51.696746826171875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6264 177 51.607574462890625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11004 178 51.594879150390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8902 179 51.56958770751953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8898 180 51.398250579833984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3211 181 51.33320236206055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9572 182 51.23926544189453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6228 183 51.21605682373047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17301 184 51.19092559814453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13517 185 51.00613021850586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16069 186 50.973567962646484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7446 187 50.941322326660156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23611 188 50.899696350097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5488 189 50.29458999633789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20864 190 50.28218078613281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3163 191 50.174583435058594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19836 192 49.94356918334961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 39 193 49.91606903076172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10357 194 49.783409118652344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18604 195 49.72149658203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2151 196 49.59683609008789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3220 197 49.59583282470703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5735 198 49.560997009277344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11586 199 49.45099639892578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4712 200 49.443260192871094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3955 201 49.41493225097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8710 202 49.395423889160156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23824 203 49.34029006958008 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2648 204 49.298248291015625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14705 205 49.28204345703125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1150 206 49.21797180175781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2339 207 49.02739715576172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16199 208 48.85266876220703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22735 209 48.74604797363281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5188 210 48.72038269042969 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10377 211 48.716407775878906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5615 212 48.690059661865234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5003 213 48.67532730102539 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8126 214 48.660743713378906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17922 215 48.63385772705078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17612 216 48.573604583740234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21577 217 48.405738830566406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21542 218 48.268009185791016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 140 219 48.192081451416016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17421 220 48.15360641479492 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15068 221 48.139705657958984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8120 222 48.0850830078125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20860 223 48.05043029785156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7621 224 48.015865325927734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2479 225 47.9181022644043 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 907 226 47.84775161743164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5436 227 47.75414276123047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14718 228 47.724647521972656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18607 229 47.688758850097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5871 230 47.68314743041992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2019 231 47.60478973388672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11472 232 47.480865478515625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17613 233 47.46929931640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3237 234 47.45903778076172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17823 235 47.436805725097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9857 236 47.37183380126953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2492 237 47.21816635131836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23411 238 47.20336151123047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21110 239 47.06373977661133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6948 240 47.02661895751953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21567 241 46.91963577270508 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10007 242 46.8258056640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22758 243 46.82579040527344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16671 244 46.7149658203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16570 245 46.697853088378906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13031 246 46.63861846923828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 792 247 46.593624114990234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4101 248 46.559959411621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22831 249 46.538814544677734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15892 250 46.47599411010742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20765 251 46.35298156738281 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 149 252 46.349613189697266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19974 253 46.30472946166992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17776 254 46.28617858886719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13301 255 46.19916534423828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16244 256 46.15283203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4915 257 46.13526916503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4919 258 46.13526916503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12750 259 46.111183166503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6882 260 45.94868087768555 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 294 261 45.80928039550781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1336 262 45.76681137084961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15065 263 45.71038818359375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16585 264 45.6961669921875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14969 265 45.65983200073242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23692 266 45.632816314697266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17185 267 45.58350372314453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19696 268 45.501129150390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4402 269 45.48719024658203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9680 270 45.4581298828125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21473 271 45.365726470947266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4342 272 45.35639190673828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12415 273 45.33429718017578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14925 274 45.254608154296875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16055 275 45.215362548828125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19860 276 45.21238708496094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 555 277 45.13542175292969 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 380 278 45.09453582763672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10101 279 45.07117462158203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13217 280 45.04745864868164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23684 281 45.0376091003418 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3590 282 45.03406524658203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12774 283 45.00883102416992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17063 284 44.985511779785156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2621 285 44.885101318359375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23609 286 44.63944625854492 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2326 287 44.61298751831055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6945 288 44.592437744140625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17905 289 44.47893142700195 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15850 290 44.38506317138672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11486 291 44.32526779174805 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2300 292 44.30866241455078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10495 293 44.28993606567383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1308 294 44.20583724975586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8119 295 44.12210464477539 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 333 296 44.03835678100586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9976 297 43.97346496582031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10017 298 43.97035217285156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13757 299 43.959110260009766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9676 300 43.857582092285156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21472 301 43.803218841552734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15768 302 43.710506439208984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17724 303 43.6326789855957 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5902 304 43.56254577636719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17043 305 43.548789978027344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12244 306 43.48707962036133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3736 307 43.48283386230469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2434 308 43.450645446777344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 869 309 43.41775894165039 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2288 310 43.3170166015625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3734 311 43.26768112182617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17762 312 43.26707077026367 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13226 313 43.247013092041016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17602 314 43.21183395385742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21712 315 43.19823455810547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18344 316 43.19805908203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18224 317 43.17310333251953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6537 318 43.15065002441406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 453 319 43.08007049560547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20200 320 43.05400085449219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20313 321 43.05400085449219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 854 322 43.046287536621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15714 323 43.040409088134766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7745 324 42.95291519165039 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15687 325 42.940494537353516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13574 326 42.931575775146484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21714 327 42.917274475097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2749 328 42.866424560546875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15671 329 42.845252990722656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6727 330 42.83221435546875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12089 331 42.777503967285156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15852 332 42.77750015258789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20806 333 42.64847946166992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23227 334 42.636802673339844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1311 335 42.573524475097656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3588 336 42.536922454833984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21930 337 42.5025634765625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22874 338 42.500152587890625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8114 339 42.460540771484375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18388 340 42.44345474243164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 299 341 42.427703857421875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9032 342 42.40896987915039 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20484 343 42.402061462402344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14704 344 42.34004211425781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23612 345 42.326629638671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 974 346 42.24634552001953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 845 347 42.15874481201172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15080 348 42.0645751953125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21763 349 42.035675048828125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22620 350 42.02255630493164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23413 351 41.943416595458984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14700 352 41.90436553955078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13585 353 41.81763458251953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12939 354 41.669334411621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10139 355 41.65966796875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3098 356 41.57557678222656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6307 357 41.57557678222656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 626 358 41.56476593017578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15833 359 41.52838897705078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12299 360 41.47175979614258 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 877 361 41.450782775878906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 136 362 41.429019927978516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15177 363 41.42198181152344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16063 364 41.374122619628906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8223 365 41.361175537109375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9927 366 41.30489730834961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16174 367 41.274497985839844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9719 368 41.23733901977539 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8165 369 41.17820739746094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8471 370 41.150413513183594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16036 371 41.102474212646484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12798 372 41.036041259765625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 911 373 41.02922821044922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13617 374 40.97346496582031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21294 375 40.93378448486328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16716 376 40.92969512939453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21376 377 40.92829132080078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21858 378 40.877174377441406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14006 379 40.86189651489258 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14014 380 40.86189651489258 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6229 381 40.825862884521484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3501 382 40.809814453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16183 383 40.71562576293945 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2420 384 40.710601806640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22203 385 40.701637268066406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14415 386 40.66988754272461 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21374 387 40.631553649902344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14295 388 40.59644317626953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4833 389 40.573936462402344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21566 390 40.53737258911133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4807 391 40.38493728637695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11442 392 40.38128662109375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11541 393 40.25360107421875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10541 394 40.23381805419922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4910 395 40.228607177734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14523 396 40.22435760498047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21297 397 40.208858489990234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6904 398 40.185367584228516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4897 399 40.146728515625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9936 400 40.14146423339844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3496 401 40.13448715209961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8845 402 40.09706497192383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8109 403 40.096221923828125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14128 404 40.08625411987305 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5754 405 40.0539436340332 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23589 406 40.05229568481445 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14067 407 40.006195068359375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 915 408 39.979408264160156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4373 409 39.92203140258789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17644 410 39.90032958984375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17968 411 39.88368606567383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10366 412 39.854759216308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13763 413 39.85199737548828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17110 414 39.85145950317383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5319 415 39.83731460571289 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21373 416 39.82704162597656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18389 417 39.78870391845703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4364 418 39.76293182373047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5135 419 39.757667541503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13040 420 39.725852966308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8398 421 39.717308044433594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20504 422 39.6944580078125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20649 423 39.680580139160156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17537 424 39.66468048095703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7053 425 39.652183532714844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8110 426 39.64671325683594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19956 427 39.63859176635742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3660 428 39.58723449707031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11371 429 39.58204650878906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4532 430 39.5673942565918 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6486 431 39.51394271850586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7850 432 39.467464447021484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16986 433 39.40426254272461 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 47 434 39.403724670410156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10806 435 39.381935119628906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 651 436 39.38066101074219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20525 437 39.35451126098633 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8792 438 39.25664138793945 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12760 439 39.23859405517578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13656 440 39.22498321533203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21611 441 39.2214241027832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12065 442 39.21959686279297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19695 443 39.21548080444336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9678 444 39.143680572509766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16285 445 39.135902404785156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18023 446 39.091773986816406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18146 447 39.063804626464844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7627 448 38.99591064453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5322 449 38.81453323364258 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8694 450 38.75775909423828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21693 451 38.72322082519531 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6990 452 38.70695495605469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7134 453 38.68431854248047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9465 454 38.683074951171875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20715 455 38.59813690185547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21174 456 38.55670928955078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18798 457 38.55397033691406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17743 458 38.54420471191406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7406 459 38.53422546386719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5477 460 38.51910400390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16796 461 38.50395965576172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21369 462 38.47625732421875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8316 463 38.31555938720703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1566 464 38.31200408935547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13461 465 38.29814147949219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4507 466 38.2651252746582 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20861 467 38.24610137939453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8257 468 38.2413330078125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9110 469 38.231441497802734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20441 470 38.20114517211914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7344 471 38.08289337158203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18178 472 38.041748046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7499 473 37.928218841552734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10788 474 37.92398452758789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 353 475 37.920658111572266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15799 476 37.904335021972656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1317 477 37.849082946777344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17632 478 37.77184295654297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16600 479 37.76018524169922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 254 480 37.7007942199707 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14527 481 37.65129089355469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17752 482 37.64087677001953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8834 483 37.6257209777832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 509 484 37.58082962036133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1681 485 37.527374267578125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7026 486 37.49266052246094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3625 487 37.44661331176758 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4002 488 37.40153884887695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11480 489 37.33298110961914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18725 490 37.3275260925293 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11814 491 37.29257583618164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20816 492 37.28695297241211 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5115 493 37.267616271972656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16790 494 37.21424865722656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 492 495 37.18716049194336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10190 496 37.154632568359375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2595 497 37.14923858642578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21474 498 37.11231231689453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22598 499 37.07737350463867 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16136 500 37.000267028808594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5428 501 36.951229095458984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14431 502 36.89463424682617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16321 503 36.89142990112305 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3844 504 36.86798858642578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7731 505 36.862648010253906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7982 506 36.84484100341797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4828 507 36.82618713378906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7448 508 36.82115173339844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17338 509 36.817440032958984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5318 510 36.80632400512695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18608 511 36.80590057373047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11641 512 36.77157211303711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17443 513 36.7457389831543 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14101 514 36.698936462402344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22441 515 36.6422119140625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11818 516 36.6227912902832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18650 517 36.603172302246094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 408 518 36.57014465332031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3498 519 36.546653747558594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5791 520 36.50934600830078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6161 521 36.48895263671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23619 522 36.48394775390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20356 523 36.446510314941406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5323 524 36.441856384277344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3484 525 36.431304931640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23445 526 36.40007400512695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8693 527 36.398006439208984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6429 528 36.3200569152832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6916 529 36.259986877441406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10006 530 36.17472839355469 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 332 531 36.163997650146484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14078 532 36.139888763427734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17065 533 36.10878372192383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17309 534 36.07917022705078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10057 535 36.0763053894043 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10023 536 36.02199935913086 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12283 537 35.984588623046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16679 538 35.962608337402344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9721 539 35.93733596801758 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 331 540 35.92381286621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4411 541 35.91161346435547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5583 542 35.90557098388672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7620 543 35.9052619934082 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11904 544 35.87266540527344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1081 545 35.86687088012695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16066 546 35.856990814208984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 868 547 35.851600646972656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9311 548 35.844051361083984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11038 549 35.83774185180664 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6914 550 35.79462432861328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21634 551 35.724464416503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6932 552 35.692535400390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7328 553 35.671302795410156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13340 554 35.67101287841797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10692 555 35.67010498046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3306 556 35.66544723510742 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8140 557 35.602046966552734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 67 558 35.59983444213867 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8108 559 35.57478713989258 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14706 560 35.57088851928711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11517 561 35.52446365356445 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12114 562 35.52314376831055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5944 563 35.478816986083984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1102 564 35.46446228027344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5554 565 35.45501708984375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19999 566 35.44856262207031 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11239 567 35.43183135986328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 847 568 35.42090606689453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2312 569 35.417667388916016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11052 570 35.41294860839844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1987 571 35.40542984008789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8405 572 35.392333984375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5916 573 35.341278076171875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 665 574 35.318450927734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13755 575 35.31706237792969 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4370 576 35.3020133972168 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13267 577 35.301788330078125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14877 578 35.29494094848633 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5023 579 35.252662658691406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19985 580 35.25110626220703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9520 581 35.20979690551758 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5332 582 35.17627716064453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5762 583 35.173606872558594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13985 584 35.17137908935547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15633 585 35.153114318847656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16670 586 35.12680435180664 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 455 587 35.11602783203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17533 588 35.10114669799805 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 895 589 35.09835433959961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5114 590 35.09648513793945 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12861 591 35.059974670410156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10778 592 35.05229187011719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1202 593 35.001651763916016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7405 594 34.99814987182617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8553 595 34.95949172973633 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1964 596 34.95931625366211 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3733 597 34.94020462036133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2449 598 34.900047302246094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22468 599 34.88621520996094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20865 600 34.88486099243164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18629 601 34.875282287597656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23773 602 34.86997985839844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23825 603 34.859840393066406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3560 604 34.78279113769531 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11514 605 34.77983093261719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9384 606 34.77024459838867 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6324 607 34.768646240234375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17104 608 34.75254821777344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4098 609 34.74854278564453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17965 610 34.74028396606445 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22659 611 34.724082946777344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13056 612 34.715248107910156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10948 613 34.713226318359375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21937 614 34.70054626464844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 475 615 34.698402404785156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3500 616 34.68877410888672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21375 617 34.68011474609375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17914 618 34.672096252441406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2328 619 34.61983871459961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6580 620 34.55586624145508 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6581 621 34.55586624145508 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5711 622 34.548484802246094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7390 623 34.53362274169922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3489 624 34.53208541870117 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13014 625 34.518062591552734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 211 626 34.49223709106445 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21391 627 34.468963623046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17996 628 34.457420349121094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3666 629 34.44987106323242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15985 630 34.44877243041992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22710 631 34.4358024597168 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22864 632 34.36980056762695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10001 633 34.36296463012695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3582 634 34.33635711669922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20191 635 34.297569274902344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13925 636 34.28564453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8789 637 34.262176513671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12618 638 34.231910705566406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6014 639 34.21642303466797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1847 640 34.18668746948242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8829 641 34.18549728393555 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22775 642 34.18547821044922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7417 643 34.1751708984375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1017 644 34.16588592529297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10532 645 34.1542854309082 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4791 646 34.09941864013672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23618 647 34.07731246948242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9145 648 34.06318664550781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12619 649 34.048126220703125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20114 650 34.04315185546875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21697 651 34.02934646606445 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1325 652 34.023468017578125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22865 653 34.02194595336914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10832 654 34.01357650756836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12177 655 34.01133346557617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23772 656 34.010128021240234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15166 657 33.987613677978516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14374 658 33.95566177368164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21384 659 33.918174743652344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1601 660 33.83420181274414 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5425 661 33.83269119262695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21579 662 33.81364059448242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15839 663 33.7895393371582 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8112 664 33.787925720214844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12944 665 33.78497314453125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 608 666 33.77705001831055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20532 667 33.773006439208984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10177 668 33.749755859375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9346 669 33.746551513671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21152 670 33.72880554199219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16003 671 33.7156982421875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18609 672 33.689388275146484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12763 673 33.68896484375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7321 674 33.671607971191406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7682 675 33.657501220703125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15087 676 33.61713790893555 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17224 677 33.60892868041992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 148 678 33.5623664855957 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15981 679 33.552825927734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11080 680 33.52552795410156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3846 681 33.518035888671875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17900 682 33.497642517089844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23826 683 33.49710464477539 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23359 684 33.48229217529297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1000 685 33.446475982666016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5552 686 33.42216491699219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14127 687 33.41407775878906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21852 688 33.40955352783203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7132 689 33.406150817871094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15495 690 33.40595626831055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22791 691 33.39051818847656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23072 692 33.38921356201172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5706 693 33.35964584350586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5183 694 33.32633590698242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18229 695 33.32342529296875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19642 696 33.30977249145508 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13076 697 33.29275131225586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1324 698 33.288246154785156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6535 699 33.27337646484375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3718 700 33.26287841796875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9963 701 33.25698471069336 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2714 702 33.24889373779297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11791 703 33.23987579345703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11724 704 33.235206604003906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5533 705 33.2349739074707 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3038 706 33.22946548461914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10160 707 33.210350036621094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22051 708 33.19091033935547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16051 709 33.18767166137695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14298 710 33.183143615722656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13255 711 33.149009704589844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9004 712 33.116249084472656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18308 713 33.11060333251953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15458 714 33.10996627807617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22246 715 33.070247650146484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15857 716 33.05233383178711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2884 717 33.03974533081055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23271 718 33.030250549316406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5472 719 33.0167350769043 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10491 720 33.012081146240234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13122 721 32.954227447509766 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16252 722 32.95322799682617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20828 723 32.927879333496094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11401 724 32.88375473022461 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17164 725 32.880409240722656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5966 726 32.83363342285156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1755 727 32.814918518066406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17756 728 32.813411712646484 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2152 729 32.81275177001953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2086 730 32.796852111816406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22469 731 32.795352935791016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2122 732 32.69209289550781 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18335 733 32.63255310058594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9931 734 32.62650680541992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7798 735 32.623130798339844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9261 736 32.61033248901367 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14205 737 32.60333251953125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5933 738 32.58684158325195 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15464 739 32.584102630615234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2212 740 32.56004333496094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 464 741 32.5495491027832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2563 742 32.5265998840332 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9894 743 32.5222053527832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6219 744 32.50114440917969 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12224 745 32.46659851074219 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6583 746 32.46615219116211 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6584 747 32.46615219116211 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1339 748 32.446014404296875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 180 749 32.44179916381836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 465 750 32.43087387084961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15298 751 32.40878677368164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4778 752 32.39019775390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18466 753 32.38239288330078 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10570 754 32.368385314941406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9569 755 32.36528015136719 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5468 756 32.360618591308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17741 757 32.34703063964844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23236 758 32.33802032470703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18432 759 32.28445816040039 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2735 760 32.23976516723633 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12831 761 32.220455169677734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1204 762 32.203128814697266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3244 763 32.17070388793945 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4136 764 32.16910171508789 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19157 765 32.155094146728516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9111 766 32.14227294921875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2271 767 32.14045333862305 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9568 768 32.12868118286133 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12799 769 32.125091552734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11420 770 32.09434509277344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21470 771 32.08274841308594 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15219 772 32.062808990478516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15429 773 32.02899169921875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7070 774 32.01880645751953 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21151 775 31.96611785888672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13389 776 31.965412139892578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 669 777 31.965389251708984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 581 778 31.951385498046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4981 779 31.94229507446289 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7509 780 31.923315048217773 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5625 781 31.920948028564453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14958 782 31.845678329467773 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6223 783 31.839868545532227 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8404 784 31.785011291503906 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2460 785 31.784622192382812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21491 786 31.765775680541992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12297 787 31.764057159423828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15532 788 31.75910186767578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 597 789 31.750213623046875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15531 790 31.743770599365234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8274 791 31.722610473632812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18040 792 31.720539093017578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12074 793 31.71562957763672 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13930 794 31.68235969543457 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2894 795 31.677295684814453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17462 796 31.67293930053711 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3864 797 31.60713005065918 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19995 798 31.60699462890625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16366 799 31.601139068603516 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22015 800 31.58186149597168 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23615 801 31.566843032836914 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8400 802 31.55780792236328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1191 803 31.531890869140625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12206 804 31.529212951660156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16368 805 31.526918411254883 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22660 806 31.495084762573242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1206 807 31.48702621459961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10549 808 31.463665008544922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21529 809 31.463546752929688 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10732 810 31.458206176757812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7063 811 31.45524787902832 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6804 812 31.453895568847656 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11607 813 31.44794464111328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19765 814 31.437562942504883 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8695 815 31.406253814697266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2776 816 31.403377532958984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17755 817 31.386011123657227 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2323 818 31.322837829589844 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21857 819 31.307762145996094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11854 820 31.296403884887695 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21620 821 31.279644012451172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15846 822 31.27269744873047 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17304 823 31.251079559326172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5932 824 31.237722396850586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16918 825 31.217296600341797 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21525 826 31.193809509277344 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23760 827 31.191308975219727 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20817 828 31.16839599609375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4568 829 31.16590690612793 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21891 830 31.164005279541016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 6631 831 31.14201545715332 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15644 832 31.14186668395996 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9123 833 31.135963439941406 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1032 834 31.124404907226562 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9897 835 31.122669219970703 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15888 836 31.118467330932617 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2168 837 31.117462158203125 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12858 838 31.09966278076172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22722 839 31.091157913208008 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 19126 840 31.08734893798828 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22563 841 31.0843448638916 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10055 842 31.079055786132812 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8653 843 31.057605743408203 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23703 844 31.00542449951172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7615 845 31.004850387573242 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2128 846 30.99236488342285 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11979 847 30.978031158447266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17986 848 30.97786521911621 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20808 849 30.950136184692383 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18529 850 30.948904037475586 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15533 851 30.902021408081055 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 2147 852 30.901729583740234 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 14447 853 30.889440536499023 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9090 854 30.886383056640625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3193 855 30.873472213745117 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1600 856 30.87159538269043 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20730 857 30.8553466796875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 16245 858 30.854238510131836 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10777 859 30.844722747802734 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 3674 860 30.79806137084961 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4306 861 30.770061492919922 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4177 862 30.7686710357666 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 4027 863 30.761474609375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11418 864 30.752517700195312 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 10824 865 30.749889373779297 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 11185 910 30.150400161743164 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23808 911 30.149085998535156 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 13734 916 30.08306121826172 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 5532 917 30.08160400390625 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11415 918 30.081192016601562 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20862 919 30.070507049560547 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8542 920 30.01604461669922 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 15189 922 30.00817108154297 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17062 923 30.00637435913086 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 18709 924 30.00505828857422 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 20638 925 29.991201400756836 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 3656 946 29.740032196044922 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 19658 950 29.662837982177734 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 19716 954 29.632410049438477 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 302 968 29.45687484741211 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1138 969 29.4525146484375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 23471 970 29.444963455200195 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 1159 972 29.4285831451416 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13743 973 29.422870635986328 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8519 974 29.405616760253906 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 10477 978 29.335599899291992 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 12823 979 29.33174705505371 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 3820 982 29.289112091064453 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 8733 983 29.285831451416016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9623 984 29.285831451416016 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 7107 985 29.28398323059082 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 11107 987 29.24550437927246 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 22661 988 29.244056701660156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 11513 989 29.243928909301758 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1180 990 29.230560302734375 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 17640 991 29.228084564208984 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 13651 992 29.213253021240234 bm25_gpt4
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TheoremQA_xinyi/dag_2.json Q0 18033 994 29.201740264892578 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 15845 995 29.18746566772461 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 1094 996 29.158607482910156 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9580 997 29.130027770996094 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 21583 998 29.128665924072266 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9327 999 29.12420654296875 bm25_gpt4
TheoremQA_xinyi/dag_2.json Q0 9392 1000 29.11385726928711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6255 1 127.34930419921875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18811 2 120.29853820800781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2052 3 118.9001693725586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21378 4 116.3762435913086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21019 5 112.86659240722656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9320 6 103.30619049072266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23609 7 103.06855773925781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5844 8 101.2645034790039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17517 9 99.29254913330078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4790 10 96.14585876464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2300 11 95.58717346191406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19860 12 93.93314361572266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15065 13 93.04772186279297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18021 14 92.37357330322266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18642 15 92.07343292236328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21567 16 91.36834716796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17798 17 88.53008270263672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5313 18 88.20545196533203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2547 19 88.20020294189453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12224 20 87.47346496582031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5738 21 85.12677001953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14043 22 84.40618896484375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7328 23 84.15025329589844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1309 24 83.80148315429688 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 430 25 83.79603576660156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23411 26 83.00788879394531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8471 27 82.00495147705078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13517 28 81.55165100097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7181 29 81.09449768066406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4138 30 80.96194458007812 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14078 31 80.67719268798828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22781 32 79.89043426513672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17768 33 79.66248321533203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4370 34 78.90281677246094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10100 35 78.40367126464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23397 36 77.96510314941406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17904 37 77.72176361083984 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9109 38 77.20459747314453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3584 39 77.18244934082031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8845 40 76.60498809814453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16055 41 76.37580871582031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1858 42 76.21461486816406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23292 43 75.60908508300781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17980 44 75.51097869873047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13040 45 75.15985107421875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21480 46 74.81348419189453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5843 47 74.72879028320312 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21577 48 73.6007080078125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14076 49 73.3582992553711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5842 50 73.15288543701172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20820 51 73.14567565917969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17614 52 72.9221420288086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18812 53 72.71147918701172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18022 54 72.4393310546875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17885 55 71.7480697631836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17939 56 71.27920532226562 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21525 57 70.95394897460938 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17697 58 70.37689971923828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2807 59 70.34806823730469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8003 60 69.68367004394531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8843 61 69.487548828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5583 62 69.29612731933594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22803 63 68.90927124023438 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17968 64 68.74658203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 788 65 68.52767944335938 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17273 66 68.33554077148438 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14662 67 68.26022338867188 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17949 68 68.1854248046875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23608 69 67.3586654663086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18649 70 67.16360473632812 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9188 71 66.95695495605469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12648 72 66.95492553710938 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12234 73 66.91059112548828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8553 74 66.81982421875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17421 75 66.54566955566406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21579 76 66.13011169433594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16672 77 66.01194763183594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11004 78 66.00663757324219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12149 79 65.84514617919922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21490 80 65.70285034179688 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21749 81 65.44839477539062 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6904 82 65.40995788574219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19126 83 65.40928649902344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18913 84 65.30419921875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10366 85 65.28036499023438 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17255 86 65.1136703491211 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14082 87 64.72196960449219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21763 88 64.48532104492188 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15101 89 64.27800750732422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1594 90 64.2680435180664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10304 91 64.01513671875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20936 92 63.88542556762695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23294 93 63.711814880371094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17110 94 63.67852020263672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18777 95 63.34639358520508 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23264 96 63.000709533691406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11513 97 62.69327926635742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17239 98 62.613624572753906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23655 99 62.42270278930664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9406 100 62.402870178222656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20783 101 62.338993072509766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5623 102 62.31088638305664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17514 103 62.2531623840332 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14080 104 62.11778259277344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15861 105 62.109519958496094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11589 106 62.04677200317383 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20865 107 61.86410903930664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13985 108 61.672603607177734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18629 109 61.503543853759766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18624 110 61.38493347167969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23291 111 61.366729736328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7630 112 61.34012985229492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7446 113 61.141883850097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13668 114 60.94363784790039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10791 115 60.94248962402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5937 116 60.813560485839844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18017 117 60.744834899902344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15341 118 60.57036209106445 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20976 119 60.56106185913086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21661 120 60.46686935424805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15342 121 60.43830108642578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5163 122 60.31977462768555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21488 123 60.092506408691406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12927 124 59.99072265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16036 125 59.945030212402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9931 126 59.93568801879883 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12156 127 59.88612365722656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 473 128 59.76732635498047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4343 129 59.657955169677734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10798 130 59.584716796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14832 131 59.50208282470703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9949 132 59.238319396972656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 451 133 59.20415496826172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21487 134 58.926025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 148 135 58.799827575683594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 555 136 58.79014205932617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11514 137 58.56537628173828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7553 138 58.56184768676758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10745 139 58.354393005371094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17752 140 58.302146911621094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14374 141 58.295875549316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7831 142 58.260032653808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12957 143 58.20496368408203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7701 144 58.193206787109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3163 145 58.12779998779297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5164 146 58.038700103759766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14081 147 57.789642333984375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18178 148 57.712791442871094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4572 149 57.63111877441406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21502 150 57.4776725769043 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18645 151 57.43511199951172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21573 152 57.40842819213867 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8403 153 57.375343322753906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9710 154 57.24013900756836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23721 155 57.23432922363281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20858 156 57.15038299560547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1181 157 57.131160736083984 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21176 158 56.980987548828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13492 159 56.97854995727539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23282 160 56.85551071166992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19836 161 56.73594665527344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1113 162 56.51567459106445 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22399 163 56.199344635009766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 428 164 56.10856628417969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10831 165 56.08944320678711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8132 166 56.062278747558594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22235 167 55.98735046386719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14693 168 55.709373474121094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21930 169 55.639400482177734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10106 170 55.569793701171875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23824 171 55.51605224609375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15750 172 55.50841522216797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21527 173 55.48221206665039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8792 174 55.4608268737793 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21787 175 55.320396423339844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21557 176 55.250370025634766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8158 177 55.13535690307617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17761 178 55.05989074707031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20376 179 54.939964294433594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22283 180 54.91368103027344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7609 181 54.78494644165039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22656 182 54.76162338256836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21542 183 54.62913131713867 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22832 184 54.512718200683594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21478 185 54.48040008544922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22864 186 54.39624786376953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8162 187 54.357627868652344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21489 188 54.27094268798828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1158 189 54.16767883300781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18038 190 54.10124206542969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 429 191 54.02353286743164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 627 192 53.956382751464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9680 193 53.93204879760742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6284 194 53.918128967285156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11226 195 53.88694763183594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11481 196 53.66484451293945 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21484 197 53.64361572265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21406 198 53.558013916015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10101 199 53.510467529296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23533 200 53.449798583984375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21549 201 53.42620849609375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8398 202 53.31332778930664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12774 203 53.274681091308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8087 204 53.26447296142578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3561 205 53.25776290893555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8844 206 52.89779281616211 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12152 207 52.83976364135742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18879 208 52.77602005004883 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3660 209 52.735008239746094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21714 210 52.72784423828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16244 211 52.727176666259766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17413 212 52.589298248291016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3806 213 52.58917236328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22812 214 52.57612609863281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21500 215 52.5697021484375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8130 216 52.52001953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23683 217 52.504608154296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21522 218 52.49331283569336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17986 219 52.36366653442383 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6843 220 52.3604736328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21289 221 52.317012786865234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11511 222 52.28591537475586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1159 223 52.231101989746094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13884 224 52.224395751953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18641 225 52.10556411743164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17743 226 52.03242874145508 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20638 227 51.85202407836914 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2761 228 51.73740768432617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11371 229 51.68240737915039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17938 230 51.64323806762695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20360 231 51.59123992919922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9933 232 51.56895446777344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17245 233 51.55332946777344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14516 234 51.489845275878906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20543 235 51.42695999145508 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22015 236 51.41385269165039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15100 237 51.39907455444336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22556 238 51.2855339050293 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22290 239 51.24767303466797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5615 240 51.144935607910156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3484 241 51.100345611572266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23532 242 50.94529724121094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21556 243 50.93885803222656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21869 244 50.90303039550781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17247 245 50.881229400634766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17538 246 50.8475227355957 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6526 247 50.59113693237305 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14523 248 50.58061981201172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11651 249 50.487281799316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23260 250 50.39823532104492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 577 251 50.39320755004883 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21272 252 50.35283279418945 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 540 253 50.33659744262695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17823 254 50.29583740234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17937 255 50.291236877441406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11109 256 50.22844314575195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3844 257 50.20051193237305 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12822 258 50.171302795410156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12814 259 50.14182662963867 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10591 260 49.95679473876953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18042 261 49.909297943115234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22896 262 49.90341567993164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17982 263 49.8746452331543 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17696 264 49.795318603515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20828 265 49.71909713745117 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3487 266 49.60717010498047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23256 267 49.58357238769531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8917 268 49.557220458984375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 557 269 49.55162811279297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14075 270 49.51300048828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20358 271 49.50386047363281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13076 272 49.44902420043945 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21756 273 49.44697570800781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22620 274 49.41891860961914 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16796 275 49.3860969543457 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17967 276 49.379188537597656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18874 277 49.37701416015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17695 278 49.30317306518555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4858 279 49.1800422668457 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8599 280 49.104705810546875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21611 281 49.06517028808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17769 282 49.05766296386719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12153 283 49.0529670715332 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18508 284 49.05152130126953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2339 285 49.009246826171875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17797 286 48.94469451904297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2492 287 48.88804244995117 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12154 288 48.866336822509766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13267 289 48.8326416015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21747 290 48.81804656982422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21833 291 48.798194885253906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9898 292 48.795047760009766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10792 293 48.772911071777344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17615 294 48.756690979003906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12770 295 48.722206115722656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22070 296 48.65189743041992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21040 297 48.62647247314453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22804 298 48.62542724609375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10692 299 48.589229583740234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17381 300 48.56447982788086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12139 301 48.54740905761719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17259 302 48.491302490234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15102 303 48.29351806640625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21141 304 48.29014587402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20117 305 48.268821716308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11561 306 48.25420379638672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10104 307 48.221038818359375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20537 308 48.1674919128418 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12150 309 48.152366638183594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20925 310 48.143638610839844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13152 311 48.135009765625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21558 312 48.03118896484375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20525 313 48.02740478515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17224 314 47.96644592285156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14077 315 47.942718505859375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10377 316 47.915496826171875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5003 317 47.88691329956055 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3959 318 47.870582580566406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2479 319 47.86552429199219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 141 320 47.7559814453125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21475 321 47.72428512573242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20020 322 47.7074089050293 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9321 323 47.68952560424805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23227 324 47.67045211791992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3821 325 47.63526916503906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21482 326 47.63186264038086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15345 327 47.497947692871094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4025 328 47.46996307373047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6175 329 47.43355178833008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19092 330 47.40119171142578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10581 331 47.37078857421875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12921 332 47.354469299316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13586 333 47.319007873535156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3935 334 47.27024841308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15677 335 47.22001266479492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20517 336 47.219547271728516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20986 337 47.19624328613281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11616 338 47.14519119262695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17990 339 47.14269256591797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20205 340 47.12800598144531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19100 341 47.10243225097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14536 342 47.099246978759766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16691 343 47.0142936706543 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15839 344 47.00422668457031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8837 345 46.97251892089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11523 346 46.95790100097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15714 347 46.922428131103516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17296 348 46.921390533447266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11750 349 46.91249084472656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17632 350 46.895938873291016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11104 351 46.86371612548828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4137 352 46.779571533203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23449 353 46.711612701416016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8159 354 46.657875061035156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8160 355 46.657875061035156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14976 356 46.61823272705078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11002 357 46.60969924926758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14925 358 46.59370422363281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16570 359 46.5743408203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5318 360 46.56510925292969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11360 361 46.56509780883789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 380 362 46.547264099121094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4306 363 46.49040985107422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11012 364 46.476356506347656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21018 365 46.466251373291016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22966 366 46.380653381347656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11940 367 46.374210357666016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18643 368 46.36604309082031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21543 369 46.356910705566406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12823 370 46.348121643066406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1576 371 46.335060119628906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10398 372 46.264163970947266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19904 373 46.2579345703125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12917 374 46.25656509399414 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17756 375 46.17937469482422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20523 376 46.08662414550781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5018 377 46.082393646240234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4547 378 46.00127410888672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15298 379 45.95643615722656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7124 380 45.920372009277344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12831 381 45.914093017578125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17977 382 45.86234664916992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15536 383 45.83066940307617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12454 384 45.81798553466797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21712 385 45.79744338989258 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15066 386 45.76898956298828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12782 387 45.764366149902344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12227 388 45.74742126464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8595 389 45.7313117980957 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20816 390 45.722835540771484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19658 391 45.71549987792969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10412 392 45.641056060791016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20513 393 45.63883972167969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1187 394 45.63446807861328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20140 395 45.60935592651367 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21477 396 45.60911560058594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 581 397 45.604251861572266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12925 398 45.57383728027344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21342 399 45.56064224243164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8525 400 45.526611328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16836 401 45.50107192993164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1191 402 45.493431091308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12244 403 45.48509979248047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17762 404 45.460243225097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23607 405 45.379268646240234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 895 406 45.37226104736328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19674 407 45.34859848022461 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20819 408 45.346744537353516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21473 409 45.28227615356445 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3846 410 45.26322937011719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4969 411 45.20999526977539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5839 412 45.20999526977539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8789 413 45.20758056640625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5948 414 45.1727409362793 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9126 415 45.15863037109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23276 416 45.11990737915039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8808 417 45.08221435546875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10250 418 45.06475830078125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6229 419 45.04347610473633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6537 420 45.00172424316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4101 421 44.97227478027344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2314 422 44.953495025634766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17042 423 44.94388198852539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13130 424 44.90556335449219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 59 425 44.88922882080078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6948 426 44.886985778808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13555 427 44.85392761230469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10107 428 44.83240509033203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7760 429 44.795509338378906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22157 430 44.75123977661133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13337 431 44.72529220581055 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18992 432 44.71053695678711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18138 433 44.64198684692383 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16269 434 44.57929611206055 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17974 435 44.5500602722168 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17742 436 44.52782440185547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23797 437 44.526336669921875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13692 438 44.45835876464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7954 439 44.44234085083008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15581 440 44.42457580566406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10732 441 44.41928482055664 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20352 442 44.327571868896484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 787 443 44.30514907836914 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1987 444 44.28135681152344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23710 445 44.25331497192383 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17901 446 44.252220153808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15671 447 44.24324035644531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14893 448 44.23704147338867 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19974 449 44.2269287109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22218 450 44.22658157348633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21528 451 44.20153045654297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10990 452 44.20148468017578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1585 453 44.17561340332031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17962 454 44.163970947265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23782 455 44.11628341674805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1184 456 44.102874755859375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1190 457 44.102874755859375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12415 458 44.080318450927734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 453 459 44.07856369018555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13345 460 44.06810760498047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6486 461 44.03688049316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8134 462 44.01585388183594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21857 463 43.98403549194336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22895 464 43.97358322143555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12455 465 43.914241790771484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2621 466 43.869651794433594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13757 467 43.85292053222656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23525 468 43.840911865234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17733 469 43.8397216796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5707 470 43.837894439697266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5593 471 43.813621520996094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7629 472 43.81005859375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17518 473 43.7578125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19693 474 43.71550369262695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9335 475 43.70973205566406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23783 476 43.649505615234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23215 477 43.57170486450195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16526 478 43.560848236083984 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4821 479 43.560813903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6506 480 43.52836608886719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11586 481 43.52123260498047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1032 482 43.51630401611328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6726 483 43.5113525390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10989 484 43.510047912597656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23445 485 43.481895446777344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7682 486 43.474449157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22181 487 43.47430419921875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20795 488 43.42704772949219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19945 489 43.42236328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18308 490 43.37526321411133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13709 491 43.37019729614258 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15387 492 43.356834411621094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20304 493 43.35663604736328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22824 494 43.307308197021484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21741 495 43.27664566040039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17444 496 43.241790771484375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22831 497 43.18061065673828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11597 498 43.179473876953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13839 499 43.17879867553711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3666 500 43.173587799072266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13671 501 43.1509895324707 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22251 502 43.12036895751953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10137 503 43.026981353759766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14022 504 42.96088409423828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1155 505 42.927940368652344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18032 506 42.90700912475586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7850 507 42.8983154296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8834 508 42.893577575683594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 140 509 42.85246276855469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9242 510 42.84708023071289 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3732 511 42.77342224121094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23493 512 42.75494384765625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13681 513 42.750083923339844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21568 514 42.703147888183594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12283 515 42.69796371459961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17533 516 42.676673889160156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16849 517 42.63269805908203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8316 518 42.59033203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5782 519 42.5677490234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21853 520 42.557167053222656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15886 521 42.50046920776367 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2895 522 42.47861099243164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12752 523 42.47744369506836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21510 524 42.438377380371094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20508 525 42.41679382324219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17884 526 42.414695739746094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10411 527 42.3981819152832 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7705 528 42.36192321777344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20400 529 42.3438720703125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17975 530 42.33956527709961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13862 531 42.31214141845703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11900 532 42.23961639404297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6279 533 42.224456787109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16490 534 42.186073303222656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21529 535 42.18084716796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5845 536 42.16900634765625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15538 537 42.15424728393555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22441 538 42.14439010620117 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12972 539 42.08034133911133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21636 540 42.06437683105469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23419 541 42.02580261230469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2288 542 42.0012321472168 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7857 543 41.9857063293457 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22109 544 41.93952560424805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17780 545 41.89042663574219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 402 546 41.87905502319336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2315 547 41.87190246582031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21474 548 41.862144470214844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21513 549 41.848751068115234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13537 550 41.8338623046875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13122 551 41.81943130493164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11409 552 41.80177688598633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18229 553 41.75264358520508 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16252 554 41.655582427978516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12821 555 41.654541015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15177 556 41.628292083740234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22799 557 41.62581253051758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23808 558 41.60539245605469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21481 559 41.5546760559082 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 383 560 41.4956169128418 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4098 561 41.49382781982422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 608 562 41.46715545654297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7415 563 41.46575164794922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12114 564 41.4608039855957 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16845 565 41.45307159423828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4736 566 41.428157806396484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6028 567 41.426509857177734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14053 568 41.41046905517578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20860 569 41.400169372558594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13691 570 41.362266540527344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10788 571 41.3505973815918 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9520 572 41.33007049560547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12229 573 41.30188751220703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9678 574 41.30087661743164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10365 575 41.29547119140625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1180 576 41.29287338256836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19583 577 41.290775299072266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9706 578 41.27141571044922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11475 579 41.26822280883789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11814 580 41.266693115234375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18609 581 41.22329330444336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16675 582 41.18470764160156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21662 583 41.13786315917969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21891 584 41.13052749633789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9722 585 41.12163543701172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21384 586 41.11637878417969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11122 587 41.07792663574219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9008 588 41.061500549316406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17755 589 41.05898666381836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1195 590 41.0495719909668 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10686 591 41.01552963256836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5999 592 40.98639678955078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22178 593 40.98001480102539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8161 594 40.952674865722656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23263 595 40.94889450073242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17918 596 40.93634796142578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11003 597 40.92535400390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17724 598 40.90286636352539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19110 599 40.84724426269531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17987 600 40.84258270263672 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8082 601 40.82540512084961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21256 602 40.82320022583008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23537 603 40.81652069091797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19995 604 40.79975509643555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10780 605 40.796302795410156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12750 606 40.770774841308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10806 607 40.743492126464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20386 608 40.61294937133789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9136 609 40.57551574707031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22304 610 40.55540084838867 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22128 611 40.521324157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14212 612 40.51826477050781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23572 613 40.498321533203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14211 614 40.48314666748047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7506 615 40.48126983642578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21258 616 40.466156005859375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1074 617 40.4239616394043 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22828 618 40.240997314453125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20919 619 40.23445510864258 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1566 620 40.23401641845703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11378 621 40.22126007080078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21717 622 40.20801544189453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19999 623 40.16495132446289 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8135 624 40.14295196533203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17996 625 40.13404083251953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1102 626 40.12587356567383 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13475 627 40.113040924072266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6897 628 40.102699279785156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8486 629 40.08264923095703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14712 630 40.06089782714844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13659 631 40.0486946105957 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17947 632 40.027740478515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8916 633 40.02025604248047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11144 634 40.00416946411133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2049 635 39.96722412109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11571 636 39.954254150390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18502 637 39.93439483642578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17976 638 39.920631408691406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3625 639 39.87934112548828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17507 640 39.85800552368164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3718 641 39.7846565246582 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16250 642 39.76456832885742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11591 643 39.730899810791016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12120 644 39.69178771972656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10690 645 39.673675537109375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15103 646 39.65751647949219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21271 647 39.649803161621094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11474 648 39.62941360473633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17965 649 39.58673858642578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13824 650 39.523468017578125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21530 651 39.496421813964844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8542 652 39.490020751953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11610 653 39.47877883911133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11410 654 39.45751190185547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21571 655 39.45328903198242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9937 656 39.40342330932617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22882 657 39.382747650146484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17043 658 39.365394592285156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10108 659 39.35393142700195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20652 660 39.29936599731445 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6524 661 39.2949333190918 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1272 662 39.28281021118164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17776 663 39.252655029296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8133 664 39.23457336425781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4889 665 39.20423889160156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12923 666 39.200279235839844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10996 667 39.161495208740234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18903 668 39.142276763916016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12871 669 39.12185287475586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13187 670 39.10950469970703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7874 671 39.092891693115234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2650 672 39.08464813232422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17763 673 39.06406784057617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11121 674 39.05064392089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18684 675 39.027122497558594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18646 676 38.981101989746094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4915 677 38.94914627075195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4919 678 38.94914627075195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8155 679 38.93924331665039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14084 680 38.91903305053711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 665 681 38.90671920776367 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11430 682 38.87639236450195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4829 683 38.87433624267578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17248 684 38.83811950683594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10376 685 38.82267379760742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10567 686 38.80315399169922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16847 687 38.76219177246094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8400 688 38.74441909790039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23363 689 38.73927307128906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16101 690 38.71699142456055 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8146 691 38.68836212158203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17427 692 38.68184280395508 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18644 693 38.660430908203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2864 694 38.64994812011719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10532 695 38.64210510253906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9943 696 38.635093688964844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23422 697 38.61084747314453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23611 698 38.59034729003906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4477 699 38.58928680419922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9698 700 38.56175231933594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4176 701 38.535518646240234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12973 702 38.531044006347656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13561 703 38.494564056396484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7448 704 38.46211242675781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9111 705 38.46031951904297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19690 706 38.429893493652344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4548 707 38.3997802734375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1080 708 38.389713287353516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14816 709 38.37422180175781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22791 710 38.34272384643555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11641 711 38.3319206237793 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 149 712 38.25071716308594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11375 713 38.20970916748047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20885 714 38.207801818847656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14083 715 38.20466613769531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1422 716 38.173095703125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11541 717 38.156368255615234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8090 718 38.12370300292969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14797 719 38.112525939941406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 211 720 38.102569580078125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15865 721 38.082122802734375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19861 722 38.06123352050781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19626 723 38.05525207519531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8092 724 38.023277282714844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17192 725 38.01185607910156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9932 726 38.006309509277344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4224 727 38.00165939331055 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14295 728 37.9919319152832 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15296 729 37.932151794433594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3467 730 37.89891815185547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12916 731 37.890682220458984 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13878 732 37.862430572509766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9887 733 37.84695816040039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 869 734 37.82497024536133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21762 735 37.805442810058594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15805 736 37.8017692565918 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17250 737 37.78071594238281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15961 738 37.77933883666992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11719 739 37.72248077392578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17929 740 37.69340515136719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9980 741 37.64101791381836 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8823 742 37.63827133178711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5866 743 37.62065124511719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23293 744 37.60169982910156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22817 745 37.59512710571289 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22127 746 37.58671188354492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22400 747 37.57369613647461 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11516 748 37.55437469482422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 47 749 37.540748596191406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3193 750 37.533111572265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18700 751 37.507713317871094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22177 752 37.485347747802734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17251 753 37.48445510864258 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10396 754 37.47268295288086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10258 755 37.470664978027344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17989 756 37.465415954589844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13154 757 37.46310806274414 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5564 758 37.444068908691406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10423 759 37.44266128540039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 818 760 37.43700408935547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18782 761 37.426639556884766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1111 762 37.40407180786133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23288 763 37.373443603515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23271 764 37.356842041015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15815 765 37.33087921142578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21374 766 37.32365417480469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1110 767 37.256378173828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17443 768 37.25320053100586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19692 769 37.240665435791016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16730 770 37.209896087646484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9245 771 37.20191192626953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17700 772 37.185062408447266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13930 773 37.168174743652344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9354 774 37.159698486328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18914 775 37.11614227294922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15183 776 37.10252380371094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16496 777 37.08310317993164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9705 778 37.07769012451172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9206 779 37.04683303833008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21578 780 37.04197692871094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23526 781 37.02797317504883 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17280 782 37.027748107910156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8106 783 36.96318054199219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20730 784 36.94987487792969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23250 785 36.948116302490234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20857 786 36.945926666259766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1847 787 36.931358337402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23424 788 36.92923355102539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14269 789 36.91959762573242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7331 790 36.91950225830078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13864 791 36.916927337646484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18683 792 36.9100341796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13600 793 36.90378189086914 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18432 794 36.88566589355469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 558 795 36.883060455322266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12685 796 36.85836410522461 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17584 797 36.84791564941406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5562 798 36.83673858642578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17992 799 36.81824493408203 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11518 800 36.79713439941406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20227 801 36.781028747558594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10854 802 36.722923278808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20868 803 36.684329986572266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16846 804 36.66709899902344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5488 805 36.64717102050781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15620 806 36.619834899902344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20850 807 36.61156463623047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5739 808 36.60442352294922 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20930 809 36.58837890625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3245 810 36.57653045654297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9945 811 36.571319580078125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21968 812 36.539459228515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13088 813 36.53705596923828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18272 814 36.525115966796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17462 815 36.494869232177734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12376 816 36.49395751953125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16666 817 36.493309020996094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13057 818 36.478111267089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14205 819 36.47135543823242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23540 820 36.455745697021484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10775 821 36.40145492553711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14789 822 36.39461898803711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5436 823 36.38526916503906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6488 824 36.38459014892578 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9269 825 36.38351058959961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17715 826 36.374168395996094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21274 827 36.36905288696289 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13664 828 36.35484313964844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6251 829 36.325523376464844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 179 830 36.310447692871094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23355 831 36.28641128540039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2157 832 36.281959533691406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6105 833 36.28029251098633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12453 834 36.26102828979492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13090 835 36.254093170166016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5625 836 36.231327056884766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17945 837 36.2250862121582 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23286 838 36.2199821472168 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18414 839 36.217063903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 820 840 36.21125793457031 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23277 841 36.204010009765625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11569 842 36.199424743652344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11472 843 36.1433219909668 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8223 844 36.14175796508789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21570 845 36.136627197265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16476 846 36.13124084472656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13096 847 36.12160873413086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 2050 848 36.12017059326172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15316 849 36.09873962402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18023 850 36.07783508300781 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23830 851 36.03420639038086 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13782 852 36.02600860595703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18520 853 36.01483917236328 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12233 854 36.0043830871582 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21735 855 35.98886489868164 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8091 856 35.94200134277344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23285 857 35.93708801269531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15801 858 35.93080139160156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21780 859 35.91417694091797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10375 860 35.90470504760742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13568 861 35.90143585205078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13925 862 35.844635009765625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18066 863 35.83640670776367 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21483 864 35.82387924194336 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22875 865 35.8194465637207 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11598 866 35.81882858276367 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11370 867 35.80900955200195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18511 868 35.794883728027344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16993 869 35.785888671875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23779 870 35.77654266357422 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1354 871 35.76663589477539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23589 872 35.75886154174805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3969 873 35.74169158935547 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13941 874 35.6933708190918 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13151 875 35.68803405761719 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18716 876 35.66639709472656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13896 877 35.64000701904297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3845 878 35.60841369628906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8093 879 35.58919143676758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20761 880 35.575801849365234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15798 881 35.56587600708008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16671 882 35.563663482666016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19400 883 35.54047393798828 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20787 884 35.52202224731445 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22403 885 35.51388168334961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19946 886 35.50506591796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19680 887 35.4918098449707 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 268 888 35.48527908325195 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21269 889 35.4716796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19070 890 35.46854782104492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23413 891 35.46017837524414 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20524 892 35.447853088378906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16646 893 35.43132400512695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13037 894 35.39335250854492 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15813 895 35.39284896850586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8596 896 35.38880157470703 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13087 897 35.38325119018555 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4315 898 35.37615966796875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17782 899 35.3641357421875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5584 900 35.32965850830078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15338 901 35.32765197753906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23528 902 35.30350112915039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1027 903 35.282596588134766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10794 904 35.26155471801758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17984 905 35.254051208496094 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13197 906 35.25350570678711 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16585 907 35.244422912597656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10572 908 35.23698806762695 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15836 909 35.22731399536133 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18538 910 35.225311279296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1026 911 35.192222595214844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14800 912 35.189815521240234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8190 913 35.158626556396484 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22881 914 35.15169143676758 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15788 915 35.149295806884766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18795 916 35.143985748291016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23290 917 35.12858581542969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21001 918 35.0667724609375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15068 919 35.062034606933594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5551 920 35.0534553527832 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23737 921 35.050994873046875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14798 922 35.0308723449707 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22509 923 35.021427154541016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14585 924 35.021339416503906 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17819 925 35.013431549072266 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23491 926 35.00626754760742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22651 927 35.001129150390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 7213 928 34.995487213134766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15892 929 34.987701416015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23716 930 34.976776123046875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8408 931 34.97316360473633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19937 932 34.93576431274414 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20779 933 34.93410110473633 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22805 934 34.92728805541992 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23278 935 34.911827087402344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16888 936 34.90973663330078 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10190 937 34.90876388549805 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 10804 938 34.898956298828125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5468 939 34.898136138916016 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23462 940 34.88455581665039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 12746 941 34.861602783203125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21267 942 34.860992431640625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20852 943 34.859886169433594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21161 944 34.85783004760742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 6780 945 34.84074401855469 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 9266 946 34.81993865966797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18868 947 34.817054748535156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17759 948 34.81224822998047 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13455 949 34.78087615966797 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19983 950 34.75376892089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20977 951 34.744232177734375 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20794 952 34.73423767089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20797 953 34.73423767089844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13466 954 34.70914077758789 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17924 955 34.707252502441406 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22806 956 34.702667236328125 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18727 957 34.699031829833984 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15626 958 34.692588806152344 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18962 959 34.67152786254883 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23452 960 34.634674072265625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16519 961 34.630611419677734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20007 962 34.59988021850586 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13585 963 34.5871696472168 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20926 964 34.57136535644531 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19895 965 34.571285247802734 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13060 966 34.57085418701172 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14042 967 34.5654296875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 20139 968 34.5592041015625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1990 969 34.519569396972656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 13226 970 34.51028823852539 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22646 971 34.50187301635742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17716 972 34.485633850097656 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15410 973 34.4836540222168 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23722 974 34.47195816040039 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 15900 975 34.46212387084961 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17796 976 34.4336051940918 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11693 977 34.421993255615234 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 1152 978 34.41468811035156 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18248 979 34.41423034667969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 3244 980 34.406707763671875 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 5312 981 34.38623809814453 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 4364 982 34.385162353515625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18205 983 34.37333679199219 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 18953 984 34.36274719238281 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17899 985 34.348026275634766 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22874 986 34.34318161010742 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16843 987 34.33551025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21948 988 34.29258346557617 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14885 989 34.26774215698242 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 974 990 34.2672233581543 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 23402 991 34.26158905029297 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21380 992 34.25602722167969 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 21682 993 34.240074157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 17719 994 34.23808670043945 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 8786 995 34.23775100708008 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 19981 996 34.237083435058594 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 22182 997 34.22290802001953 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 14524 998 34.213443756103516 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 16827 999 34.1782112121582 bm25_gpt4
TheoremQA_wenhuchen/t_test2.json Q0 11599 1000 34.176727294921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4343 1 96.74795532226562 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8003 2 96.08480834960938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11514 3 95.51663208007812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17904 4 93.4396743774414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12957 5 93.22119140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18879 6 90.87828063964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15065 7 89.71989440917969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17743 8 89.06587982177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17948 9 87.83187103271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2049 10 87.37349700927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17239 11 86.7708740234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2650 12 86.21946716308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2807 13 85.21724700927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 790 14 85.12626647949219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17742 15 84.2066879272461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6842 16 83.79530334472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13492 17 83.60731506347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23411 18 82.9009780883789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11764 19 82.05548095703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21787 20 82.0443115234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14662 21 81.3431625366211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17363 22 78.94778442382812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9188 23 76.92009735107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18038 24 76.61129760742188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 473 25 75.03579711914062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17110 26 73.83817291259766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8223 27 73.59662628173828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8888 28 73.49375915527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22708 29 73.00163269042969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21525 30 72.65930938720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22710 31 72.11643981933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12921 32 71.93457794189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16950 33 71.51725769042969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16060 34 71.37682342529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1150 35 71.35694122314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21141 36 71.24198913574219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16055 37 70.5673828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11003 38 70.49713134765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6904 39 70.49304962158203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12648 40 69.81049346923828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17762 41 69.38841247558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23683 42 68.99636840820312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8886 43 68.91584777832031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17421 44 68.69253540039062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12150 45 68.47997283935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8887 46 68.35340118408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 451 47 68.06005096435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18066 48 68.05594635009766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13336 49 67.41905212402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19708 50 67.01594543457031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12917 51 66.7737808227539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21500 52 66.7304916381836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17224 53 66.54598236083984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3163 54 66.3584976196289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7498 55 66.29183959960938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23615 56 66.170166015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21801 57 66.04602813720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5312 58 65.85539245605469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20865 59 65.81198120117188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8902 60 65.7527847290039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12927 61 65.72413635253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22235 62 65.6118392944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19860 63 65.51388549804688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17906 64 65.47008514404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14078 65 65.44969940185547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21176 66 65.42557525634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21272 67 65.39373779296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3584 68 65.23173522949219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5623 69 65.05885314941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21800 70 64.72569274902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12752 71 64.685546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23227 72 64.66790008544922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18695 73 64.39972686767578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21567 74 64.18240356445312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8471 75 63.82101058959961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5871 76 63.802024841308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17538 77 63.742515563964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16888 78 63.71099090576172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18508 79 63.70419692993164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13337 80 63.654361724853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13661 81 63.15818786621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15333 82 63.128787994384766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15426 83 63.085060119628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20783 84 62.96025085449219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13862 85 62.94837188720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21568 86 62.49601364135742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13985 87 62.0538330078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2301 88 61.69347381591797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18138 89 61.59747314453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8889 90 61.58688735961914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5003 91 61.412017822265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9680 92 61.230892181396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22556 93 61.20368194580078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17444 94 61.19572830200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21799 95 61.08935546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23808 96 61.02661895751953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18022 97 60.77806091308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12770 98 60.72934341430664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18624 99 60.67930603027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17042 100 60.64043426513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1181 101 60.57660675048828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12822 102 60.560791015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22386 103 60.5570068359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10377 104 60.481483459472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21809 105 60.353580474853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8898 106 60.323368072509766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2621 107 60.223663330078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23176 108 60.170711517333984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16673 109 60.029571533203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17901 110 60.00654983520508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17823 111 59.9949836730957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11415 112 59.67632293701172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15342 113 59.55552291870117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17949 114 59.39206314086914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13040 115 59.01657485961914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12111 116 58.95967102050781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17769 117 58.85588836669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8403 118 58.81411361694336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23175 119 58.67961120605469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17993 120 58.65715408325195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8903 121 58.654693603515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20828 122 58.59766387939453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21804 123 58.560890197753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13984 124 58.546630859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12866 125 58.53803253173828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23449 126 58.50422286987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21352 127 58.333030700683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12923 128 58.318382263183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17970 129 58.305423736572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19126 130 58.28546142578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17797 131 58.20755386352539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13152 132 58.12937545776367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22351 133 57.980987548828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20896 134 57.975616455078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23434 135 57.96405792236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8398 136 57.95663833618164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1337 137 57.680267333984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16036 138 57.63385772705078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22334 139 57.526268005371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15750 140 57.5028076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17913 141 57.260562896728516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10190 142 57.169952392578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22327 143 57.118370056152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22387 144 57.089927673339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12114 145 57.057716369628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12999 146 56.95869064331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18344 147 56.94576644897461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22331 148 56.92744064331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21351 149 56.842491149902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22352 150 56.80925369262695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13394 151 56.76905822753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12224 152 56.76811218261719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13671 153 56.75111770629883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21579 154 56.670555114746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21802 155 56.65142059326172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21515 156 56.644466400146484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22781 157 56.622406005859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8904 158 56.55438232421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16646 159 56.508270263671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21577 160 56.465667724609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15345 161 56.39094161987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13901 162 56.382789611816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17364 163 56.32984161376953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21356 164 56.30906677246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22840 165 56.27300262451172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10148 166 56.16617965698242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3806 167 56.16259002685547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15166 168 56.01417541503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16368 169 55.979793548583984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1336 170 55.94512939453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17761 171 55.906776428222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13668 172 55.84236145019531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17756 173 55.6666145324707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11513 174 55.661956787109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20393 175 55.58527374267578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18629 176 55.5484619140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23174 177 55.514854431152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5707 178 55.48039627075195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1354 179 55.35125732421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22898 180 55.259674072265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7609 181 55.2349739074707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17971 182 55.14277648925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17946 183 55.10805130004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7855 184 55.03235626220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20936 185 55.00215148925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22824 186 54.963218688964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21542 187 54.92467498779297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12868 188 54.918949127197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16672 189 54.90692138671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17776 190 54.82988739013672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17967 191 54.79636001586914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22831 192 54.75947952270508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18777 193 54.6666259765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21475 194 54.6627082824707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14295 195 54.63072967529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23183 196 54.522315979003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6524 197 54.317955017089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23180 198 54.29063415527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13517 199 54.207740783691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17338 200 54.188255310058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13656 201 54.17007827758789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8895 202 54.09284210205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7446 203 54.064308166503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1113 204 54.017757415771484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3253 205 53.871482849121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13215 206 53.85272979736328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21355 207 53.82976531982422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 148 208 53.777652740478516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21353 209 53.74907684326172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21502 210 53.699275970458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17614 211 53.65578079223633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21808 212 53.653778076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10686 213 53.64496612548828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21378 214 53.58687973022461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20482 215 53.55978012084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12153 216 53.363922119140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14721 217 53.34059524536133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8405 218 53.20803451538086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11004 219 53.20428466796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16074 220 53.16181564331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15334 221 53.150733947753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19861 222 53.15071487426758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22897 223 53.10345458984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23721 224 53.096046447753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21806 225 53.08888626098633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8899 226 53.047359466552734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9898 227 53.04691696166992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22335 228 52.94061279296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21807 229 52.91727828979492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21930 230 52.912628173828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13664 231 52.89198303222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 985 232 52.81612014770508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20543 233 52.791770935058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17517 234 52.67789077758789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17768 235 52.599151611328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21805 236 52.534645080566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 791 237 52.42192840576172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22895 238 52.39851760864258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4894 239 52.39656066894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23517 240 52.29454803466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21289 241 52.13160705566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21288 242 52.07032775878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14208 243 51.935699462890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5615 244 51.92667007446289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19904 245 51.90150451660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16313 246 51.824745178222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21354 247 51.81410217285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18590 248 51.77223587036133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8896 249 51.74734878540039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23179 250 51.71076202392578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6905 251 51.65895080566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23737 252 51.471946716308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22329 253 51.38914489746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13154 254 51.374237060546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21571 255 51.33161544799805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8408 256 51.325130462646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18178 257 51.25783157348633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14840 258 51.22484588623047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10990 259 51.117942810058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18205 260 51.07481384277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22336 261 50.99287414550781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12858 262 50.95551300048828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8900 263 50.91033172607422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23264 264 50.819698333740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22328 265 50.79731750488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23177 266 50.71921920776367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14822 267 50.58766174316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21512 268 50.52971649169922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4736 269 50.49807357788086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17296 270 50.49045181274414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15536 271 50.46942138671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17796 272 50.44696807861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17899 273 50.39424133300781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8375 274 50.371551513671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17968 275 50.21049499511719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22759 276 50.10881805419922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10743 277 50.086788177490234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20816 278 50.002410888671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21611 279 49.95140075683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21803 280 49.80110168457031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16730 281 49.77484130859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15464 282 49.7650146484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19853 283 49.690956115722656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16976 284 49.68222427368164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20492 285 49.62943649291992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18650 286 49.48392105102539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18146 287 49.482791900634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14536 288 49.4509162902832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21273 289 49.44633102416992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14298 290 49.43762969970703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1576 291 49.3157958984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17752 292 49.29200744628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16933 293 49.2479362487793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15815 294 49.2392463684082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18811 295 49.21421432495117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11002 296 49.1846923828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13137 297 49.138084411621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13475 298 49.13035583496094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21020 299 49.10289764404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17922 300 49.08621597290039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16958 301 49.07908248901367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10591 302 49.07504653930664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13343 303 49.03825759887695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23782 304 48.9283561706543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13345 305 48.90442657470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7424 306 48.730384826660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13453 307 48.66163635253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18812 308 48.638877868652344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16726 309 48.621036529541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17924 310 48.60346984863281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4933 311 48.492881774902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16727 312 48.458499908447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14084 313 48.40573501586914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20864 314 48.366695404052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3627 315 48.36220169067383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11586 316 48.354408264160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12234 317 48.33621597290039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6255 318 48.33324432373047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23618 319 48.321834564208984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13212 320 48.30246353149414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21019 321 48.287750244140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16731 322 48.28736114501953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20400 323 48.169734954833984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16732 324 48.158451080322266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17706 325 48.12321853637695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13389 326 48.1192626953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17990 327 48.08135223388672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21533 328 48.07511901855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17514 329 47.998348236083984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13762 330 47.9981689453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21738 331 47.978492736816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11226 332 47.937705993652344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17884 333 47.92674255371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 627 334 47.90436935424805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12750 335 47.90321731567383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2288 336 47.8952751159668 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23532 337 47.88262176513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16252 338 47.8713264465332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9242 339 47.847450256347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23182 340 47.80576705932617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11484 341 47.777198791503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20622 342 47.736053466796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15531 343 47.616397857666016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3496 344 47.60530090332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16725 345 47.51213455200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15532 346 47.441322326660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3286 347 47.4308967590332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17700 348 47.41624069213867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4829 349 47.40287780761719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18276 350 47.284358978271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17962 351 47.27734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21833 352 47.24745178222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22126 353 47.16729736328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14925 354 47.124515533447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23181 355 47.0238037109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16724 356 46.989173889160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17443 357 46.95173263549805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9206 358 46.90707778930664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13518 359 46.904029846191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16728 360 46.865966796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21599 361 46.81360626220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22864 362 46.80781936645508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 140 363 46.79465866088867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20172 364 46.771759033203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1964 365 46.612308502197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23710 366 46.58637619018555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4101 367 46.573516845703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19139 368 46.5566520690918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11250 369 46.52778625488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7075 370 46.50498962402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17780 371 46.484432220458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17980 372 46.483028411865234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13586 373 46.42420196533203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21756 374 46.42188262939453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11480 375 46.41389465332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5011 376 46.35438537597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20926 377 46.32618713378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20537 378 46.280540466308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13574 379 46.229190826416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22333 380 46.20891571044922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23314 381 46.09703826904297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18307 382 46.080936431884766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14269 383 46.03669738769531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3660 384 45.978477478027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21381 385 45.90597152709961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21522 386 45.89657211303711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8892 387 45.859371185302734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18252 388 45.82598876953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14146 389 45.814117431640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17393 390 45.72041702270508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14693 391 45.70889663696289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13267 392 45.69691467285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22332 393 45.68916320800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15865 394 45.67694091796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14700 395 45.663124084472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17984 396 45.6397819519043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23826 397 45.57841873168945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3774 398 45.57196807861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12112 399 45.57159423828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15338 400 45.53321075439453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8893 401 45.526668548583984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17905 402 45.45619583129883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 149 403 45.44795608520508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21151 404 45.40969467163086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15801 405 45.26189041137695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22620 406 45.21018981933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10745 407 45.19746780395508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18992 408 45.19478988647461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1191 409 45.18589782714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18021 410 45.16874313354492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12781 411 45.14020538330078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 895 412 45.12030792236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21514 413 45.10597229003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21600 414 45.083858489990234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1180 415 45.077972412109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6229 416 44.972293853759766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23824 417 44.96403884887695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5317 418 44.892662048339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18684 419 44.8822135925293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14040 420 44.85271072387695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6934 421 44.78994369506836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13930 422 44.77593994140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 651 423 44.72624969482422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11474 424 44.494598388671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14206 425 44.45311737060547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17394 426 44.42611312866211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23178 427 44.37376022338867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15981 428 44.3448371887207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8905 429 44.338626861572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12290 430 44.33751678466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20539 431 44.3239631652832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17795 432 44.20787811279297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1542 433 44.20362854003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17789 434 44.15400695800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1585 435 44.11928176879883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12814 436 44.05495834350586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15101 437 44.014347076416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20916 438 43.982730865478516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11239 439 43.96841049194336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11052 440 43.94651794433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16671 441 43.941650390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18411 442 43.820552825927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17966 443 43.8201904296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11442 444 43.787010192871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23093 445 43.78558349609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21544 446 43.76681900024414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8409 447 43.759788513183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17986 448 43.7318229675293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16932 449 43.66963195800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15677 450 43.62919616699219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21576 451 43.565704345703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16790 452 43.555137634277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22646 453 43.506011962890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22694 454 43.50550842285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22251 455 43.480804443359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17977 456 43.453163146972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10365 457 43.433109283447266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11387 458 43.424346923828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20441 459 43.413143157958984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17982 460 43.34626770019531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9980 461 43.32372283935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3666 462 43.32359313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21747 463 43.313053131103516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9321 464 43.30918884277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10304 465 43.23200607299805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20860 466 43.22614669799805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2151 467 43.20740509033203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21714 468 43.20402526855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12156 469 43.19618606567383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10258 470 43.11051559448242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9245 471 43.09442901611328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11616 472 43.076454162597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18700 473 43.06336212158203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14630 474 43.05564498901367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4869 475 42.99915313720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10455 476 42.99553298950195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17322 477 42.975799560546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17540 478 42.90345764160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5436 479 42.8720588684082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19995 480 42.8697395324707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21595 481 42.846012115478516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20114 482 42.64814758300781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20763 483 42.62944030761719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23835 484 42.6201286315918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21798 485 42.616722106933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11818 486 42.604129791259766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15410 487 42.58930969238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18388 488 42.578773498535156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15091 489 42.53097915649414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13540 490 42.51689529418945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10372 491 42.511478424072266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21712 492 42.508384704589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9870 493 42.501041412353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9520 494 42.44551086425781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21534 495 42.41791915893555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11979 496 42.41412353515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21593 497 42.39602279663086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22183 498 42.39051055908203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15068 499 42.38962936401367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13329 500 42.38502883911133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22095 501 42.38078689575195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4505 502 42.37633514404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1309 503 42.36417770385742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20528 504 42.35004425048828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6364 505 42.335628509521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 581 506 42.334503173828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16600 507 42.3250846862793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11325 508 42.29902267456055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13613 509 42.295860290527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13330 510 42.249813079833984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13581 511 42.247215270996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6886 512 42.24128723144531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9678 513 42.23328399658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22899 514 42.21925735473633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23271 515 42.161102294921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21608 516 42.13883972167969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12763 517 42.11962890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22015 518 42.111793518066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22441 519 42.10942840576172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17251 520 42.10147476196289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14699 521 42.09102249145508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12819 522 42.088043212890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13264 523 42.08739471435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18577 524 42.02539825439453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17043 525 42.005645751953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1195 526 41.97495651245117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13791 527 41.947505950927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23779 528 41.9415397644043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17911 529 41.93464279174805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2682 530 41.91487121582031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12930 531 41.87681579589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11190 532 41.79100036621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17106 533 41.775230407714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5477 534 41.762351989746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11571 535 41.73527526855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4002 536 41.73093032836914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12821 537 41.725738525390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13259 538 41.71011734008789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2648 539 41.69609451293945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17751 540 41.69538879394531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11833 541 41.55829620361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21342 542 41.537723541259766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13923 543 41.53507614135742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11589 544 41.374977111816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4004 545 41.36640548706055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13003 546 41.364009857177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12167 547 41.36149215698242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 207 548 41.3382453918457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15714 549 41.33265686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17755 550 41.3319206237793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10581 551 41.3166389465332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13617 552 41.29603576660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15962 553 41.28034591674805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18807 554 41.260780334472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15066 555 41.255035400390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11414 556 41.251827239990234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17453 557 41.237457275390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22465 558 41.166900634765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23833 559 41.13917541503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10831 560 41.13119888305664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2271 561 41.13090896606445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11960 562 41.105224609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23537 563 41.09815979003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 818 564 41.056495666503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18614 565 41.04014205932617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20900 566 41.01111602783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20007 567 40.97860336303711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17934 568 40.95034408569336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20925 569 40.94669723510742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11541 570 40.934783935546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22127 571 40.86320114135742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17798 572 40.796180725097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22128 573 40.7701301574707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23588 574 40.70689392089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22070 575 40.65128707885742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21406 576 40.62075424194336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17154 577 40.616050720214844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15976 578 40.60088348388672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14816 579 40.58641052246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20868 580 40.54314422607422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19656 581 40.51606750488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4547 582 40.514793395996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15980 583 40.49116516113281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13691 584 40.46022415161133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13031 585 40.43409729003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17525 586 40.43229675292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12823 587 40.42537307739258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21267 588 40.421756744384766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5845 589 40.409820556640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22881 590 40.40787124633789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20922 591 40.40217590332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17407 592 40.38629913330078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3193 593 40.38349151611328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21920 594 40.37989807128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14135 595 40.3488655090332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13087 596 40.33563995361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23528 597 40.316436767578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13864 598 40.316307067871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4821 599 40.31318664550781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12233 600 40.301170349121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15816 601 40.29872131347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13130 602 40.283302307128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16829 603 40.263572692871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19836 604 40.24312210083008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15861 605 40.24135208129883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14210 606 40.24085235595703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17759 607 40.22211456298828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17988 608 40.19752502441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16666 609 40.16542053222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19898 610 40.16120910644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8792 611 40.126644134521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20943 612 40.059898376464844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15534 613 40.050289154052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16939 614 40.026954650878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22124 615 39.97993469238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4098 616 39.91387176513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17978 617 39.898834228515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6809 618 39.85540008544922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11593 619 39.80609130859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22240 620 39.775638580322266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20785 621 39.763153076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5233 622 39.73985290527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12072 623 39.702110290527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17297 624 39.68608093261719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15527 625 39.673831939697266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10366 626 39.6566047668457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21883 627 39.634429931640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 137 628 39.61300277709961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22469 629 39.610530853271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22125 630 39.60830307006836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18798 631 39.593788146972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21543 632 39.59181594848633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23100 633 39.54558563232422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5488 634 39.543514251708984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21164 635 39.536964416503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16570 636 39.53122329711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16796 637 39.51407241821289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17071 638 39.505859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10681 639 39.495357513427734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21666 640 39.49323272705078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16314 641 39.4912223815918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13403 642 39.48664093017578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14053 643 39.471099853515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13953 644 39.46296310424805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12123 645 39.45944595336914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23249 646 39.44089126586914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17427 647 39.417236328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17426 648 39.39867401123047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22896 649 39.393131256103516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18308 650 39.349735260009766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23577 651 39.328834533691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14706 652 39.29930877685547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15428 653 39.244632720947266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11591 654 39.22877502441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15099 655 39.22185516357422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17945 656 39.21027374267578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20230 657 39.19503402709961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14555 658 39.16597366333008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23589 659 39.161495208740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12348 660 39.15211486816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18017 661 39.126380920410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15530 662 39.11909484863281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20117 663 39.11705017089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17309 664 39.020042419433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21885 665 39.00801467895508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10393 666 38.99939727783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10780 667 38.987098693847656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4790 668 38.9854621887207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23098 669 38.95849609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16526 670 38.95442199707031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21221 671 38.952598571777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15035 672 38.94645690917969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11392 673 38.930423736572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7621 674 38.892520904541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4858 675 38.880245208740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10677 676 38.87589645385742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17991 677 38.852203369140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16531 678 38.84854507446289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16691 679 38.84272766113281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8082 680 38.821075439453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12138 681 38.80055236816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13696 682 38.794490814208984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13037 683 38.71446228027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10989 684 38.68147277832031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16136 685 38.68058776855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21161 686 38.66939926147461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23825 687 38.666805267333984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14717 688 38.6650390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22297 689 38.64723205566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5754 690 38.645687103271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17952 691 38.64008331298828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19844 692 38.627647399902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20525 693 38.594486236572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15533 694 38.56847381591797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12152 695 38.55943298339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14374 696 38.53750991821289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14055 697 38.46422576904297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7213 698 38.46318817138672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23469 699 38.45716094970703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21794 700 38.45481872558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13167 701 38.45152282714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14585 702 38.43833923339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17462 703 38.366432189941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12818 704 38.36467361450195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17401 705 38.35491943359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21596 706 38.3454704284668 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17067 707 38.34265899658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21594 708 38.319026947021484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22964 709 38.30231475830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18587 710 38.30187225341797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21024 711 38.301170349121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4969 712 38.300472259521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21271 713 38.28178787231445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20121 714 38.275970458984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13452 715 38.232017517089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21829 716 38.22343063354492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16102 717 38.19857406616211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5603 718 38.17908477783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13435 719 38.12923049926758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9676 720 38.12303924560547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18799 721 38.1083869934082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 383 722 38.08442306518555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11570 723 38.05990219116211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17188 724 38.034393310546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11561 725 38.02556610107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22832 726 37.981689453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5107 727 37.976905822753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9322 728 37.96168518066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21532 729 37.93904495239258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13709 730 37.861690521240234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10824 731 37.846134185791016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12925 732 37.83464050292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16490 733 37.81985855102539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11875 734 37.75442123413086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11876 735 37.75442123413086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20548 736 37.73646926879883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21180 737 37.71703338623047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7442 738 37.67399597167969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17943 739 37.67207717895508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12043 740 37.66470718383789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22656 741 37.659542083740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2118 742 37.654876708984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14082 743 37.6522331237793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17724 744 37.646732330322266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20790 745 37.633094787597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13569 746 37.61590576171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22230 747 37.614418029785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19094 748 37.58922576904297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11472 749 37.579002380371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19108 750 37.574127197265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11264 751 37.568626403808594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10818 752 37.561187744140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16659 753 37.55664825439453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20917 754 37.55196762084961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3461 755 37.54929733276367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4833 756 37.54153060913086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14691 757 37.52555847167969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23099 758 37.520729064941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3237 759 37.51906204223633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11518 760 37.51609802246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21702 761 37.4660530090332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12618 762 37.450355529785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13855 763 37.44916534423828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17539 764 37.440738677978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8190 765 37.4401741027832 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21763 766 37.41938400268555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18585 767 37.41636276245117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5396 768 37.400001525878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7566 769 37.371341705322266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14287 770 37.36903381347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16834 771 37.28926086425781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15582 772 37.27916717529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19100 773 37.275306701660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18042 774 37.26982879638672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18274 775 37.234195709228516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18580 776 37.21773910522461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17602 777 37.198787689208984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12774 778 37.18520736694336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 845 779 37.182151794433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11482 780 37.16657257080078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14205 781 37.14369583129883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22580 782 37.12970733642578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13827 783 37.10309600830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23493 784 37.07992172241211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22178 785 37.07957077026367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5473 786 37.077510833740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11097 787 37.055389404296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4072 788 37.03313064575195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20191 789 37.0274543762207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14815 790 37.010501861572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11750 791 36.99356460571289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 592 792 36.95520782470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5671 793 36.94546127319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15376 794 36.92504119873047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20394 795 36.92186737060547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 3280 796 36.91214370727539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18795 797 36.89715576171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15952 798 36.8954963684082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8316 799 36.886680603027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12892 800 36.87489700317383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21717 801 36.836849212646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17791 802 36.80493927001953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8786 803 36.777313232421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13944 804 36.75960922241211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17381 805 36.75281524658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18661 806 36.74385070800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17422 807 36.73837661743164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4359 808 36.73809814453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17983 809 36.715736389160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11511 810 36.662532806396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23168 811 36.646026611328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14128 812 36.63452911376953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10948 813 36.61838150024414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6284 814 36.59859085083008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22017 815 36.587928771972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13836 816 36.57611846923828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19142 817 36.57463455200195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9081 818 36.57411575317383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21623 819 36.52985763549805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17783 820 36.52486038208008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16244 821 36.49624252319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19092 822 36.49559783935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16885 823 36.49540710449219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15854 824 36.48344039916992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8653 825 36.445987701416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15713 826 36.40884017944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14383 827 36.39464569091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21919 828 36.39303207397461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10692 829 36.3648796081543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13904 830 36.32244110107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13908 831 36.32244110107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15538 832 36.322322845458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 830 833 36.321739196777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18248 834 36.31769943237305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16993 835 36.30552673339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15632 836 36.286529541015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20715 837 36.2825927734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17348 838 36.26280212402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16069 839 36.25093078613281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21269 840 36.24893569946289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16830 841 36.233123779296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20919 842 36.222740173339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20140 843 36.2078742980957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12226 844 36.2061767578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12415 845 36.200836181640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2594 846 36.18354415893555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5219 847 36.18023681640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12831 848 36.177223205566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4364 849 36.161869049072266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6278 850 36.1301155090332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21510 851 36.128944396972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22723 852 36.1096076965332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17052 853 36.08045959472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6486 854 36.07991409301758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14080 855 36.073246002197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16002 856 36.05885314941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21280 857 36.05713653564453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1967 858 36.05168151855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16573 859 36.04712677001953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15833 860 36.02696228027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18272 861 36.02507019042969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13820 862 36.022117614746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14969 863 36.019126892089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18962 864 36.00938034057617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16144 865 35.99799346923828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19848 866 35.996028900146484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15289 867 35.968196868896484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20356 868 35.946563720703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11430 869 35.944984436035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20652 870 35.944984436035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22826 871 35.941871643066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17987 872 35.92412185668945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 9887 873 35.92378616333008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23163 874 35.92132568359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 16675 875 35.913291931152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 17916 876 35.90485763549805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14209 877 35.871498107910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19974 878 35.87107467651367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21529 879 35.87052917480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21891 880 35.86899185180664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23215 881 35.84427261352539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19662 882 35.831485748291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11587 883 35.7957649230957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14718 884 35.756629943847656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 6032 885 35.72431564331055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15492 886 35.70589065551758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20850 887 35.70164108276367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11610 888 35.69461441040039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 10492 889 35.68677520751953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14761 890 35.67952346801758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 4025 891 35.66633987426758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 11569 892 35.64903259277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 23716 893 35.64619445800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13920 894 35.641380310058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12283 895 35.631195068359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13907 896 35.62429428100586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18223 897 35.5899772644043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21570 898 35.58981704711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20232 899 35.58421325683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 12926 900 35.579437255859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21796 901 35.57676696777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1182 902 35.57347106933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19069 903 35.55621337890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 15745 904 35.538055419921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 8489 905 35.52394104003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 14081 906 35.514892578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 7925 907 35.5135383605957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22809 908 35.49753952026367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 20711 909 35.49154281616211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 331 910 35.486541748046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 18591 911 35.477272033691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21535 912 35.474945068359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 13911 913 35.47100830078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 5904 914 35.457130432128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 21055 915 35.45458984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 22464 916 35.453590393066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 1460 917 35.45024871826172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 2375 918 35.44335174560547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_3.json Q0 19692 919 35.42591094970703 bm25_gpt4
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TheoremQA_wenhuchen/Rolle's_theorem.json Q0 12244 540 41.010318756103516 bm25_gpt4
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TheoremQA_wenhuchen/Rolle's_theorem.json Q0 21435 546 40.921512603759766 bm25_gpt4
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TheoremQA_wenhuchen/Rolle's_theorem.json Q0 19186 553 40.79194641113281 bm25_gpt4
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TheoremQA_wenhuchen/Rolle's_theorem.json Q0 11637 555 40.681514739990234 bm25_gpt4
TheoremQA_wenhuchen/Rolle's_theorem.json Q0 15102 556 40.63032531738281 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 11514 65 54.00663757324219 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15200 66 53.969581604003906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22781 67 53.95329284667969 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1404 68 53.88736343383789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14434 69 53.78562927246094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14893 70 53.762855529785156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13585 71 53.75447082519531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11388 72 53.68385314941406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14467 73 53.556575775146484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17167 74 53.519683837890625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10146 75 53.273250579833984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23411 76 53.04854965209961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2746 77 52.784637451171875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5313 78 52.581756591796875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8398 79 52.49721908569336 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21386 80 52.39985656738281 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5623 81 52.23481750488281 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12283 82 52.095123291015625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17552 83 51.84408187866211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5419 84 51.74992370605469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5436 85 51.61968994140625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23330 86 51.54330825805664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20515 87 51.43012619018555 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20891 88 51.33264923095703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9290 89 51.26042556762695 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8232 90 51.20319366455078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14445 91 51.18057632446289 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22709 92 51.0526008605957 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21714 93 50.97742462158203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14585 94 50.935760498046875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22644 95 50.72827911376953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14898 96 50.708343505859375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21712 97 50.70663833618164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16835 98 50.67190170288086 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14444 99 50.52729034423828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6524 100 50.338890075683594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10459 101 50.161338806152344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15866 102 50.0291862487793 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2747 103 49.86145782470703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16664 104 49.69361114501953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1094 105 49.68363952636719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14925 106 49.61506271362305 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20441 107 48.855072021484375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 222 108 48.78253173828125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2743 109 48.520057678222656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16594 110 48.39625549316406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11969 111 48.320404052734375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11590 112 48.253353118896484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9897 113 48.166194915771484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14084 114 48.122901916503906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23357 115 47.98949432373047 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17987 116 47.821205139160156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11616 117 47.71573257446289 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 869 118 47.647544860839844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6364 119 47.55808639526367 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15177 120 47.404109954833984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6631 121 47.367713928222656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20638 122 47.29391860961914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 626 123 47.29298782348633 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12648 124 47.19638442993164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5783 125 47.014869689941406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11980 126 46.84242248535156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21691 127 46.7520866394043 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23323 128 46.634071350097656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1113 129 46.53813934326172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2834 130 46.49740219116211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15191 131 46.49525833129883 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22556 132 46.479591369628906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17444 133 46.3513298034668 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8375 134 46.348365783691406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12170 135 46.31598663330078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9221 136 46.25108337402344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3935 137 46.245330810546875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21302 138 46.152671813964844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14078 139 46.12541198730469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16244 140 46.106971740722656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19742 141 46.02880096435547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8710 142 45.95674514770508 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 877 143 45.816741943359375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21787 144 45.769065856933594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12974 145 45.71355056762695 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2301 146 45.6146354675293 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16069 147 45.58179473876953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16834 148 45.55714416503906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22831 149 45.55147171020508 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1627 150 45.50341033935547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23496 151 45.39002227783203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22832 152 45.35967254638672 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18623 153 45.128379821777344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2288 154 45.103599548339844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23359 155 45.09918212890625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15805 156 45.09178924560547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1809 157 45.06535720825195 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1000 158 45.05947494506836 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17468 159 44.84593200683594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19 160 44.76511001586914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16886 161 44.71552658081055 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17507 162 44.676109313964844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14515 163 44.571998596191406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2328 164 44.41931915283203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23331 165 44.39091110229492 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14469 166 44.26776885986328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13517 167 44.260986328125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3625 168 44.25270080566406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10304 169 44.24553298950195 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 974 170 44.24177551269531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3233 171 44.14807891845703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4524 172 44.14807891845703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7155 173 44.06616973876953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14358 174 43.99777603149414 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17253 175 43.99029541015625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11018 176 43.93427276611328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14451 177 43.912418365478516 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15799 178 43.90733337402344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12860 179 43.906768798828125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22864 180 43.70940399169922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2584 181 43.64143371582031 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19768 182 43.574424743652344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3828 183 43.569297790527344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17946 184 43.462623596191406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10994 185 43.33179473876953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16007 186 43.23072814941406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9857 187 43.13975524902344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10831 188 43.04484558105469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19093 189 43.00532531738281 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14662 190 42.88175582885742 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2749 191 42.86736297607422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17338 192 42.85211944580078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22571 193 42.80384826660156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23314 194 42.77239227294922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6904 195 42.72751998901367 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17469 196 42.720794677734375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23719 197 42.521976470947266 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20777 198 42.5137939453125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2817 199 42.4613151550293 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5916 200 42.44908905029297 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12949 201 42.44331741333008 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10948 202 42.41563415527344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23588 203 42.388282775878906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14360 204 42.374515533447266 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15788 205 42.34431457519531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16570 206 42.30264663696289 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10690 207 42.119956970214844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12862 208 42.11907196044922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5040 209 42.10176086425781 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7850 210 42.09581756591797 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20828 211 42.00644302368164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23779 212 42.0063362121582 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16055 213 41.99811553955078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15182 214 41.95744705200195 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16598 215 41.93628692626953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4829 216 41.89422607421875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22896 217 41.88102722167969 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15166 218 41.824398040771484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18784 219 41.77180862426758 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15342 220 41.667301177978516 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17949 221 41.66517639160156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7200 222 41.616485595703125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17549 223 41.541770935058594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10377 224 41.500877380371094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15532 225 41.48066329956055 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2126 226 41.40848922729492 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14691 227 41.403114318847656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9263 228 41.328941345214844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5488 229 41.321319580078125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18283 230 41.07078552246094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18344 231 41.06986999511719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 868 232 41.064491271972656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2744 233 41.037044525146484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8884 234 41.0347785949707 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17630 235 40.98063278198242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21475 236 40.9481315612793 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4402 237 40.93871307373047 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9898 238 40.882423400878906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11636 239 40.85084533691406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23718 240 40.76615905761719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15091 241 40.76420593261719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12858 242 40.762451171875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21679 243 40.59968566894531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15892 244 40.59320831298828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15420 245 40.54755401611328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17768 246 40.53593826293945 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12295 247 40.50650405883789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16796 248 40.424102783203125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11234 249 40.332611083984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23100 250 40.33174133300781 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22710 251 40.32029724121094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6963 252 40.30132293701172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9476 253 40.291603088378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4025 254 40.28017807006836 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17743 255 40.16573715209961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1847 256 40.11294937133789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12752 257 40.005062103271484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12760 258 39.966880798339844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6914 259 39.857749938964844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16993 260 39.848541259765625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17742 261 39.84379959106445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22617 262 39.80731964111328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8084 263 39.785369873046875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9943 264 39.72027587890625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9936 265 39.500343322753906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18774 266 39.43421936035156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8274 267 39.35981750488281 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9977 268 39.35683059692383 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17443 269 39.310447692871094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18272 270 39.265769958496094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6188 271 39.232574462890625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7701 272 39.221839904785156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8395 273 39.12662124633789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20349 274 39.120887756347656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6688 275 39.091453552246094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13581 276 39.06367492675781 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16673 277 38.944942474365234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15767 278 38.94076156616211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22712 279 38.87427520751953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11401 280 38.74695587158203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1103 281 38.726078033447266 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11415 282 38.71990966796875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21387 283 38.67449951171875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2086 284 38.62481689453125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16064 285 38.56682205200195 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17058 286 38.55949020385742 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16036 287 38.552433013916016 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21410 288 38.4853401184082 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7658 289 38.4642219543457 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1778 290 38.39747619628906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21533 291 38.395111083984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18022 292 38.39107894897461 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18388 293 38.31166458129883 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11058 294 38.24703598022461 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2257 295 38.23688888549805 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1018 296 38.23076248168945 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17071 297 38.23031234741211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5625 298 38.22119140625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6934 299 38.18729019165039 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21686 300 38.17464828491211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5935 301 38.16320037841797 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5407 302 38.148345947265625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10743 303 38.12879943847656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1728 304 38.10172653198242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17224 305 38.0814323425293 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23227 306 38.06903839111328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13505 307 38.044254302978516 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15065 308 38.03733444213867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8253 309 37.978309631347656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8254 310 37.978309631347656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5707 311 37.94389343261719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 229 312 37.90070343017578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18629 313 37.89915084838867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5948 314 37.8734130859375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17042 315 37.86920166015625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16368 316 37.8178596496582 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14298 317 37.80965805053711 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4821 318 37.765052795410156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1979 319 37.76239776611328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1981 320 37.76239776611328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21567 321 37.73152160644531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7993 322 37.7301139831543 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17761 323 37.70134353637695 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5735 324 37.701114654541016 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18798 325 37.6568603515625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4364 326 37.64632797241211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21534 327 37.61395263671875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13226 328 37.55104064941406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22653 329 37.51980972290039 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18609 330 37.51482391357422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 830 331 37.5059700012207 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15868 332 37.473236083984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5003 333 37.46098327636719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23435 334 37.42292404174805 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22720 335 37.416114807128906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23721 336 37.36639404296875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13966 337 37.288360595703125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21398 338 37.196128845214844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9945 339 37.134254455566406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15793 340 37.1013298034668 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23436 341 37.08820343017578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21141 342 37.08743667602539 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15762 343 37.086387634277344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9269 344 37.06364440917969 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9944 345 37.05143737792969 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8148 346 37.03384017944336 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18137 347 37.032318115234375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20783 348 36.99394989013672 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10515 349 36.97710037231445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17465 350 36.95281219482422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13154 351 36.94519805908203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22598 352 36.82086181640625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23683 353 36.789527893066406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1080 354 36.715030670166016 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 842 355 36.69622802734375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3946 356 36.681190490722656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12774 357 36.66922378540039 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17445 358 36.637596130371094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11641 359 36.609161376953125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2783 360 36.60892868041992 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4105 361 36.60892868041992 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11371 362 36.57503128051758 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10491 363 36.567848205566406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7982 364 36.52675247192383 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22881 365 36.48418045043945 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1624 366 36.40262985229492 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4179 367 36.38128662109375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15162 368 36.36968994140625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15531 369 36.299400329589844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15622 370 36.291805267333984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5615 371 36.24282455444336 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23782 372 36.19084548950195 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15628 373 36.12185287475586 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4933 374 36.10010528564453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10250 375 36.094661712646484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13617 376 36.071739196777344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16252 377 36.033084869384766 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16784 378 36.00665283203125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15760 379 35.96158981323242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 165 380 35.94373321533203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16821 381 35.93499755859375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15570 382 35.9319953918457 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2326 383 35.9085693359375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16726 384 35.896644592285156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18186 385 35.87714385986328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6955 386 35.81156921386719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14442 387 35.766109466552734 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3569 388 35.75115966796875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16727 389 35.73230743408203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16076 390 35.72648620605469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22564 391 35.68165588378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16732 392 35.65471649169922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14690 393 35.637855529785156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2785 394 35.628780364990234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16737 395 35.62790298461914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19860 396 35.519203186035156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23155 397 35.49341583251953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21675 398 35.48693084716797 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4107 399 35.47441101074219 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1625 400 35.422481536865234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12750 401 35.38069152832031 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23098 402 35.3524284362793 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4104 403 35.333248138427734 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21176 404 35.30207061767578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14536 405 35.278717041015625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2782 406 35.23760986328125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18723 407 35.236900329589844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23760 408 35.23606491088867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15571 409 35.229759216308594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18606 410 35.20659637451172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 473 411 35.197265625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18563 412 35.14816665649414 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1623 413 35.126949310302734 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6715 414 35.119667053222656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17502 415 35.1154899597168 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23449 416 35.09617614746094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1149 417 35.08636474609375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10691 418 35.07878112792969 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20400 419 35.07594299316406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21568 420 35.06189727783203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2816 421 35.01347351074219 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15159 422 34.9642219543457 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8407 423 34.8873405456543 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20020 424 34.87132263183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1017 425 34.8607292175293 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9047 426 34.84750747680664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18146 427 34.847259521484375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4095 428 34.84438705444336 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1146 429 34.83989715576172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8715 430 34.821815490722656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4477 431 34.821590423583984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18992 432 34.795005798339844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14516 433 34.770668029785156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4343 434 34.744014739990234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 581 435 34.71902084350586 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19621 436 34.711055755615234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13535 437 34.67897415161133 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17450 438 34.67888641357422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5009 439 34.671512603759766 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16731 440 34.670963287353516 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16539 441 34.661033630371094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1626 442 34.63746643066406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20440 443 34.629920959472656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11002 444 34.62724685668945 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7044 445 34.62394714355469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17047 446 34.571136474609375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18252 447 34.56326675415039 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3163 448 34.561180114746094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16725 449 34.48250198364258 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12128 450 34.40924835205078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15785 451 34.39467239379883 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12870 452 34.3940544128418 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12111 453 34.390113830566406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17823 454 34.37560272216797 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4981 455 34.336448669433594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20232 456 34.31757736206055 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11003 457 34.28385543823242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18675 458 34.2762565612793 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6897 459 34.258758544921875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17977 460 34.252471923828125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18178 461 34.24494552612305 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22895 462 34.2322883605957 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15273 463 34.21778106689453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2549 464 34.20222473144531 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17619 465 34.18819808959961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10365 466 34.17855453491211 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11654 467 34.1676025390625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18564 468 34.11790084838867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8223 469 34.06515121459961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22873 470 34.05511474609375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13643 471 34.03091812133789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19125 472 34.02015686035156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14894 473 34.01660919189453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12957 474 34.00574493408203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2754 475 33.99768829345703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19157 476 33.911529541015625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10458 477 33.90388870239258 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17905 478 33.90336608886719 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22782 479 33.90143585205078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17154 480 33.824180603027344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18390 481 33.75487518310547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18066 482 33.7236442565918 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16730 483 33.690513610839844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5107 484 33.68529510498047 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20977 485 33.67616271972656 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23362 486 33.633331298828125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4915 487 33.631160736083984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4919 488 33.631160736083984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1128 489 33.61211395263672 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15296 490 33.60260772705078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11615 491 33.581756591796875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5233 492 33.54728698730469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12735 493 33.51490783691406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18807 494 33.507896423339844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13804 495 33.48222732543945 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 319 496 33.47222900390625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4084 497 33.46727752685547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17681 498 33.46435546875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9698 499 33.44282913208008 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15846 500 33.431575775146484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18336 501 33.42512893676758 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8146 502 33.392478942871094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14437 503 33.357940673828125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23655 504 33.357582092285156 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 4862 509 33.25022506713867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6413 510 33.239166259765625 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 16058 512 33.17564392089844 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 12519 519 33.01182556152344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5965 520 32.96662139892578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15852 521 32.95589065551758 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 5405 523 32.92570495605469 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9366 524 32.919437408447266 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13656 525 32.913291931152344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18466 526 32.906951904296875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18670 527 32.904083251953125 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 18770 530 32.79537582397461 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 18111 545 32.553123474121094 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 21256 547 32.531883239746094 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 6825 549 32.4809684753418 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 16060 552 32.377685546875 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 387 559 32.265804290771484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17623 560 32.261898040771484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15745 561 32.22904968261719 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 17110 566 32.08989334106445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18650 567 32.08346939086914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20368 568 32.07013702392578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6580 569 32.063079833984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6581 570 32.063079833984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11791 571 32.058319091796875 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 21737 573 31.98407745361328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2650 574 31.93375015258789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22107 575 31.923545837402344 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 10989 579 31.8936824798584 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 1006 581 31.85234832763672 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 1032 585 31.779033660888672 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20936 586 31.777055740356445 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 20537 588 31.74337387084961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 149 589 31.71710968017578 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 15901 593 31.6376895904541 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19126 594 31.597187042236328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2471 595 31.58955192565918 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10029 596 31.57073974609375 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 14919 598 31.537006378173828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4868 599 31.531089782714844 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8613 600 31.527029037475586 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 15700 603 31.48461151123047 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 19836 604 31.481796264648438 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6627 605 31.43038558959961 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 1995 607 31.400611877441406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1996 608 31.400611877441406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8576 609 31.400611877441406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8578 610 31.400611877441406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16912 611 31.34743309020996 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16724 612 31.337787628173828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23260 613 31.337360382080078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15419 614 31.319713592529297 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1716 615 31.29778480529785 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5056 616 31.290342330932617 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12290 617 31.281417846679688 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13664 618 31.274803161621094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5322 619 31.272628784179688 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21376 620 31.25998306274414 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7178 621 31.25777244567871 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14903 622 31.216182708740234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11373 623 31.215272903442383 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11475 624 31.209428787231445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1096 625 31.20586395263672 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1129 626 31.180870056152344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13466 627 31.1593074798584 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 299 628 31.136516571044922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13231 629 31.134727478027344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16783 630 31.128793716430664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10372 631 31.11484146118164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13345 632 31.106870651245117 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21599 633 31.098604202270508 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22656 634 31.070178985595703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17996 635 31.06334114074707 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6486 636 31.04024314880371 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7665 637 31.031339645385742 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8403 638 31.020885467529297 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20117 639 31.01512908935547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13757 640 31.004165649414062 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5317 641 31.001007080078125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7177 642 30.996490478515625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 449 643 30.99481773376465 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6726 644 30.978031158447266 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5871 645 30.969465255737305 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14029 646 30.966428756713867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14706 647 30.94792366027832 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2019 648 30.924665451049805 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12244 649 30.92324447631836 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7498 650 30.91263198852539 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16595 651 30.9102840423584 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13152 652 30.91026496887207 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18695 653 30.862817764282227 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21274 654 30.850440979003906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17602 655 30.822208404541016 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9952 656 30.813392639160156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14208 657 30.801959991455078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23743 658 30.793649673461914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13862 659 30.787731170654297 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11839 660 30.756803512573242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16728 661 30.75516128540039 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16960 662 30.74317741394043 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4869 663 30.718955993652344 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18604 664 30.717449188232422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22759 665 30.716413497924805 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10101 666 30.686824798583984 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11010 667 30.655841827392578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13014 668 30.650888442993164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5176 669 30.64739227294922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15682 670 30.625747680664062 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15720 671 30.625625610351562 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11376 672 30.619625091552734 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1993 673 30.594337463378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1994 674 30.594337463378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8575 675 30.594337463378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8577 676 30.594337463378906 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11919 677 30.581787109375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7609 678 30.577072143554688 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8251 679 30.569412231445312 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8252 680 30.569412231445312 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 16269 681 30.5661563873291 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18631 682 30.52741241455078 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12630 683 30.504535675048828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9347 684 30.49588966369629 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21833 685 30.477901458740234 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18624 686 30.467798233032227 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9249 687 30.441429138183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9250 688 30.441429138183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9251 689 30.441429138183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9252 690 30.441429138183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7830 691 30.413166046142578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8834 692 30.402294158935547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14472 693 30.362415313720703 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1978 694 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1980 695 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2003 696 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2004 697 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2005 698 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2006 699 30.34567642211914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6699 700 30.32533073425293 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13930 701 30.30657196044922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22616 702 30.294931411743164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5135 703 30.28017807006836 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5164 704 30.271684646606445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22685 705 30.267799377441406 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3223 706 30.257221221923828 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17407 707 30.244661331176758 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18089 708 30.23554039001465 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18169 709 30.2122802734375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2606 710 30.20969009399414 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20543 711 30.207263946533203 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11569 712 30.199378967285156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9580 713 30.198535919189453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7656 714 30.193485260009766 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4806 715 30.16595458984375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8130 716 30.155803680419922 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17939 717 30.149242401123047 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 1841 830 28.266422271728516 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 6584 842 28.153724670410156 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 14014 865 27.908588409423828 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 7123 868 27.852813720703125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20284 869 27.84817123413086 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 15024 877 27.77963638305664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3484 878 27.776546478271484 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15376 879 27.73877716064453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 20765 880 27.738304138183594 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 907 881 27.72450828552246 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 592 882 27.723003387451172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10745 883 27.6980037689209 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11697 884 27.669740676879883 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12821 885 27.667882919311523 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11486 886 27.66616439819336 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 8915 887 27.660308837890625 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21957 888 27.638425827026367 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14523 889 27.6322021484375 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 7705 890 27.618778228759766 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13518 891 27.610023498535156 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10370 892 27.602930068969727 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15508 893 27.593185424804688 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11370 894 27.58987045288086 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12763 895 27.58643341064453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2322 896 27.572141647338867 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10997 897 27.570720672607422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21019 898 27.56918716430664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22552 899 27.563491821289062 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4931 900 27.557880401611328 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12725 901 27.5499267578125 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14048 902 27.549640655517578 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21611 903 27.549236297607422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 845 904 27.548267364501953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 9704 905 27.54024887084961 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15797 906 27.5389404296875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14815 907 27.534526824951172 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 17697 908 27.532642364501953 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1147 909 27.497940063476562 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 14374 910 27.479738235473633 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 10558 911 27.465368270874023 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 3806 912 27.45433235168457 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21756 913 27.446977615356445 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 22597 914 27.44627571105957 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 11414 915 27.445770263671875 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 6793 916 27.42861557006836 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 21757 917 27.411184310913086 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4004 918 27.401779174804688 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5843 919 27.38962173461914 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5844 920 27.365428924560547 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 1643 921 27.355613708496094 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2836 922 27.334726333618164 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 15786 923 27.33188247680664 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18534 924 27.316679000854492 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 4131 925 27.29021453857422 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 12432 926 27.29004669189453 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 5708 927 27.285612106323242 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 2388 928 27.28433609008789 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 13385 929 27.282516479492188 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 7745 982 26.70124626159668 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 16603 986 26.63947868347168 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 2084 991 26.59933853149414 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 23684 992 26.57912254333496 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 985 993 26.57894515991211 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 14415 995 26.555662155151367 bm25_gpt4
TheoremQA_wenhuchen/cauchy_integral1.json Q0 18308 996 26.55367660522461 bm25_gpt4
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TheoremQA_wenhuchen/cauchy_integral1.json Q0 22882 998 26.538362503051758 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 17967 42 72.91495513916016 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 15065 45 72.33893585205078 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 21543 65 68.18020629882812 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 18021 68 67.02674102783203 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 18038 92 62.48173141479492 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 5393 99 61.91444778442383 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 17965 112 61.119022369384766 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 17764 113 61.03727722167969 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 22656 121 60.152198791503906 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 21930 123 60.07439041137695 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 17962 125 59.83864212036133 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 22292 126 59.623619079589844 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 18649 127 59.50495147705078 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 21568 128 59.4366455078125 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 13040 129 59.370662689208984 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 20539 130 59.181732177734375 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 21756 131 59.137725830078125 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 19139 132 59.02580261230469 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 21018 133 58.88227844238281 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 15333 134 58.62112808227539 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 11415 135 58.61244201660156 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 13517 136 58.53171920776367 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 10990 137 58.220916748046875 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 9188 138 58.214622497558594 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 17224 139 58.14213180541992 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 14816 140 57.76779556274414 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_2.json Q0 14006 983 32.23070526123047 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 14014 984 32.23070526123047 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 15791 985 32.224525451660156 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 20771 986 32.190040588378906 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 12858 987 32.188568115234375 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 6905 988 32.182838439941406 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 19137 989 32.182579040527344 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 18682 990 32.167945861816406 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 3626 991 32.16072463989258 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 18900 992 32.152366638183594 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 17919 993 32.13669204711914 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 22231 994 32.13164520263672 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 14925 995 32.12128829956055 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 22659 996 32.110294342041016 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 18880 997 32.108726501464844 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 14403 998 32.096073150634766 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 11187 999 32.08959197998047 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_2.json Q0 20548 1000 32.084815979003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11654 1 197.5921173095703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10831 2 182.5490264892578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17614 3 137.3525390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9389 4 134.29898071289062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14700 5 124.17617797851562 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16325 6 122.18367004394531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22656 7 121.61943817138672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9373 8 110.21064758300781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17533 9 106.25273132324219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8486 10 101.88966369628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9379 11 101.81549072265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17370 12 100.92334747314453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16003 13 98.739990234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17110 14 96.49693298339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 816 15 94.646484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4841 16 86.77714538574219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21668 17 84.74878692626953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21669 18 82.88369750976562 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 820 19 82.47774505615234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21567 20 82.07533264160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15065 21 81.7712173461914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21731 22 80.69488525390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20783 23 80.0835952758789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17632 24 79.81273651123047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20880 25 78.81808471679688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2301 26 78.43179321289062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19899 27 78.16441345214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11602 28 77.68363952636719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17444 29 77.42314147949219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1137 30 77.14447021484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9377 31 76.21212768554688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22580 32 75.45576477050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10304 33 75.22152709960938 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14433 34 74.66675567626953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13040 35 74.47648620605469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13509 36 73.93716430664062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17443 37 73.63702392578125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22548 38 73.23686218261719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21406 39 72.90747833251953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14976 40 72.88380432128906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23399 41 72.6754150390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 818 42 72.32470703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22892 43 71.9987564086914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17780 44 71.20462799072266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15548 45 71.07535552978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 89 46 70.91149139404297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15865 47 70.89915466308594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18632 48 70.80867004394531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22543 49 70.57537841796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16256 50 70.33277130126953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14977 51 70.28938293457031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10456 52 70.08828735351562 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18091 53 69.75653076171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17005 54 69.66517639160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23683 55 69.28726196289062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16322 56 68.99366760253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19904 57 68.97058868408203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11233 58 68.76368713378906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16265 59 68.7362060546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20881 60 68.18914031982422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17742 61 68.17277526855469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17762 62 67.96894836425781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23532 63 67.96748352050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18879 64 67.80876922607422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17239 65 67.66278839111328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16257 66 67.31285095214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21021 67 66.46540069580078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10459 68 66.40027618408203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22539 69 66.38594818115234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1198 70 66.32942962646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14435 71 66.093505859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6414 72 66.00480651855469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15750 73 65.96845245361328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9898 74 65.96666717529297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9617 75 65.92802429199219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17234 76 65.75993347167969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22824 77 65.57085418701172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14452 78 65.52251434326172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23394 79 65.30290222167969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13213 80 64.96935272216797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20777 81 64.53551483154297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12946 82 64.44692993164062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17982 83 64.37240600585938 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22536 84 63.85176086425781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22531 85 63.63724136352539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21331 86 63.537899017333984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21378 87 63.279293060302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18038 88 62.81495666503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17980 89 62.17183303833008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21714 90 61.88751220703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14519 91 61.771873474121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16595 92 61.6890754699707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18811 93 61.67096710205078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23799 94 61.5156364440918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20453 95 61.449241638183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22527 96 61.298072814941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13510 97 61.28106689453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5639 98 61.272891998291016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11414 99 61.27288818359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4736 100 60.63663864135742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23618 101 60.53791809082031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2807 102 60.37540054321289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19860 103 60.28865051269531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16811 104 60.23388671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17782 105 60.179256439208984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17538 106 59.770503997802734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23536 107 59.219669342041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17968 108 58.59601974487305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23086 109 58.063148498535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21019 110 57.7761116027832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21712 111 57.73236083984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14434 112 57.731849670410156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21018 113 57.641624450683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12747 114 57.322723388671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22528 115 57.322723388671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22532 116 57.322723388671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 180 117 57.28947830200195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18516 118 57.20451354980469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2834 119 56.96509552001953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17768 120 56.91755676269531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15200 121 56.61332702636719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17253 122 56.43848419189453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18022 123 56.14326477050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12752 124 55.99150848388672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22178 125 55.78495788574219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22832 126 55.78193283081055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1204 127 55.6872673034668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17990 128 55.64862060546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17756 129 55.407630920410156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14893 130 55.21813201904297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1202 131 55.17443084716797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14832 132 55.048648834228516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4933 133 54.6893424987793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16004 134 54.63737487792969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6036 135 54.580421447753906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14374 136 54.5290641784668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21535 137 54.506492614746094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22177 138 54.212677001953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14457 139 54.167362213134766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12139 140 54.138790130615234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23260 141 54.10810852050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14462 142 54.039634704589844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22607 143 53.83143997192383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21289 144 53.449920654296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12774 145 53.26629638671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13706 146 53.21516418457031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17769 147 53.00143051147461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20986 148 52.97692108154297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9380 149 52.68104934692383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 223 150 52.599185943603516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 221 151 52.59473419189453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11514 152 52.497169494628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13671 153 52.4608268737793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5671 154 52.4351921081543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17542 155 52.324825286865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22608 156 52.19517517089844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1191 157 52.18731689453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1180 158 52.13560104370117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14203 159 52.01030349731445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17967 160 51.92088317871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20638 161 51.85726547241211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13215 162 51.810577392578125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2692 163 51.7481575012207 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2788 164 51.72573471069336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17751 165 51.699520111083984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11511 166 51.68744659423828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4871 167 51.58406448364258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15376 168 51.559329986572266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15861 169 51.52634811401367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10457 170 51.443763732910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17796 171 51.32912063598633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17971 172 51.32257080078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11372 173 51.098907470703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17970 174 51.059783935546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14467 175 50.89788818359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5638 176 50.88337707519531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 208 177 50.80448913574219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20565 178 50.741905212402344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 220 179 50.352134704589844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17058 180 50.297279357910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23805 181 50.20176696777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 813 182 50.052093505859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17776 183 49.986690521240234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14662 184 49.9862060546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18674 185 49.900875091552734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12609 186 49.85974884033203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4842 187 49.83747863769531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14078 188 49.78817367553711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11513 189 49.48876953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14454 190 49.47361755371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1205 191 49.473323822021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13985 192 49.45295333862305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21525 193 49.333152770996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21716 194 49.152549743652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9680 195 49.079524993896484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7450 196 49.076560974121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17470 197 49.07539749145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22869 198 48.96455001831055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12224 199 48.92379379272461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20761 200 48.92251205444336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17517 201 48.88801956176758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21756 202 48.80556869506836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8548 203 48.76778793334961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17986 204 48.72935485839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15620 205 48.643409729003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3806 206 48.538082122802734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21787 207 48.50965881347656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11360 208 48.38446044921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17451 209 48.28353500366211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21409 210 48.229068756103516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10458 211 48.17887878417969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18822 212 48.01650619506836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10691 213 47.993186950683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12770 214 47.852806091308594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21014 215 47.7611083984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18812 216 47.710960388183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19981 217 47.569644927978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15024 218 47.54393005371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21579 219 47.54088592529297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14081 220 47.489959716796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14720 221 47.48102951049805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2684 222 47.40878677368164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9390 223 47.250885009765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14455 224 47.22092819213867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 473 225 47.20811462402344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 434 226 47.17597579956055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4679 227 47.11893844604492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18649 228 47.09012222290039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19695 229 47.080604553222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15815 230 46.994049072265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11003 231 46.831878662109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11478 232 46.67259216308594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1138 233 46.66890335083008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19657 234 46.629791259765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 195 235 46.6016845703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23436 236 46.379852294921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9383 237 46.34150695800781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14898 238 46.22357177734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22651 239 46.107643127441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20539 240 46.03183364868164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22600 241 46.020023345947266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16244 242 45.9481315612793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6413 243 45.8980827331543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6897 244 45.88922882080078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19742 245 45.754093170166016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15687 246 45.67034912109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12150 247 45.55332565307617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4968 248 45.44084548950195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14333 249 45.416961669921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12772 250 45.35676193237305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3772 251 45.28607940673828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 915 252 45.277225494384766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17778 253 45.1907958984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21738 254 45.15700149536133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13589 255 45.10896301269531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13197 256 45.05634307861328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21372 257 45.04732894897461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10377 258 44.838035583496094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11406 259 44.75576400756836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18727 260 44.72159194946289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17818 261 44.65803527832031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17421 262 44.573394775390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6944 263 44.523643493652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10792 264 44.436065673828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7498 265 44.29673767089844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5964 266 44.263267517089844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6255 267 44.17940139770508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17954 268 43.98566436767578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17906 269 43.971160888671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 386 270 43.881771087646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18640 271 43.873600006103516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13925 272 43.86985778808594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14082 273 43.83053970336914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5011 274 43.80956268310547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4098 275 43.77689743041992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15805 276 43.57258987426758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14043 277 43.515384674072266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5312 278 43.51039123535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18021 279 43.49062728881836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22898 280 43.40095520019531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1181 281 43.38612365722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6037 282 43.37342071533203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21176 283 43.3076286315918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 321 284 43.25350570678711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17507 285 43.23912048339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16060 286 43.16950225830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6948 287 43.09648513793945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9129 288 43.060176849365234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15760 289 42.96977996826172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20537 290 42.89937973022461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14840 291 42.78543472290039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21488 292 42.77884292602539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18992 293 42.759010314941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8274 294 42.70298767089844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19951 295 42.69965744018555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18684 296 42.64707565307617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4547 297 42.61448669433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18644 298 42.596214294433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3846 299 42.59220504760742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22831 300 42.576560974121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16672 301 42.50061798095703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14449 302 42.47814178466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15877 303 42.457035064697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18716 304 42.43410110473633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17962 305 42.43099594116211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14536 306 42.374656677246094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11589 307 42.36469268798828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16069 308 42.342464447021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13267 309 42.28638458251953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15811 310 42.28128433227539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18624 311 42.250885009765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17783 312 42.23543167114258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15801 313 42.23164749145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13435 314 42.133033752441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20865 315 42.06288528442383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2650 316 41.98286056518555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17633 317 41.94103240966797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17920 318 41.90314483642578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17791 319 41.884029388427734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4829 320 41.854095458984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12111 321 41.821529388427734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22781 322 41.726417541503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9385 323 41.71037673950195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11407 324 41.676692962646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10990 325 41.662261962890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 814 326 41.48511505126953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19945 327 41.42692184448242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15338 328 41.37620544433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17007 329 41.36054611206055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1182 330 41.267974853515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23452 331 41.258331298828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22254 332 41.256534576416016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14438 333 41.22002029418945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11386 334 41.21597671508789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16821 335 41.172935485839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23422 336 41.14332580566406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16250 337 41.1322135925293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19948 338 41.11914825439453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9382 339 41.10285949707031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21599 340 41.09958267211914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15345 341 40.95861053466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19950 342 40.91211700439453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2961 343 40.84872055053711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18511 344 40.84367752075195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21706 345 40.83003234863281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22655 346 40.807586669921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23779 347 40.80293273925781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23411 348 40.786903381347656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11178 349 40.7770881652832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14750 350 40.69464111328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9376 351 40.66558074951172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12227 352 40.651512145996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18650 353 40.63819885253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10018 354 40.60272979736328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 997 355 40.53095245361328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1199 356 40.49720001220703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3281 357 40.476951599121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11764 358 40.44054412841797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20360 359 40.43488311767578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15405 360 40.4223518371582 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 815 361 40.402565002441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14451 362 40.377864837646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18646 363 40.358192443847656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19765 364 40.30311584472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11616 365 40.20285415649414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17991 366 40.17535400390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9188 367 40.1514778137207 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21487 368 40.150299072265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11370 369 40.13444137573242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8547 370 40.12457275390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13560 371 40.083988189697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15429 372 40.05881118774414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4004 373 40.035160064697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 402 374 39.84723663330078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23227 375 39.78016662597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12170 376 39.76535415649414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21600 377 39.735443115234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20487 378 39.732391357421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10532 379 39.7191162109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21568 380 39.706024169921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13299 381 39.693359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 912 382 39.67307662963867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18699 383 39.64815139770508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21001 384 39.64511489868164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20517 385 39.55686950683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9567 386 39.55413055419922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16888 387 39.54893493652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23264 388 39.50742721557617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18534 389 39.48699951171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21560 390 39.474395751953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1195 391 39.47118377685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20352 392 39.28357696533203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23359 393 39.266151428222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4858 394 39.232975006103516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15839 395 39.231361389160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10438 396 39.136722564697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13042 397 39.11201477050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 336 398 39.09267807006836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21550 399 38.98383331298828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12153 400 38.96034622192383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11646 401 38.93412780761719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12415 402 38.90243911743164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17457 403 38.842628479003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18411 404 38.79203796386719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10591 405 38.71713638305664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21747 406 38.671260833740234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17904 407 38.64350128173828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10854 408 38.63449478149414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19586 409 38.591278076171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6016 410 38.583003997802734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2952 411 38.573089599609375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18776 412 38.52531433105469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20926 413 38.51588439941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14453 414 38.49502944946289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18364 415 38.39892578125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22803 416 38.39274215698242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13384 417 38.38003921508789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17067 418 38.345489501953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11649 419 38.330604553222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15102 420 38.323638916015625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17539 421 38.321075439453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21611 422 38.31024932861328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11058 423 38.291690826416016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6904 424 38.2869758605957 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21384 425 38.235565185546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14441 426 38.20433807373047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19318 427 38.19144058227539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17536 428 38.151676177978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18225 429 38.099388122558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11368 430 38.06371307373047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21700 431 38.063289642333984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9407 432 38.01152801513672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19126 433 37.95751190185547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4790 434 37.947105407714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14298 435 37.91980743408203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15799 436 37.8990478515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5405 437 37.88214874267578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20115 438 37.84783172607422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21515 439 37.842628479003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19141 440 37.841819763183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22712 441 37.82984924316406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8084 442 37.82134246826172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10502 443 37.8083381652832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19317 444 37.72896194458008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21576 445 37.698326110839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19836 446 37.67069625854492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11578 447 37.661163330078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19952 448 37.655723571777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10784 449 37.47028732299805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18533 450 37.455631256103516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14440 451 37.43430709838867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16646 452 37.41242980957031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18913 453 37.362403869628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17059 454 37.34984588623047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6229 455 37.347023010253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21484 456 37.288177490234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21930 457 37.286949157714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10485 458 37.25519943237305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 638 459 37.245391845703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20524 460 37.23683547973633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 642 461 37.167423248291016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15866 462 37.13434600830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17763 463 37.114192962646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20140 464 37.098873138427734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21522 465 37.098445892333984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13336 466 37.08348083496094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12763 467 37.06529998779297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21203 468 37.0627326965332 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4095 469 37.054073333740234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23572 470 37.052005767822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22657 471 37.030094146728516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11004 472 36.966270446777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11415 473 36.89310836791992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23517 474 36.85969543457031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2790 475 36.8523063659668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20891 476 36.826934814453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17006 477 36.81868362426758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6219 478 36.79322814941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12149 479 36.7437629699707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13391 480 36.72572708129883 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19437 481 36.71185302734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15099 482 36.702125549316406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22240 483 36.668495178222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21709 484 36.662353515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18629 485 36.65657424926758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15066 486 36.63929748535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18508 487 36.62195587158203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 916 488 36.614715576171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18683 489 36.61255645751953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9565 490 36.60422134399414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16389 491 36.56456756591797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23333 492 36.555015563964844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18643 493 36.5416259765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 819 494 36.538368225097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17771 495 36.521968841552734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17427 496 36.4660758972168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2420 497 36.44131851196289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11401 498 36.411865234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12347 499 36.36240005493164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7438 500 36.3306884765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19982 501 36.32304000854492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23098 502 36.271324157714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20936 503 36.1920280456543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14471 504 36.180885314941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22235 505 36.170536041259766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11479 506 36.1617317199707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8132 507 36.145851135253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18308 508 36.11836242675781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11899 509 36.0554313659668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19582 510 36.04161071777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17552 511 36.0275993347168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17452 512 36.0246696472168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17949 513 36.017189025878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15068 514 36.013275146484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16603 515 36.013221740722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14418 516 36.006141662597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18065 517 36.00542449951172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1206 518 35.99897766113281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22564 519 35.97443389892578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17094 520 35.967166900634766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14609 521 35.91201400756836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19588 522 35.90862274169922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15261 523 35.903160095214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4297 524 35.89664077758789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22654 525 35.895751953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15768 526 35.881839752197266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15393 527 35.87176513671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4976 528 35.85868835449219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23435 529 35.85070037841797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11512 530 35.84963607788086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17224 531 35.80756759643555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5183 532 35.79475402832031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22616 533 35.734580993652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18645 534 35.69834899902344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22556 535 35.66748046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15288 536 35.65407180786133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17896 537 35.60560607910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20828 538 35.57408905029297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17988 539 35.569915771484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20622 540 35.550865173339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17692 541 35.515533447265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12014 542 35.48302459716797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15804 543 35.445716857910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10732 544 35.44465255737305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20359 545 35.42805480957031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17761 546 35.422115325927734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19400 547 35.398216247558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14459 548 35.332035064697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17752 549 35.3073616027832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15166 550 35.289337158203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21757 551 35.25341033935547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20020 552 35.25279998779297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21502 553 35.225807189941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15182 554 35.22334289550781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7996 555 35.191856384277344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 148 556 35.15975570678711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21577 557 35.12445831298828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15464 558 35.100730895996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13862 559 35.09213638305664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23271 560 35.061439514160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5866 561 35.05775451660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19990 562 35.05057144165039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3074 563 35.050331115722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5607 564 35.047386169433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8003 565 35.019500732421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20520 566 35.0015754699707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18641 567 35.001564025878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2835 568 34.96975326538086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17514 569 34.94389724731445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15962 570 34.94374084472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17251 571 34.93703842163086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1981 572 34.92197036743164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7665 573 34.92125701904297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23533 574 34.913490295410156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16673 575 34.88484191894531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8254 576 34.87928771972656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4572 577 34.85908889770508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5393 578 34.846988677978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21605 579 34.842803955078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19949 580 34.820369720458984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3565 581 34.7886848449707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20900 582 34.77875518798828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18642 583 34.76214599609375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22397 584 34.75321960449219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2977 585 34.732879638671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4826 586 34.70848846435547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5464 587 34.70848846435547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10372 588 34.69916534423828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20816 589 34.68910217285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1641 590 34.687015533447266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 821 591 34.68688201904297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15847 592 34.67822265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5916 593 34.6715202331543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15677 594 34.66475296020508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1193 595 34.6021728515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1203 596 34.601806640625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 466 597 34.590824127197266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19236 598 34.535240173339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20858 599 34.532718658447266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14127 600 34.5214958190918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17442 601 34.51630783081055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8186 602 34.5114860534668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9886 603 34.5114860534668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11234 604 34.47888946533203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12608 605 34.47759246826172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11371 606 34.47357940673828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21511 607 34.47193908691406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5625 608 34.46813201904297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11226 609 34.39128112792969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19325 610 34.35935592651367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10996 611 34.34596252441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17798 612 34.33940887451172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17749 613 34.33934020996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15787 614 34.33552169799805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12152 615 34.323265075683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 59 616 34.317665100097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21490 617 34.292205810546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13031 618 34.26024627685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21749 619 34.245628356933594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22107 620 34.231536865234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16064 621 34.22621154785156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4821 622 34.22318649291992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12648 623 34.20975112915039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22251 624 34.202693939208984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22620 625 34.19519805908203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19970 626 34.194068908691406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23737 627 34.16836166381836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13659 628 34.154212951660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17167 629 34.141090393066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15993 630 34.114784240722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5707 631 34.108123779296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10423 632 34.10696029663086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13389 633 34.102237701416016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15204 634 34.0993537902832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8914 635 34.0931396484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14072 636 34.088558197021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17232 637 34.07295227050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13212 638 34.06418991088867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3481 639 34.039730072021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11325 640 34.038108825683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15202 641 34.0372314453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21686 642 34.010536193847656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17468 643 33.99079895019531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13054 644 33.9692497253418 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8545 645 33.94976043701172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17549 646 33.94220733642578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21549 647 33.941978454589844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10782 648 33.92520523071289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17447 649 33.90920639038086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17883 650 33.90619659423828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12098 651 33.88716506958008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1309 652 33.85011291503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13517 653 33.84892272949219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1585 654 33.841285705566406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14822 655 33.81447219848633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22287 656 33.81023406982422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23782 657 33.80231475830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16993 658 33.78976058959961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17501 659 33.77314758300781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19104 660 33.773040771484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17955 661 33.765167236328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14445 662 33.73044204711914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16210 663 33.70265579223633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19596 664 33.68724060058594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15100 665 33.67750930786133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15952 666 33.67523193359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18630 667 33.670387268066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13668 668 33.670223236083984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 296 669 33.582115173339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5003 670 33.554378509521484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13037 671 33.54698944091797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2864 672 33.52509307861328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17502 673 33.52476501464844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10366 674 33.52302932739258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17792 675 33.49845886230469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4712 676 33.43582534790039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8653 677 33.42881393432617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20144 678 33.424747467041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8885 679 33.416717529296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15508 680 33.41447448730469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19585 681 33.40299606323242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22179 682 33.36919403076172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17743 683 33.34864044189453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14444 684 33.31494140625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17515 685 33.29710006713867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11430 686 33.28398132324219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20652 687 33.28398132324219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19094 688 33.2635612487793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4343 689 33.26129150390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14375 690 33.25712585449219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8237 691 33.230918884277344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23309 692 33.220947265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14006 693 33.21091842651367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14014 694 33.21091842651367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17989 695 33.18968200683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14514 696 33.17584991455078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8002 697 33.16712188720703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22017 698 33.138832092285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14208 699 33.13877868652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17884 700 33.13814926147461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19584 701 33.12506866455078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13401 702 33.124298095703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20548 703 33.11623001098633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15307 704 33.11063003540039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3832 705 33.10834503173828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2621 706 33.094627380371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 7855 707 33.07926559448242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19985 708 33.075897216796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5840 709 33.07429122924805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2071 710 33.072669982910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1542 711 33.040557861328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17965 712 33.03617477416992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11586 713 33.023658752441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1149 714 33.022064208984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22659 715 33.011962890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 796 716 33.01065444946289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16007 717 32.993309020996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21562 718 32.97997283935547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15394 719 32.92967224121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19 720 32.924530029296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10412 721 32.902435302734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22544 722 32.87283706665039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20916 723 32.76966094970703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14650 724 32.76446533203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15816 725 32.738136291503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17615 726 32.73135757446289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4101 727 32.73031234741211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14957 728 32.72954177856445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15201 729 32.70597839355469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20536 730 32.685184478759766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2271 731 32.668853759765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14450 732 32.664146423339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12921 733 32.58995819091797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17993 734 32.55560302734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17183 735 32.55353927612305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18878 736 32.48369598388672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1576 737 32.469451904296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20907 738 32.46431350708008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19402 739 32.45138931274414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17794 740 32.437530517578125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21543 741 32.42018127441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20864 742 32.41679763793945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14678 743 32.410072326660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21510 744 32.40765380859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12862 745 32.384613037109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14815 746 32.36668395996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18596 747 32.35747528076172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20137 748 32.31011962890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13836 749 32.28580856323242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8092 750 32.28474426269531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1336 751 32.2737922668457 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17441 752 32.25471496582031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3280 753 32.24656677246094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5904 754 32.223548889160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12244 755 32.21517562866211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15126 756 32.213706970214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17823 757 32.208126068115234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23510 758 32.18009948730469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19995 759 32.1651611328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19440 760 32.16019058227539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19304 761 32.14729309082031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13581 762 32.144683837890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6959 763 32.14231491088867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12949 764 32.122886657714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9374 765 32.050113677978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17966 766 31.966022491455078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 633 767 31.93386459350586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15097 768 31.92886734008789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19524 769 31.89982032775879 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14693 770 31.89778709411621 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23413 771 31.83879280090332 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1150 772 31.826370239257812 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18336 773 31.812400817871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10783 774 31.80078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19861 775 31.798301696777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15000 776 31.789627075195312 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15313 777 31.761600494384766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21557 778 31.759418487548828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16889 779 31.759292602539062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13321 780 31.757694244384766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15785 781 31.75735092163086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19388 782 31.750396728515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11696 783 31.73438262939453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14751 784 31.726930618286133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13195 785 31.712858200073242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10690 786 31.69679832458496 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10384 787 31.68396759033203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4373 788 31.642860412597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2288 789 31.637451171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18017 790 31.63372039794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21542 791 31.567432403564453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14205 792 31.556743621826172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8887 793 31.54303550720215 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21593 794 31.505231857299805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5473 795 31.446044921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17322 796 31.41543197631836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23493 797 31.4110107421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19108 798 31.40806770324707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4024 799 31.406423568725586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20232 800 31.388219833374023 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3485 801 31.353012084960938 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20492 802 31.340476989746094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16691 803 31.32898712158203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20730 804 31.328203201293945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21636 805 31.317575454711914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11100 806 31.316932678222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19323 807 31.292743682861328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19983 808 31.24575424194336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22571 809 31.229185104370117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22896 810 31.224231719970703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19591 811 31.203996658325195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8886 812 31.178627014160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 844 813 31.168943405151367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18777 814 31.135498046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10258 815 31.133848190307617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17995 816 31.127050399780273 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15683 817 31.117563247680664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14575 818 31.11739730834961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19599 819 31.105674743652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 283 820 31.102985382080078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13691 821 31.10071563720703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23402 822 31.067962646484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22809 823 31.067594528198242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11010 824 31.033580780029297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17456 825 31.028301239013672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15428 826 31.025970458984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17903 827 31.02533531188965 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21571 828 31.025115966796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5188 829 31.020374298095703 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law1.json Q0 21710 831 30.944244384765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20861 832 30.94055938720703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2479 833 30.938201904296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4020 834 30.93151092529297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8130 835 30.928491592407227 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14352 836 30.91779327392578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12085 837 30.913528442382812 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5233 838 30.890506744384766 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law1.json Q0 15632 840 30.868244171142578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23710 841 30.857316970825195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2944 842 30.832439422607422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5018 843 30.80633544921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21381 844 30.782142639160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16666 845 30.76743507385254 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12812 846 30.757568359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13345 847 30.75225830078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21891 848 30.749332427978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11012 849 30.729290008544922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13692 850 30.71938705444336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5745 851 30.718765258789062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22804 852 30.717599868774414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8608 853 30.690650939941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15308 854 30.669849395751953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10549 855 30.66722869873047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20967 856 30.649700164794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17770 857 30.646902084350586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11653 858 30.641347885131836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 140 859 30.591135025024414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3661 860 30.556785583496094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12084 861 30.532194137573242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17631 862 30.525833129882812 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17271 863 30.52557373046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15622 864 30.49309539794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18614 865 30.479450225830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12618 866 30.475074768066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15935 867 30.463809967041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11190 868 30.460742950439453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21410 869 30.440494537353516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17450 870 30.397064208984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10999 871 30.385982513427734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3659 872 30.370512008666992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12868 873 30.36724281311035 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 799 874 30.36515235900879 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19525 875 30.352210998535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2049 876 30.351821899414062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 985 877 30.343584060668945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1996 878 30.342283248901367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8578 879 30.342283248901367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 631 880 30.33464813232422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13791 881 30.326906204223633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13709 882 30.317060470581055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2787 883 30.314083099365234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9678 884 30.30538558959961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23332 885 30.27365493774414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22812 886 30.265464782714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15316 887 30.23166275024414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17612 888 30.219579696655273 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3757 889 30.215299606323242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8094 890 30.194461822509766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22257 891 30.184043884277344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20566 892 30.175588607788086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22183 893 30.171554565429688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15103 894 30.169143676757812 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14359 895 30.16039276123047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13367 896 30.145442962646484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19955 897 30.142873764038086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 868 898 30.142423629760742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17305 899 30.14118194580078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13329 900 30.137496948242188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18903 901 30.123659133911133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17748 902 30.115978240966797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22374 903 30.102005004882812 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13330 904 30.090055465698242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 1102 905 30.080501556396484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21533 906 30.0767822265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17929 907 30.07608985900879 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19523 908 30.07557487487793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22895 909 30.072769165039062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23323 910 30.049501419067383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17924 911 30.044193267822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15570 912 30.02927017211914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10581 913 30.027509689331055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18653 914 30.025880813598633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19953 915 30.012950897216797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8710 916 29.980045318603516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15356 917 29.935747146606445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21391 918 29.931135177612305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10308 919 29.923919677734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17602 920 29.9168701171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14209 921 29.90361976623535 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16375 922 29.900379180908203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21750 923 29.88559341430664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12156 924 29.875041961669922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21666 925 29.869348526000977 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17613 926 29.86075210571289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17744 927 29.81336212158203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6220 928 29.80047607421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16594 929 29.787982940673828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20388 930 29.783599853515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21570 931 29.778335571289062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13586 932 29.750974655151367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12344 933 29.73717498779297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16885 934 29.73308753967285 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 6738 935 29.707416534423828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20146 936 29.67527961730957 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23268 937 29.654518127441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15509 938 29.651350021362305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17972 939 29.648494720458984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10686 940 29.633861541748047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20117 941 29.63288116455078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21675 942 29.56578826904297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 3774 943 29.553531646728516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 9252 944 29.545528411865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17516 945 29.538616180419922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12920 946 29.528907775878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10369 947 29.523353576660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11171 948 29.522300720214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 669 949 29.51102638244629 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13259 950 29.503686904907227 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16895 951 29.500703811645508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11577 952 29.477468490600586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 13540 953 29.47006607055664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2006 954 29.46656608581543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2789 955 29.457189559936523 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18060 956 29.44742202758789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20779 957 29.42413330078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16685 958 29.418270111083984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 8741 959 29.416290283203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21426 960 29.389375686645508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11097 961 29.386463165283203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11145 962 29.383037567138672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12831 963 29.369205474853516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19356 964 29.362043380737305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21596 965 29.359909057617188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22628 966 29.352943420410156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12286 967 29.320796966552734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17518 968 29.30520248413086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 5588 969 29.288829803466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14133 970 29.27042579650879 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21529 971 29.260562896728516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 23588 972 29.25905990600586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 2694 973 29.256351470947266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 10371 974 29.242727279663086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17414 975 29.22585678100586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 4791 976 29.222457885742188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 21595 977 29.220483779907227 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19200 978 29.203840255737305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22658 979 29.198013305664062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17984 980 29.178016662597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 869 981 29.17620277404785 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15688 982 29.165922164916992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 16730 983 29.159475326538086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17219 984 29.156192779541016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 12234 985 29.15115737915039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19398 986 29.151042938232422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 641 987 29.14969253540039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11574 988 29.138933181762695 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14040 989 29.13376808166504 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 635 990 29.133384704589844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22660 991 29.113494873046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 20785 992 29.109853744506836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 15699 993 29.098478317260742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 11520 994 29.088367462158203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22065 995 29.076889038085938 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 18821 996 29.064802169799805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 14080 997 29.051462173461914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 22300 998 29.043014526367188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 17772 999 29.02822494506836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law1.json Q0 19441 1000 29.02220916748047 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 19695 1 222.54042053222656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 17224 2 187.26959228515625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 4968 3 120.82318878173828 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 14976 4 115.530517578125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 818 5 114.98353576660156 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 14977 6 109.5841293334961 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 814 7 103.676513671875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 7498 8 103.41295623779297 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 9389 9 98.65248107910156 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 815 10 97.22051239013672 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 9390 11 94.92877197265625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 12770 12 88.66278839111328 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 819 13 87.68354034423828 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 12290 14 85.2501220703125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 13984 15 83.49095916748047 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 4821 16 82.70936584472656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 18695 17 81.92700958251953 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 14662 18 81.58497619628906 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 17920 19 78.89601135253906 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 20816 20 78.22981262207031 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 2807 21 78.14195251464844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 23824 22 78.06672668457031 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 2049 23 76.5954360961914 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 8003 24 76.5851058959961 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 17743 25 74.43057250976562 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 8082 26 73.49134826660156 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 6101 27 71.97412872314453 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 22710 28 69.55889892578125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 13467 29 69.27691650390625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 10745 30 68.99624633789062 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 12957 31 68.80638122558594 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 12154 32 68.58946990966797 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 2301 33 67.1497802734375 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 21757 718 29.25223159790039 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 20304 719 29.251609802246094 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 21487 742 29.00391960144043 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 18432 820 28.082111358642578 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 19843 823 28.061939239501953 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 9347 825 28.047252655029297 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 16535 827 28.042156219482422 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 10380 832 27.96512222290039 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 13130 838 27.918432235717773 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 12986 839 27.906240463256836 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 9617 840 27.899011611938477 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 22598 841 27.89275360107422 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 10677 842 27.886911392211914 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 4933 843 27.88520622253418 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 18988 846 27.860240936279297 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 17986 848 27.85383415222168 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 1597 849 27.8480281829834 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 23086 850 27.840293884277344 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 19635 851 27.832521438598633 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_4.json Q0 21600 852 27.83061981201172 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 23419 854 27.782543182373047 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_4.json Q0 21934 1000 26.351306915283203 bm25_gpt4
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TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18879 2 112.40963745117188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8003 3 110.5809326171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13492 4 105.68206024169922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21568 5 104.78948211669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11004 6 100.64696502685547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17239 7 100.1773681640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17444 8 96.9346694946289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21525 9 96.7113265991211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18038 10 95.93814086914062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21289 11 94.62696075439453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19708 12 94.30111694335938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17110 13 92.81261444091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18811 14 92.06999206542969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11514 15 91.93899536132812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12150 16 91.92317962646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14662 17 91.70368957519531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12917 18 91.66710662841797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15065 19 91.38851165771484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23825 20 90.5851821899414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17993 21 90.41059875488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17769 22 90.18641662597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23826 23 90.12384033203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17756 24 89.79085540771484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14078 25 89.40451049804688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21567 26 88.60221862792969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23449 27 87.74994659423828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22235 28 86.89591979980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17614 29 86.26844787597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17949 30 86.1034927368164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12921 31 85.8861083984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21787 32 85.84073638916016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16060 33 84.1312026977539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20393 34 84.03752136230469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1576 35 83.75164031982422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18609 36 83.64596557617188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21738 37 82.87056732177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22710 38 82.73685455322266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12114 39 82.73085021972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20783 40 82.14627838134766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11003 41 82.12989807128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23721 42 81.4228744506836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21176 43 81.38128662109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21141 44 81.08590698242188 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4343 45 80.9234619140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18022 46 80.65068054199219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17224 47 80.62383270263672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17946 48 80.5035400390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19860 49 79.27078247070312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21577 50 79.07804870605469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13389 51 78.78265380859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11513 52 78.40858459472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18629 53 78.39715576171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2301 54 78.09345245361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11480 55 78.07826232910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17632 56 77.64163208007812 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17755 57 77.26444244384766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21579 58 77.05286407470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21714 59 76.60018157958984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21712 60 76.58563232421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18777 61 76.47884368896484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17743 62 75.77816009521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2807 63 75.64441680908203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11511 64 75.59540557861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12648 65 75.57559967041016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17901 66 75.13263702392578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14832 67 75.00284576416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20715 68 74.52995300292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17296 69 74.25325012207031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15861 70 74.13752746582031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9680 71 73.81904602050781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15101 72 73.77285766601562 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8409 73 72.9026107788086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20224 74 72.85040283203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17517 75 72.77513122558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13985 76 72.37289428710938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18649 77 72.30191802978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8082 78 72.08546447753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17443 79 72.072021484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14693 80 72.01136016845703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11415 81 72.00289154052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12224 82 71.96205139160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21378 83 71.90038299560547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17042 84 71.84077453613281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11750 85 71.80001831054688 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23683 86 71.77605438232422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19904 87 71.66980743408203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2049 88 71.59391784667969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18178 89 71.20885467529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21542 90 71.07162475585938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16671 91 71.03166198730469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17780 92 70.93881225585938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15342 93 70.75053405761719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15805 94 70.66907501220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17251 95 70.51408386230469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23235 96 70.49259185791016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13345 97 70.49050903320312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18590 98 70.4459457397461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12234 99 70.33338165283203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8403 100 70.27654266357422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8471 101 70.2317123413086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18508 102 70.12638854980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23411 103 69.71724700927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17762 104 69.64659118652344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5312 105 69.5964584350586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18812 106 69.51882934570312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15750 107 69.51579284667969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15533 108 69.36640167236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22781 109 69.17988586425781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16036 110 69.15948486328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21502 111 68.84358215332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10990 112 68.79005432128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17742 113 68.46060180664062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1309 114 68.44036102294922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21576 115 68.38983154296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23615 116 68.2857666015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13337 117 68.28105926513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14374 118 67.83818054199219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19126 119 67.83638000488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12770 120 67.6683349609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10581 121 67.19322967529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15530 122 67.17626953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19139 123 66.98747253417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13984 124 66.91967010498047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 473 125 66.70252990722656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17990 126 66.6469497680664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12822 127 66.24089813232422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20860 128 66.10357666015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21611 129 66.08522033691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21500 130 65.88575744628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20828 131 65.5426025390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21386 132 65.50592041015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17421 133 65.49549865722656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12618 134 65.43470001220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17752 135 65.38670349121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11250 136 65.17272186279297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18066 137 65.15082550048828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6228 138 64.99920654296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21290 139 64.9775161743164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21292 140 64.89485931396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20865 141 64.8463363647461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17761 142 64.8206787109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15333 143 64.79621887207031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4821 144 64.76375579833984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14298 145 64.74588012695312 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22556 146 64.57432556152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22644 147 64.56381225585938 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10366 148 64.55540466308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21019 149 64.41860961914062 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6229 150 64.37618255615234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23236 151 64.12907409667969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21406 152 63.94260025024414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3584 153 63.86666488647461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20925 154 63.83737564086914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13336 155 63.72801971435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21291 156 63.42640686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17968 157 63.396873474121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21534 158 63.36390686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17967 159 63.31034469604492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2761 160 63.29631805419922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14840 161 63.15568542480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19100 162 63.105567932128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18138 163 63.001182556152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17538 164 62.97372055053711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13517 165 62.94690704345703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11589 166 62.858848571777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1755 167 62.73681640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16888 168 62.639896392822266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23824 169 62.4625129699707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14080 170 62.437599182128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13212 171 62.27725601196289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18017 172 62.19218444824219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14721 173 62.12019348144531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22831 174 62.073307037353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6948 175 61.892398834228516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16672 176 61.87016296386719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9898 177 61.86571502685547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10304 178 61.73643112182617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12139 179 61.69366455078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14081 180 61.67840576171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21533 181 61.609222412109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9242 182 61.58955764770508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1181 183 61.48733901977539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14082 184 61.46799850463867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15800 185 61.449195861816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17945 186 61.121761322021484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17913 187 61.06496810913086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2375 188 61.05118179321289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17250 189 60.92597198486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22656 190 60.91105651855469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12957 191 60.890560150146484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 818 192 60.72911071777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15532 193 60.554901123046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13215 194 60.44430160522461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8653 195 60.379234313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7498 196 60.25700378417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23234 197 60.169986724853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 974 198 60.07786560058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5623 199 59.95854949951172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12774 200 59.94943618774414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10686 201 59.911590576171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12927 202 59.68888473510742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21387 203 59.25593185424805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21543 204 59.25341796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17796 205 58.99204635620117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14146 206 58.987937927246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19142 207 58.96649932861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11515 208 58.96499252319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21267 209 58.830848693847656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21488 210 58.775230407714844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12868 211 58.76137161254883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17768 212 58.587562561035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12763 213 58.46153259277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15536 214 58.38196563720703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13267 215 58.370338439941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12156 216 58.08053207397461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10376 217 58.03186798095703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12290 218 58.00812530517578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18695 219 57.99986267089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16673 220 57.99656295776367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11226 221 57.9914665222168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21549 222 57.988746643066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13040 223 57.96375274658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21475 224 57.94279479980469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17982 225 57.93889236450195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5871 226 57.829803466796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 651 227 57.750755310058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11900 228 57.58266067504883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10989 229 57.4937629699707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12153 230 57.44496154785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15410 231 57.35070037841797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 148 232 57.33860778808594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17987 233 57.33230209350586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15815 234 57.315093994140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16939 235 57.182987213134766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17984 236 57.16349792480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23227 237 57.040157318115234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22864 238 57.03573226928711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17980 239 56.893463134765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14533 240 56.84761047363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21522 241 56.813724517822266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14287 242 56.771183013916016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11636 243 56.76169967651367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11586 244 56.74258041381836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7609 245 56.58282470703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22832 246 56.57343292236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12750 247 56.53021240234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8223 248 56.46916961669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10791 249 56.457542419433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12244 250 56.424530029296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21510 251 56.36488342285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22127 252 56.3543815612793 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10372 253 56.3014030456543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17905 254 56.249778747558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8375 255 56.14784622192383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13586 256 56.12914276123047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1195 257 56.121337890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20900 258 56.05393600463867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13226 259 55.96354293823242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14043 260 55.944984436035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12752 261 55.94362258911133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18624 262 55.91749954223633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15677 263 55.85908508300781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18798 264 55.77156066894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23434 265 55.757965087890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17192 266 55.755496978759766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21749 267 55.7418212890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22251 268 55.73650360107422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1150 269 55.715057373046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 869 270 55.709144592285156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17602 271 55.6898078918457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17977 272 55.62456512451172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15334 273 55.5679931640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11474 274 55.53282165527344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19583 275 55.50753402709961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13920 276 55.49418258666992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21595 277 55.486061096191406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17791 278 55.44918441772461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16069 279 55.282386779785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21885 280 55.25524139404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11360 281 55.24579620361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9188 282 55.23356628417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15714 283 55.16095733642578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22759 284 55.13469696044922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9356 285 55.1289176940918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17071 286 55.12361145019531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17338 287 55.07018280029297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21528 288 55.05363464355469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11442 289 54.99943161010742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12819 290 54.967777252197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13944 291 54.966896057128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13709 292 54.92144012451172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12818 293 54.910484313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12814 294 54.90153503417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13518 295 54.87075424194336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22812 296 54.84125518798828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12296 297 54.80144500732422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17043 298 54.77416229248047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12781 299 54.71727752685547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21384 300 54.659053802490234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20209 301 54.65424346923828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21717 302 54.639892578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22178 303 54.586265563964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19093 304 54.461090087890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21578 305 54.231727600097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23233 306 54.12409591674805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20543 307 54.09559631347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5013 308 54.072391510009766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10485 309 54.056095123291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22824 310 53.99946594238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11818 311 53.99671936035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17381 312 53.89734649658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7553 313 53.893836975097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20232 314 53.86458969116211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18021 315 53.660919189453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19400 316 53.56150817871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23493 317 53.5377311706543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17798 318 53.53700637817383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18344 319 53.48737335205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17884 320 53.48200988769531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14815 321 53.47452163696289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22896 322 53.4691276550293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21756 323 53.43915557861328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18221 324 53.34784698486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13037 325 53.23393249511719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12831 326 53.20570755004883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22694 327 53.0736083984375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10455 328 52.98550033569336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4098 329 52.925689697265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2271 330 52.889060974121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21570 331 52.77454376220703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21527 332 52.75484085083008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17996 333 52.74267578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15426 334 52.73921203613281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21550 335 52.67885971069336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2563 336 52.66387176513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12185 337 52.518150329589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20020 338 52.51688003540039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13014 339 52.44691848754883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21381 340 52.40556335449219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23532 341 52.38617706298828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21702 342 52.38401412963867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17922 343 52.383872985839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15620 344 52.37495422363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14006 345 52.33961486816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14014 346 52.33961486816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11371 347 52.33576965332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17185 348 52.32868957519531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21891 349 52.318031311035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2648 350 52.29011535644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10711 351 52.28776550292969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15811 352 52.26588439941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13154 353 52.261600494384766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19690 354 52.254905700683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14516 355 52.24660110473633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21530 356 52.13614273071289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15529 357 52.11585235595703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14976 358 52.10922622680664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21409 359 52.076683044433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17507 360 52.028316497802734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22126 361 51.94014358520508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14105 362 51.864112854003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21596 363 51.77510070800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19861 364 51.752845764160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17857 365 51.7501106262207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21487 366 51.746463775634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21342 367 51.70410919189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23710 368 51.69205856323242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20868 369 51.613765716552734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13930 370 51.583351135253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16834 371 51.55635070800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23588 372 51.55210494995117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11113 373 51.477413177490234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 917 374 51.44116973876953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19693 375 51.41608428955078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23445 376 51.404640197753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21593 377 51.33987045288086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19844 378 51.3039436340332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12233 379 51.299827575683594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12152 380 51.27960205078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10792 381 51.254913330078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22617 382 51.25275802612305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2339 383 51.18726348876953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17245 384 51.177913665771484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17775 385 51.105369567871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13763 386 51.07805633544922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20537 387 51.035491943359375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11523 388 51.022769927978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17183 389 51.02131652832031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18645 390 50.98033142089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20140 391 50.95642852783203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5393 392 50.88877487182617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13862 393 50.86253356933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16958 394 50.823638916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15166 395 50.81131362915039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11414 396 50.75111770629883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17514 397 50.73091506958008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23413 398 50.706695556640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20117 399 50.69202423095703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15298 400 50.67662048339844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14732 401 50.65543746948242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21957 402 50.628013610839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21490 403 50.56221008300781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17965 404 50.559913635253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6726 405 50.5218620300293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17758 406 50.43083953857422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3959 407 50.362606048583984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21937 408 50.350341796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21164 409 50.293880462646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22806 410 50.27832794189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18807 411 50.2496337890625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18252 412 50.245765686035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15464 413 50.168601989746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20172 414 50.12132263183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22465 415 50.12053298950195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17322 416 50.02903747558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13031 417 49.974365234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13435 418 49.96666717529297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15788 419 49.930416107177734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11518 420 49.90619659423828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7760 421 49.75422286987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21930 422 49.7275276184082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17899 423 49.711387634277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19141 424 49.66925811767578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11616 425 49.66642379760742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15632 426 49.628971099853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10258 427 49.623023986816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17751 428 49.55494689941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23808 429 49.55295181274414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19692 430 49.539833068847656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17615 431 49.539581298828125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17005 432 49.481201171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14084 433 49.46811294555664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11696 434 49.4493522644043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12347 435 49.43592834472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20539 436 49.40298080444336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 814 437 49.334815979003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18992 438 49.334739685058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19592 439 49.31171417236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23517 440 49.222023010253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15899 441 49.207698822021484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22015 442 49.2021598815918 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11002 443 49.183902740478516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18913 444 49.14267349243164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17542 445 49.13262176513672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18466 446 49.11923599243164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20885 447 49.11482620239258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12170 448 49.09956741333008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22548 449 49.077396392822266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20021 450 49.07497787475586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10591 451 49.06421661376953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17778 452 49.058135986328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22124 453 49.02030563354492 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11387 454 48.97658920288086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15531 455 48.93810272216797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6780 456 48.933170318603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8398 457 48.89036178588867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10824 458 48.872169494628906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17783 459 48.84971237182617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16252 460 48.82817840576172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5003 461 48.82518768310547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19990 462 48.78007507324219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22803 463 48.72999572753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12415 464 48.72700500488281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21529 465 48.67438507080078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21562 466 48.64363098144531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16244 467 48.630332946777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21020 468 48.607200622558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14691 469 48.58480453491211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20360 470 48.57436752319336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10818 471 48.556556701660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3496 472 48.555667877197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13613 473 48.53951644897461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21531 474 48.4849853515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20861 475 48.479801177978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1182 476 48.423336029052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22895 477 48.40702819824219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14925 478 48.403560638427734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11482 479 48.355255126953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21273 480 48.33412170410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1074 481 48.324745178222656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21151 482 48.29086685180664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17989 483 48.086544036865234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5551 484 48.071693420410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19851 485 48.05702209472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15376 486 48.04587173461914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17167 487 48.00408172607422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21747 488 47.95561981201172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19836 489 47.952293395996094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21391 490 47.93452072143555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21709 491 47.83498001098633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20517 492 47.805599212646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16055 493 47.80199432373047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15527 494 47.578147888183594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6809 495 47.564857482910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12858 496 47.54240417480469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19980 497 47.5318717956543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11430 498 47.526763916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20652 499 47.526763916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 985 500 47.482521057128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17759 501 47.46003723144531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10411 502 47.43748474121094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11569 503 47.42219924926758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22108 504 47.3843879699707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11486 505 47.374244689941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21489 506 47.344364166259766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15374 507 47.316673278808594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6219 508 47.30708694458008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12297 509 47.28104019165039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20352 510 47.24610900878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15432 511 47.19963836669922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10369 512 47.19498062133789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22835 513 47.18703079223633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19094 514 47.16374969482422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21376 515 47.1240119934082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1337 516 47.114906311035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18681 517 47.1119270324707 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20864 518 47.086830139160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19496 519 47.06471633911133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14417 520 47.03319549560547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15816 521 47.01912307739258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3969 522 46.998085021972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3286 523 46.95323944091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23797 524 46.92292785644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5933 525 46.909427642822266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19695 526 46.873939514160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10380 527 46.839149475097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11239 528 46.825252532958984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15035 529 46.81565475463867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22620 530 46.77131271362305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15066 531 46.76586151123047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13171 532 46.76060104370117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12999 533 46.76018524169922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5219 534 46.75225067138672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22128 535 46.739891052246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10502 536 46.72483444213867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16570 537 46.715431213378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7506 538 46.707496643066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12023 539 46.704410552978516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11719 540 46.698638916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13167 541 46.696510314941406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8710 542 46.671688079833984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20649 543 46.65873718261719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17254 544 46.63558578491211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17797 545 46.58849334716797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14536 546 46.56993103027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4359 547 46.55131912231445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21557 548 46.536617279052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16993 549 46.410186767578125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13661 550 46.40941619873047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6524 551 46.39270782470703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18411 552 46.38172912597656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18795 553 46.37754440307617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17153 554 46.36713790893555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6715 555 46.36531066894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19981 556 46.35762023925781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12348 557 46.31688690185547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19674 558 46.28870391845703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18146 559 46.259239196777344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21612 560 46.242225646972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13122 561 46.22117233276367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17794 562 46.21761703491211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19945 563 46.20349884033203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13246 564 46.202728271484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23271 565 46.188880920410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17776 566 46.18670654296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22107 567 46.172698974609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22246 568 46.15966033935547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22305 569 46.085880279541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17700 570 46.05453109741211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15865 571 46.009521484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15952 572 46.00345230102539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13130 573 45.99464797973633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16389 574 45.99014663696289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1191 575 45.97576141357422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18388 576 45.95521545410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2650 577 45.928470611572266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16796 578 45.87681579589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21541 579 45.848060607910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 911 580 45.73712158203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18727 581 45.720462799072266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17767 582 45.70067596435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23496 583 45.67030715942383 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4790 584 45.63502502441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22125 585 45.62909698486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11481 586 45.53778076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12227 587 45.507713317871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18432 588 45.47822952270508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15687 589 45.40757751464844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15785 590 45.390716552734375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14101 591 45.36906814575195 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13617 592 45.338233947753906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23518 593 45.33742904663086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11347 594 45.32878112792969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10368 595 45.28778076171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22070 596 45.27814865112305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16691 597 45.266666412353516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17453 598 45.2235107421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14135 599 45.22348403930664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5707 600 45.18863296508789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16687 601 45.159515380859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15508 602 45.14611053466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12944 603 45.13478088378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3660 604 45.132102966308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18614 605 45.12065124511719 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12748 606 45.11848449707031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2726 607 45.05685806274414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15338 608 45.04750061035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20858 609 44.91968536376953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20158 610 44.87684631347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4712 611 44.83588790893555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18683 612 44.831085205078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14822 613 44.811866760253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15766 614 44.78964614868164 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15992 615 44.72801971435547 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22823 616 44.69023895263672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6843 617 44.686370849609375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23090 618 44.667205810546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11664 619 44.633453369140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17781 620 44.6322021484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17985 621 44.628623962402344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12862 622 44.61095428466797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1113 623 44.580322265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22414 624 44.57514572143555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7621 625 44.554359436035156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20816 626 44.51456069946289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11764 627 44.50571823120117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12111 628 44.491188049316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13668 629 44.47831726074219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16269 630 44.467288970947266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21700 631 44.462738037109375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16835 632 44.41706085205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18688 633 44.39213180541992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10804 634 44.36363983154297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21480 635 44.30083465576172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17198 636 44.285831451416016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13864 637 44.2396354675293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23436 638 44.21888732910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15182 639 44.206905364990234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11578 640 44.206031799316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20785 641 44.20355987548828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23282 642 44.195167541503906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23100 643 44.18914794921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13901 644 44.18427276611328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1180 645 44.17980194091797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21606 646 44.075103759765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17934 647 44.04766082763672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17478 648 44.03961181640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20356 649 43.948726654052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22775 650 43.94536209106445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15962 651 43.92657470703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19662 652 43.90382385253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1103 653 43.884124755859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23099 654 43.815467834472656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21018 655 43.80440902709961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22177 656 43.77875900268555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22307 657 43.77129364013672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21623 658 43.72761535644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17961 659 43.71454620361328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18587 660 43.61930465698242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15157 661 43.61457061767578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21886 662 43.580352783203125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14053 663 43.569175720214844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14076 664 43.553958892822266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14697 665 43.54816436767578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10831 666 43.525352478027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23782 667 43.52140426635742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21833 668 43.511959075927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22882 669 43.44709014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23098 670 43.443023681640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21484 671 43.44028091430664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15091 672 43.436092376708984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20003 673 43.41814041137695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8407 674 43.40639114379883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15345 675 43.369041442871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6101 676 43.36617660522461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2795 677 43.307701110839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8087 678 43.263587951660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11510 679 43.257225036621094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13042 680 43.19399642944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22802 681 43.174896240234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15947 682 43.164485931396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18880 683 43.15532302856445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5313 684 43.13625717163086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21716 685 43.061805725097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9698 686 43.050682067871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14015 687 43.04118347167969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14040 688 43.04084014892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21479 689 43.01627731323242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13692 690 42.974037170410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21571 691 42.959938049316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13152 692 42.934326171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22840 693 42.894737243652344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 627 694 42.87514114379883 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13555 695 42.87345886230469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15671 696 42.84617614746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18169 697 42.82898712158203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15791 698 42.81175231933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19909 699 42.80580139160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17259 700 42.787353515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9567 701 42.783409118652344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21001 702 42.778255462646484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16646 703 42.77108383178711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22714 704 42.76899719238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18328 705 42.76430892944336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 333 706 42.71487045288086 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15813 707 42.70850372314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15646 708 42.702423095703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12120 709 42.66734313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21548 710 42.589134216308594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6220 711 42.54184341430664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11574 712 42.53346633911133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 877 713 42.49457550048828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 868 714 42.466773986816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22804 715 42.456642150878906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16719 716 42.456573486328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22260 717 42.444190979003906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4829 718 42.419822692871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15981 719 42.40018081665039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20943 720 42.378665924072266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20936 721 42.36505889892578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18674 722 42.333946228027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13664 723 42.30856704711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21556 724 42.29513931274414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16144 725 42.293861389160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22231 726 42.28903579711914 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8405 727 42.270416259765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22817 728 42.26339340209961 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21405 729 42.26002502441406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21636 730 42.24966812133789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20763 731 42.22902297973633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15839 732 42.22896957397461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17131 733 42.1741828918457 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17948 734 42.15325164794922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2492 735 42.149967193603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14075 736 42.14482116699219 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20730 737 42.14081954956055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5733 738 42.12220764160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16519 739 42.119083404541016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20515 740 42.07823181152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13466 741 42.029945373535156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17407 742 41.97303771972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14107 743 41.96152877807617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12226 744 41.957523345947266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12916 745 41.94917297363281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21383 746 41.92497253417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13055 747 41.881919860839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9520 748 41.88090133666992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22543 749 41.873023986816406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8596 750 41.84003448486328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6904 751 41.82697677612305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17119 752 41.81734085083008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21161 753 41.789756774902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23535 754 41.78546905517578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15339 755 41.75175857543945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7761 756 41.715484619140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20648 757 41.70621871948242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21532 758 41.663082122802734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23526 759 41.650882720947266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14152 760 41.638916015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13691 761 41.636634826660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16600 762 41.63657760620117 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22616 763 41.6348876953125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15102 764 41.63361358642578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20525 765 41.6283073425293 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15191 766 41.62107467651367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23531 767 41.61179733276367 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23314 768 41.55617141723633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21305 769 41.536224365234375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14886 770 41.52106475830078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13258 771 41.515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23525 772 41.50461196899414 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17886 773 41.486228942871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6727 774 41.4736328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22191 775 41.422515869140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18585 776 41.38907241821289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15799 777 41.37369918823242 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10397 778 41.35029602050781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12959 779 41.330318450927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14013 780 41.32429885864258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20808 781 41.29248046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11568 782 41.2635383605957 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21293 783 41.250057220458984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17919 784 41.24586868286133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14808 785 41.24003982543945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21558 786 41.229671478271484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10377 787 41.229148864746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18835 788 41.22429656982422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11467 789 41.219879150390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14969 790 41.2130012512207 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18684 791 41.20713806152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13049 792 41.19049835205078 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10427 793 41.184852600097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17818 794 41.18477249145508 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11580 795 41.18305587768555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14630 796 41.162349700927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13757 797 41.1613655090332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 912 798 41.14385986328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17890 799 41.130393981933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14701 800 41.07076644897461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14706 801 41.02742004394531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10855 802 41.02200698852539 bm25_gpt4
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TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21026 804 40.9703483581543 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12958 805 40.961669921875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22809 806 40.92104721069336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22723 807 40.90135192871094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16603 808 40.89604949951172 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3569 809 40.888092041015625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17052 810 40.88325881958008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 1585 811 40.87446594238281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18646 812 40.85836410522461 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14977 813 40.85485076904297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11577 814 40.84899139404297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17394 815 40.837032318115234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 140 816 40.836570739746094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22297 817 40.821956634521484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14208 818 40.81093978881836 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14077 819 40.7617073059082 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8887 820 40.746421813964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22469 821 40.74489974975586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13762 822 40.718994140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19108 823 40.70030975341797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12149 824 40.689231872558594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16950 825 40.68119430541992 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19848 826 40.66685485839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20358 827 40.66497039794922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16368 828 40.59480285644531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17924 829 40.58709716796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22874 830 40.575531005859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17311 831 40.567535400390625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11471 832 40.564937591552734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11591 833 40.55506896972656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12138 834 40.55290603637695 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19853 835 40.54499816894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4547 836 40.54167938232422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9735 837 40.52619171142578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 5735 838 40.50092697143555 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15068 839 40.47425079345703 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19765 840 40.46590805053711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15491 841 40.42933654785156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23260 842 40.395870208740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13048 843 40.35322570800781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8886 844 40.340213775634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11314 845 40.339271545410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17380 846 40.33678436279297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15745 847 40.30732727050781 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20926 848 40.27073669433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4963 849 40.26494598388672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8408 850 40.243648529052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11190 851 40.23535919189453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10954 852 40.15061569213867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10938 853 40.14540100097656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12820 854 40.14496612548828 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20566 855 40.141326904296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16675 856 40.137168884277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16051 857 40.136817932128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14797 858 40.13543701171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21594 859 40.1114616394043 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11593 860 40.04452133178711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17817 861 40.04169464111328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7210 862 40.039466857910156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16136 863 39.97998809814453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 9892 864 39.95022964477539 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20850 865 39.949363708496094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20638 866 39.943424224853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11368 867 39.925743103027344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15925 868 39.918067932128906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2288 869 39.910701751708984 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17724 870 39.885189056396484 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14269 871 39.867103576660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21272 872 39.85786437988281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 6886 873 39.85581970214844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20787 874 39.85429763793945 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20817 875 39.82219696044922 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12043 876 39.80828094482422 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14729 877 39.80281066894531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 2621 878 39.78209686279297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18774 879 39.77351760864258 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3305 880 39.7658805847168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13827 881 39.729270935058594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20977 882 39.720298767089844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14523 883 39.70607376098633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7213 884 39.703731536865234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17247 885 39.70109558105469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 7415 886 39.68085861206055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16918 887 39.669219970703125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15759 888 39.64046096801758 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18903 889 39.63580322265625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17986 890 39.618865966796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18776 891 39.618778228759766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15509 892 39.610782623291016 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13996 893 39.60858917236328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8236 894 39.584495544433594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12925 895 39.584381103515625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21513 896 39.572509765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22825 897 39.57075881958008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8884 898 39.54521942138672 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22897 899 39.53091812133789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14085 900 39.523677825927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10965 901 39.51710891723633 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4179 902 39.49744415283203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12823 903 39.49279022216797 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15801 904 39.49278259277344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22343 905 39.48780059814453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13963 906 39.47355270385742 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16976 907 39.4713134765625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15026 908 39.444889068603516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3956 909 39.433101654052734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10501 910 39.400306701660156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12918 911 39.39854431152344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15265 912 39.3957405090332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15287 913 39.38973617553711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19956 914 39.3779296875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12924 915 39.36651611328125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20916 916 39.356163024902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10745 917 39.33944320678711 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11521 918 39.27668762207031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22826 919 39.27181625366211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21024 920 39.26838302612305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 4156 921 39.24534225463867 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 854 922 39.216796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17823 923 39.21500015258789 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22646 924 39.21022033691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17234 925 39.206756591796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17640 926 39.196022033691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22818 927 39.181034088134766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3253 928 39.173309326171875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20190 929 39.16675567626953 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10766 930 39.16537857055664 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17175 931 39.15228271484375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3163 932 39.13471984863281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21288 933 39.13063049316406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10996 934 39.11384582519531 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18625 935 39.111297607421875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23402 936 39.093475341796875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17612 937 39.09309005737305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11264 938 39.08389663696289 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12072 939 39.07636260986328 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22799 940 39.065185546875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13403 941 39.05894470214844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21666 942 39.00172805786133 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14746 943 38.999027252197266 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12128 944 38.99528503417969 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13574 945 38.9835205078125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21269 946 38.971595764160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8792 947 38.963130950927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22129 948 38.94319152832031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19974 949 38.93461990356445 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13913 950 38.903682708740234 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18686 951 38.886375427246094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16531 952 38.860252380371094 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21369 953 38.84333419799805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15534 954 38.832725524902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23572 955 38.83161544799805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 21512 956 38.826541900634766 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 402 957 38.804054260253906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20203 958 38.799800872802734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 19995 959 38.79493713378906 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15763 960 38.79134750366211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17613 961 38.78498840332031 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17106 962 38.78298568725586 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13414 963 38.78218460083008 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23350 964 38.76453399658203 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23567 965 38.75928497314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14295 966 38.75161361694336 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13681 967 38.731109619140625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23812 968 38.7169189453125 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17789 969 38.665809631347656 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10412 970 38.659820556640625 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12299 971 38.601627349853516 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11641 972 38.56006622314453 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 3666 973 38.54719161987305 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12167 974 38.545494079589844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 15538 975 38.536643981933594 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17795 976 38.516517639160156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12123 977 38.50218963623047 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16585 978 38.50174331665039 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 10854 979 38.48429870605469 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14022 980 38.47984313964844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13168 981 38.47931671142578 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14127 982 38.45263671875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 14524 983 38.434906005859375 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 22828 984 38.41871643066406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13805 985 38.41230392456055 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 20914 986 38.408897399902344 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17744 987 38.4015998840332 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17754 988 38.401100158691406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 16889 989 38.3840446472168 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18276 990 38.38265609741211 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 8915 991 38.37318420410156 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 12229 992 38.36608123779297 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 17966 993 38.34858703613281 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 23737 994 38.329566955566406 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18032 995 38.322998046875 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18205 996 38.30967330932617 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11104 997 38.308834075927734 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 11582 998 38.26813888549805 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 18808 999 38.254966735839844 bm25_gpt4
TheoremQA_jianyu_xu/Stirling_number_second_kind_5.json Q0 13217 1000 38.23441696166992 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2049 1 140.60885620117188 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4894 2 133.50555419921875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13492 3 130.92559814453125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2807 4 126.105224609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10591 5 118.61836242675781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 790 6 115.33988952636719 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11591 7 114.9876708984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4821 8 106.8270034790039 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9188 9 106.789306640625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1309 10 104.13105773925781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8117 11 102.23605346679688 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21475 12 100.56877899169922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3584 13 91.86073303222656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22556 14 90.4275894165039 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11514 15 88.82949829101562 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6904 16 88.43717956542969 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20816 17 88.13299560546875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19125 18 87.31765747070312 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12234 19 86.57594299316406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17110 20 86.21507263183594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21712 21 84.77641296386719 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8003 22 84.2739028930664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21714 23 84.13275909423828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15714 24 83.20603942871094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23615 25 81.44468688964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8109 26 81.02253723144531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10745 27 80.88996887207031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20393 28 78.76167297363281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8403 29 77.55876922607422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8111 30 77.264892578125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17042 31 77.2033462524414 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22781 32 77.19156646728516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8121 33 77.10397338867188 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17239 34 76.83844757080078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4897 35 76.19905090332031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4829 36 75.78275299072266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8110 37 75.36634063720703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8114 38 74.88682556152344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23721 39 74.77881622314453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7448 40 74.37030792236328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21567 41 74.25189208984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18038 42 74.13534545898438 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13862 43 74.08772277832031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5845 44 73.58184051513672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8120 45 73.29896545410156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 627 46 73.20028686523438 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2650 47 73.07518768310547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9617 48 71.90081787109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8837 49 71.37652587890625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17904 50 71.234619140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5735 51 70.54959106445312 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 869 52 70.49149322509766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5312 53 70.46153259277344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18344 54 70.29133605957031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15687 55 69.57786560058594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23683 56 69.15009307861328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14662 57 68.9731216430664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8398 58 68.69621276855469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11472 59 68.6406478881836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16269 60 68.55648040771484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12957 61 68.28456115722656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17993 62 68.07765197753906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1576 63 66.93392181396484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7446 64 66.72116088867188 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6842 65 66.55215454101562 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4402 66 66.34352111816406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14298 67 66.22551727294922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15671 68 65.86347198486328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23824 69 65.82913970947266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8118 70 65.73138427734375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1113 71 65.54169464111328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23411 72 65.4378433227539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8471 73 65.21923065185547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3627 74 65.11164093017578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17742 75 65.05440521240234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9936 76 64.9164047241211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12648 77 64.49658203125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7498 78 64.41727447509766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8914 79 64.36508178710938 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8119 80 64.3177490234375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12770 81 64.16876983642578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21472 82 64.11353302001953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20783 83 64.06550598144531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19092 84 63.839481353759766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2761 85 63.623985290527344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5313 86 63.376365661621094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16036 87 63.29671096801758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17901 88 63.050010681152344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 622 89 62.77716064453125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19708 90 62.61491012573242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15065 91 62.23505783081055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21176 92 62.157684326171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5623 93 62.09628677368164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23227 94 61.676551818847656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5436 95 61.67409896850586 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21957 96 61.41758728027344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4343 97 61.33601379394531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13517 98 60.95277404785156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5916 99 60.195037841796875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16672 100 59.01771545410156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22552 101 58.94237518310547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 333 102 58.885013580322266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3806 103 58.747779846191406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20765 104 58.67198181152344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5322 105 58.541385650634766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6631 106 58.495704650878906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21583 107 58.36738586425781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15750 108 58.30116271972656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 877 109 58.19050979614258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13757 110 58.1684455871582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12748 111 58.02421569824219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17922 112 58.02143096923828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1566 113 57.928810119628906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11571 114 57.89769744873047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23532 115 57.89095687866211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4933 116 57.788291931152344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15788 117 57.3808479309082 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6255 118 57.37339782714844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1316 119 57.350303649902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7128 120 57.2857551574707 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19695 121 57.11436462402344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1150 122 56.83742141723633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7417 123 56.73692321777344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4572 124 56.6765022277832 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23782 125 56.460357666015625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21636 126 56.43795394897461 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15464 127 56.4291877746582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10160 128 56.18455505371094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17063 129 55.910064697265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23156 130 55.82217025756836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21473 131 55.64064025878906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16673 132 55.60673904418945 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 868 133 55.60447692871094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3732 134 55.52329635620117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8653 135 55.4550895690918 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3306 136 55.365535736083984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11818 137 55.358375549316406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19658 138 55.21104049682617 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23100 139 55.13801574707031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8409 140 55.134605407714844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21474 141 55.10303497314453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6726 142 54.80597686767578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15532 143 54.68686294555664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21386 144 54.460113525390625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17301 145 54.219581604003906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8884 146 54.179649353027344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15531 147 54.17842483520508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18606 148 54.138336181640625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18604 149 54.06669616699219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15533 150 54.064964294433594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14107 151 54.021705627441406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1585 152 54.008541107177734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17224 153 53.86061096191406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13154 154 53.85474395751953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5317 155 53.70515060424805 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 814 156 53.61855697631836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19836 157 53.60255813598633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12415 158 53.59043884277344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17946 159 53.43950271606445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11420 160 53.38983154296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14976 161 53.213008880615234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21579 162 53.13538360595703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7682 163 53.13155746459961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18607 164 52.963844299316406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1336 165 52.72875213623047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2492 166 52.706478118896484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14536 167 52.49243927001953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11641 168 52.362632751464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5009 169 52.34422302246094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3467 170 52.145694732666016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14691 171 52.11976623535156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8834 172 52.11810302734375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17338 173 52.117942810058594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17121 174 52.036460876464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11636 175 52.020530700683594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10455 176 52.01772689819336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16585 177 51.92265701293945 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 332 178 51.88005447387695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18795 179 51.728328704833984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6948 180 51.71014404296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1195 181 51.549110412597656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5738 182 51.51628494262695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12754 183 51.40618896484375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22873 184 51.37259292602539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12150 185 51.34345245361328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22831 186 51.318302154541016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5018 187 51.2921257019043 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4255 188 51.09771728515625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9676 189 51.02102279663086 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17421 190 50.976749420166016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4256 191 50.92449951171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7205 192 50.90991973876953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7609 193 50.73189926147461 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8695 194 50.59351348876953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15342 195 50.591182708740234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17741 196 50.552650451660156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23618 197 50.54096221923828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17043 198 50.42885208129883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 114 199 50.392337799072266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17644 200 50.347843170166016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15530 201 50.25783157348633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3183 202 50.092864990234375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21019 203 50.07276153564453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8407 204 49.99642562866211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4790 205 49.96326446533203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17968 206 49.832698822021484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21787 207 49.79920959472656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3212 208 49.772972106933594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13585 209 49.754547119140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12244 210 49.75438690185547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 623 211 49.741966247558594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13617 212 49.71723937988281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20864 213 49.67571258544922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17444 214 49.5710334777832 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23413 215 49.157073974609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22874 216 49.10018539428711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8694 217 49.06148910522461 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16244 218 49.00462341308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21577 219 48.945369720458984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18178 220 48.85700225830078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6101 221 48.796871185302734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4477 222 48.72040557861328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19860 223 48.59132385253906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9680 224 48.58561325073242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8553 225 48.54983139038086 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21471 226 48.51457214355469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9698 227 48.44621276855469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5551 228 48.43153762817383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20828 229 48.22249984741211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 335 230 48.21025085449219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19126 231 48.19207763671875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 149 232 48.179656982421875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20504 233 48.170814514160156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17084 234 48.142417907714844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18138 235 48.06573486328125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8115 236 47.95622634887695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17905 237 47.872154235839844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14217 238 47.85237503051758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10104 239 47.788421630859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5488 240 47.677433013916016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17743 241 47.589664459228516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13581 242 47.569252014160156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14374 243 47.54402542114258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 331 244 47.52655029296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16055 245 47.42805480957031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21384 246 47.39929962158203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1964 247 47.32671356201172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2464 248 47.30348587036133 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14078 249 47.24959945678711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 466 250 47.10396957397461 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15815 251 47.08460998535156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11442 252 47.072208404541016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4869 253 46.863975524902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2479 254 46.831382751464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9242 255 46.82496643066406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14128 256 46.754783630371094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7615 257 46.62754821777344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8792 258 46.57568359375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14585 259 46.50350570678711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16069 260 46.462364196777344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 581 261 46.35560607910156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17296 262 46.3258056640625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21756 263 46.28160858154297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18146 264 46.196067810058594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17949 265 46.08268737792969 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23072 266 46.01329803466797 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14512 267 45.975791931152344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20715 268 45.92147445678711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8116 269 45.9096565246582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8082 270 45.90545654296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5937 271 45.82661437988281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17823 272 45.81591796875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15799 273 45.61566162109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5904 274 45.610652923583984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14295 275 45.52140808105469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8087 276 45.49867248535156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18798 277 45.49174118041992 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 985 278 45.45600509643555 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22235 279 45.4486083984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18784 280 45.42569351196289 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6036 281 45.336463928222656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12831 282 45.172393798828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4029 283 45.10026931762695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13040 284 45.02189254760742 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14701 285 45.00823974609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6486 286 44.97564697265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22598 287 44.937896728515625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11480 288 44.93256759643555 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15791 289 44.87010955810547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14693 290 44.728973388671875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18205 291 44.66621780395508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15182 292 44.63926696777344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11590 293 44.538909912109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17538 294 44.534759521484375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3220 295 44.42877197265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22896 296 44.410945892333984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6905 297 44.3759765625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18518 298 44.338741302490234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6715 299 44.330875396728516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20543 300 44.129695892333984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 818 301 44.091651916503906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21568 302 44.05077362060547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2213 303 44.041114807128906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4895 304 43.967681884765625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1537 305 43.9609489440918 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12750 306 43.72578811645508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4098 307 43.68633270263672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14313 308 43.6718635559082 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13925 309 43.65473175048828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11719 310 43.641868591308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16939 311 43.57986068725586 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13756 312 43.56294631958008 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1337 313 43.52471923828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21376 314 43.521331787109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10743 315 43.478092193603516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1583 316 43.462608337402344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8126 317 43.44813919067383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15026 318 43.30210876464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5145 319 43.24519348144531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13217 320 43.23466110229492 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13461 321 43.191219329833984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8693 322 43.172386169433594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13985 323 43.09357452392578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 148 324 43.05261993408203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18874 325 42.9866828918457 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10362 326 42.91719436645508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2795 327 42.90230941772461 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 408 328 42.89622497558594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16691 329 42.84455108642578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 974 330 42.8065299987793 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20861 331 42.80004119873047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7213 332 42.72986602783203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11523 333 42.72947311401367 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 352 334 42.64276123046875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3625 335 42.60601043701172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17507 336 42.596099853515625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20806 337 42.488609313964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17762 338 42.45814895629883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17062 339 42.449913024902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8408 340 42.43105697631836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4868 341 42.41533660888672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16718 342 42.38101577758789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22722 343 42.3524169921875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10532 344 42.31610870361328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2019 345 42.29077911376953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21885 346 42.1933479309082 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9356 347 42.153472900390625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19 348 42.13695526123047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4842 349 42.128257751464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5480 350 42.1197509765625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4944 351 42.08710861206055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15091 352 42.04605484008789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18608 353 42.041500091552734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18879 354 41.95707702636719 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17934 355 41.91521072387695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11513 356 41.827701568603516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14084 357 41.82748031616211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11003 358 41.789085388183594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23323 359 41.76292037963867 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4833 360 41.7523307800293 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22710 361 41.734375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8112 362 41.72618103027344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6517 363 41.725189208984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14287 364 41.68074035644531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9347 365 41.55620574951172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15191 366 41.4960823059082 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16368 367 41.49150848388672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14314 368 41.421321868896484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23019 369 41.407440185546875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4896 370 41.3487548828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6902 371 41.33909606933594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5754 372 41.20573425292969 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17733 373 41.16545104980469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1778 374 41.06476593017578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3077 375 41.00303649902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18674 376 40.97822189331055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18252 377 40.970726013183594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5135 378 40.88699722290039 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21141 379 40.84809875488281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16679 380 40.74179458618164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15824 381 40.71941375732422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1809 382 40.67729568481445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18411 383 40.671993255615234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4342 384 40.63511657714844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4025 385 40.6282958984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 555 386 40.53390121459961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10250 387 40.512359619140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15865 388 40.4991455078125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21930 389 40.49575424194336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15166 390 40.49058532714844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23018 391 40.47438049316406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18169 392 40.45027542114258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8710 393 40.44032287597656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16321 394 40.4385871887207 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 651 395 40.2910270690918 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12152 396 40.25166320800781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2301 397 40.21303176879883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13706 398 40.20820617675781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18432 399 40.15148162841797 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2420 400 40.14531707763672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8223 401 40.13007736206055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18609 402 40.12826156616211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 453 403 40.06261444091797 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8789 404 39.88310623168945 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10581 405 39.86311340332031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20860 406 39.85442352294922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22307 407 39.81788635253906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9987 408 39.796165466308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17756 409 39.792354583740234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16570 410 39.78265380859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6256 411 39.77682876586914 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21737 412 39.76087188720703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1755 413 39.75175476074219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1080 414 39.72007751464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16888 415 39.7158317565918 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11853 416 39.574180603027344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15677 417 39.48030471801758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8375 418 39.467525482177734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20517 419 39.4503059387207 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16834 420 39.44111633300781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16063 421 39.43342590332031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12823 422 39.400081634521484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4858 423 39.37287902832031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18502 424 39.364871978759766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17971 425 39.36344528198242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21527 426 39.29216766357422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23493 427 39.246421813964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11052 428 39.12411117553711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4297 429 39.12037658691406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13582 430 39.11183166503906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9719 431 39.109535217285156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18466 432 39.074588775634766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15432 433 39.032684326171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23040 434 39.013519287109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8113 435 39.008033752441406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20638 436 38.98740005493164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13537 437 38.9648323059082 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11976 438 38.96461486816406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16716 439 38.91743087768555 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23826 440 38.898372650146484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18777 441 38.859745025634766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8108 442 38.82489013671875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11058 443 38.8248291015625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22864 444 38.81460189819336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13920 445 38.784244537353516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 509 446 38.77018737792969 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2648 447 38.74219512939453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9260 448 38.73535919189453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10377 449 38.67136764526367 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14925 450 38.64120101928711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23814 451 38.55067825317383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5468 452 38.53356170654297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11433 453 38.52764129638672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21747 454 38.526451110839844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11650 455 38.516178131103516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 792 456 38.50092315673828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22832 457 38.47455978393555 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2288 458 38.39357376098633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1138 459 38.37715530395508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14269 460 38.357425689697266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11004 461 38.34471130371094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 473 462 38.27972412109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18520 463 38.246273040771484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12224 464 38.22047424316406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9567 465 38.15947723388672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17984 466 38.12775421142578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14013 467 38.08928680419922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4900 468 38.07528305053711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20532 469 38.03673553466797 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12868 470 38.02486038208008 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14569 471 37.95915985107422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10989 472 37.95478439331055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19108 473 37.8936653137207 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17167 474 37.86278533935547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2851 475 37.81869125366211 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13226 476 37.779727935791016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22895 477 37.76069641113281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10366 478 37.74617385864258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18042 479 37.74114990234375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16476 480 37.72637176513672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23612 481 37.70546340942383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9898 482 37.70220184326172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5552 483 37.70204162597656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18646 484 37.68227005004883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13763 485 37.65394973754883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17776 486 37.6336669921875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5706 487 37.63154602050781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21749 488 37.58384704589844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7210 489 37.53582000732422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23402 490 37.51380920410156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6843 491 37.50590515136719 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12752 492 37.50313949584961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17393 493 37.47469711303711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 820 494 37.4666862487793 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4254 495 37.433841705322266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7215 496 37.42234802246094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21387 497 37.421321868896484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16285 498 37.35820770263672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12085 499 37.34798049926758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5965 500 37.34165573120117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11569 501 37.30736541748047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1009 502 37.284488677978516 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19985 503 37.27106857299805 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6250 504 37.25990295410156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12774 505 37.25346374511719 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 140 506 37.23239517211914 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23449 507 37.1783447265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 597 508 37.17708206176758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14574 509 37.16590881347656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5107 510 37.130130767822266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 336 511 37.1080322265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12187 512 37.041038513183594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5188 513 37.02922821044922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5944 514 37.013343811035156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3501 515 37.0090217590332 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18388 516 36.9908561706543 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14417 517 36.973968505859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17899 518 36.945289611816406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23271 519 36.9396858215332 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12229 520 36.937503814697266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17945 521 36.926475524902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12602 522 36.919281005859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17769 523 36.90596389770508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19974 524 36.85763931274414 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15850 525 36.80960464477539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23760 526 36.77803039550781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14244 527 36.768043518066406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17755 528 36.738800048828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12084 529 36.71565628051758 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7620 530 36.66763687133789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13500 531 36.66185760498047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5671 532 36.65863037109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20114 533 36.585994720458984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15345 534 36.580318450927734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19844 535 36.570716857910156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14205 536 36.55556869506836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9580 537 36.54994201660156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2563 538 36.528995513916016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11814 539 36.527061462402344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8395 540 36.50718307495117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5428 541 36.50424575805664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23808 542 36.50020980834961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23256 543 36.4932861328125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14418 544 36.469390869140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22617 545 36.46790313720703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21534 546 36.431766510009766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10372 547 36.33676528930664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16389 548 36.31925582885742 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18684 549 36.2575798034668 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7321 550 36.20325469970703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13008 551 36.1977424621582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20387 552 36.192867279052734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16569 553 36.18202590942383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7228 554 36.17581558227539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12599 555 36.125858306884766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 257 556 36.12316131591797 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11486 557 36.12202453613281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18868 558 36.118892669677734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13337 559 36.111629486083984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15941 560 36.0873908996582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17443 561 36.06611251831055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1354 562 36.05921173095703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13345 563 36.01454544067383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 455 564 35.97650909423828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18448 565 35.881187438964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17987 566 35.868492126464844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4898 567 35.852542877197266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14445 568 35.82784652709961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12821 569 35.82281494140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12837 570 35.81657028198242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14516 571 35.76342010498047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13984 572 35.73338317871094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6897 573 35.7066764831543 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13267 574 35.694602966308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18409 575 35.6682014465332 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21593 576 35.667938232421875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17602 577 35.621337890625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16252 578 35.612876892089844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11038 579 35.61035919189453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17913 580 35.601890563964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14840 581 35.5799674987793 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12128 582 35.52608871459961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13258 583 35.52446746826172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5869 584 35.49883270263672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4784 585 35.484710693359375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11511 586 35.46088409423828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23235 587 35.45661544799805 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15633 588 35.432884216308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15852 589 35.42456817626953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8521 590 35.41815185546875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11415 591 35.403987884521484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21342 592 35.40254592895508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19861 593 35.39971923828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14444 594 35.32471466064453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17967 595 35.31635284423828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8915 596 35.289154052734375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21924 597 35.27410888671875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7630 598 35.2525634765625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17297 599 35.245567321777344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5871 600 35.228065490722656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16790 601 35.1895751953125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20865 602 35.18943405151367 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16993 603 35.16343307495117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21542 604 35.09033203125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12111 605 35.078033447265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15892 606 35.073829650878906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6223 607 35.058258056640625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5320 608 35.042755126953125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9189 609 35.0386848449707 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9892 610 35.03847885131836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2353 611 35.02189636230469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13679 612 35.004669189453125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10690 613 35.00049591064453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12347 614 34.974456787109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14522 615 34.952415466308594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21267 616 34.93451690673828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13181 617 34.92535400390625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3286 618 34.922218322753906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19692 619 34.86972427368164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1102 620 34.86763381958008 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20649 621 34.8661003112793 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11586 622 34.85440444946289 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22759 623 34.84886932373047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2352 624 34.84745407104492 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18629 625 34.842315673828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23005 626 34.78337860107422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16199 627 34.75147247314453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16856 628 34.724971771240234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1858 629 34.72126770019531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23044 630 34.714717864990234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16646 631 34.70773696899414 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19318 632 34.70196533203125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16600 633 34.69654846191406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17752 634 34.68280029296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19317 635 34.67445373535156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20158 636 34.6529541015625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21628 637 34.6463623046875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11250 638 34.61246871948242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12917 639 34.594539642333984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20506 640 34.59326171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 907 641 34.552154541015625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12348 642 34.549285888671875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18655 643 34.54019546508789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13130 644 34.537681579589844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14317 645 34.53215026855469 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22804 646 34.49948501586914 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14208 647 34.49140167236328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4893 648 34.47612380981445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13255 649 34.46786880493164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15846 650 34.467803955078125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22656 651 34.467620849609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4179 652 34.42042922973633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23445 653 34.412967681884766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21611 654 34.39593505859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8107 655 34.39566421508789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21886 656 34.381954193115234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17614 657 34.33877944946289 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22070 658 34.325050354003906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21491 659 34.321006774902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18508 660 34.29985809326172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20117 661 34.278682708740234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22469 662 34.262718200683594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22246 663 34.250186920166016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20952 664 34.24090576171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21934 665 34.22987747192383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13060 666 34.22822952270508 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6032 667 34.22142791748047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13930 668 34.22124099731445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10485 669 34.178680419921875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13678 670 34.14472961425781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1152 671 34.13470458984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9007 672 34.11978530883789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13863 673 34.082313537597656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21274 674 34.043174743652344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14527 675 34.035587310791016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21305 676 34.00162124633789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10990 677 33.96259689331055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6811 678 33.93910598754883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10788 679 33.92283630371094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9047 680 33.843013763427734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18308 681 33.838863372802734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18033 682 33.77720260620117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6524 683 33.77033996582031 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13254 684 33.76599884033203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22806 685 33.755104064941406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23098 686 33.69371795654297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21709 687 33.676246643066406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11331 688 33.664329528808594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5948 689 33.59540557861328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17761 690 33.55769348144531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3666 691 33.5371208190918 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18449 692 33.48935317993164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21529 693 33.460968017578125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3489 694 33.454566955566406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15886 695 33.4410400390625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12927 696 33.43877029418945 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22835 697 33.42660903930664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16719 698 33.42387771606445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 211 699 33.40610885620117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22292 700 33.403194427490234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11002 701 33.40319061279297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22991 702 33.40187072753906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19621 703 33.387779235839844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12168 704 33.376800537109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6264 705 33.35954666137695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20862 706 33.33974075317383 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 842 707 33.339080810546875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6886 708 33.33216094970703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14700 709 33.31929016113281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23157 710 33.31861877441406 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15779 711 33.3063850402832 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8146 712 33.28256607055664 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23388 713 33.280921936035156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19765 714 33.274871826171875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5233 715 33.263343811035156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20544 716 33.245948791503906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7705 717 33.21590042114258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13589 718 33.19834899902344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 626 719 33.197967529296875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13336 720 33.182674407958984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22553 721 33.17707443237305 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14523 722 33.15231704711914 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 343 723 33.130889892578125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18040 724 33.115272521972656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23004 725 33.09733200073242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17974 726 33.091064453125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9327 727 33.084171295166016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17154 728 33.06126022338867 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17980 729 33.04325485229492 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15298 730 33.03281021118164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13076 731 33.02334976196289 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4927 732 33.021095275878906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20365 733 33.01772689819336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5323 734 32.98579406738281 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14977 735 32.98160171508789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12206 736 32.96462631225586 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5745 737 32.95438003540039 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15337 738 32.951751708984375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13330 739 32.88130569458008 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18272 740 32.87913131713867 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10357 741 32.866058349609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13329 742 32.861846923828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23830 743 32.85687255859375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21243 744 32.820613861083984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18774 745 32.771514892578125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9927 746 32.75154113769531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7982 747 32.74618911743164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11940 748 32.74579620361328 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16602 749 32.723690032958984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17192 750 32.72080612182617 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12154 751 32.68913650512695 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14066 752 32.680076599121094 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16210 753 32.66676712036133 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20537 754 32.62515640258789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14206 755 32.61152648925781 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15066 756 32.609703063964844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14877 757 32.60582733154297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7798 758 32.56058883666992 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4507 759 32.55541229248047 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14859 760 32.523136138916016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17374 761 32.51080322265625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9140 762 32.51056671142578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23533 763 32.50767517089844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17632 764 32.50324630737305 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17965 765 32.49617004394531 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21289 766 32.4796028137207 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15962 767 32.4532585144043 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21533 768 32.4477424621582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21258 769 32.445430755615234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11424 770 32.44023895263672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5540 771 32.41312026977539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4304 772 32.38454818725586 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5864 773 32.3684196472168 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21763 774 32.36405944824219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17382 775 32.34764862060547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20808 776 32.34624099731445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5164 777 32.31984329223633 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1681 778 32.2874641418457 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17996 779 32.262638092041016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23155 780 32.261390686035156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5477 781 32.25981903076172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11955 782 32.252323150634766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 502 783 32.2515869140625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23263 784 32.249996185302734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18447 785 32.20997619628906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15782 786 32.20209884643555 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15800 787 32.19975662231445 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23234 788 32.191009521484375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19693 789 32.18897247314453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10365 790 32.17778778076172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12172 791 32.17753601074219 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5416 792 32.15102005004883 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1848 793 32.14801788330078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20936 794 32.134464263916016 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16796 795 32.10839080810547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7358 796 32.048709869384766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13518 797 32.038108825683594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23249 798 32.01482391357422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17549 799 31.995168685913086 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21595 800 31.99321937561035 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 210 801 31.986263275146484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15068 802 31.960933685302734 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17827 803 31.93396759033203 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1169 804 31.921722412109375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14431 805 31.909027099609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10001 806 31.90548324584961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4977 807 31.90484046936035 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2060 808 31.90186309814453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10583 809 31.899091720581055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6278 810 31.89826202392578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15333 811 31.884723663330078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19851 812 31.879016876220703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13466 813 31.86821174621582 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21530 814 31.846843719482422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2322 815 31.79248046875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13827 816 31.7832088470459 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10182 817 31.76962661743164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13088 818 31.745412826538086 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17514 819 31.726547241210938 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17423 820 31.701040267944336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8230 821 31.6925048828125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23233 822 31.68655776977539 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19995 823 31.68146514892578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17645 824 31.678964614868164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12283 825 31.66046142578125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14815 826 31.650978088378906 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11750 827 31.638843536376953 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15426 828 31.632780075073242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17281 829 31.605623245239258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20845 830 31.60488510131836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1159 831 31.599327087402344 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13037 832 31.59046745300293 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20200 833 31.58942985534668 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20313 834 31.58942985534668 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9735 835 31.527591705322266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21271 836 31.525150299072266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5932 837 31.469160079956055 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14323 838 31.467567443847656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19990 839 31.465633392333984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7328 840 31.464826583862305 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13904 841 31.404743194580078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13908 842 31.404743194580078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3163 843 31.38778305053711 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13668 844 31.373409271240234 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22555 845 31.367366790771484 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18022 846 31.361312866210938 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8274 847 31.345563888549805 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23517 848 31.331693649291992 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10369 849 31.291831970214844 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1542 850 31.28649139404297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4915 851 31.277746200561523 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4919 852 31.277746200561523 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 2161 853 31.242969512939453 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 13096 854 31.24053382873535 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5707 855 31.21261978149414 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11874 856 31.208141326904297 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4095 857 31.18429183959961 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23426 858 31.179840087890625 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18808 859 31.169340133666992 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7850 860 31.157480239868164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21038 861 31.150060653686523 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14209 862 31.13956642150879 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23703 863 31.12725830078125 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 12043 864 31.092802047729492 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17948 865 31.09156608581543 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11562 866 31.089969635009766 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21566 867 31.065412521362305 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22899 868 31.064979553222656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 21891 869 31.055845260620117 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 4921 870 31.029701232910156 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14704 871 31.0238094329834 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15255 872 31.020776748657227 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22891 873 31.007625579833984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 10802 874 31.00283432006836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22178 875 30.989360809326172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17982 876 30.98809051513672 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7415 877 30.983478546142578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23589 878 30.975177764892578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16519 879 30.965126037597656 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1806 880 30.963054656982422 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17259 881 30.948101043701172 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20868 882 30.93906593322754 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17311 883 30.8957576751709 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14697 884 30.88373374938965 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 895 885 30.882553100585938 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 16060 886 30.879642486572266 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14006 887 30.87860679626465 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14014 888 30.87860679626465 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11871 889 30.87248992919922 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17970 890 30.858348846435547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15925 891 30.854700088500977 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 3790 892 30.840145111083984 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 1104 893 30.830720901489258 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20956 894 30.821258544921875 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 23528 895 30.8089599609375 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22051 896 30.80712127685547 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15882 897 30.80686378479004 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6684 898 30.804521560668945 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 8592 899 30.786243438720703 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 9678 900 30.786056518554688 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15703 901 30.752893447875977 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 7502 902 30.751976013183594 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17768 903 30.732013702392578 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 18021 904 30.715341567993164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19622 905 30.67437171936035 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 22735 906 30.64545440673828 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 11521 907 30.631925582885742 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19656 908 30.623594284057617 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20145 909 30.62027359008789 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14690 910 30.617643356323242 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17468 911 30.5770320892334 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 17681 912 30.54494857788086 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 6364 913 30.54165267944336 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 20650 914 30.537555694580078 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 19630 915 30.533920288085938 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 15839 916 30.52090072631836 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 5933 917 30.50497817993164 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14122 918 30.4796085357666 bm25_gpt4
TheoremQA_xinyi/dag_3.json Q0 14630 919 30.46710968017578 bm25_gpt4
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TheoremQA_jianyu_xu/Cayley_3.json Q0 18816 978 29.357101440429688 bm25_gpt4
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TheoremQA_jianyu_xu/Cayley_3.json Q0 20925 999 29.196582794189453 bm25_gpt4
TheoremQA_jianyu_xu/Cayley_3.json Q0 18207 1000 29.192441940307617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17471 1 113.54487609863281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13077 2 110.53472900390625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15750 3 105.8424301147461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23362 4 103.60851287841797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23359 5 103.56538391113281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18638 6 95.57307434082031 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11188 7 93.17089080810547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23361 8 83.68921661376953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23793 9 83.08758544921875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 811 10 80.17782592773438 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17444 11 77.53500366210938 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10304 12 77.15351867675781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23782 13 75.9582290649414 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15144 14 75.93010711669922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20936 15 74.50946044921875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7544 16 74.50241088867188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19781 17 73.09613037109375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11235 18 72.39336395263672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15004 19 72.295166015625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5625 20 71.81378936767578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23535 21 71.49069213867188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15201 22 70.57719421386719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22189 23 70.15421295166016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14128 24 69.97024536132812 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17443 25 69.30113220214844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21611 26 68.56481170654297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10581 27 68.26822662353516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19974 28 67.79649353027344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17913 29 67.75509643554688 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23304 30 67.58738708496094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12774 31 67.37002563476562 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22373 32 67.05618286132812 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15979 33 66.60608673095703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11185 34 66.52068328857422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7543 35 66.4733657836914 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11105 36 65.54329681396484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19990 37 65.45690155029297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15791 38 65.37906646728516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23357 39 65.28224182128906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19904 40 65.14505767822266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23271 41 64.8990249633789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17780 42 64.45568084716797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15428 43 63.199859619140625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13389 44 63.1381950378418 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11109 45 62.866668701171875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14078 46 62.31104278564453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21381 47 62.2664794921875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2140 48 62.15177917480469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11104 49 62.121402740478516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17071 50 61.99828338623047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10495 51 61.9909553527832 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4790 52 61.889122009277344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7446 53 61.75128173828125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23618 54 61.62060546875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22580 55 61.60882568359375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17299 56 61.47437286376953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22556 57 61.259727478027344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23354 58 60.75001525878906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14374 59 60.745399475097656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23493 60 60.22064971923828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11578 61 60.0788459777832 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15815 62 59.79738998413086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18511 63 59.42143630981445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12694 64 59.39927291870117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17449 65 59.39078903198242 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17763 66 59.2232666015625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23360 67 58.97612762451172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15816 68 58.85334396362305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23356 69 58.722415924072266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14781 70 58.71356964111328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18178 71 58.61763000488281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14523 72 58.220924377441406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15182 73 57.897071838378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17537 74 57.88770294189453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17542 75 57.80732727050781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12974 76 57.703338623046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19946 77 57.70281219482422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12227 78 57.671630859375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18614 79 57.65061569213867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20543 80 57.60948944091797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11415 81 57.485374450683594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21203 82 57.21281051635742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11523 83 57.14335250854492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14524 84 56.68445587158203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17538 85 56.6115608215332 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12770 86 56.55351257324219 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18283 87 56.49906539916992 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14423 88 56.08323287963867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4736 89 55.90913391113281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17990 90 55.878639221191406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17145 91 55.7176399230957 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11386 92 55.703277587890625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20015 93 55.66091537475586 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15495 94 55.61305618286133 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12177 95 55.454002380371094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22167 96 55.37190246582031 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18309 97 55.332794189453125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20777 98 55.161415100097656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23436 99 54.66300582885742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14701 100 54.44031524658203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17453 101 53.787811279296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13757 102 53.78615951538086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21387 103 53.69390869140625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15687 104 53.63758850097656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17600 105 53.60908889770508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19738 106 53.478363037109375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16569 107 53.19191360473633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11200 108 53.150447845458984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22178 109 53.01952362060547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15376 110 52.980682373046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10824 111 52.77051544189453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10818 112 52.76530456542969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11524 113 52.74492645263672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18879 114 52.50179672241211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15861 115 52.370853424072266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11561 116 52.204376220703125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22548 117 52.18877029418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10250 118 52.17295837402344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18076 119 52.01634216308594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18508 120 51.971988677978516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 402 121 51.962223052978516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15405 122 51.84292221069336 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10384 123 51.836280822753906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21567 124 51.810020446777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19981 125 51.78014373779297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17470 126 51.69164276123047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14721 127 51.49996566772461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18674 128 51.176109313964844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17446 129 51.09899139404297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16535 130 50.811614990234375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11003 131 50.678077697753906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13048 132 50.448123931884766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20012 133 50.40071487426758 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17064 134 50.36730194091797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11008 135 50.29901885986328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13589 136 50.240814208984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21630 137 50.20220947265625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21748 138 50.190528869628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17059 139 50.18914031982422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13748 140 50.188377380371094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8146 141 50.188079833984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16269 142 50.06113052368164 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12772 143 50.046539306640625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22874 144 49.86222839355469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4829 145 49.827178955078125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17455 146 49.81300735473633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3736 147 49.73197937011719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23435 148 49.53910446166992 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11097 149 49.387569427490234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20388 150 49.330474853515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14893 151 49.27993392944336 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23227 152 49.21403503417969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20783 153 49.17694091796875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22832 154 49.14775848388672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17465 155 49.04062271118164 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8092 156 48.971405029296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19819 157 48.96330261230469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21575 158 48.928794860839844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5726 159 48.90476989746094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17752 160 48.885013580322266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22177 161 48.866790771484375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17462 162 48.84590148925781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18530 163 48.8395881652832 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17761 164 48.81041717529297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22785 165 48.76509094238281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11370 166 48.74699401855469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18518 167 48.600006103515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13985 168 48.58884811401367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18038 169 48.55301284790039 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21612 170 48.48927688598633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15034 171 48.4635009765625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20761 172 48.450775146484375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17473 173 48.4138069152832 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11371 174 48.411808013916016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16060 175 48.3763542175293 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17474 176 48.23484802246094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10582 177 48.171512603759766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13154 178 48.05175018310547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22803 179 47.785240173339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11368 180 47.784759521484375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17469 181 47.76878356933594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5313 182 47.62328338623047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13042 183 47.56215286254883 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14662 184 47.5406608581543 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21712 185 47.510616302490234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1309 186 47.49629592895508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19899 187 47.46747970581055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11353 188 47.42485809326172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8471 189 47.20994567871094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2648 190 47.172874450683594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13345 191 47.152767181396484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17447 192 47.09321212768555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19857 193 47.07062530517578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21714 194 46.93460464477539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15888 195 46.77520751953125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17968 196 46.755332946777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15786 197 46.708248138427734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 820 198 46.615692138671875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11086 199 46.58287048339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17970 200 46.463191986083984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17460 201 46.45768737792969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8087 202 46.318626403808594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19975 203 46.24958038330078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20387 204 46.23047637939453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10377 205 46.22871017456055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17606 206 46.21874237060547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21391 207 46.21762466430664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18040 208 46.16447448730469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5396 209 46.11099624633789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10691 210 46.02277755737305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15065 211 45.97494125366211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22246 212 45.93257141113281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21891 213 45.88396072387695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14976 214 45.78862762451172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18629 215 45.645263671875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1181 216 45.53696823120117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20137 217 45.35932922363281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18624 218 45.35918045043945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17477 219 45.336181640625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17627 220 45.317325592041016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16185 221 45.214637756347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10745 222 45.20460510253906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9963 223 45.18115997314453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14082 224 45.17130661010742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11342 225 45.16466522216797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23350 226 45.03329086303711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23489 227 45.01029968261719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21560 228 44.96851348876953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14977 229 44.92202377319336 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12959 230 44.850284576416016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17478 231 44.79008483886719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4209 232 44.774017333984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1180 233 44.76368713378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15790 234 44.68855285644531 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19982 235 44.679107666015625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13212 236 44.56986618041992 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21636 237 44.552791595458984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14435 238 44.52483367919922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13862 239 44.47810745239258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13100 240 44.420997619628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9988 241 44.29988479614258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22800 242 44.257728576660156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8090 243 44.20432662963867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22148 244 44.204200744628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9054 245 44.202247619628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21568 246 44.17135238647461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17441 247 44.13273620605469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10369 248 44.085880279541016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21562 249 44.0554084777832 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21494 250 44.03998565673828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11904 251 44.02774429321289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3281 252 43.99639129638672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15839 253 43.989532470703125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18406 254 43.950584411621094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16888 255 43.91226577758789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10686 256 43.904869079589844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22824 257 43.904048919677734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9952 258 43.643619537353516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16796 259 43.52987289428711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17762 260 43.50135040283203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10776 261 43.470821380615234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21289 262 43.29814147949219 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18022 263 43.290836334228516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11589 264 43.239707946777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18632 265 43.20227813720703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18405 266 43.201622009277344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2339 267 43.18359375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17971 268 43.1302375793457 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18199 269 43.0889778137207 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12944 270 43.06196212768555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21384 271 43.0417594909668 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8403 272 43.03138732910156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10784 273 43.00990676879883 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21686 274 42.99415588378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16858 275 42.936073303222656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14531 276 42.89891815185547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15191 277 42.88468551635742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1317 278 42.871681213378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11472 279 42.84278106689453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22226 280 42.79240417480469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8710 281 42.78543472290039 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13403 282 42.76424026489258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23264 283 42.74686813354492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21342 284 42.73418045043945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8093 285 42.72156524658203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21709 286 42.714359283447266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16531 287 42.639495849609375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14414 288 42.549964904785156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21019 289 42.50936508178711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19126 290 42.47920608520508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23449 291 42.441802978515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12232 292 42.41004943847656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21957 293 42.40047073364258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5317 294 42.378684997558594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6524 295 42.24860382080078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17466 296 42.23283386230469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10145 297 42.22248077392578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10017 298 42.193077087402344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8521 299 42.169036865234375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9188 300 42.14179611206055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10831 301 42.124176025390625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14903 302 42.06649398803711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10591 303 42.029754638671875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17692 304 42.02726364135742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4841 305 42.02009963989258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7318 306 42.00479507446289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18177 307 41.98698425292969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17451 308 41.98390197753906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2658 309 41.940425872802734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15799 310 41.9393196105957 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23710 311 41.929969787597656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17239 312 41.7963981628418 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21787 313 41.760555267333984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 555 314 41.678489685058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20860 315 41.61724853515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7579 316 41.611717224121094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15805 317 41.54658508300781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9698 318 41.541656494140625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14433 319 41.473331451416016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12224 320 41.35165786743164 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16843 321 41.332069396972656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21525 322 41.32176971435547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10791 323 41.3139533996582 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15892 324 41.234275817871094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18205 325 41.17442321777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20865 326 41.12287902832031 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8091 327 41.01648712158203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16666 328 40.995601654052734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17626 329 40.989505767822266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8653 330 40.97958755493164 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13404 331 40.93263244628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8094 332 40.90861129760742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18021 333 40.90766525268555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17442 334 40.844478607177734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18913 335 40.83917999267578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16692 336 40.81690979003906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16974 337 40.79217529296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21738 338 40.790061950683594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10371 339 40.786930084228516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3665 340 40.75920486450195 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22307 341 40.75621032714844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17475 342 40.72169876098633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16067 343 40.71258544921875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17476 344 40.63292694091797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1191 345 40.62218475341797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16672 346 40.58349609375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18907 347 40.570884704589844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12112 348 40.557716369628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17517 349 40.45022201538086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16144 350 40.44981384277344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17756 351 40.323856353759766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23411 352 40.310298919677734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21385 353 40.29479217529297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21716 354 40.257511138916016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15760 355 40.202919006347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17597 356 40.19842529296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12299 357 40.1932373046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3737 358 40.19242858886719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7609 359 40.1688232421875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14440 360 40.13782501220703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17943 361 40.039161682128906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18403 362 39.98897933959961 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3734 363 39.97168731689453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14815 364 39.92070007324219 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14072 365 39.916507720947266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12292 366 39.88572692871094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15794 367 39.879364013671875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16675 368 39.864105224609375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17984 369 39.863643646240234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7671 370 39.86334991455078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18684 371 39.76059341430664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15985 372 39.729034423828125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18634 373 39.617313385009766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10792 374 39.526206970214844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18905 375 39.46800994873047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18066 376 39.365745544433594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4230 377 39.35538101196289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15988 378 39.267242431640625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20232 379 39.249935150146484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12234 380 39.21965789794922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22783 381 39.205360412597656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11058 382 39.191253662109375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23703 383 39.156410217285156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21403 384 39.14659118652344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2991 385 39.14580154418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13040 386 39.13066482543945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21542 387 39.08731460571289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19877 388 39.086021423339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14434 389 39.08382797241211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20787 390 39.0792350769043 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19876 391 39.06707763671875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22235 392 39.009010314941406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16993 393 38.9965934753418 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17967 394 38.9705696105957 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19318 395 38.94023513793945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14693 396 38.919410705566406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20785 397 38.88109588623047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3806 398 38.80234909057617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21579 399 38.7890510559082 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11486 400 38.78696060180664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4505 401 38.74122619628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5626 402 38.72688674926758 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11480 403 38.69585037231445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23719 404 38.68886184692383 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19658 405 38.64665603637695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20020 406 38.58462905883789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23819 407 38.58283233642578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12844 408 38.5317497253418 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7576 409 38.491455078125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17467 410 38.48373794555664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11592 411 38.45118713378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12294 412 38.400978088378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23532 413 38.38214874267578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21141 414 38.378944396972656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6255 415 38.36765670776367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20858 416 38.36683654785156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17110 417 38.329315185546875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 568 418 38.25017547607422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11369 419 38.24776077270508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21018 420 38.233856201171875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12153 421 38.223106384277344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15787 422 38.220191955566406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17459 423 38.21260452270508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12244 424 38.203887939453125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 627 425 38.19297409057617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11514 426 38.13040542602539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21810 427 38.09646224975586 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12152 428 38.082000732421875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17614 429 38.00653839111328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 609 430 37.96319580078125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13585 431 37.95146942138672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10794 432 37.923622131347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11375 433 37.91699981689453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21425 434 37.915931701660156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21618 435 37.87172317504883 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23358 436 37.80262756347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21490 437 37.80131149291992 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17454 438 37.795196533203125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22571 439 37.79170608520508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4333 440 37.78028106689453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10366 441 37.778316497802734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19840 442 37.76103591918945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18783 443 37.744319915771484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4710 444 37.73166275024414 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20925 445 37.73086166381836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18620 446 37.71202087402344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11226 447 37.67429733276367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14439 448 37.66028594970703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19092 449 37.64799880981445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21522 450 37.63804244995117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3238 451 37.52497100830078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15273 452 37.49319839477539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22831 453 37.46379470825195 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 211 454 37.46045684814453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11372 455 37.42519760131836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18635 456 37.41840362548828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 693 457 37.411888122558594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7506 458 37.40322494506836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18404 459 37.369224548339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13901 460 37.30150604248047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13049 461 37.27547073364258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8375 462 37.255088806152344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21176 463 37.22896194458008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17457 464 37.16692352294922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14333 465 37.15147399902344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 294 466 37.06169509887695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21757 467 37.054203033447266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22799 468 37.026058197021484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13953 469 37.02524948120117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13582 470 37.00652313232422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9242 471 36.95408630371094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15714 472 36.94697189331055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22868 473 36.91872787475586 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12599 474 36.886653900146484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10948 475 36.877403259277344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18686 476 36.85808181762695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20943 477 36.850746154785156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23720 478 36.847896575927734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17904 479 36.84510803222656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17769 480 36.83871078491211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20390 481 36.81410217285156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13197 482 36.80137252807617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17744 483 36.79901885986328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14452 484 36.785072326660156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17144 485 36.76929473876953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11238 486 36.728885650634766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8003 487 36.71935272216797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19100 488 36.68922424316406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2621 489 36.66660690307617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13152 490 36.656097412109375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21529 491 36.651123046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21532 492 36.65058517456055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7869 493 36.59654998779297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21833 494 36.5839729309082 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10690 495 36.583778381347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18280 496 36.511932373046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19742 497 36.505882263183594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15068 498 36.496803283691406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 802 499 36.456668853759766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17742 500 36.40984344482422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12648 501 36.3774299621582 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20305 502 36.364707946777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14450 503 36.35026931762695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17456 504 36.31062698364258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5730 505 36.294036865234375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18402 506 36.29079055786133 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15166 507 36.265052795410156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18407 508 36.257896423339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18408 509 36.254634857177734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14080 510 36.186180114746094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11491 511 36.181819915771484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21930 512 36.15141677856445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20 513 36.13886642456055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4211 514 36.129844665527344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17949 515 36.12627410888672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14151 516 36.12188720703125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22016 517 36.09101867675781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21406 518 36.085391998291016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14295 519 36.08456039428711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15508 520 36.07162094116211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2060 521 36.05775833129883 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 818 522 36.014034271240234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14459 523 36.006935119628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14081 524 35.9830322265625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14700 525 35.98060989379883 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18310 526 35.98046112060547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19966 527 35.97566223144531 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14076 528 35.92619323730469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14467 529 35.893775939941406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17996 530 35.81427764892578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4477 531 35.80910110473633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17461 532 35.74613952636719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19765 533 35.74123764038086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4917 534 35.72846984863281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16570 535 35.693050384521484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17751 536 35.69257354736328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19978 537 35.68687438964844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13492 538 35.6729736328125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17986 539 35.64007568359375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 383 540 35.632328033447266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12111 541 35.619384765625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22715 542 35.609127044677734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21386 543 35.5966682434082 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13581 544 35.58580017089844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13121 545 35.54729461669922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8513 546 35.539554595947266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19984 547 35.52191925048828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17421 548 35.5211067199707 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10994 549 35.491878509521484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21300 550 35.49012756347656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13763 551 35.477352142333984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22646 552 35.454673767089844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2807 553 35.43492889404297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21256 554 35.42387390136719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13402 555 35.41001510620117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7553 556 35.37271499633789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23390 557 35.36970901489258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2124 558 35.352996826171875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19926 559 35.334068298339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17962 560 35.317771911621094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14771 561 35.29944610595703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3280 562 35.291595458984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11009 563 35.26366424560547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18649 564 35.24449157714844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21577 565 35.24299240112305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12814 566 35.23392105102539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13836 567 35.22271728515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11521 568 35.21527862548828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20537 569 35.21450424194336 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19980 570 35.18550491333008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10376 571 35.17143249511719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21338 572 35.164390563964844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18411 573 35.156314849853516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3584 574 35.096134185791016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17965 575 35.047935485839844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5845 576 35.02449035644531 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20352 577 35.0050048828125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4858 578 34.981689453125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14424 579 34.97083282470703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6531 580 34.96806335449219 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14679 581 34.964107513427734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7701 582 34.94792175292969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19582 583 34.92018127441406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14720 584 34.904056549072266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17233 585 34.89216232299805 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19093 586 34.87644958496094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14454 587 34.87430953979492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17458 588 34.858882904052734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15622 589 34.82473373413086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14469 590 34.823612213134766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17414 591 34.814048767089844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11164 592 34.808467864990234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11092 593 34.77955627441406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6948 594 34.778099060058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13791 595 34.74666213989258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1195 596 34.744895935058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10788 597 34.7248420715332 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14053 598 34.722801208496094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14678 599 34.705078125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4212 600 34.68368148803711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15264 601 34.66196823120117 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19588 602 34.656986236572266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15762 603 34.65477752685547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23609 604 34.64103698730469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9621 605 34.63227081298828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13422 606 34.626182556152344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11616 607 34.60136032104492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19586 608 34.600341796875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13383 609 34.57026290893555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10990 610 34.56401824951172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13850 611 34.54505157470703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17644 612 34.50452423095703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17322 613 34.50133514404297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17823 614 34.496185302734375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11199 615 34.48805236816406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19317 616 34.46466827392578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15345 617 34.44826889038086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19400 618 34.43769073486328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17989 619 34.42992401123047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11100 620 34.41603469848633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16835 621 34.41503143310547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22415 622 34.41265106201172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19970 623 34.41250228881836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22818 624 34.37979507446289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22802 625 34.36274719238281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15531 626 34.35944747924805 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 473 627 34.34785461425781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7680 628 34.326263427734375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12950 629 34.301517486572266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13055 630 34.270362854003906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6228 631 34.249786376953125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22714 632 34.24180221557617 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12868 633 34.23845672607422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3445 634 34.23240661621094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22402 635 34.2100715637207 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18281 636 34.17622756958008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11377 637 34.13420867919922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18725 638 34.12443542480469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11004 639 34.103302001953125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17234 640 34.0955924987793 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17759 641 34.0947265625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13668 642 34.090091705322266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21608 643 34.080284118652344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14084 644 34.078880310058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12750 645 34.074974060058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14455 646 34.06561279296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10372 647 34.0439453125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20795 648 34.03096008300781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17445 649 34.002159118652344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11427 650 33.977046966552734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21746 651 33.97487258911133 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11976 652 33.95364761352539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11098 653 33.94624710083008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10775 654 33.9436149597168 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10649 655 33.938777923583984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 869 656 33.90308380126953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12633 657 33.850311279296875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21302 658 33.763221740722656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15507 659 33.7552604675293 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 551 660 33.74648666381836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22781 661 33.73830795288086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15811 662 33.718318939208984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17743 663 33.71257019042969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16889 664 33.711692810058594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12150 665 33.70307159423828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17533 666 33.68657302856445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16691 667 33.68042755126953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2546 668 33.67964553833008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17468 669 33.65141296386719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21605 670 33.6426887512207 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11190 671 33.62979507446289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17352 672 33.62944412231445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17934 673 33.62726974487305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17005 674 33.60134506225586 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20820 675 33.59581756591797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17058 676 33.59162521362305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 550 677 33.5374870300293 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17828 678 33.530574798583984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13996 679 33.520477294921875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18727 680 33.491661071777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15024 681 33.47011947631836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11430 682 33.46355438232422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20652 683 33.46355438232422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17452 684 33.444419860839844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23383 685 33.43622970581055 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11568 686 33.425209045410156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2257 687 33.42042541503906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13930 688 33.41377258300781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14208 689 33.40129089355469 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19585 690 33.395320892333984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14832 691 33.37068176269531 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12954 692 33.34796905517578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16939 693 33.34597396850586 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12822 694 33.33167266845703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14352 695 33.3206672668457 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11102 696 33.31229782104492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16519 697 33.307228088378906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21576 698 33.29658889770508 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15817 699 33.27532958984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13406 700 33.26683807373047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3518 701 33.25907516479492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21426 702 33.25086975097656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15128 703 33.24302673339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14536 704 33.195072174072266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15956 705 33.170352935791016 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18533 706 33.137210845947266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13643 707 33.13048553466797 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15429 708 33.129695892333984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15978 709 33.10755157470703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20757 710 33.091796875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17993 711 33.08921813964844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20779 712 33.08871078491211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22109 713 33.084896087646484 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13700 714 33.08171081542969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10456 715 33.05317687988281 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18880 716 33.049705505371094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12156 717 33.0066032409668 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21305 718 32.99065017700195 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20484 719 32.99030303955078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17791 720 32.965885162353516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12945 721 32.95374298095703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 148 722 32.94125747680664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20967 723 32.91468811035156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1113 724 32.887847900390625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15677 725 32.85944366455078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18868 726 32.85749816894531 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21488 727 32.85002899169922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23349 728 32.847747802734375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21304 729 32.799224853515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 385 730 32.75797653198242 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14441 731 32.74693298339844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15334 732 32.72513198852539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21291 733 32.699798583984375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15802 734 32.69922637939453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11002 735 32.69578170776367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12955 736 32.69374465942383 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19860 737 32.67287826538086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13425 738 32.65138244628906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14451 739 32.63459396362305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17724 740 32.61650466918945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14269 741 32.60015869140625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 830 742 32.5775260925293 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16850 743 32.552001953125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2062 744 32.54751968383789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23434 745 32.54021453857422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12957 746 32.53544616699219 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17961 747 32.52050018310547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12735 748 32.509334564208984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6897 749 32.47526931762695 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10288 750 32.44651412963867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23256 751 32.43572998046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21480 752 32.423851013183594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14895 753 32.41648864746094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18017 754 32.40681838989258 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4208 755 32.394683837890625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 874 756 32.36771011352539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19867 757 32.36096954345703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16683 758 32.36079025268555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3519 759 32.360652923583984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19423 760 32.351890563964844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11195 761 32.32379913330078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9680 762 32.31920623779297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22791 763 32.26411819458008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14015 764 32.256954193115234 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13087 765 32.250545501708984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21653 766 32.248191833496094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20638 767 32.24064254760742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3253 768 32.2119140625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19449 769 32.20671081542969 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7407 770 32.19333267211914 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17602 771 32.192527770996094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22051 772 32.19214630126953 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19441 773 32.162601470947266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11513 774 32.162105560302734 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18807 775 32.14474105834961 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11612 776 32.10469055175781 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22118 777 32.10283279418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17450 778 32.09746551513672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21292 779 32.09526062011719 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21180 780 32.09512710571289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 868 781 32.08810806274414 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11571 782 32.062259674072266 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10658 783 32.046966552734375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19993 784 32.04386520385742 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14513 785 32.042301177978516 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10047 786 32.03107833862305 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19710 787 32.02527618408203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13323 788 32.02298355102539 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17472 789 32.020389556884766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14359 790 32.00237274169922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22254 791 31.927274703979492 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21558 792 31.92420768737793 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22797 793 31.919797897338867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17507 794 31.906463623046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8485 795 31.891372680664062 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11980 796 31.887920379638672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17067 797 31.85741424560547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17982 798 31.841270446777344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11010 799 31.82412338256836 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21528 800 31.815349578857422 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16343 801 31.808177947998047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18534 802 31.7835750579834 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17131 803 31.773080825805664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10428 804 31.762683868408203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22710 805 31.76044464111328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19139 806 31.75577163696289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17339 807 31.749801635742188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18401 808 31.74245262145996 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3501 809 31.736454010009766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23526 810 31.73098373413086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20143 811 31.7069091796875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11174 812 31.695926666259766 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17584 813 31.692705154418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17273 814 31.688066482543945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17463 815 31.6863956451416 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13400 816 31.680038452148438 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23437 817 31.67569351196289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11969 818 31.670516967773438 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23452 819 31.66504669189453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13537 820 31.660720825195312 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15493 821 31.642915725708008 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11113 822 31.630857467651367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8393 823 31.625690460205078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9170 824 31.61578941345215 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14070 825 31.591169357299805 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20980 826 31.569149017333984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13329 827 31.520830154418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11360 828 31.519126892089844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23277 829 31.504840850830078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22654 830 31.47518539428711 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2464 831 31.452125549316406 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21700 832 31.4500789642334 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20891 833 31.379119873046875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15102 834 31.37900733947754 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15797 835 31.36520004272461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12771 836 31.36284637451172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11142 837 31.342998504638672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13330 838 31.342208862304688 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16252 839 31.333127975463867 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20926 840 31.311355590820312 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22766 841 31.267370223999023 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13321 842 31.263803482055664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22712 843 31.26302146911621 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19836 844 31.24815559387207 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19587 845 31.242082595825195 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6324 846 31.201217651367188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15026 847 31.171253204345703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15385 848 31.142719268798828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 7620 849 31.134801864624023 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13022 850 31.12497329711914 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12823 851 31.0528621673584 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11979 852 31.04586410522461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11900 853 31.010133743286133 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18409 854 30.976551055908203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11198 855 30.976293563842773 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2095 856 30.9725399017334 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13691 857 30.959510803222656 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12697 858 30.95680046081543 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22586 859 30.954307556152344 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3735 860 30.95298957824707 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16847 861 30.949951171875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15101 862 30.942527770996094 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21301 863 30.91537094116211 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11861 864 30.86778450012207 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22324 865 30.85880470275879 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15767 866 30.85205078125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13410 867 30.846416473388672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10367 868 30.84416961669922 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17290 869 30.84319496154785 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21408 870 30.83108139038086 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15404 871 30.824087142944336 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18201 872 30.823774337768555 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17514 873 30.8160400390625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2288 874 30.812406539916992 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1339 875 30.805553436279297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17224 876 30.79114532470703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11654 877 30.79016876220703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22809 878 30.784910202026367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23518 879 30.776437759399414 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 5737 880 30.771486282348633 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23488 881 30.76563262939453 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16073 882 30.73531150817871 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11719 883 30.723979949951172 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19304 884 30.72254180908203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23471 885 30.721172332763672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15035 886 30.717687606811523 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22882 887 30.710336685180664 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21717 888 30.694320678710938 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 16790 889 30.668014526367188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13101 890 30.652545928955078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17640 891 30.628259658813477 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10996 892 30.616233825683594 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18276 893 30.60836410522461 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18032 894 30.5991268157959 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11814 895 30.58964729309082 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8084 896 30.58837890625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22400 897 30.585315704345703 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14471 898 30.5787353515625 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14798 899 30.549962997436523 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22521 900 30.53089714050293 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 1235 901 30.527538299560547 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 23402 902 30.51824951171875 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22287 903 30.513124465942383 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4402 904 30.507909774780273 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21161 905 30.501277923583984 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12537 906 30.47615623474121 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12632 907 30.47110366821289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14371 908 30.465564727783203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 873 909 30.46074676513672 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11197 910 30.45922088623047 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15015 911 30.45203971862793 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17280 912 30.40225601196289 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3467 913 30.399791717529297 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18906 914 30.375629425048828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14453 915 30.367918014526367 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20816 916 30.352008819580078 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 21731 917 30.289491653442383 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 8274 918 30.277687072753906 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11613 919 30.24652099609375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15265 920 30.23764991760254 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11750 921 30.220298767089844 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 10101 922 30.202428817749023 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13081 923 30.179475784301758 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20897 924 30.175155639648438 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14446 925 30.174942016601562 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12798 926 30.171649932861328 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 20805 927 30.1669864654541 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22313 928 30.16267204284668 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11981 929 30.161767959594727 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19690 930 30.159746170043945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19437 931 30.151020050048828 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18683 932 30.14630889892578 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 3898 933 30.143877029418945 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15569 934 30.122390747070312 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12818 935 30.11814308166504 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13756 936 30.111602783203125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 453 937 30.09981918334961 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 22240 938 30.07752227783203 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 302 939 30.07575035095215 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 12819 940 30.072710037231445 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 15852 941 30.070098876953125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2301 942 30.049720764160156 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 4205 943 30.0421142578125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 13195 944 30.03189468383789 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 18675 945 30.0306396484375 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 2132 946 30.01885986328125 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 11179 947 30.010635375976562 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 9722 948 30.005386352539062 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6843 949 30.004440307617188 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 19142 950 30.002405166625977 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 6475 951 29.9985408782959 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 17255 952 29.984054565429688 bm25_gpt4
TheoremQA_wenhuchen/trapezoidal_rule3.json Q0 14369 953 29.98273468017578 bm25_gpt4
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TheoremQA_panlu/similarity3.json Q0 20522 94 53.723201751708984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17769 95 53.6583251953125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2650 96 53.58527755737305 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3806 97 53.53463363647461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21787 98 53.418052673339844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17239 99 53.297607421875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18879 100 53.11951446533203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17761 101 53.040748596191406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6829 102 52.999183654785156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13389 103 52.88519287109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17762 104 52.80494689941406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22235 105 52.74433135986328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12921 106 52.44240951538086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2807 107 52.38664627075195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17517 108 52.32782745361328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12294 109 52.29298400878906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17946 110 52.2110595703125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17475 111 52.11151123046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14523 112 52.043190002441406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 811 113 52.03831481933594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22864 114 51.82666015625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4933 115 51.81181716918945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21368 116 51.691036224365234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22831 117 51.64039993286133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5179 118 51.62897491455078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11002 119 51.52312088012695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17949 120 51.41028594970703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18674 121 51.38576889038086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13985 122 51.17401123046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12293 123 51.13058853149414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19955 124 50.97425842285156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17443 125 50.847755432128906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20860 126 50.649147033691406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19980 127 50.63822937011719 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7134 128 50.50758361816406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14524 129 50.40719223022461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10831 130 50.27046203613281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21716 131 50.26762771606445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17478 132 50.20848083496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15791 133 50.18223571777344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20525 134 50.15605926513672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20526 135 50.06134796142578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12224 136 49.929718017578125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21406 137 49.84591293334961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20145 138 49.76768493652344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12774 139 49.66524124145508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15865 140 49.423736572265625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22824 141 49.33887481689453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18624 142 49.16033172607422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20520 143 49.10631561279297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15785 144 48.983734130859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1150 145 48.909244537353516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10791 146 48.83147048950195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1809 147 48.7171516418457 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17043 148 48.71034622192383 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17473 149 48.70463180541992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11371 150 48.68498611450195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12171 151 48.543243408203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22571 152 48.53960418701172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21367 153 48.53619384765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8398 154 48.46870422363281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20388 155 48.41919708251953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14539 156 48.258445739746094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20443 157 48.25346755981445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18344 158 48.148014068603516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14542 159 48.13679504394531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7506 160 48.093162536621094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19953 161 47.98222732543945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2288 162 47.971435546875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21410 163 47.969993591308594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23436 164 47.881919860839844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11012 165 47.720008850097656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22177 166 47.59762191772461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21525 167 47.587032318115234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17755 168 47.580406188964844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8653 169 47.5422248840332 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15766 170 47.49102020263672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11004 171 47.47772979736328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11414 172 47.375213623046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15622 173 47.37076187133789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16060 174 47.10414505004883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20537 175 47.0980224609375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14053 176 47.09101104736328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21757 177 47.03870391845703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15101 178 47.018592834472656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18670 179 46.945926666259766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17514 180 46.93001174926758 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15171 181 46.91703414916992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15175 182 46.91703414916992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16252 183 46.90069580078125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18186 184 46.88819122314453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17064 185 46.8431396484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11038 186 46.83448791503906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1585 187 46.775634765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 581 188 46.741111755371094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17338 189 46.7363166809082 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18629 190 46.70598602294922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13492 191 46.63385772705078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17967 192 46.62273025512695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13050 193 46.61235809326172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20779 194 46.60969161987305 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6220 195 46.602821350097656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17756 196 46.581295013427734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12295 197 46.520782470703125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15376 198 46.4433479309082 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18066 199 46.3098258972168 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11011 200 46.216739654541016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19126 201 46.01988983154297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12957 202 46.016815185546875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5488 203 46.004024505615234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17742 204 45.931983947753906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2301 205 45.86378479003906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18639 206 45.833534240722656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23411 207 45.77301788330078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10788 208 45.73234176635742 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15298 209 45.66073226928711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1138 210 45.579593658447266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11612 211 45.54490661621094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18777 212 45.462825775146484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17752 213 45.45341491699219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21500 214 45.42911148071289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21560 215 45.33229446411133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8465 216 45.2225456237793 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20985 217 45.1764030456543 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10686 218 45.09651184082031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 331 219 45.081451416015625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13643 220 45.01579666137695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11370 221 44.919857025146484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18649 222 44.868186950683594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10776 223 44.823341369628906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22781 224 44.79290771484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17381 225 44.79023742675781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22305 226 44.74118423461914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14538 227 44.69820785522461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12139 228 44.695777893066406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17110 229 44.66663360595703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15091 230 44.65076446533203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16368 231 44.610233306884766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17768 232 44.58457565307617 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14541 233 44.57429122924805 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3467 234 44.57075500488281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5625 235 44.56915283203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12944 236 44.56416320800781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21514 237 44.50653076171875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15805 238 44.43812942504883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 792 239 44.42066955566406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8536 240 44.34408187866211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23532 241 44.22512435913086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4790 242 44.140499114990234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21558 243 44.09588623046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5623 244 44.07662582397461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8534 245 44.069313049316406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17532 246 43.859519958496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21522 247 43.85820007324219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1576 248 43.84130096435547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15345 249 43.76300811767578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17453 250 43.723968505859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13901 251 43.66708755493164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20523 252 43.64736557006836 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2940 253 43.61356735229492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21512 254 43.590606689453125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12750 255 43.57124328613281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10366 256 43.558834075927734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1354 257 43.525577545166016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13692 258 43.47688674926758 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11602 259 43.45179748535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9680 260 43.429412841796875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21738 261 43.42036437988281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20494 262 43.40445327758789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4176 263 43.399471282958984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13581 264 43.359535217285156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8403 265 43.27015686035156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4551 266 43.26301956176758 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18508 267 43.23826217651367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17507 268 43.2198371887207 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15804 269 43.186607360839844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15387 270 43.18303298950195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21510 271 43.054107666015625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23683 272 43.04978942871094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10990 273 43.03025817871094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7541 274 43.022342681884766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19954 275 43.00447082519531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17224 276 42.95989990234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23449 277 42.933998107910156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17968 278 42.84503173828125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15839 279 42.8349494934082 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22832 280 42.79389953613281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11226 281 42.74138641357422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15687 282 42.739986419677734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18635 283 42.6762809753418 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16244 284 42.628700256347656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9617 285 42.600677490234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23826 286 42.57609939575195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17977 287 42.549076080322266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23359 288 42.54892349243164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21562 289 42.44756317138672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15342 290 42.43684387207031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10792 291 42.416748046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14700 292 42.41615676879883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 211 293 42.405818939208984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22140 294 42.4053955078125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21611 295 42.32564163208008 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14693 296 42.285789489746094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12819 297 42.15029525756836 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23235 298 42.098167419433594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20191 299 42.04940414428711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18511 300 42.00724792480469 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21389 301 41.966400146484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12818 302 41.92897415161133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6904 303 41.87417221069336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18620 304 41.871788024902344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1309 305 41.814579010009766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6229 306 41.7533073425293 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7213 307 41.746726989746094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21930 308 41.74330139160156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22644 309 41.676734924316406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11696 310 41.64383316040039 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20715 311 41.626827239990234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11513 312 41.61911392211914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10377 313 41.57691192626953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15182 314 41.357666015625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11415 315 41.342445373535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10485 316 41.29755401611328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5871 317 41.28548812866211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2464 318 41.27866744995117 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14678 319 41.2738037109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2951 320 41.270198822021484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4505 321 41.25702667236328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22710 322 41.252323150634766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6688 323 41.25189208984375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11198 324 41.21401596069336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22655 325 41.09239959716797 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15677 326 41.077239990234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19990 327 41.049102783203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23234 328 41.04219055175781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9221 329 40.99733352661133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21141 330 40.96762466430664 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23227 331 40.92543411254883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11589 332 40.83103561401367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19400 333 40.78261184692383 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19100 334 40.7550163269043 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5174 335 40.710533142089844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19742 336 40.6747932434082 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17973 337 40.664737701416016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17121 338 40.62678527832031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20858 339 40.62601852416992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21302 340 40.584529876708984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23233 341 40.48231506347656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9987 342 40.44719696044922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7071 343 40.43727493286133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14082 344 40.41218948364258 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14840 345 40.36739730834961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17459 346 40.338722229003906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15952 347 40.33324432373047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5971 348 40.25110626220703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20845 349 40.24631118774414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4402 350 40.1968879699707 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17465 351 40.13495635986328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 59 352 40.05706024169922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21533 353 40.051029205322266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14445 354 40.02322769165039 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1184 355 40.01674270629883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19952 356 40.010292053222656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18913 357 39.972145080566406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2615 358 39.95261001586914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11616 359 39.94820022583008 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21300 360 39.917972564697266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13053 361 39.91718292236328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21675 362 39.91699981689453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18017 363 39.91147994995117 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21407 364 39.868629455566406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13037 365 39.854339599609375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2938 366 39.82923889160156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8223 367 39.792076110839844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16691 368 39.73918533325195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5180 369 39.73027420043945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1778 370 39.679622650146484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2958 371 39.619197845458984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21515 372 39.6097412109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14815 373 39.59817123413086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3496 374 39.5715217590332 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20865 375 39.57138442993164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14522 376 39.46340560913086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15429 377 39.45634460449219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14444 378 39.423553466796875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22807 379 39.40369415283203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7609 380 39.38849639892578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23782 381 39.383087158203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21391 382 39.27106475830078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19092 383 39.2421875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11640 384 39.18924331665039 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9580 385 39.18435287475586 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19978 386 39.16804504394531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16957 387 39.129058837890625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13346 388 39.12273025512695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6897 389 39.05663299560547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12770 390 39.050384521484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14417 391 38.94602966308594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17474 392 38.922157287597656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14208 393 38.90825271606445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18638 394 38.89444351196289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11839 395 38.8727912902832 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17794 396 38.86769104003906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14080 397 38.86757278442383 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3757 398 38.84478759765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17798 399 38.82694625854492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17743 400 38.73077392578125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17301 401 38.72827911376953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12831 402 38.61454772949219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13049 403 38.56277084350586 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19982 404 38.56193923950195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21387 405 38.54679489135742 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18531 406 38.52964782714844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11009 407 38.5262336730957 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4211 408 38.52219772338867 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20387 409 38.52132034301758 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3529 410 38.447513580322266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19110 411 38.420684814453125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18609 412 38.41495132446289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13040 413 38.39310073852539 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14081 414 38.38141632080078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19695 415 38.35618591308594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5219 416 38.34746170043945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9170 417 38.320068359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5013 418 38.29609298706055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17984 419 38.27643966674805 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14574 420 38.240478515625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12156 421 38.10966110229492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12244 422 38.10382080078125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13212 423 38.09737777709961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2944 424 38.07008361816406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23362 425 38.04840850830078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18411 426 38.02391052246094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21018 427 38.00596618652344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18038 428 37.992523193359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17903 429 37.99186325073242 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22263 430 37.98262023925781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11368 431 37.94351577758789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12290 432 37.931888580322266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19836 433 37.91458511352539 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12773 434 37.90260696411133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17059 435 37.89988708496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13589 436 37.89495849609375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7505 437 37.88091278076172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21756 438 37.880123138427734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5965 439 37.878448486328125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13709 440 37.8423957824707 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 208 441 37.81675338745117 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23123 442 37.80659484863281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10411 443 37.80258560180664 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20352 444 37.76001739501953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12868 445 37.73414993286133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3625 446 37.729942321777344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2942 447 37.66508865356445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20787 448 37.63228225708008 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15374 449 37.597129821777344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7620 450 37.57835006713867 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21528 451 37.53858947753906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20223 452 37.49012756347656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21737 453 37.475006103515625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22897 454 37.44552993774414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18502 455 37.43879699707031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13668 456 37.40644073486328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11478 457 37.39096450805664 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16036 458 37.38554382324219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9927 459 37.382568359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11900 460 37.3747673034668 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2 461 37.324649810791016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1187 462 37.2856559753418 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17776 463 37.25752258300781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14298 464 37.257076263427734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2852 465 37.256229400634766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23236 466 37.22891616821289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18686 467 37.167964935302734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3000 468 37.147972106933594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20785 469 37.11276626586914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21549 470 37.10137176513672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20524 471 37.092254638671875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11092 472 37.0573616027832 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19583 473 37.0284538269043 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20806 474 37.01447296142578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23323 475 36.982582092285156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16675 476 36.933250427246094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7498 477 36.928131103515625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17131 478 36.92749786376953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21571 479 36.88658905029297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13403 480 36.85212707519531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9356 481 36.838260650634766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22256 482 36.832820892333984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17883 483 36.83000183105469 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23710 484 36.8255615234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12821 485 36.82398986816406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17407 486 36.82284927368164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17471 487 36.81254196166992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11322 488 36.788604736328125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10456 489 36.77245330810547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2410 490 36.77155303955078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12823 491 36.770652770996094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11719 492 36.76498031616211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15166 493 36.728328704833984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15861 494 36.67230987548828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7484 495 36.6657600402832 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21019 496 36.64802932739258 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22167 497 36.642730712890625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1190 498 36.63564682006836 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7118 499 36.62028121948242 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23445 500 36.61212158203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22830 501 36.55733108520508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21700 502 36.496368408203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3845 503 36.49320983886719 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13435 504 36.45417785644531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17245 505 36.44395065307617 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18807 506 36.40886688232422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21378 507 36.40357971191406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3354 508 36.40354537963867 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22656 509 36.385536193847656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2978 510 36.384033203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15679 511 36.349178314208984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17468 512 36.340301513671875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18528 513 36.32707595825195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5916 514 36.26621627807617 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21595 515 36.24639892578125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15788 516 36.22532272338867 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5866 517 36.20087432861328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15892 518 36.15970993041992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4858 519 36.13163375854492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 854 520 36.12743377685547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16533 521 36.11528396606445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5312 522 36.109371185302734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18914 523 36.09425735473633 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17542 524 36.09165573120117 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12292 525 36.080326080322266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17982 526 36.076271057128906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21748 527 36.05774688720703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20117 528 36.04033660888672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21593 529 36.03156661987305 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13757 530 36.03060531616211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18812 531 36.02537536621094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 222 532 36.00005340576172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17632 533 35.98897171020508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11380 534 35.96803665161133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5735 535 35.96173095703125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16585 536 35.94017791748047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2992 537 35.92500305175781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21891 538 35.90099334716797 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5468 539 35.88494110107422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6524 540 35.84573745727539 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2049 541 35.84453201293945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22646 542 35.832393646240234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12152 543 35.79600524902344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 353 544 35.78797149658203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5783 545 35.75664138793945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8538 546 35.756004333496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23452 547 35.74272155761719 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10745 548 35.6672248840332 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12682 549 35.667057037353516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10376 550 35.62605667114258 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2963 551 35.556976318359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21532 552 35.5553092956543 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23824 553 35.513221740722656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6292 554 35.500213623046875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19798 555 35.49052810668945 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1113 556 35.473724365234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2912 557 35.440773010253906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 451 558 35.42805480957031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19585 559 35.42012405395508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13051 560 35.415000915527344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20624 561 35.38605880737305 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22564 562 35.37956619262695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8530 563 35.354610443115234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11234 564 35.353599548339844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11442 565 35.35116195678711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5233 566 35.33736801147461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11524 567 35.33258819580078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17613 568 35.32538986206055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12974 569 35.29997634887695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15265 570 35.29949188232422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23435 571 35.264251708984375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5322 572 35.25907897949219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4910 573 35.2550163269043 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20114 574 35.2464599609375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22991 575 35.24374008178711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 813 576 35.22283172607422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7493 577 35.200645446777344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16993 578 35.192989349365234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2961 579 35.17957305908203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17965 580 35.170616149902344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12195 581 35.16358184814453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21488 582 35.09048080444336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9558 583 35.074546813964844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13920 584 35.06413650512695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3019 585 35.04862976074219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2621 586 35.04768371582031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18021 587 35.04637145996094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13226 588 35.03887176513672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19765 589 35.03615188598633 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18177 590 35.02255630493164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3011 591 34.965309143066406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19899 592 34.96038818359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11239 593 34.95819854736328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1542 594 34.94188690185547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9936 595 34.91258239746094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17042 596 34.90930938720703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12763 597 34.88591384887695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17421 598 34.88239669799805 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11386 599 34.882293701171875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21577 600 34.863059997558594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18388 601 34.84878921508789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13730 602 34.848228454589844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9566 603 34.8328971862793 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6948 604 34.81893539428711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12772 605 34.763465881347656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3193 606 34.75944519042969 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12959 607 34.7554931640625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5175 608 34.71703338623047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15100 609 34.703773498535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18816 610 34.70244598388672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5317 611 34.702247619628906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21383 612 34.6738166809082 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 555 613 34.67106628417969 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13930 614 34.648338317871094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19621 615 34.633697509765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22783 616 34.60919952392578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15985 617 34.601600646972656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18223 618 34.5821533203125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5177 619 34.57276153564453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7587 620 34.563148498535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9585 621 34.54963302612305 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23331 622 34.52855682373047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15102 623 34.5032844543457 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10190 624 34.49757385253906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17455 625 34.47989273071289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21702 626 34.46070098876953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23526 627 34.45062255859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15786 628 34.437469482421875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23264 629 34.437416076660156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16520 630 34.399749755859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9952 631 34.3430290222168 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11372 632 34.33794021606445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7128 633 34.33735656738281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11105 634 34.306739807128906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4821 635 34.30143737792969 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18643 636 34.248287200927734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15508 637 34.22990036010742 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9593 638 34.21131134033203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21502 639 34.192138671875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 919 640 34.16864776611328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 597 641 34.16195297241211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8031 642 34.15632629394531 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21342 643 34.10908126831055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17781 644 34.10673522949219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17993 645 34.0833740234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 386 646 34.075382232666016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12415 647 34.07471466064453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23434 648 34.06060028076172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5933 649 34.052215576171875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7798 650 34.037776947021484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2914 651 34.03704071044922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11190 652 34.0346565246582 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11193 653 34.029632568359375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11511 654 33.99775695800781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17648 655 33.9849967956543 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20543 656 33.98072052001953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9735 657 33.9591064453125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15068 658 33.91400909423828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19861 659 33.91386413574219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23099 660 33.90550231933594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15404 661 33.895606994628906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16673 662 33.88324737548828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16055 663 33.855491638183594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10374 664 33.82176971435547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11104 665 33.809635162353516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1182 666 33.787227630615234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6519 667 33.78301239013672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 140 668 33.779300689697266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23361 669 33.72451400756836 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13681 670 33.70357894897461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 502 671 33.676753997802734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2019 672 33.66019058227539 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17167 673 33.650535583496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4917 674 33.638816833496094 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11586 675 33.63248062133789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17067 676 33.59623718261719 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11188 677 33.569271087646484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20926 678 33.56098937988281 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4029 679 33.549503326416016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20828 680 33.5391731262207 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14585 681 33.51654052734375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11383 682 33.498409271240234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13217 683 33.49058151245117 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17610 684 33.461158752441406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12225 685 33.43990707397461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3752 686 33.4150390625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20649 687 33.379581451416016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12822 688 33.372772216796875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16535 689 33.36885452270508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12153 690 33.3028678894043 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11472 691 33.2955436706543 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7753 692 33.28944396972656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18523 693 33.261592864990234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6228 694 33.239437103271484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18065 695 33.23057556152344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17154 696 33.22480392456055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13825 697 33.1892204284668 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23535 698 33.18189239501953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10100 699 33.17729187011719 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19094 700 33.17648696899414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6727 701 33.15980529785156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21534 702 33.15976333618164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9898 703 33.15645217895508 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18169 704 33.12744903564453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2322 705 33.12474822998047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11818 706 33.11231231689453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8533 707 33.091636657714844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3935 708 33.087982177734375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21294 709 33.08036804199219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7661 710 33.055335998535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11424 711 33.044883728027344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18641 712 33.024993896484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9954 713 33.01421356201172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3163 714 33.00554275512695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 575 715 33.00471496582031 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4006 716 32.993431091308594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7665 717 32.98603439331055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9596 718 32.98314666748047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15162 719 32.981849670410156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17234 720 32.977142333984375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14513 721 32.97596740722656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2634 722 32.97313690185547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6838 723 32.95399856567383 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2271 724 32.920108795166016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15620 725 32.898658752441406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5345 726 32.855918884277344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2422 727 32.84373092651367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13341 728 32.818382263183594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14043 729 32.8174934387207 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20730 730 32.81371307373047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22654 731 32.80571746826172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22415 732 32.8003044128418 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2941 733 32.79961395263672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15815 734 32.79144287109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22815 735 32.79088592529297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21490 736 32.78849792480469 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21409 737 32.787269592285156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16003 738 32.78720474243164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2937 739 32.78003692626953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20862 740 32.75616455078125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18642 741 32.74785614013672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22198 742 32.74639129638672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12170 743 32.742408752441406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18614 744 32.73930740356445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9567 745 32.73110580444336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22127 746 32.71231460571289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3198 747 32.71122741699219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17612 748 32.71030044555664 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23588 749 32.70924377441406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17132 750 32.70624542236328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19819 751 32.68896484375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17615 752 32.6859130859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17183 753 32.680667877197266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18270 754 32.66630554199219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21529 755 32.645713806152344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12074 756 32.64284133911133 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11491 757 32.636497497558594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16144 758 32.61308288574219 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20777 759 32.56878662109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9581 760 32.56000518798828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16620 761 32.53817367553711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14516 762 32.52163314819336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6830 763 32.514034271240234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21709 764 32.50592041015625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2851 765 32.50364685058594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11200 766 32.49907684326172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17905 767 32.496742248535156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6031 768 32.491004943847656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15356 769 32.46395492553711 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17228 770 32.45502471923828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3004 771 32.453453063964844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2957 772 32.44649887084961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12185 773 32.44293975830078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22803 774 32.438961029052734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8535 775 32.42500305175781 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19592 776 32.42437744140625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21297 777 32.423545837402344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11141 778 32.41995620727539 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15338 779 32.41929626464844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17797 780 32.40497589111328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16885 781 32.37980270385742 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14650 782 32.37544631958008 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10591 783 32.373443603515625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19325 784 32.34099197387695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15608 785 32.312522888183594 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10384 786 32.30826187133789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18992 787 32.290706634521484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22715 788 32.27870178222656 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20515 789 32.25696563720703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15794 790 32.24730682373047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19993 791 32.24708938598633 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19111 792 32.24254608154297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23215 793 32.2342414855957 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18700 794 32.211822509765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14076 795 32.207820892333984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12023 796 32.20147705078125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 466 797 32.19783401489258 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13329 798 32.19015884399414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20967 799 32.188262939453125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16796 800 32.185543060302734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9268 801 32.182701110839844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11199 802 32.18232345581055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19658 803 32.17935562133789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3660 804 32.16892623901367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15174 805 32.16783905029297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12812 806 32.142555236816406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15170 807 32.13845443725586 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23808 808 32.13383102416992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 895 809 32.12533187866211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 402 810 32.10140609741211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4976 811 32.090023040771484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11238 812 32.088951110839844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22865 813 32.086769104003906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16030 814 32.083343505859375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18632 815 32.06852722167969 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14893 816 32.05562973022461 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11480 817 32.02247619628906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23655 818 32.016517639160156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9245 819 32.004791259765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3281 820 32.004756927490234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1094 821 31.9989070892334 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2408 822 31.99504280090332 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21576 823 31.97223663330078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11113 824 31.95816421508789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 4205 825 31.919897079467773 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12233 826 31.918800354003906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21298 827 31.914878845214844 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12232 828 31.86737060546875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23354 829 31.862577438354492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23298 830 31.859882354736328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2479 831 31.849315643310547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10989 832 31.848129272460938 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21272 833 31.843223571777344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21731 834 31.843130111694336 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13330 835 31.827688217163086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20925 836 31.810577392578125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14438 837 31.80623435974121 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12150 838 31.796146392822266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22260 839 31.78864288330078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19838 840 31.766765594482422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13586 841 31.76346206665039 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17744 842 31.758441925048828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23493 843 31.742733001708984 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 148 844 31.7321720123291 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21568 845 31.72724151611328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11750 846 31.722553253173828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20986 847 31.71270751953125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1195 848 31.70970916748047 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13154 849 31.707185745239258 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13020 850 31.701190948486328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19418 851 31.68889617919922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15189 852 31.682157516479492 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11013 853 31.677833557128906 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13121 854 31.641407012939453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14665 855 31.63081169128418 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21386 856 31.616525650024414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9559 857 31.612323760986328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16389 858 31.60664176940918 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17461 859 31.605955123901367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 195 860 31.603960037231445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14540 861 31.599416732788086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21679 862 31.572368621826172 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 820 863 31.55728530883789 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17961 864 31.546722412109375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15824 865 31.50185775756836 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14040 866 31.501354217529297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12599 867 31.498384475708008 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14905 868 31.455862045288086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15201 869 31.4196834564209 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14287 870 31.405858993530273 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17986 871 31.402408599853516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5707 872 31.39093589782715 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3007 873 31.383243560791016 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22797 874 31.375930786132812 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7615 875 31.362674713134766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21475 876 31.343929290771484 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21280 877 31.34153175354004 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14614 878 31.3277587890625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21677 879 31.31047821044922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21426 880 31.30912208557129 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19586 881 31.29742431640625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11636 882 31.2949275970459 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14514 883 31.28980255126953 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14471 884 31.268451690673828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10583 885 31.2626953125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20517 886 31.2553768157959 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3751 887 31.255130767822266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11521 888 31.230907440185547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18784 889 31.212482452392578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23413 890 31.201120376586914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12748 891 31.174964904785156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2956 892 31.154743194580078 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22873 893 31.136754989624023 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11474 894 31.133289337158203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13060 895 31.13140296936035 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20861 896 31.12468719482422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11142 897 31.11081314086914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20964 898 31.10263442993164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11154 899 31.081466674804688 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20360 900 31.07999038696289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11107 901 31.07358741760254 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13953 902 31.07001495361328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8002 903 31.066970825195312 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17071 904 31.0657958984375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18675 905 31.057247161865234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17462 906 31.03722381591797 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22292 907 31.031993865966797 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12347 908 31.008522033691406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6486 909 31.00324249267578 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15248 910 30.99207878112793 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20936 911 30.990234375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17165 912 30.98485565185547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22713 913 30.97403335571289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 665 914 30.959365844726562 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17796 915 30.952301025390625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17760 916 30.93880844116211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 974 917 30.91676902770996 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6526 918 30.88037872314453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18716 919 30.875823974609375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21717 920 30.868160247802734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11523 921 30.86589813232422 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15055 922 30.86117172241211 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14886 923 30.804821014404297 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19200 924 30.80427360534668 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21542 925 30.797313690185547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20638 926 30.78512954711914 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8267 927 30.766843795776367 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23517 928 30.739423751831055 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12767 929 30.724979400634766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 297 930 30.713762283325195 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8853 931 30.705528259277344 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22400 932 30.676437377929688 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11100 933 30.657936096191406 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22304 934 30.65208625793457 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13555 935 30.639083862304688 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15286 936 30.63470458984375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 8919 937 30.624637603759766 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15004 938 30.5877685546875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19304 939 30.56991958618164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 1844 940 30.569345474243164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18811 941 30.549423217773438 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21763 942 30.54930877685547 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18248 943 30.544729232788086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22402 944 30.540088653564453 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 5615 945 30.529741287231445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17322 946 30.474594116210938 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16790 947 30.46955680847168 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18615 948 30.432083129882812 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17913 949 30.4266357421875 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15405 950 30.411930084228516 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 7531 951 30.408344268798828 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15334 952 30.40557098388672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21487 953 30.361068725585938 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15802 954 30.350360870361328 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18759 955 30.346389770507812 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18619 956 30.33721160888672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21296 957 30.330547332763672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11140 958 30.320541381835938 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 20943 959 30.306194305419922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14084 960 30.304750442504883 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11375 961 30.285245895385742 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22879 962 30.28190040588379 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15852 963 30.27483558654785 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13030 964 30.26479148864746 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 19945 965 30.231922149658203 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23567 966 30.230205535888672 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22509 967 30.219396591186523 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 985 968 30.21847152709961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16007 969 30.20909881591797 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 6429 970 30.208370208740234 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 2726 971 30.207805633544922 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11275 972 30.20025634765625 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17791 973 30.16555404663086 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17962 974 30.151369094848633 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16889 975 30.145267486572266 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15762 976 30.125505447387695 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 14925 977 30.10733413696289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22812 978 30.106689453125 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13756 979 30.1063175201416 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 868 980 30.09331703186035 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9583 981 30.08749771118164 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16519 982 30.08370018005371 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13337 983 30.07316017150879 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9047 984 30.07122230529785 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 13152 985 30.05538558959961 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 15811 986 30.04950523376465 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 9594 987 30.005815505981445 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 16672 988 29.998138427734375 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 12743 989 29.992826461791992 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 207 990 29.992074966430664 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 17945 991 29.990230560302734 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 18795 992 29.98255157470703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 449 993 29.98215103149414 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 21480 994 29.981948852539062 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 23496 995 29.974720001220703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 10780 996 29.96690559387207 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 3974 997 29.966468811035156 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 869 998 29.944934844970703 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 22561 999 29.93497085571289 bm25_gpt4
TheoremQA_panlu/similarity3.json Q0 11591 1000 29.914642333984375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9320 1 120.47842407226562 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2052 2 111.5069351196289 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5844 3 104.2443618774414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2300 4 100.50357818603516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4790 5 94.58929443359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4138 6 90.45053100585938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2547 7 86.29032897949219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15065 8 84.58818054199219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8471 9 82.91465759277344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8553 10 82.81072998046875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23292 11 80.8404769897461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20820 12 80.20319366455078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23609 13 80.13658142089844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 430 14 78.70225524902344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23397 15 78.1357650756836 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17273 16 77.95039367675781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22781 17 77.86505126953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18038 18 77.62218475341797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20865 19 76.6615219116211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9109 20 76.26705932617188 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5843 21 75.52657318115234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6255 22 73.46763610839844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9406 23 73.24657440185547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17697 24 73.197509765625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 451 25 72.90592956542969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4370 26 72.80332946777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9706 27 72.42466735839844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17939 28 72.3924789428711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15464 29 71.74754333496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5842 30 71.3515396118164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9188 31 71.29651641845703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 140 32 70.37513732910156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14078 33 70.2192153930664 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17255 34 70.21623229980469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8003 35 69.69052124023438 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23249 36 69.17768096923828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9705 37 67.9507827758789 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3660 38 67.78810119628906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23411 39 67.26976776123047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4572 40 66.85665130615234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3584 41 66.27672576904297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17614 42 66.0003890991211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9931 43 65.9686279296875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7181 44 65.92910766601562 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17239 45 65.36376190185547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8843 46 65.0450668334961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1858 47 64.83480834960938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12648 48 64.81604766845703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8845 49 64.43399810791016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23608 50 64.06375885009766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 788 51 63.88132095336914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3163 52 63.79095458984375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17755 53 62.8121223449707 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12234 54 61.84780502319336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15341 55 61.596256256103516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5583 56 61.56190872192383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13040 57 61.295379638671875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5707 58 60.89884567260742 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8595 59 60.80207061767578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13862 60 60.700965881347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21475 61 60.547813415527344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5623 62 60.083431243896484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11589 63 59.720218658447266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21930 64 59.400814056396484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13517 65 58.75180435180664 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17949 66 58.434513092041016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7124 67 57.97443771362305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15750 68 57.35668182373047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14374 69 57.30742645263672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1576 70 56.863609313964844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13152 71 56.76964569091797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2157 72 56.6854362487793 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21490 73 56.67718505859375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1316 74 56.638458251953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14662 75 56.488075256347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21869 76 56.44839859008789 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18022 77 56.442535400390625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13492 78 56.02713394165039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14081 79 55.91250991821289 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22441 80 55.88926696777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14080 81 55.47199249267578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22556 82 55.42668151855469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21474 83 55.34545135498047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6284 84 55.26787567138672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10479 85 55.09638977050781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21176 86 55.09107971191406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13691 87 54.86187744140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3561 88 54.83325958251953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21567 89 54.83202362060547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 577 90 54.56648635864258 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10591 91 54.56324005126953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6257 92 54.168556213378906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21487 93 54.05910110473633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14082 94 53.93189239501953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21714 95 53.44146728515625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18042 96 53.366180419921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5845 97 53.319122314453125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1847 98 53.304046630859375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1309 99 53.0780029296875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8087 100 53.063560485839844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1181 101 53.04249954223633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8917 102 52.98613739013672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19126 103 52.87678527832031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 59 104 52.85681915283203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21833 105 52.73804473876953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21040 106 52.59330368041992 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7630 107 52.50628662109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12921 108 52.435970306396484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9269 109 52.40320587158203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13668 110 51.97711944580078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7629 111 51.918663024902344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12244 112 51.91597366333008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21488 113 51.83527755737305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9933 114 51.83456802368164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15101 115 51.83209991455078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15056 116 51.76791763305664 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11591 117 51.70218276977539 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 581 118 51.67290496826172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12957 119 51.31138229370117 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12156 120 51.297828674316406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20783 121 51.204124450683594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3806 122 51.150672912597656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17421 123 50.995052337646484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19836 124 50.92955017089844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 334 125 50.690399169921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17742 126 50.53691482543945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8162 127 50.42955017089844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5318 128 50.333763122558594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7328 129 50.28839874267578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17904 130 50.26355743408203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9242 131 50.20557403564453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21478 132 50.15731430053711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21473 133 49.86542510986328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 589 134 49.86042404174805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9927 135 49.82341766357422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15342 136 49.791629791259766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19904 137 49.74078369140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20205 138 49.74077224731445 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5738 139 49.73687744140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15536 140 49.687477111816406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7609 141 49.64850616455078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10304 142 49.51362228393555 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4894 143 49.40217208862305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16826 144 49.39266586303711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17296 145 49.36790084838867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22656 146 49.29875183105469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22283 147 49.179534912109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 473 148 49.09972381591797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3487 149 49.00828552246094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7448 150 48.91765213012695 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4829 151 48.71968078613281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12818 152 48.63786697387695 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21636 153 48.63648986816406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21489 154 48.61185836791992 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21661 155 48.435977935791016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22896 156 48.288856506347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1300 157 47.990081787109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6726 158 47.98176193237305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20819 159 47.971641540527344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13985 160 47.9456672668457 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23588 161 47.931610107421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18606 162 47.92254638671875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16796 163 47.892723083496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7831 164 47.78584289550781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11004 165 47.78395462036133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15493 166 47.672508239746094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20828 167 47.667354583740234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18178 168 47.580509185791016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18502 169 47.422019958496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10100 170 47.392181396484375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2151 171 47.34336471557617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17752 172 47.23240661621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12114 173 47.10320281982422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6948 174 47.0887336730957 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21712 175 47.00693130493164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20638 176 46.98970413208008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11571 177 46.9721565246582 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10581 178 46.92185974121094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13122 179 46.896629333496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17644 180 46.885337829589844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21484 181 46.80653762817383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2288 182 46.783668518066406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4137 183 46.736915588378906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9156 184 46.62419509887695 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14536 185 46.61634826660156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21738 186 46.57447052001953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6229 187 46.56636047363281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21378 188 46.51768493652344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11561 189 46.4250373840332 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 590 190 46.314842224121094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15345 191 46.245758056640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15166 192 46.23674011230469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8403 193 46.231380462646484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16055 194 46.14548110961914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 428 195 46.137577056884766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21787 196 46.10715103149414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8916 197 46.04140090942383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 380 198 46.019325256347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3732 199 45.992332458496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21019 200 45.90413284301758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5562 201 45.8748779296875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 818 202 45.829158782958984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19674 203 45.579193115234375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23227 204 45.55311965942383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3467 205 45.510276794433594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4969 206 45.46876525878906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5839 207 45.46876525878906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15892 208 45.41973114013672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2588 209 45.334434509277344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6904 210 45.255699157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3144 211 45.25243377685547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3666 212 45.24213790893555 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14077 213 45.20226287841797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 56 214 45.184791564941406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1195 215 45.17503356933594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 429 216 45.08089828491211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1159 217 45.06217956542969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14076 218 45.023128509521484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1158 219 44.97127151489258 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15581 220 44.943851470947266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18629 221 44.90681076049805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22895 222 44.8726692199707 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13709 223 44.86198425292969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19995 224 44.8253173828125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 787 225 44.777183532714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23607 226 44.73591232299805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10366 227 44.692413330078125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9722 228 44.64122772216797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17413 229 44.60347366333008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6032 230 44.58445358276367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22620 231 44.48857498168945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23532 232 44.387123107910156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12139 233 44.359214782714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9680 234 44.27892303466797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23445 235 44.18631362915039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10376 236 44.09013748168945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8158 237 43.892417907714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17761 238 43.737579345703125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17696 239 43.671478271484375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8549 240 43.59717559814453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1513 241 43.53894805908203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13925 242 43.46129608154297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21477 243 43.44780731201172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1191 244 43.42256164550781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18684 245 43.386131286621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17301 246 43.38555908203125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21577 247 43.337432861328125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1594 248 43.32939529418945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23782 249 43.32508087158203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17938 250 43.309104919433594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4098 251 43.30448532104492 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17695 252 43.26042938232422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9936 253 43.248924255371094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2315 254 43.24814224243164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8844 255 43.23127746582031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13763 256 43.22858810424805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16490 257 43.21977233886719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23256 258 43.2083740234375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21522 259 43.20431900024414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19092 260 43.174278259277344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12415 261 43.1717414855957 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19860 262 43.03331756591797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4101 263 43.024085998535156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 148 264 42.96660614013672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15632 265 42.943023681640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12819 266 42.84038543701172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23449 267 42.79106140136719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3821 268 42.7375602722168 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17245 269 42.72727584838867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21662 270 42.689083099365234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2807 271 42.68181228637695 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4548 272 42.66230773925781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18962 273 42.630699157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2314 274 42.590110778808594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22070 275 42.58112716674805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16269 276 42.57781219482422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20304 277 42.47711944580078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23493 278 42.2990608215332 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13586 279 42.24729537963867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17444 280 42.23719787597656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23263 281 42.230247497558594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10732 282 42.21976852416992 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17937 283 42.214717864990234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19981 284 42.212337493896484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17247 285 42.208255767822266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18604 286 42.171600341796875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8159 287 42.14986038208008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8160 288 42.14986038208008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3935 289 42.107276916503906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21570 290 42.099273681640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14797 291 42.06741714477539 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2650 292 42.049644470214844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13455 293 41.99294662475586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8808 294 41.97151184082031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9949 295 41.92030334472656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9678 296 41.874698638916016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20715 297 41.86489486694336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13944 298 41.791053771972656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12822 299 41.78962326049805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21763 300 41.75788497924805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 149 301 41.70163345336914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22464 302 41.69252014160156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13757 303 41.59523010253906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8031 304 41.575679779052734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23572 305 41.55857849121094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 453 306 41.548057556152344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1585 307 41.46010208129883 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21482 308 41.430362701416016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11616 309 41.376708984375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19974 310 41.342681884765625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17797 311 41.298622131347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1180 312 41.15008544921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7205 313 41.09294891357422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11513 314 41.060367584228516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14075 315 41.017051696777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9898 316 40.93534851074219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15035 317 40.83271408081055 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18607 318 40.826114654541016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4256 319 40.804046630859375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5593 320 40.771339416503906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13896 321 40.757469177246094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20358 322 40.74787521362305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4255 323 40.742828369140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17798 324 40.71953582763672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12831 325 40.70000076293945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17381 326 40.65342712402344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17967 327 40.635231018066406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13267 328 40.58080291748047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17769 329 40.57000732421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7875 330 40.506717681884766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17514 331 40.50433349609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9189 332 40.503414154052734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18879 333 40.43824005126953 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12152 334 40.3809814453125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8837 335 40.37934875488281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22875 336 40.37933349609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19658 337 40.32331085205078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14287 338 40.30220031738281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20730 339 40.23820877075195 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10396 340 40.142845153808594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16790 341 40.095767974853516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15091 342 40.08803939819336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20779 343 40.05899429321289 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12376 344 40.045562744140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20936 345 40.04240417480469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8161 346 39.96656799316406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10423 347 39.89353561401367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5313 348 39.865081787109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15899 349 39.854854583740234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11940 350 39.761104583740234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 820 351 39.73630905151367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14712 352 39.732200622558594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21289 353 39.718284606933594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1104 354 39.716087341308594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18641 355 39.71503448486328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5018 356 39.639801025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22824 357 39.61505126953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11839 358 39.58932876586914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18205 359 39.53178405761719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15944 360 39.520545959472656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14208 361 39.46697235107422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17884 362 39.35394287109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22310 363 39.320011138916016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14547 364 39.31064224243164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18413 365 39.301048278808594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12930 366 39.249732971191406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11228 367 39.2234992980957 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21180 368 39.20408248901367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16030 369 39.179664611816406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10806 370 39.121883392333984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21406 371 39.07184982299805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15744 372 39.03109359741211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12222 373 39.020729064941406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4933 374 39.01324462890625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13229 375 39.000980377197266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15787 376 38.927101135253906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18683 377 38.897682189941406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17507 378 38.894134521484375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22181 379 38.87895584106445 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23802 380 38.87510681152344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17110 381 38.85999298095703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11002 382 38.844886779785156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15687 383 38.82707977294922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21256 384 38.825042724609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18138 385 38.81981658935547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4254 386 38.808677673339844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23710 387 38.76047897338867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 555 388 38.68653106689453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21568 389 38.625022888183594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17280 390 38.59027099609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21562 391 38.53691101074219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15620 392 38.530113220214844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21472 393 38.48793029785156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12770 394 38.42293930053711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10996 395 38.384090423583984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22178 396 38.353240966796875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14800 397 38.33439636230469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8792 398 38.30061721801758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23615 399 38.2926025390625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23288 400 38.28199768066406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7553 401 38.265037536621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21510 402 38.258033752441406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22749 403 38.22193908691406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5584 404 38.211585998535156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10257 405 38.175743103027344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15650 406 38.16377258300781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17874 407 38.129737854003906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22804 408 38.12959289550781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4547 409 38.12138366699219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21409 410 38.03834533691406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12814 411 38.0260009765625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11121 412 37.998939514160156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23683 413 37.98998260498047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16986 414 37.97715377807617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2049 415 37.912803649902344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23291 416 37.860416412353516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13904 417 37.8413200378418 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13908 418 37.8413200378418 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21258 419 37.795143127441406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1080 420 37.793148040771484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14217 421 37.79067611694336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21481 422 37.77683639526367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7874 423 37.72333526611328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17042 424 37.70979309082031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23722 425 37.69502639770508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18680 426 37.639835357666016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21968 427 37.62594223022461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11003 428 37.60528564453125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18646 429 37.53348159790039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12499 430 37.523094177246094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12868 431 37.50423812866211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15177 432 37.48068618774414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13555 433 37.46825408935547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21342 434 37.441802978515625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20858 435 37.436614990234375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1308 436 37.407867431640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18812 437 37.395774841308594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15900 438 37.3921012878418 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4821 439 37.37302780151367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6718 440 37.357261657714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17823 441 37.32072067260742 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18308 442 37.313148498535156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18283 443 37.312339782714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15677 444 37.30939483642578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3718 445 37.274253845214844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20860 446 37.245216369628906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20020 447 37.22280502319336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23533 448 37.21721267700195 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21480 449 37.21324157714844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10745 450 37.19014358520508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20362 451 37.184120178222656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19070 452 37.183509826660156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14446 453 37.163875579833984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23277 454 37.15998458862305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23525 455 37.11563491821289 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4029 456 37.10446548461914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10791 457 37.102298736572266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11322 458 37.05908966064453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14206 459 37.05635070800781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23355 460 37.036380767822266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12224 461 37.01962661743164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18649 462 37.01948928833008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3892 463 36.99330139160156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5871 464 36.97843933105469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11570 465 36.97076416015625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5866 466 36.961280822753906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1113 467 36.8889274597168 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18644 468 36.875247955322266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17248 469 36.84300994873047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16871 470 36.82182312011719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13226 471 36.7760009765625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14523 472 36.76861572265625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4915 473 36.7591667175293 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4919 474 36.7591667175293 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19093 475 36.75636672973633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1298 476 36.707427978515625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13096 477 36.660377502441406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12283 478 36.65531921386719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23471 479 36.62773132324219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 383 480 36.61848449707031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16836 481 36.61631393432617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1138 482 36.600311279296875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9943 483 36.592586517333984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21528 484 36.58948516845703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13692 485 36.58742141723633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10780 486 36.574039459228516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15671 487 36.56796646118164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23737 488 36.5451545715332 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8111 489 36.539146423339844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21542 490 36.53455352783203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15068 491 36.51504135131836 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7446 492 36.48775863647461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13475 493 36.48631286621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11475 494 36.3570556640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11430 495 36.35578918457031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20652 496 36.35578918457031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16105 497 36.34740447998047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20806 498 36.34217071533203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23808 499 36.3152961730957 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14816 500 36.3043098449707 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2479 501 36.29561996459961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17584 502 36.290008544921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21500 503 36.25465774536133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1336 504 36.21697998046875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10590 505 36.18519592285156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18041 506 36.15410614013672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17517 507 36.11749267578125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18017 508 36.112579345703125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8525 509 36.08560562133789 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12160 510 36.058563232421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16569 511 36.02259826660156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10377 512 35.992706298828125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17538 513 35.99267578125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6843 514 35.98989486694336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17043 515 35.98122024536133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18624 516 35.97200393676758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11371 517 35.93694305419922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1155 518 35.930442810058594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11514 519 35.92442321777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17626 520 35.921844482421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13154 521 35.85162353515625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2515 522 35.825172424316406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13151 523 35.790504455566406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1857 524 35.740482330322266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18913 525 35.73157501220703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7450 526 35.72631072998047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22946 527 35.66179656982422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1194 528 35.65325164794922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18648 529 35.614681243896484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9937 530 35.53709411621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23491 531 35.50115203857422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20684 532 35.453857421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18874 533 35.451908111572266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22612 534 35.440391540527344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15063 535 35.43650436401367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9945 536 35.39117431640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6537 537 35.37945556640625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4025 538 35.32588195800781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10798 539 35.32062530517578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23142 540 35.28493881225586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19946 541 35.24761962890625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8154 542 35.24546813964844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22876 543 35.24156188964844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22831 544 35.2369270324707 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19968 545 35.186912536621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11818 546 35.185272216796875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12798 547 35.17615509033203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8375 548 35.14579391479492 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20506 549 35.14414596557617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22555 550 35.107139587402344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21162 551 35.10044860839844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22735 552 35.09540557861328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4343 553 35.073238372802734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22503 554 35.071537017822266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10686 555 35.0677375793457 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1755 556 35.04410171508789 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21001 557 35.01140594482422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11465 558 34.99253845214844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13187 559 34.98497772216797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17131 560 34.98476791381836 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16321 561 34.97034454345703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4917 562 34.964420318603516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20543 563 34.938331604003906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10137 564 34.90802001953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13453 565 34.89099884033203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11415 566 34.83571243286133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15818 567 34.82604217529297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23434 568 34.79576873779297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17780 569 34.769466400146484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4004 570 34.760658264160156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9245 571 34.75605392456055 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2141 572 34.726871490478516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1681 573 34.7191047668457 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22465 574 34.70977020263672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14803 575 34.695068359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16252 576 34.684043884277344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12774 577 34.678096771240234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17620 578 34.64086151123047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15608 579 34.628021240234375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23264 580 34.61370849609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9354 581 34.59762191772461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13805 582 34.59735107421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15601 583 34.56663513183594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14128 584 34.55763244628906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7506 585 34.53030776977539 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17993 586 34.52049255371094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17605 587 34.49286651611328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1032 588 34.47859573364258 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 433 589 34.453243255615234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21702 590 34.446414947509766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16827 591 34.431488037109375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20508 592 34.42063903808594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2864 593 34.41358947753906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19988 594 34.410850524902344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 489 595 34.40537643432617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12754 596 34.3990364074707 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2492 597 34.39041519165039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9104 598 34.36705780029297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18448 599 34.35740661621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4889 600 34.354862213134766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23155 601 34.33674621582031 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15622 602 34.33649826049805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12279 603 34.27267074584961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8524 604 34.270294189453125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23413 605 34.266876220703125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21666 606 34.2447624206543 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12858 607 34.19817352294922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13488 608 34.18852996826172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17899 609 34.16624069213867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23215 610 34.15549087524414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1566 611 34.13014602661133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9347 612 34.12956237792969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6506 613 34.11707305908203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17754 614 34.09562683105469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20117 615 34.05661392211914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21579 616 34.050140380859375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16691 617 34.038848876953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11899 618 34.03758239746094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21780 619 34.02790069580078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13537 620 34.0255126953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12599 621 34.022769927978516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9698 622 34.02203369140625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10104 623 33.994300842285156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20360 624 33.977317810058594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20765 625 33.931907653808594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23703 626 33.91088104248047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12820 627 33.82034683227539 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23282 628 33.80817794799805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7213 629 33.79452133178711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4900 630 33.791343688964844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17989 631 33.789432525634766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19100 632 33.78647232055664 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17185 633 33.759910583496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22610 634 33.74922561645508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13288 635 33.627567291259766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14916 636 33.595455169677734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18467 637 33.595375061035156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8693 638 33.53915023803711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18061 639 33.53096008300781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7134 640 33.530494689941406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18508 641 33.52772521972656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 540 642 33.51397705078125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18645 643 33.5014533996582 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8596 644 33.47469711303711 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20400 645 33.429656982421875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5436 646 33.42605972290039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17990 647 33.40613555908203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13466 648 33.39165496826172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11611 649 33.37712097167969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8408 650 33.376914978027344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17443 651 33.352664947509766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17724 652 33.33298873901367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21549 653 33.32868194580078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20861 654 33.32691955566406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10365 655 33.32520294189453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23716 656 33.32297134399414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14043 657 33.29951858520508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14989 658 33.29511642456055 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18414 659 33.293643951416016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8599 660 33.285274505615234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12697 661 33.27729034423828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19657 662 33.2454833984375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15799 663 33.23826217651367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10804 664 33.23202896118164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12750 665 33.221710205078125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15813 666 33.199310302734375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15703 667 33.198936462402344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 974 668 33.14512252807617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21600 669 33.1380729675293 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18643 670 33.11643600463867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12167 671 33.06586456298828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22509 672 33.05241394042969 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22891 673 33.034217834472656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23779 674 33.031185150146484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20900 675 33.024356842041016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1090 676 33.02006530761719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13994 677 33.00300979614258 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3428 678 32.99712371826172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3244 679 32.96916198730469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17762 680 32.96799850463867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6882 681 32.94942092895508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 811 682 32.949195861816406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19108 683 32.94558334350586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5615 684 32.9281120300293 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 351 685 32.92533874511719 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15886 686 32.91102981567383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23279 687 32.906314849853516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5574 688 32.89678192138672 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10831 689 32.881568908691406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17984 690 32.872039794921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19069 691 32.8718147277832 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11597 692 32.871742248535156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14917 693 32.86902618408203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14717 694 32.863006591796875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17775 695 32.857872009277344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23419 696 32.8294677734375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17947 697 32.80121612548828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12935 698 32.80062484741211 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10504 699 32.79802703857422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2208 700 32.790367126464844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17700 701 32.7552604675293 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5625 702 32.73802947998047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23286 703 32.736663818359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 597 704 32.73593521118164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12892 705 32.71358108520508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22218 706 32.71010208129883 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16036 707 32.70698928833008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16666 708 32.695068359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8819 709 32.67472839355469 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23271 710 32.66200256347656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10180 711 32.648990631103516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7123 712 32.62091827392578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11595 713 32.61259460449219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17744 714 32.61029815673828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13868 715 32.60451889038086 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12821 716 32.57052230834961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21384 717 32.56828689575195 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12917 718 32.5557861328125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19110 719 32.55216598510742 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17271 720 32.54673767089844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18642 721 32.542091369628906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18021 722 32.52292251586914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23837 723 32.522491455078125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5477 724 32.50288009643555 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17648 725 32.49385070800781 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 816 726 32.488956451416016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18432 727 32.394004821777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15538 728 32.3829231262207 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20352 729 32.369056701660156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17796 730 32.34469223022461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21018 731 32.324790954589844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13581 732 32.314453125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12742 733 32.30741882324219 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13330 734 32.298606872558594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18415 735 32.27879333496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16884 736 32.2708740234375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15985 737 32.25944137573242 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5322 738 32.24653625488281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11641 739 32.20431137084961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22552 740 32.203670501708984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13329 741 32.19587326049805 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7621 742 32.18311309814453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21829 743 32.1667366027832 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23824 744 32.152950286865234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13088 745 32.13276672363281 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16859 746 32.11549758911133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23294 747 32.11189270019531 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21529 748 32.107486724853516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16519 749 32.09800720214844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15100 750 32.060367584228516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7753 751 31.996294021606445 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17377 752 31.988420486450195 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21948 753 31.966798782348633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17250 754 31.960111618041992 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2895 755 31.957569122314453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 622 756 31.953327178955078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10990 757 31.947994232177734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18278 758 31.94778060913086 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21387 759 31.916709899902344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15714 760 31.915603637695312 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17857 761 31.907711029052734 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5551 762 31.897113800048828 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21381 763 31.875778198242188 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14295 764 31.874473571777344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3846 765 31.873685836791992 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17751 766 31.86147689819336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19956 767 31.839599609375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21471 768 31.825210571289062 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23719 769 31.80010414123535 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20140 770 31.786151885986328 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12153 771 31.78323745727539 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22806 772 31.772390365600586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14555 773 31.747629165649414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10567 774 31.74118423461914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17715 775 31.729061126708984 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15103 776 31.704030990600586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2247 777 31.65548324584961 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21502 778 31.652841567993164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17063 779 31.643108367919922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10989 780 31.638534545898438 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18227 781 31.60065460205078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 814 782 31.593578338623047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17946 783 31.587671279907227 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19400 784 31.5806884765625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1899 785 31.54509735107422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22136 786 31.532379150390625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12150 787 31.527402877807617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19656 788 31.512758255004883 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22890 789 31.50890350341797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23797 790 31.49872398376465 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11360 791 31.498308181762695 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21271 792 31.495235443115234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17251 793 31.47796058654785 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18816 794 31.468894958496094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10690 795 31.4620304107666 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 6517 796 31.424877166748047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19959 797 31.424575805664062 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15961 798 31.423664093017578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11474 799 31.420381546020508 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8155 800 31.41480827331543 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11868 801 31.411470413208008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21525 802 31.40509796142578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21491 803 31.403837203979492 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15066 804 31.392988204956055 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20649 805 31.389610290527344 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23402 806 31.356626510620117 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17972 807 31.353599548339844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15558 808 31.347654342651367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20504 809 31.339059829711914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14510 810 31.337434768676758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13993 811 31.29351043701172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 557 812 31.251102447509766 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11226 813 31.2501220703125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10492 814 31.247718811035156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18811 815 31.246929168701172 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8400 816 31.24077033996582 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23826 817 31.206584930419922 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21605 818 31.19561767578125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 461 819 31.185138702392578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23721 820 31.16185760498047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15850 821 31.143003463745117 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20919 822 31.13060760498047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13920 823 31.128442764282227 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21391 824 31.125213623046875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21386 825 31.103797912597656 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1354 826 31.10198402404785 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17338 827 31.094507217407227 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14718 828 31.09305191040039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 11140 829 31.07366943359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19024 830 31.06719398498535 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17768 831 31.029380798339844 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8696 832 31.00639533996582 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15333 833 30.996583938598633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9704 834 30.985301971435547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18774 835 30.97850799560547 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15034 836 30.969860076904297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 10766 837 30.96725845336914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17071 838 30.930620193481445 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3969 839 30.898487091064453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17987 840 30.892024993896484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15791 841 30.890817642211914 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21161 842 30.86924934387207 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16244 843 30.841041564941406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14447 844 30.829835891723633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12767 845 30.816593170166016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23489 846 30.792268753051758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17547 847 30.790802001953125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19985 848 30.755308151245117 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16080 849 30.754003524780273 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12823 850 30.73601531982422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4897 851 30.735782623291016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16976 852 30.72945785522461 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18447 853 30.729232788085938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 3280 854 30.722482681274414 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16526 855 30.711410522460938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20513 856 30.70047378540039 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12618 857 30.682926177978516 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17873 858 30.669689178466797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20517 859 30.65821075439453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17787 860 30.639915466308594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23290 861 30.631240844726562 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17632 862 30.628007888793945 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 1537 863 30.623048782348633 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23278 864 30.616390228271484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14574 865 30.615943908691406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16543 866 30.611583709716797 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18307 867 30.600543975830078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5785 868 30.574642181396484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19623 869 30.571369171142578 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23537 870 30.552146911621094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 2735 871 30.54872703552246 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14699 872 30.54697036743164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23707 873 30.537851333618164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22805 874 30.531471252441406 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20897 875 30.527353286743164 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13259 876 30.516145706176758 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7505 877 30.46409034729004 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4976 878 30.463539123535156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 790 879 30.457059860229492 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17602 880 30.454992294311523 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4898 881 30.45425033569336 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13222 882 30.44415855407715 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16389 883 30.43705940246582 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12752 884 30.436634063720703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14527 885 30.4305477142334 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22868 886 30.427982330322266 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4749 887 30.399404525756836 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18783 888 30.396820068359375 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15852 889 30.340042114257812 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20761 890 30.327754974365234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23655 891 30.315343856811523 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15815 892 30.29613494873047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16709 893 30.26910400390625 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20532 894 30.26300621032715 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9707 895 30.231857299804688 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14789 896 30.22728729248047 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 16699 897 30.213123321533203 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14524 898 30.20799446105957 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21410 899 30.204574584960938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20618 900 30.200843811035156 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14564 901 30.142507553100586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 9679 902 30.12664794921875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5003 903 30.122129440307617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12455 904 30.121496200561523 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19953 905 30.109909057617188 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21530 906 30.092863082885742 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23720 907 30.088184356689453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22107 908 30.078475952148438 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7760 909 30.06447410583496 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21722 910 30.060482025146484 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 18468 911 30.056337356567383 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5163 912 30.05193328857422 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21857 913 30.049726486206055 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21174 914 30.049121856689453 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7710 915 30.017663955688477 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14840 916 30.00139808654785 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17677 917 29.972993850708008 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21883 918 29.969785690307617 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 21011 919 29.953826904296875 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 8165 920 29.950973510742188 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17977 921 29.949073791503906 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 20546 922 29.928409576416016 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 439 923 29.92786407470703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17453 924 29.91977310180664 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23452 925 29.914670944213867 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 19626 926 29.891559600830078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 14269 927 29.880216598510742 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12723 928 29.84600830078125 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22060 929 29.844356536865234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 455 930 29.818344116210938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 5739 931 29.812400817871094 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22563 932 29.809284210205078 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 15191 933 29.805065155029297 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22611 934 29.798864364624023 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 23755 935 29.765335083007812 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 7498 936 29.76282501220703 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 4858 937 29.75808334350586 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12694 938 29.738399505615234 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 558 939 29.726545333862305 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22925 940 29.726486206054688 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 17627 941 29.714967727661133 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13031 942 29.70253562927246 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 665 943 29.689207077026367 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 22015 944 29.688705444335938 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 12544 945 29.678977966308594 bm25_gpt4
TheoremQA_wenhuchen/t_test3.json Q0 13281 946 29.66563606262207 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 820 26 83.48856353759766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14078 27 82.86878967285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5464 28 82.69970703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6897 29 82.14433288574219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5639 30 81.88662719726562 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18022 31 81.44078063964844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9567 32 80.8761215209961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6016 33 80.38038635253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19126 34 80.03611755371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22653 35 79.25138854980469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18632 36 79.19937133789062 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3828 37 78.70236206054688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5638 38 78.68463134765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15750 39 78.51429748535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10304 40 78.08146667480469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5249 41 77.31146240234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18038 42 77.11833190917969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23264 43 76.023681640625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6219 44 75.38143920898438 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8486 45 75.11724853515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6255 46 74.70587158203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3846 47 74.01524353027344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10459 48 73.46394348144531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21406 49 73.01602935791016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4858 50 71.84331512451172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15861 51 71.1996841430664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21378 52 71.04654693603516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14720 53 68.95751953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17990 54 68.950439453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 385 55 68.81430053710938 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21787 56 68.78504943847656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6414 57 68.54737854003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17443 58 68.2311782836914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18879 59 68.17719268798828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21567 60 68.13538360595703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17780 61 68.00465393066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10100 62 67.80200958251953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4826 63 67.73649597167969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17444 64 67.59152221679688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8186 65 67.35202026367188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9886 66 67.35202026367188 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15376 67 67.32917022705078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7498 68 67.25662231445312 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18021 69 66.99522399902344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17538 70 66.79981231689453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15065 71 66.54508972167969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22608 72 66.53340148925781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18649 73 66.45647430419922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21289 74 65.7560806274414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11513 75 65.39950561523438 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22178 76 65.32091522216797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7621 77 65.29318237304688 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17234 78 64.89115142822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17742 79 64.8662109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5465 80 64.79334259033203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21018 81 64.61604309082031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21579 82 64.42052459716797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13215 83 64.21309661865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21577 84 64.07544708251953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9188 85 64.06971740722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17768 86 63.97043991088867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17762 87 63.95970916748047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 434 88 63.690792083740234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17253 89 63.661659240722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22607 90 63.598323822021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18645 91 63.415550231933594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10829 92 63.2636604309082 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21525 93 63.028865814208984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19860 94 62.938438415527344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15043 95 62.90868377685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14976 96 62.77762222290039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15200 97 62.25886154174805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17967 98 62.16558074951172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8642 99 62.09423828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12139 100 62.036041259765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20537 101 61.917110443115234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17632 102 61.90382766723633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11514 103 61.8736572265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22824 104 61.69243240356445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17239 105 61.453758239746094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17776 106 61.41493225097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18646 107 61.236854553222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12150 108 61.08763885498047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17904 109 60.903907775878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12735 110 60.8488883972168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2807 111 60.60425567626953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13212 112 60.563934326171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17962 113 60.541194915771484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21716 114 60.500335693359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2898 115 60.302894592285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14898 116 60.27598571777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22580 117 60.138038635253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14662 118 60.099884033203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12224 119 59.99550247192383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11003 120 59.88999557495117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17796 121 59.75441360473633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19981 122 59.58308029174805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20352 123 59.519588470458984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23536 124 59.48311233520508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14977 125 59.43477249145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14081 126 59.371822357177734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12770 127 59.34869384765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20761 128 59.345584869384766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18913 129 59.13304138183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13040 130 58.796241760253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17823 131 58.43818664550781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23532 132 58.43681716918945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17421 133 58.36111831665039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10457 134 58.35567092895508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4968 135 58.233741760253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5467 136 58.188331604003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17517 137 58.09648132324219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21714 138 58.02620315551758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6220 139 58.025386810302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11589 140 57.88600158691406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22177 141 57.83704376220703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12618 142 57.642425537109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21535 143 57.60283279418945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18684 144 57.47032928466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18624 145 57.415103912353516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23411 146 57.14194107055664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2301 147 57.07896423339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6948 148 56.848175048828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19317 149 56.83794021606445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19904 150 56.82059860229492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2694 151 56.627479553222656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16069 152 56.55994415283203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13197 153 56.52095413208008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 140 154 56.45930480957031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2788 155 56.44730758666992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21712 156 56.37871551513672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14043 157 56.34470748901367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12819 158 56.33719253540039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17756 159 56.26880645751953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12752 160 56.1579475402832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4736 161 56.123992919921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20360 162 56.104339599609375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15068 163 55.9778938293457 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1137 164 55.875587463378906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20865 165 55.86619567871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14925 166 55.86248016357422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 195 167 55.83684539794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19318 168 55.734153747558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17514 169 55.624752044677734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19657 170 55.62091064453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21176 171 55.618003845214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18644 172 55.575294494628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14082 173 55.50957107543945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7620 174 55.490753173828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3163 175 55.3427619934082 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18811 176 55.29868698120117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11616 177 55.28489303588867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11586 178 55.26220703125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8403 179 55.245121002197266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21398 180 55.24396896362305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2693 181 55.1420783996582 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18674 182 55.037147521972656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14893 183 55.0163688659668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21522 184 54.9122428894043 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11360 185 54.861595153808594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23805 186 54.81410217285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11414 187 54.748939514160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17752 188 54.64091491699219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13706 189 54.53266906738281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23683 190 54.33372497558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2864 191 54.23716354370117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21488 192 54.22806930541992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12154 193 54.2212028503418 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17970 194 54.12013244628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6917 195 54.10564422607422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16060 196 54.0037727355957 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17224 197 53.93411636352539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13671 198 53.90765380859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17986 199 53.86714172363281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18812 200 53.82874298095703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17961 201 53.7669792175293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17884 202 53.75865936279297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21571 203 53.757568359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21568 204 53.72865676879883 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18609 205 53.51226806640625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14080 206 53.470333099365234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17110 207 53.3294792175293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17949 208 53.1671142578125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17235 209 53.09786605834961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2621 210 52.967464447021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14693 211 52.913414001464844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23525 212 52.756168365478516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16888 213 52.576297760009766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13985 214 52.462249755859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6904 215 52.41896057128906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10377 216 52.276817321777344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14433 217 52.21056365966797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17971 218 52.14127731323242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15687 219 52.00784683227539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15405 220 51.92819595336914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21502 221 51.8286247253418 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18017 222 51.799835205078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1309 223 51.77372360229492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17542 224 51.75510025024414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21014 225 51.73978042602539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19108 226 51.57624435424805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17692 227 51.547908782958984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5011 228 51.536376953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12921 229 51.53220748901367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17968 230 51.350624084472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22781 231 51.32783508300781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23779 232 51.30936050415039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21738 233 51.27170944213867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17778 234 51.25286102294922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15026 235 51.155941009521484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15791 236 51.070335388183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1181 237 51.016849517822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10691 238 50.980987548828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22809 239 50.93707275390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17005 240 50.8272705078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20858 241 50.777366638183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18508 242 50.633487701416016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17236 243 50.57270812988281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6413 244 50.50115966796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17929 245 50.41525650024414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13925 246 50.35891342163086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21294 247 50.358402252197266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4842 248 50.336856842041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17980 249 50.33429718017578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20790 250 50.2539176940918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17769 251 50.17420196533203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17470 252 50.117435455322266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19982 253 50.06021499633789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21510 254 50.027748107910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20622 255 49.99742889404297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4095 256 49.832763671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17059 257 49.788299560546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21297 258 49.74896240234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12868 259 49.742279052734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6109 260 49.72509002685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17507 261 49.70035171508789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15509 262 49.67268371582031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17965 263 49.625648498535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20986 264 49.62364959716797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12234 265 49.59988784790039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22832 266 49.594844818115234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12862 267 49.59428787231445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21556 268 49.535972595214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10458 269 49.50714874267578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17798 270 49.491111755371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5603 271 49.4848518371582 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10782 272 49.42874526977539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17539 273 49.4231071472168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8902 274 49.390846252441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12763 275 49.20230484008789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14006 276 49.152713775634766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14014 277 49.152713775634766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 149 278 49.090702056884766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8548 279 49.04413986206055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14453 280 49.02906036376953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10532 281 49.024532318115234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13321 282 49.01863479614258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10485 283 48.98769760131836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13031 284 48.97018051147461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12226 285 48.9285774230957 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15429 286 48.85886001586914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8653 287 48.641387939453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17791 288 48.640350341796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17920 289 48.62653350830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10854 290 48.487937927246094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17770 291 48.45042037963867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17744 292 48.44254684448242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20926 293 48.43027877807617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11472 294 48.360111236572266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4547 295 48.34849166870117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14100 296 48.34675216674805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12227 297 48.31074523925781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22898 298 48.292091369628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18992 299 48.23167419433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23260 300 48.1872673034668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13692 301 48.161659240722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18643 302 48.13177490234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17751 303 48.01961135864258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17451 304 47.98406219482422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9390 305 47.951412200927734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17885 306 47.94577407836914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12774 307 47.917537689208984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22556 308 47.905799865722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2650 309 47.897945404052734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10792 310 47.83430480957031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21487 311 47.78847122192383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16003 312 47.772666931152344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21702 313 47.639060974121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18821 314 47.631160736083984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12818 315 47.62630844116211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18683 316 47.61893081665039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12648 317 47.55867004394531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10996 318 47.530147552490234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15799 319 47.510658264160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16570 320 47.48479080200195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8710 321 47.48228454589844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14434 322 47.42548370361328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20539 323 47.39544677734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10384 324 47.37313461303711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21576 325 47.293216705322266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18650 326 47.22785949707031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18641 327 47.22265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15508 328 47.22108459472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17322 329 47.01620101928711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15815 330 46.98208236694336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22655 331 46.96150588989258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 815 332 46.92255783081055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11370 333 46.87431335449219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5405 334 46.862022399902344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18642 335 46.85322189331055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3806 336 46.84537124633789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6037 337 46.84275817871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20638 338 46.82975387573242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12844 339 46.70905685424805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9680 340 46.61376190185547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22831 341 46.515254974365234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14040 342 46.51041030883789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14751 343 46.440467834472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8003 344 46.341732025146484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15102 345 46.330596923828125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13195 346 46.32177734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23452 347 46.23910903930664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11415 348 46.23504638671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17783 349 46.15654754638672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 814 350 46.1397590637207 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18640 351 46.097503662109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15345 352 46.09550094604492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17761 353 46.02925109863281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13492 354 45.963897705078125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5843 355 45.95270919799805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17633 356 45.922325134277344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23349 357 45.90446853637695 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 844 358 45.892086029052734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15100 359 45.83969497680664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17906 360 45.83551788330078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6101 361 45.779998779296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14333 362 45.77884292602539 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11764 363 45.77716064453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4976 364 45.69807052612305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15838 365 45.6240348815918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11899 366 45.61442184448242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20517 367 45.599266052246094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 59 368 45.5319938659668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15801 369 45.47356414794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12772 370 45.428314208984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13336 371 45.33596420288086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23359 372 45.33326721191406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13094 373 45.330726623535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14455 374 45.27783966064453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5842 375 45.244544982910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3481 376 45.23969268798828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5671 377 45.148658752441406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10954 378 45.11715316772461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22654 379 45.0702018737793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20357 380 45.05711364746094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17750 381 45.045074462890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6229 382 45.00083923339844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10423 383 44.98079299926758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13589 384 44.95790100097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12742 385 44.878013610839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11372 386 44.83774185180664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6689 387 44.81137466430664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18629 388 44.77578353881836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15620 389 44.7537956237793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12156 390 44.71128845214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13345 391 44.65393829345703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3660 392 44.6432991027832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17993 393 44.61246109008789 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17954 394 44.52967834472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21409 395 44.5106086730957 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15338 396 44.41805648803711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23227 397 44.41468048095703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14438 398 44.39458465576172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22251 399 44.38606262207031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17989 400 44.36637878417969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12822 401 44.363624572753906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14750 402 44.327877044677734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8232 403 44.31456756591797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13963 404 44.292476654052734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14375 405 44.26701354980469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16036 406 44.19413757324219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3466 407 44.122840881347656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17697 408 44.05732727050781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3280 409 44.03910446166992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9898 410 44.01054000854492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3935 411 43.99863052368164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1191 412 43.967132568359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1180 413 43.926544189453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21747 414 43.92243957519531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19 415 43.90280532836914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5003 416 43.88056182861328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4790 417 43.86860656738281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15316 418 43.85648727416992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21507 419 43.855934143066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19861 420 43.81089782714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21700 421 43.7678337097168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8898 422 43.6862678527832 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17183 423 43.64973831176758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17939 424 43.624507904052734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17094 425 43.60126495361328 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18511 426 43.6008415222168 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12415 427 43.58115005493164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15464 428 43.574501037597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2257 429 43.553733825683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21611 430 43.39969253540039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17058 431 43.391944885253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21528 432 43.38658905029297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15866 433 43.38417434692383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 997 434 43.3358154296875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15166 435 43.27117156982422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 386 436 43.26941680908203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11368 437 43.21199035644531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5312 438 43.20843505859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18777 439 43.0964469909668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21533 440 43.080142974853516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17749 441 43.0765495300293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4373 442 43.071876525878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5844 443 43.063899993896484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13560 444 43.025150299072266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19096 445 43.02486038208008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10791 446 42.97496032714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1000 447 42.92251205444336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12347 448 42.86088180541992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4933 449 42.804298400878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18647 450 42.80406188964844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14454 451 42.80357360839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20777 452 42.749534606933594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8087 453 42.72469711303711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14085 454 42.68033981323242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7450 455 42.676719665527344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 402 456 42.65258026123047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16595 457 42.64678192138672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23309 458 42.63943862915039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1193 459 42.60751724243164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23459 460 42.54603576660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21930 461 42.51729965209961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21593 462 42.49772644042969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10438 463 42.44749450683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1182 464 42.43490219116211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6934 465 42.43414306640625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11178 466 42.421573638916016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18032 467 42.36848068237305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15839 468 42.35530471801758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16368 469 42.32189178466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4024 470 42.28354263305664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11750 471 42.27594757080078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22235 472 42.27262878417969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20936 473 42.227142333984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11526 474 42.170433044433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12152 475 42.158809661865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3774 476 42.13909149169922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21426 477 42.13155746459961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19626 478 42.129905700683594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21756 479 42.12324142456055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20860 480 42.062355041503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6780 481 42.05419921875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4712 482 42.032928466796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20925 483 41.99207305908203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21384 484 41.94890594482422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19100 485 41.90674591064453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13267 486 41.87253952026367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19099 487 41.74689483642578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14832 488 41.74614715576172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11239 489 41.737457275390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12455 490 41.71186447143555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12740 491 41.67863464355469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19937 492 41.628604888916016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18308 493 41.61626052856445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21595 494 41.614768981933594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18681 495 41.5535888671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21296 496 41.51970291137695 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5871 497 41.46809768676758 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17131 498 41.466190338134766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21709 499 41.46015548706055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2695 500 41.40662384033203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2696 501 41.40662384033203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19990 502 41.39408874511719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14435 503 41.38664627075195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22818 504 41.36177444458008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11636 505 41.33275604248047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4098 506 41.30874252319336 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13920 507 41.255638122558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12153 508 41.25415802001953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7553 509 41.22544860839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10502 510 41.2083854675293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11166 511 41.19711685180664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16646 512 41.17070388793945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13312 513 41.16155242919922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11226 514 41.160003662109375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21757 515 41.15626907348633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21542 516 41.15625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17381 517 41.12285614013672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21717 518 41.09629440307617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22254 519 41.078792572021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11004 520 41.07869338989258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11190 521 41.074588775634766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15103 522 41.07065200805664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16569 523 41.01091766357422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17613 524 41.007057189941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17280 525 40.993934631347656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3584 526 40.99323654174805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 208 527 40.993064880371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13862 528 40.953060150146484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19674 529 40.951416015625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14634 530 40.94157409667969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15288 531 40.927268981933594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10098 532 40.86842346191406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15261 533 40.82920837402344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7506 534 40.82714080810547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16252 535 40.82654571533203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21299 536 40.80556106567383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15432 537 40.78764343261719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4343 538 40.746910095214844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23333 539 40.72972869873047 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17377 540 40.70165252685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11831 541 40.650386810302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21750 542 40.63475799560547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19094 543 40.59956741333008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2464 544 40.577396392822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9949 545 40.57645034790039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17446 546 40.57637405395508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11097 547 40.55574035644531 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8130 548 40.502967834472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21544 549 40.48566436767578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17743 550 40.422950744628906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17988 551 40.40983581542969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20355 552 40.40715408325195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13319 553 40.39643096923828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11100 554 40.301673889160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3733 555 40.28839111328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17007 556 40.287086486816406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22822 557 40.281803131103516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17982 558 40.27691650390625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 642 559 40.27410888671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17955 560 40.253013610839844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1964 561 40.22405242919922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18747 562 40.19300842285156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21549 563 40.157352447509766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23361 564 40.15336227416992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15220 565 40.1436882019043 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13308 566 40.12717819213867 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17797 567 40.125831604003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12741 568 40.11229705810547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16672 569 40.083194732666016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21885 570 40.0750732421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11650 571 40.03081512451172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17453 572 40.02450942993164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23331 573 40.0191535949707 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20359 574 39.997589111328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14445 575 39.95210266113281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21749 576 39.93854522705078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17919 577 39.93525695800781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17763 578 39.933616638183594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22620 579 39.902706146240234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15334 580 39.89152526855469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16895 581 39.861331939697266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1195 582 39.793575286865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10990 583 39.77328872680664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20137 584 39.769142150878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5623 585 39.764556884765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14678 586 39.749671936035156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17781 587 39.72166442871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10784 588 39.67763900756836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8731 589 39.65868377685547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19304 590 39.65831756591797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23526 591 39.65433883666992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13116 592 39.63691329956055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21570 593 39.60966491699219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11839 594 39.606136322021484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5018 595 39.600921630859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11478 596 39.58501052856445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22600 597 39.57451248168945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22240 598 39.51954650878906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21484 599 39.51420974731445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15189 600 39.496063232421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19836 601 39.48191833496094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10519 602 39.4815559387207 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13389 603 39.44343948364258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15032 604 39.41250228881836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17759 605 39.40314865112305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14444 606 39.3911018371582 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12454 607 39.380123138427734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5436 608 39.35154342651367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10686 609 39.34507369995117 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21599 610 39.32480239868164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17279 611 39.31929016113281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14471 612 39.31236267089844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13003 613 39.29343795776367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12944 614 39.26486587524414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18822 615 39.25651550292969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17071 616 39.2017936706543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 449 617 39.191551208496094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14029 618 39.170372009277344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21035 619 39.10877227783203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22402 620 39.101016998291016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11171 621 39.091949462890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3844 622 39.08301544189453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17615 623 39.08087921142578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10371 624 39.067543029785156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17064 625 39.05028533935547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1576 626 39.035118103027344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17612 627 39.02543258666992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15935 628 39.012184143066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15333 629 39.0 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15024 630 38.98148727416992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8132 631 38.94197463989258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10745 632 38.90724182128906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6959 633 38.830970764160156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 473 634 38.83069610595703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13008 635 38.82573699951172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21600 636 38.8248291015625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18795 637 38.80718231201172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20548 638 38.803565979003906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13681 639 38.762908935546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23098 640 38.753604888916016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11018 641 38.75042724609375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20549 642 38.743621826171875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23282 643 38.74350357055664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10148 644 38.739158630371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5013 645 38.70112228393555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19592 646 38.688907623291016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22292 647 38.67669677734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6228 648 38.671390533447266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11107 649 38.61723709106445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19141 650 38.614013671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6938 651 38.569644927978516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15798 652 38.55186080932617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 819 653 38.5487174987793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17745 654 38.54792404174805 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5393 655 38.53840637207031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15632 656 38.520729064941406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19582 657 38.51700973510742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20795 658 38.4877815246582 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12936 659 38.480621337890625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11486 660 38.471824645996094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15279 661 38.44321060180664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12957 662 38.439414978027344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12244 663 38.40536117553711 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17789 664 38.39997100830078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20140 665 38.3949089050293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10412 666 38.37992477416992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14440 667 38.378055572509766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11516 668 38.376808166503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19828 669 38.375648498535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13586 670 38.364646911621094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21500 671 38.36267852783203 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17795 672 38.34911346435547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13581 673 38.33937454223633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6916 674 38.327213287353516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13309 675 38.30607604980469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21558 676 38.2913932800293 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19974 677 38.289058685302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12111 678 38.27821731567383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23271 679 38.24510955810547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21034 680 38.24285888671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19588 681 38.22053146362305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19586 682 38.15361404418945 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4572 683 38.146114349365234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8106 684 38.10498809814453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6946 685 38.10298538208008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17259 686 38.096309661865234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14374 687 38.08592987060547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15313 688 38.07841110229492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17237 689 38.048377990722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21036 690 38.03857421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12149 691 38.03620147705078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5738 692 38.02796936035156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11511 693 37.977073669433594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4821 694 37.95235061645508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14896 695 37.94633865356445 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14441 696 37.91914749145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4394 697 37.88756561279297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15804 698 37.87255859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 788 699 37.828025817871094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18766 700 37.81639099121094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6825 701 37.78810501098633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22561 702 37.7830924987793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5707 703 37.78232192993164 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22090 704 37.77190017700195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19909 705 37.75617980957031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21515 706 37.75313949584961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2049 707 37.70066452026367 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13198 708 37.673587799072266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11591 709 37.67355728149414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2271 710 37.657657623291016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13668 711 37.655609130859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21386 712 37.6195068359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19093 713 37.617923736572266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4101 714 37.607666015625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13401 715 37.60086441040039 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22706 716 37.57366180419922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18179 717 37.55497360229492 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15204 718 37.54136657714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11180 719 37.52776336669922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9870 720 37.526039123535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4791 721 37.517333984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11515 722 37.47273635864258 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1187 723 37.453338623046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21490 724 37.441986083984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1184 725 37.4354362487793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 1190 726 37.4354362487793 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11189 727 37.413028717041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13194 728 37.402225494384766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11002 729 37.40169906616211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17309 730 37.37343215942383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19400 731 37.36711502075195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17977 732 37.364994049072266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22083 733 37.36183166503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15962 734 37.360633850097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13042 735 37.34130859375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12845 736 37.33403015136719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18648 737 37.316612243652344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17515 738 37.290287017822266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 331 739 37.28166580200195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12609 740 37.26402282714844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19899 741 37.24834442138672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16666 742 37.234954833984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19955 743 37.20876693725586 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 388 744 37.15080261230469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15191 745 37.14883804321289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20766 746 37.14027786254883 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7609 747 37.13496398925781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11010 748 37.11989212036133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14459 749 37.11570739746094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21511 750 37.068790435791016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2835 751 37.0427360534668 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18181 752 37.03590774536133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18903 753 37.035072326660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11409 754 36.99509048461914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2288 755 36.95532989501953 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2834 756 36.90673065185547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22651 757 36.86973190307617 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5866 758 36.857688903808594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8093 759 36.8345947265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10520 760 36.81232833862305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23235 761 36.78544616699219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 451 762 36.77008056640625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 466 763 36.757781982421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10411 764 36.75309371948242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10830 765 36.696990966796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21578 766 36.696327209472656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13318 767 36.68323516845703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22260 768 36.667335510253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18060 769 36.663291931152344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10999 770 36.627750396728516 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 7587 771 36.623966217041016 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16242 772 36.62055969238281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9383 773 36.57621765136719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2790 774 36.56901550292969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5052 775 36.5587158203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11325 776 36.529170989990234 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 999 777 36.51894760131836 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13329 778 36.51387405395508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21891 779 36.49366760253906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23826 780 36.453453063964844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3832 781 36.42926788330078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23184 782 36.42158508300781 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14469 783 36.38254165649414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17755 784 36.37145233154297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20224 785 36.37041473388672 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17748 786 36.368553161621094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13152 787 36.35293960571289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18727 788 36.343746185302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14527 789 36.322444915771484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13330 790 36.320777893066406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16285 791 36.31633758544922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19939 792 36.29288101196289 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 3772 793 36.27479934692383 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23249 794 36.267822265625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12858 795 36.238494873046875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18280 796 36.22580337524414 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11174 797 36.216033935546875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6823 798 36.21575164794922 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8090 799 36.202842712402344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17618 800 36.201576232910156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12831 801 36.196041107177734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22324 802 36.18035125732422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19437 803 36.16682052612305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8084 804 36.16584014892578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18807 805 36.14889907836914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6142 806 36.1192626953125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11110 807 36.113975524902344 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8092 808 36.10481262207031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5615 809 36.09745788574219 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21531 810 36.08589172363281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21543 811 36.06684875488281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22817 812 36.05957794189453 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22598 813 36.054443359375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6537 814 36.037696838378906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4829 815 36.017547607421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5676 816 36.00996017456055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9382 817 36.007911682128906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5107 818 36.005496978759766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21532 819 35.99787902832031 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 6524 820 35.97650146484375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11479 821 35.94379425048828 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15936 822 35.88483428955078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19200 823 35.881126403808594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16244 824 35.871273040771484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17924 825 35.868343353271484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23360 826 35.867801666259766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8764 827 35.861629486083984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19334 828 35.86029052734375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19335 829 35.85725021362305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13384 830 35.8545036315918 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12170 831 35.84272766113281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10133 832 35.82037353515625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19983 833 35.7772216796875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 13820 834 35.77423858642578 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19585 835 35.773406982421875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21475 836 35.753684997558594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18776 837 35.74151611328125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10581 838 35.72897720336914 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4004 839 35.72121047973633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11168 840 35.72038650512695 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12839 841 35.719364166259766 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 20146 842 35.688385009765625 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17922 843 35.67835998535156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18614 844 35.65742874145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19238 845 35.6549186706543 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15342 846 35.64863967895508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17931 847 35.638526916503906 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21636 848 35.633548736572266 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11092 849 35.63325500488281 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23278 850 35.61861038208008 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23589 851 35.6116828918457 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 9566 852 35.59586715698242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23737 853 35.58370590209961 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11086 854 35.5761604309082 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5423 855 35.57439422607422 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5608 856 35.56367874145508 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23465 857 35.563262939453125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15035 858 35.51262283325195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23086 859 35.47814178466797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 821 860 35.46828842163086 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12840 861 35.46479415893555 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10424 862 35.46440887451172 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21937 863 35.43180465698242 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15202 864 35.4207763671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17913 865 35.404876708984375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 5625 866 35.40365219116211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17995 867 35.40260696411133 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16812 868 35.38654708862305 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 2700 869 35.375328063964844 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23350 870 35.37366485595703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21391 871 35.369720458984375 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 10044 878 35.325889587402344 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 20785 891 35.16809844970703 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22125 892 35.14828872680664 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12856 893 35.13915252685547 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 5473 919 34.81039047241211 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11176 920 34.802772521972656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16885 921 34.8009033203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23608 922 34.779109954833984 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11104 923 34.77538299560547 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21151 924 34.77214431762695 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15264 925 34.76862335205078 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21295 926 34.76478576660156 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 15677 930 34.70474624633789 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 14146 932 34.690731048583984 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 16691 934 34.67255783081055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12855 935 34.67251205444336 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 14673 937 34.6458740234375 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 4822 938 34.6447639465332 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18716 939 34.64436340332031 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 136 945 34.5370979309082 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10029 946 34.513221740722656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8310 947 34.51142501831055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16519 948 34.46509552001953 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 23710 952 34.414794921875 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 15287 954 34.36460494995117 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 21550 964 34.246337890625 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 15298 966 34.22692108154297 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 18065 967 34.2197265625 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 8888 969 34.2015266418457 bm25_gpt4
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TheoremQA_wenhuchen/kepler's_law3.json Q0 3959 977 34.12453079223633 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21505 978 34.102535247802734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14015 979 34.08879470825195 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 11410 980 34.08485412597656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 10591 981 34.071571350097656 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12187 982 34.06373596191406 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 22864 983 34.06205368041992 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17896 984 34.058589935302734 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17620 985 34.058006286621094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16618 986 34.0450325012207 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16835 987 34.036399841308594 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15368 988 34.02145004272461 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 15518 989 34.01629638671875 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14515 990 34.00993347167969 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21300 991 34.00333786010742 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 8887 992 34.00206756591797 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 14470 993 33.995018005371094 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 12693 994 33.98701095581055 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 21686 995 33.97221374511719 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19449 996 33.9658203125 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 23204 997 33.951351165771484 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 16535 998 33.945228576660156 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 19441 999 33.90763854980469 bm25_gpt4
TheoremQA_wenhuchen/kepler's_law3.json Q0 17782 1000 33.897315979003906 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 818 1 114.98765563964844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 2049 2 103.99790954589844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17920 3 102.77687072753906 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 2650 4 102.76213073730469 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 18695 5 92.5334701538086 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 12290 6 88.57310485839844 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23824 7 87.02066040039062 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 816 8 85.76957702636719 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 820 9 83.41507720947266 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 9188 10 82.03974914550781 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17742 11 78.90243530273438 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 18388 12 76.9498519897461 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 22781 13 76.43173217773438 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 11514 14 75.63447570800781 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 8398 15 74.18446350097656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 814 16 73.00147247314453 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 12957 17 72.57463073730469 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13984 18 71.22991943359375 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 9390 19 70.43025207519531 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13492 20 70.37702941894531 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 1576 21 69.68991088867188 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 2807 22 68.3448486328125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 5488 23 67.2339096069336 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 18038 24 66.65514373779297 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 7498 25 65.24816131591797 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 8471 26 64.57743835449219 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 21567 27 64.53018951416016 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17743 28 64.24796295166016 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17797 29 64.0250244140625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 1585 30 63.83157730102539 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13864 31 63.30333709716797 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17904 32 63.14997863769531 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 19695 33 62.649566650390625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 14107 34 61.94661331176758 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 4968 35 61.856483459472656 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 1152 36 61.57514190673828 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 817 37 61.51393127441406 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23227 38 61.482025146484375 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 10743 39 60.4559326171875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 14662 40 60.352699279785156 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17239 41 60.28147506713867 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13467 42 60.07204055786133 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 847 43 59.62591552734375 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 4736 44 59.61688232421875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 20816 45 59.57080841064453 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 11571 46 58.6204948425293 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 19092 47 58.560977935791016 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 21376 48 58.21476745605469 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17922 49 58.047332763671875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 6101 50 57.84380340576172 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17755 51 57.459442138671875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13345 52 57.22478485107422 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 20117 53 57.10797119140625 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 9379 54 56.93223571777344 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 12750 55 56.51557922363281 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 14019 56 56.49775695800781 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 19860 57 56.29375457763672 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 4872 58 55.68527603149414 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 5313 59 55.39229202270508 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 3467 60 55.32341766357422 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 15530 61 55.0169792175293 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 15342 62 54.5227165222168 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 14516 63 54.45136260986328 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 15799 64 54.2276611328125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 15533 65 54.01625442504883 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 2339 66 53.93754959106445 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 6904 67 53.480010986328125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 7609 68 53.11370086669922 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 21180 69 52.96442794799805 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 18178 70 52.914005279541016 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 1113 71 52.89188766479492 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 5135 72 52.685760498046875 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 6948 73 52.20012664794922 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23434 74 52.08312225341797 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 4402 75 51.71935272216797 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 5107 76 51.6550407409668 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 974 78 51.578468322753906 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23043 664 26.322153091430664 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 3198 665 26.3177433013916 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 22251 667 26.298080444335938 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23435 668 26.269542694091797 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17762 679 26.145484924316406 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 11021 680 26.130809783935547 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 12754 681 26.126949310302734 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 22826 682 26.115055084228516 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 13389 683 26.0899658203125 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 21934 684 26.055362701416016 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 11940 686 26.026391983032227 bm25_gpt4
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TheoremQA_jianyu_xu/pigeonhole_1.json Q0 23249 688 26.01351547241211 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 7677 689 26.01219940185547 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17254 690 25.956485748291016 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 17648 691 25.951980590820312 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 21536 692 25.941091537475586 bm25_gpt4
TheoremQA_jianyu_xu/pigeonhole_1.json Q0 15166 693 25.882888793945312 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_3.json Q0 14449 979 30.903766632080078 bm25_gpt4
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TheoremQA_jianyu_xu/Multinomial_3.json Q0 17914 981 30.865676879882812 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 10784 982 30.861352920532227 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 17778 983 30.845739364624023 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 16796 984 30.83795738220215 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 22517 985 30.83418083190918 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 11900 986 30.80834197998047 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 7054 987 30.78938865661621 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 5412 988 30.78557586669922 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 15363 989 30.782638549804688 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 23743 990 30.781696319580078 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 10782 991 30.77328109741211 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 20020 992 30.770998001098633 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 10384 993 30.76711654663086 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 18169 994 30.760129928588867 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 19894 995 30.753808975219727 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 8375 996 30.74100112915039 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 14746 997 30.738792419433594 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 11174 998 30.717714309692383 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 15429 999 30.70546531677246 bm25_gpt4
TheoremQA_jianyu_xu/Multinomial_3.json Q0 17950 1000 30.690031051635742 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18609 1 84.1025619506836 bm25_gpt4
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TheoremQA_wenhuchen/jensen1.json Q0 10788 4 61.617252349853516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14458 5 61.2464599609375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20878 6 60.87429428100586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1585 7 60.694190979003906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13383 8 59.67047119140625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14778 9 58.599647521972656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17507 10 58.367069244384766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15373 11 58.00303268432617 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7682 12 56.032684326171875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10776 13 54.420372009277344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17996 14 53.78399658203125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10778 15 53.77819061279297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 912 16 53.66147994995117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21406 17 53.227081298828125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23452 18 52.88788604736328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13345 19 52.714691162109375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21429 20 52.347679138183594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1336 21 52.07794952392578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12861 22 51.9881591796875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4948 23 51.657310485839844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19092 24 51.613502502441406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10561 25 50.972068786621094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15714 26 50.97175598144531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1150 27 50.598793029785156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21407 28 50.45222473144531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17443 29 50.28784942626953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10698 30 50.20584487915039 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14662 31 50.08643341064453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20816 32 50.02953338623047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 466 33 49.91915512084961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13517 34 49.58157730102539 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18178 35 49.39518737792969 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17239 36 49.33343505859375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12290 37 49.22990036010742 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21176 38 49.06464385986328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5188 39 48.94801330566406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5421 40 48.75202560424805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10784 41 48.58344268798828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16083 42 48.48786544799805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13585 43 48.413238525390625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12152 44 48.15925598144531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11899 45 47.98476791381836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22636 46 47.674461364746094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1313 47 47.24104309082031 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18169 48 47.13633728027344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22712 49 47.12104034423828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20783 50 47.07136535644531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22577 51 46.87599182128906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15298 52 46.75120162963867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13299 53 46.30295181274414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11523 54 46.17377471923828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15410 55 46.07099914550781 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14771 56 45.888092041015625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22644 57 45.799625396728516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22556 58 45.677001953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10702 59 45.634254455566406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17769 60 45.451499938964844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21579 61 45.21200942993164 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22646 62 45.04541015625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12291 63 45.0072135925293 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5419 64 44.915157318115234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1422 65 44.8432502746582 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6948 66 44.59125900268555 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2795 67 44.22941589355469 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22864 68 43.72432327270508 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17904 69 43.69635772705078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17613 70 43.614383697509766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21376 71 43.5170783996582 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10377 72 43.223106384277344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15065 73 43.11632537841797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11513 74 43.092098236083984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21525 75 42.908905029296875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10775 76 42.89214324951172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17374 77 42.856754302978516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9898 78 42.84977340698242 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2746 79 42.66645431518555 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15787 80 42.570556640625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22832 81 42.400604248046875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17971 82 42.31761932373047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12292 83 42.03134536743164 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15805 84 42.028350830078125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11371 85 41.93855285644531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16389 86 41.88140869140625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5965 87 41.75608444213867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11586 88 41.693233489990234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2650 89 41.4515380859375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23824 90 41.27104187011719 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17233 91 41.20240783691406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2409 92 41.16952896118164 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20877 93 40.990909576416016 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18508 94 40.94851303100586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4829 95 40.79454040527344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22576 96 40.78721618652344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17110 97 40.70063781738281 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23464 98 40.66260528564453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4790 99 40.61173629760742 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15510 100 40.60248565673828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 215 101 40.418601989746094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13152 102 40.23482894897461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13763 103 40.165279388427734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17614 104 40.12471008300781 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12015 105 40.0911865234375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16672 106 40.03233337402344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21430 107 39.966243743896484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21567 108 39.94475173950195 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21522 109 39.80179214477539 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20865 110 39.710357666015625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13581 111 39.537357330322266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14128 112 39.522621154785156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18038 113 39.467445373535156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16079 114 39.31959915161133 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14040 115 39.31647491455078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13930 116 39.255252838134766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15532 117 39.226219177246094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2301 118 39.222198486328125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15621 119 39.19480514526367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17238 120 39.17298126220703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12016 121 39.150001525878906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13535 122 38.699867248535156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12234 123 38.66486358642578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13337 124 38.57747268676758 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8647 125 38.548118591308594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17375 126 38.53109359741211 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15618 127 38.394935607910156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20387 128 38.307350158691406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14893 129 38.29389572143555 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11226 130 38.092281341552734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10780 131 38.08783721923828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21675 132 38.0468635559082 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20021 133 38.04240417480469 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15800 134 37.986289978027344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22226 135 37.83087158203125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14471 136 37.70505905151367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19674 137 37.67138671875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14751 138 37.525840759277344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14348 139 37.47935485839844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16519 140 37.40199279785156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13555 141 37.38922882080078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17421 142 37.37644577026367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7761 143 37.37467956542969 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22235 144 37.36067199707031 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18066 145 37.297698974609375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17071 146 37.18573760986328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21410 147 37.164939880371094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15376 148 37.14255905151367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22441 149 37.139225006103516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22807 150 37.107269287109375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20214 151 37.09703826904297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20215 152 37.09703826904297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10783 153 37.01282501220703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12149 154 36.985023498535156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10700 155 36.980098724365234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15531 156 36.951419830322266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4977 157 36.914485931396484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4933 158 36.83242416381836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17949 159 36.79384994506836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21141 160 36.45730209350586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22240 161 36.42577362060547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4343 162 36.40073776245117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17720 163 36.3636360168457 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11514 164 36.338401794433594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12295 165 36.252037048339844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23536 166 36.17339324951172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17609 167 36.035011291503906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15760 168 35.954063415527344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2957 169 35.93521499633789 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21342 170 35.92735290527344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21375 171 35.845489501953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19994 172 35.840091705322266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10785 173 35.826507568359375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2959 174 35.665626525878906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14374 175 35.66242980957031 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13391 176 35.599552154541016 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15596 177 35.53909683227539 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19974 178 35.53835678100586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17444 179 35.531333923339844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22781 180 35.5057258605957 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14361 181 35.49671936035156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14925 182 35.43438720703125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17498 183 35.429046630859375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4821 184 35.41501998901367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18808 185 35.39732360839844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18229 186 35.36075210571289 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13392 187 35.35537338256836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10782 188 35.33231735229492 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3806 189 35.29779052734375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8003 190 35.23688507080078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17798 191 35.1386604309082 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 89 192 35.10334777832031 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15978 193 35.0886116027832 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20508 194 35.070098876953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14347 195 35.02303695678711 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18344 196 34.98207092285156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15865 197 34.91999053955078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13668 198 34.817569732666016 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23362 199 34.80403137207031 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23517 200 34.78934860229492 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17943 201 34.72666931152344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6190 202 34.71050262451172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8667 203 34.71050262451172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23445 204 34.69890594482422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9567 205 34.5848274230957 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15750 206 34.54829788208008 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17407 207 34.54020690917969 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15360 208 34.43206787109375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21403 209 34.42076110839844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15342 210 34.318756103515625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15956 211 34.30847930908203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12858 212 34.23118209838867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17823 213 34.21405029296875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23760 214 34.152122497558594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17612 215 34.07651901245117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18822 216 34.03779983520508 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11386 217 34.017581939697266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17797 218 33.94384765625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22580 219 33.90265655517578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17468 220 33.88337707519531 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9963 221 33.87546157836914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12461 222 33.8129768371582 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3584 223 33.80426788330078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4101 224 33.754638671875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15785 225 33.74272155761719 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17788 226 33.742164611816406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3625 227 33.72760772705078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16790 228 33.69855499267578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1600 229 33.631378173828125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6897 230 33.539119720458984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18388 231 33.510414123535156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21530 232 33.498985290527344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21398 233 33.498023986816406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8745 234 33.494998931884766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16585 235 33.47682189941406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8734 236 33.46470260620117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17470 237 33.4317626953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18697 238 33.39592742919922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12170 239 33.37759780883789 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17934 240 33.360740661621094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2086 241 33.357696533203125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13757 242 33.29877853393555 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11424 243 33.25415802001953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18670 244 33.21244812011719 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23261 245 33.175628662109375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19853 246 33.14765167236328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17517 247 33.10610580444336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 353 248 33.05828857421875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23252 249 33.02125549316406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4869 250 33.0118522644043 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23354 251 33.007568359375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17252 252 33.00705337524414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21404 253 32.970130920410156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13756 254 32.952728271484375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13041 255 32.9431266784668 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18328 256 32.914459228515625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22070 257 32.90004348754883 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13492 258 32.8426513671875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18795 259 32.83952713012695 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11250 260 32.80675506591797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23782 261 32.788455963134766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9617 262 32.76174545288086 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15597 263 32.756874084472656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21788 264 32.72300338745117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10429 265 32.68581008911133 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10431 266 32.68581008911133 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18528 267 32.682029724121094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12921 268 32.623287200927734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15366 269 32.599090576171875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13709 270 32.59211349487305 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5359 271 32.57914733886719 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4784 272 32.56487274169922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21470 273 32.538089752197266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10994 274 32.522369384765625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17742 275 32.512855529785156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21389 276 32.508182525634766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10686 277 32.49852752685547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9326 278 32.49217224121094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12856 279 32.472740173339844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22796 280 32.472713470458984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23345 281 32.38734817504883 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11521 282 32.37816619873047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17301 283 32.3696403503418 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15195 284 32.3569450378418 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2374 285 32.35405349731445 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3077 286 32.34247589111328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12848 287 32.29512405395508 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8230 288 32.293128967285156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2422 289 32.213111877441406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23808 290 32.18321990966797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11524 291 32.15133285522461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9522 292 32.1292610168457 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5347 293 32.123992919921875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 148 294 32.06236267089844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16060 295 32.02569580078125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21417 296 32.024723052978516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12855 297 31.980871200561523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17504 298 31.974788665771484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16603 299 31.95404624938965 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1456 300 31.951953887939453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8748 301 31.827634811401367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20504 302 31.79645538330078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18252 303 31.786518096923828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10304 304 31.77840232849121 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12957 305 31.773595809936523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11370 306 31.768756866455078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9136 307 31.75031852722168 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14433 308 31.744625091552734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12917 309 31.714111328125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4253 310 31.656051635742188 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6633 311 31.64461326599121 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21180 312 31.630779266357422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17743 313 31.623449325561523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18672 314 31.621139526367188 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12014 315 31.55903434753418 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8733 316 31.513362884521484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15759 317 31.489055633544922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21019 318 31.488807678222656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23719 319 31.48288917541504 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9551 320 31.457778930664062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21712 321 31.44038963317871 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5532 322 31.419363021850586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21387 323 31.391477584838867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15740 324 31.353376388549805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11518 325 31.342443466186523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20860 326 31.303163528442383 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21568 327 31.27088737487793 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21891 328 31.250999450683594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21714 329 31.236385345458984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13863 330 31.201976776123047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23422 331 31.18485450744629 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19765 332 31.154083251953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22292 333 31.06748390197754 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20868 334 31.0594482421875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2420 335 31.038299560546875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17602 336 31.03145980834961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14678 337 30.99666976928711 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18643 338 30.961566925048828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2950 339 30.94839859008789 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16004 340 30.941804885864258 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1180 341 30.94135284423828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21787 342 30.924192428588867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2949 343 30.890609741210938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14435 344 30.849802017211914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 331 345 30.838075637817383 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14135 346 30.804622650146484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12814 347 30.800006866455078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18300 348 30.773284912109375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9623 349 30.765329360961914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6524 350 30.753128051757812 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10430 351 30.740671157836914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5554 352 30.728015899658203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12224 353 30.669025421142578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12823 354 30.668262481689453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20440 355 30.655921936035156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11636 356 30.653623580932617 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18716 357 30.64746856689453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18674 358 30.63614273071289 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18230 359 30.63217544555664 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21289 360 30.588411331176758 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 149 361 30.581972122192383 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14445 362 30.57027816772461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13181 363 30.536834716796875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13561 364 30.5133056640625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7002 365 30.501937866210938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8914 366 30.496131896972656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15367 367 30.48285675048828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15993 368 30.476089477539062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22656 369 30.45855140686035 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22356 370 30.457630157470703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22831 371 30.424287796020508 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7151 372 30.415285110473633 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22571 373 30.365692138671875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23332 374 30.36304473876953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11003 375 30.325077056884766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4259 376 30.311193466186523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13060 377 30.302398681640625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6408 378 30.302106857299805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13130 379 30.299184799194336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13920 380 30.295166015625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13154 381 30.28204345703125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4260 382 30.254911422729492 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13691 383 30.251293182373047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17501 384 30.246036529541016 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21532 385 30.23240852355957 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22824 386 30.141565322875977 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11204 387 30.12131690979004 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14444 388 30.11897087097168 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15166 389 30.103586196899414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17987 390 30.077476501464844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3935 391 30.070056915283203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20828 392 30.017608642578125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2271 393 29.903690338134766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12171 394 29.893798828125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22564 395 29.88979721069336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21677 396 29.862764358520508 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22806 397 29.79936408996582 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22143 398 29.796600341796875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17977 399 29.78978729248047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15174 400 29.789615631103516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14371 401 29.784822463989258 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15170 402 29.76483917236328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 847 403 29.740259170532227 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18747 404 29.739526748657227 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10432 405 29.7313289642334 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23266 406 29.726734161376953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10581 407 29.668806076049805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12972 408 29.643211364746094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21566 409 29.618484497070312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11442 410 29.61617660522461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22804 411 29.614988327026367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18641 412 29.57529640197754 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20539 413 29.574748992919922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 663 414 29.564037322998047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18677 415 29.55120277404785 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15625 416 29.52416229248047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2479 417 29.514331817626953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18774 418 29.509124755859375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23413 419 29.46054458618164 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15619 420 29.457191467285156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1009 421 29.412546157836914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18272 422 29.40174674987793 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22573 423 29.396692276000977 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18642 424 29.390230178833008 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23402 425 29.380523681640625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18883 426 29.369747161865234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9171 427 29.35855484008789 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17452 428 29.34967613220215 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2546 429 29.34906768798828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22469 430 29.33558464050293 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18624 431 29.330503463745117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8646 432 29.30242919921875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22111 433 29.300418853759766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22112 434 29.300418853759766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20497 435 29.300352096557617 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18684 436 29.212867736816406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 627 437 29.18660545349121 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16010 438 29.1754150390625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23350 439 29.174022674560547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20543 440 29.16634178161621 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15508 441 29.151113510131836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12111 442 29.147369384765625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9356 443 29.142141342163086 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15247 444 29.137680053710938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11122 445 29.084794998168945 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15791 446 29.07818031311035 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22805 447 29.075809478759766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15895 448 29.06230926513672 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18629 449 29.035980224609375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15500 450 29.022628784179688 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14894 451 29.012073516845703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15024 452 29.003326416015625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16602 453 28.982982635498047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22281 454 28.982189178466797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14515 455 28.97248077392578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5971 456 28.963985443115234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2223 457 28.951454162597656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21414 458 28.946605682373047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7134 459 28.92224884033203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15296 460 28.899139404296875 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15518 461 28.846384048461914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13014 462 28.835811614990234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14536 463 28.817594528198242 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20936 464 28.770322799682617 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8576 465 28.76732063293457 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8578 466 28.76732063293457 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7982 467 28.73762321472168 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14078 468 28.695886611938477 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22569 469 28.6954402923584 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14029 470 28.683509826660156 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13664 471 28.623149871826172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16313 472 28.598474502563477 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4262 473 28.578351974487305 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12648 474 28.57826042175293 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15811 475 28.562429428100586 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15620 476 28.558578491210938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16694 477 28.540142059326172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3445 478 28.532302856445312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22575 479 28.528024673461914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21347 480 28.521305084228516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20359 481 28.50381851196289 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 51 482 28.49774932861328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20806 483 28.469873428344727 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16003 484 28.46383285522461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16675 485 28.46349334716797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15080 486 28.433252334594727 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17034 487 28.431711196899414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15687 488 28.430965423583984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23532 489 28.414688110351562 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12299 490 28.395601272583008 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4261 491 28.384592056274414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 140 492 28.37940216064453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13812 493 28.374181747436523 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5322 494 28.372127532958984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13040 495 28.368614196777344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6188 496 28.327716827392578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8403 497 28.305177688598633 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17533 498 28.256118774414062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2049 499 28.25088119506836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7855 500 28.244749069213867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11818 501 28.182029724121094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13761 502 28.18182945251465 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 336 503 28.175172805786133 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1656 504 28.153736114501953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23347 505 28.12850570678711 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20519 506 28.11963653564453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5921 507 28.114585876464844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 911 508 28.105602264404297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23355 509 28.0937442779541 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20845 510 28.08022117614746 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14084 511 28.075035095214844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11223 512 28.063274383544922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15892 513 28.050615310668945 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22278 514 28.037601470947266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16849 515 28.034934997558594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22414 516 28.033424377441406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10057 517 28.03238868713379 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8471 518 28.023094177246094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20121 519 27.993682861328125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13985 520 27.993120193481445 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3755 521 27.985130310058594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6688 522 27.97701644897461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3467 523 27.971172332763672 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7003 524 27.94375228881836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 653 525 27.928001403808594 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21380 526 27.91964340209961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15086 527 27.919445037841797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11376 528 27.91914176940918 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17059 529 27.917198181152344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7004 530 27.91553497314453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22122 531 27.91461181640625 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22801 532 27.877639770507812 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17986 533 27.8718204498291 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20352 534 27.861263275146484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16569 535 27.85154151916504 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11368 536 27.85094451904297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2300 537 27.848384857177734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22139 538 27.83058738708496 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20622 539 27.82621955871582 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22439 540 27.823406219482422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22498 541 27.8089542388916 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14516 542 27.80357551574707 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22279 543 27.793132781982422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16673 544 27.792829513549805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20151 545 27.791683197021484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12315 546 27.755420684814453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7875 547 27.72889518737793 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15363 548 27.714698791503906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21303 549 27.690265655517578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1191 550 27.677509307861328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11427 551 27.67009735107422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 1138 552 27.642642974853516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13862 553 27.625194549560547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15536 554 27.6197452545166 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13984 555 27.611915588378906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22620 556 27.55611228942871 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18700 557 27.55070686340332 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22655 558 27.534740447998047 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20481 559 27.528705596923828 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22176 560 27.52818489074707 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7071 561 27.51978302001953 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10376 562 27.513427734375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7996 563 27.512271881103516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18638 564 27.511703491210938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22800 565 27.473628997802734 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18691 566 27.429779052734375 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 2339 567 27.38570785522461 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8735 568 27.3837833404541 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15583 569 27.36901092529297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5735 570 27.284669876098633 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19999 571 27.273231506347656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22574 572 27.233139038085938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15788 573 27.224397659301758 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21559 574 27.22231674194336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13762 575 27.220848083496094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21930 576 27.187156677246094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17724 577 27.176856994628906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19692 578 27.161216735839844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16960 579 27.14903450012207 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11474 580 27.121257781982422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6171 581 27.088533401489258 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22380 582 27.079288482666016 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18784 583 27.026573181152344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21301 584 27.02005386352539 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5933 585 27.010000228881836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20850 586 27.001087188720703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21502 587 26.96961212158203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21500 588 26.964557647705078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22572 589 26.956314086914062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20515 590 26.956249237060547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19684 591 26.936145782470703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17990 592 26.931171417236328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15622 593 26.91696548461914 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11612 594 26.909536361694336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5436 595 26.903676986694336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15395 596 26.901134490966797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17231 597 26.899524688720703 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14958 598 26.886621475219727 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14367 599 26.872623443603516 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15416 600 26.833860397338867 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5859 601 26.818523406982422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22830 602 26.81757164001465 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21833 603 26.79932403564453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11472 604 26.754867553710938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11196 605 26.752704620361328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16719 606 26.746562957763672 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22403 607 26.726343154907227 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8126 608 26.719682693481445 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11839 609 26.67825698852539 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20037 610 26.676959991455078 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21676 611 26.66195297241211 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21416 612 26.638057708740234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15797 613 26.60952377319336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18466 614 26.60271453857422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18411 615 26.59153175354004 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23436 616 26.58026885986328 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20986 617 26.55673599243164 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 489 618 26.53985023498535 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23683 619 26.534343719482422 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9188 620 26.533950805664062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10463 621 26.52657699584961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18914 622 26.525135040283203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4747 623 26.518308639526367 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10690 624 26.50530242919922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23449 625 26.492656707763672 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13338 626 26.480501174926758 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23224 627 26.475418090820312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15522 628 26.467361450195312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 541 629 26.45604705810547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14712 630 26.430538177490234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21738 631 26.425432205200195 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7328 632 26.42087745666504 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20522 633 26.413654327392578 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13944 634 26.40913963317871 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8575 635 26.406326293945312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8577 636 26.406326293945312 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 10786 637 26.404111862182617 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17970 638 26.398311614990234 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12156 639 26.397899627685547 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14802 640 26.379844665527344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19139 641 26.358633041381836 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18040 642 26.30861473083496 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20463 643 26.285633087158203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14441 644 26.245460510253906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 9406 645 26.24158477783203 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 3666 646 26.24108123779297 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4433 647 26.222217559814453 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16055 648 26.21270751953125 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19041 649 26.206575393676758 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 6101 650 26.204978942871094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22313 651 26.197959899902344 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12846 652 26.181655883789062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14013 653 26.179298400878906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 16245 654 26.170866012573242 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17165 655 26.169706344604492 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14513 656 26.14151382446289 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18511 657 26.13759422302246 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13226 658 26.128890991210938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12854 659 26.097496032714844 bm25_gpt4
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TheoremQA_wenhuchen/jensen1.json Q0 15683 835 24.27213478088379 bm25_gpt4
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TheoremQA_wenhuchen/jensen1.json Q0 18022 837 24.270727157592773 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11641 838 24.26547622680664 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4297 839 24.265398025512695 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 8715 840 24.244977951049805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22355 841 24.235897064208984 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17780 842 24.23332977294922 bm25_gpt4
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TheoremQA_wenhuchen/jensen1.json Q0 22277 844 24.22502899169922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 19318 845 24.203269958496094 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 23256 846 24.18807601928711 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 12520 847 24.18423080444336 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21408 848 24.165786743164062 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17022 849 24.15499496459961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18531 850 24.140121459960938 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17762 851 24.119667053222656 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15401 852 24.11701774597168 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15294 853 24.09777069091797 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 4508 854 24.09189796447754 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14467 855 24.084449768066406 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15595 856 24.07943344116211 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 842 857 24.074644088745117 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14354 858 24.067241668701172 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 20140 859 24.065250396728516 bm25_gpt4
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TheoremQA_wenhuchen/jensen1.json Q0 14800 862 24.041263580322266 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21475 863 24.025346755981445 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 11719 864 24.016536712646484 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14269 865 24.01602554321289 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14903 866 24.00827980041504 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18773 867 24.0045223236084 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5088 868 23.997461318969727 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 18675 869 23.97914695739746 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5145 870 23.93373680114746 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 7706 871 23.916629791259766 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 13730 872 23.90353012084961 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15617 873 23.90140724182129 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 17338 874 23.883098602294922 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 22121 875 23.86301040649414 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 21757 876 23.861677169799805 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 5174 877 23.854103088378906 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15998 878 23.846967697143555 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15248 879 23.842260360717773 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 14775 880 23.831382751464844 bm25_gpt4
TheoremQA_wenhuchen/jensen1.json Q0 15257 881 23.83013916015625 bm25_gpt4
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TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 10792 980 39.024696350097656 bm25_gpt4
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TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 13200 984 38.95930862426758 bm25_gpt4
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TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 7517 989 38.879722595214844 bm25_gpt4
TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 18576 990 38.86808776855469 bm25_gpt4
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TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 19563 992 38.8403205871582 bm25_gpt4
TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 19246 993 38.819889068603516 bm25_gpt4
TheoremQA_mingyin/Fundamental-Theorem-of-Calculus3.json Q0 19248 994 38.819889068603516 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 4829 3 91.28496551513672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17443 4 90.21305847167969 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17444 5 89.55782318115234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5313 6 87.97871398925781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2464 7 84.24649810791016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12957 8 81.9827651977539 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20020 9 81.37298583984375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15799 10 80.95924377441406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17110 11 78.77877807617188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22563 12 75.4277572631836 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2807 13 73.82382202148438 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1309 14 71.41246032714844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2086 15 70.7737808227539 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 11899 17 69.59664916992188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20232 18 69.56295776367188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4477 19 69.20516967773438 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2648 20 68.15791320800781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17239 21 66.55716705322266 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23721 22 66.4752426147461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21833 23 65.88751220703125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12283 24 65.33942413330078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15791 25 64.06588745117188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22712 26 63.53387451171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22714 27 63.37111282348633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19990 28 62.583251953125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15671 29 61.369407653808594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17067 30 61.27013397216797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19974 31 61.10728454589844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15750 32 60.65731430053711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12234 33 60.6248779296875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5009 34 60.389495849609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6030 35 60.153846740722656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22715 36 60.00292205810547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22798 37 59.89823913574219 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5145 38 59.526737213134766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2060 39 59.266300201416016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13077 40 59.23634338378906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11371 41 58.97784423828125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3844 42 58.451454162597656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20783 43 58.0439453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18038 44 57.97096252441406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2049 45 57.944976806640625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18309 46 57.73329162597656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21957 47 57.40290069580078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 211 48 57.173370361328125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22800 49 57.153411865234375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18675 50 56.05964279174805 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18673 51 56.01473617553711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8653 52 55.669715881347656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2481 53 55.385589599609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 319 54 55.238983154296875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5224 55 55.03722381591797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3467 56 54.58803176879883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6255 57 54.50277328491211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15892 58 54.3988037109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21891 59 54.26226806640625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10362 60 54.06352233886719 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12255 61 53.465309143066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12000 62 53.3486328125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13862 63 53.14278793334961 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8513 64 53.120731353759766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 473 65 53.11627960205078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2213 66 53.105690002441406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21298 67 52.78941345214844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23359 68 52.61154556274414 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 877 69 52.5221061706543 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16962 70 52.449867248535156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1080 71 52.00521469116211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11038 72 51.943084716796875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13585 73 51.91560363769531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17949 74 51.86383056640625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16673 75 51.83074188232422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17644 76 51.773712158203125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23227 77 51.693634033203125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1929 78 51.551326751708984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16006 79 51.44010925292969 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18364 80 51.418209075927734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20487 81 51.406028747558594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4412 82 51.33692169189453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21300 83 51.16448974609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12301 84 51.073768615722656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8521 85 50.956146240234375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18674 86 50.71778106689453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23817 87 50.679107666015625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10691 88 50.66639709472656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13925 89 50.30311584472656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17421 90 50.231632232666016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18078 91 50.126983642578125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17904 92 49.60991287231445 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12774 93 49.5724983215332 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8913 94 49.56512451171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17042 95 49.51480484008789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16619 96 49.1661376953125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7615 97 49.102088928222656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16569 98 48.7950439453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6557 99 48.61423873901367 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7753 100 48.592994689941406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2991 101 48.09357452392578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10697 102 48.052757263183594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22783 103 48.05067825317383 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21305 104 48.046417236328125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5135 105 47.98785400390625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12974 106 47.97660446166992 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23098 107 47.95648193359375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10776 108 47.94144058227539 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2147 109 47.86206817626953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8003 110 47.806671142578125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23719 111 47.64896774291992 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10373 112 47.539100646972656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23824 113 47.468536376953125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12648 114 47.43147659301758 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6014 115 47.43119812011719 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9977 116 47.30915451049805 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21567 117 47.27497100830078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21295 118 47.25518798828125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14662 119 47.25376892089844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22882 120 47.245357513427734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21176 121 47.14813232421875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22065 122 46.811981201171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5056 123 46.78499984741211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15787 124 46.752628326416016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17478 125 46.591678619384766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4894 126 46.57050323486328 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23449 127 46.56224060058594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23471 128 46.50181198120117 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15068 129 46.494667053222656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15065 130 46.453956604003906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23782 131 46.40817642211914 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4098 132 46.37384033203125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22655 133 46.35627746582031 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17233 134 46.28437423706055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6364 135 46.11353302001953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18891 136 45.9605827331543 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21712 137 45.86985778808594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22654 138 45.78782653808594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11523 139 45.77771759033203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10583 140 45.77484130859375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10948 141 45.71306610107422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14895 142 45.6878662109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14348 143 45.67675018310547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6897 144 45.666934967041016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11964 145 45.55695343017578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5623 146 45.50672912597656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21757 147 45.41988754272461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12750 148 45.362701416015625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13509 149 45.313419342041016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6948 150 45.288150787353516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 869 151 45.27260208129883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22556 152 45.215110778808594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1404 153 45.094810485839844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10690 154 45.05436706542969 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8743 155 45.050376892089844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14238 156 44.999488830566406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17442 157 44.94386291503906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1094 158 44.83861541748047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 868 159 44.70081329345703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20506 160 44.574764251708984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15162 161 44.52670669555664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14244 162 44.49332046508789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18374 163 44.36457824707031 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19819 164 44.3116455078125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15191 165 44.25562286376953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15978 166 44.24726867675781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5176 167 44.157955169677734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19658 168 44.046287536621094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14237 169 44.020904541015625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9139 170 44.00344467163086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15762 171 43.97488021850586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13795 172 43.96776580810547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1778 173 43.92751693725586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23618 174 43.877349853515625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22869 175 43.863670349121094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21301 176 43.85234451293945 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22799 177 43.83415985107422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21304 178 43.730812072753906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23307 179 43.71185302734375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14243 180 43.69387435913086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21714 181 43.5733757019043 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1920 182 43.521949768066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17996 183 43.461830139160156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6373 184 43.39476013183594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17602 185 43.385765075683594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 336 186 43.37282943725586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15566 187 43.35224151611328 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1921 188 43.29749298095703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9242 189 43.24851989746094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23437 190 43.135440826416016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6631 191 43.074588775634766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22831 192 42.987709045410156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18146 193 42.987430572509766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21475 194 42.98481369018555 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19092 195 42.91614532470703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5625 196 42.91505432128906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23435 197 42.83686828613281 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18283 198 42.72357940673828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21384 199 42.695472717285156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17823 200 42.67388916015625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16811 201 42.63341522216797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4821 202 42.630516052246094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23413 203 42.55351638793945 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17456 204 42.53675079345703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16089 205 42.51858901977539 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 21686 211 42.32872009277344 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 14894 214 42.272239685058594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21653 215 42.25789260864258 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 830 216 42.22997283935547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9936 217 42.22895812988281 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11239 218 42.2227897644043 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19917 219 42.16376876831055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5754 220 42.139549255371094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9567 221 42.115234375 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 17468 223 41.947853088378906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13971 224 41.94341278076172 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22531 225 41.937313079833984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21331 226 41.75368118286133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18704 227 41.75013732910156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15273 228 41.69462203979492 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18808 229 41.67958068847656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15261 230 41.66587829589844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2328 231 41.658538818359375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1113 232 41.6452751159668 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2855 233 41.53821563720703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19999 234 41.52482223510742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23683 235 41.480167388916016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14536 236 41.478824615478516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17071 237 41.478050231933594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16993 238 41.468605041503906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17627 239 41.46691131591797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15182 240 41.46342468261719 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8279 241 41.43929672241211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6607 242 41.427703857421875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21329 243 41.42542266845703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23402 244 41.4019775390625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1809 245 41.29021453857422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 575 246 41.28833770751953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11769 247 41.20283126831055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9221 248 41.18517303466797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16570 249 41.124114990234375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11771 250 41.09893798828125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11772 251 41.09893798828125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17065 252 41.0838623046875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20519 253 41.062652587890625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23493 254 41.05531692504883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11612 255 41.01554870605469 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22868 256 40.97684860229492 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15011 257 40.972877502441406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11770 258 40.944122314453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20388 259 40.90882110595703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17987 260 40.90290451049805 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12770 261 40.89360046386719 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18623 262 40.88897705078125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 907 263 40.77271270751953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11521 264 40.723758697509766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17462 265 40.673980712890625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14239 266 40.66726303100586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17144 267 40.635372161865234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17121 268 40.632022857666016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2989 269 40.59721374511719 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23399 270 40.590492248535156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11140 271 40.54962158203125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8852 272 40.4854850769043 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14245 273 40.471614837646484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17445 274 40.456138610839844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5317 275 40.45014953613281 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15763 276 40.42482376098633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8274 277 40.410919189453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15846 278 40.39336013793945 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20117 279 40.37175369262695 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11059 280 40.31122970581055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14925 281 40.296268463134766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10491 282 40.28963851928711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2990 283 40.28922653198242 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14078 284 40.22159957885742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14350 285 40.21650695800781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15642 286 40.194217681884766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20991 287 40.153202056884766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18344 288 40.147151947021484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 608 289 40.135196685791016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22536 290 40.13035583496094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14437 291 40.113365173339844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1462 292 40.099456787109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15759 293 40.075958251953125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18534 294 40.025577545166016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5671 295 40.00249481201172 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11486 296 40.0009765625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15564 297 39.98851776123047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12752 298 39.95740509033203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7697 299 39.9246826171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15805 300 39.90153121948242 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10515 301 39.876304626464844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4454 302 39.86775588989258 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11442 303 39.83991622924805 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11058 304 39.80921936035156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3584 305 39.79646682739258 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11388 306 39.792884826660156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10797 307 39.744327545166016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15845 308 39.71159362792969 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7663 309 39.698020935058594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16671 310 39.697418212890625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18411 311 39.69615173339844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18137 312 39.65667724609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8087 313 39.58237075805664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11384 314 39.56542205810547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22620 315 39.54420471191406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12950 316 39.45033645629883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14298 317 39.44427490234375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1552 318 39.40326690673828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19914 319 39.36359786987305 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9698 320 39.35831832885742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14217 321 39.32605743408203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3000 322 39.248958587646484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14128 323 39.23580551147461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22954 324 39.18598175048828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18569 325 39.15991973876953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1553 326 39.15410614013672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17504 327 39.15194320678711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17724 328 39.115352630615234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 873 329 39.100502014160156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 874 330 39.100502014160156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 875 331 39.100502014160156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 298 332 39.061737060546875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14317 333 39.05311584472656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20387 334 39.03580856323242 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12748 335 39.00376510620117 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15830 336 38.99304962158203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1032 337 38.98463439941406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2492 338 38.9748420715332 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14701 339 38.9598274230957 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13040 340 38.88701629638672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19041 341 38.844459533691406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14471 342 38.79002380371094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7850 343 38.78514099121094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14438 344 38.78003692626953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23436 345 38.771568298339844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 299 346 38.620811462402344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22644 347 38.6044807434082 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17618 348 38.601097106933594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4343 349 38.59592819213867 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18604 350 38.576148986816406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18908 351 38.57457733154297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11883 352 38.543479919433594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4101 353 38.53254699707031 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4833 354 38.52570343017578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22781 355 38.51066207885742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2834 356 38.48638916015625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4364 357 38.45829391479492 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4901 358 38.40623092651367 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18398 359 38.362449645996094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20440 360 38.355201721191406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17447 361 38.30501937866211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10745 362 38.280399322509766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11563 363 38.26836395263672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5436 364 38.253196716308594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10854 365 38.154518127441406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22580 366 38.15168762207031 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17626 367 38.14678192138672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15979 368 38.11559295654297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14700 369 38.072872161865234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14347 370 38.063446044921875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14917 371 38.04935836791992 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18199 372 37.98304748535156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15548 373 37.978729248046875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6975 374 37.94123077392578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13060 375 37.93996047973633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5143 376 37.92500305175781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10743 377 37.920326232910156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15404 378 37.90093994140625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9963 379 37.8792724609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23352 380 37.86362838745117 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 974 381 37.80392074584961 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15956 382 37.731101989746094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22956 383 37.694122314453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11234 384 37.686580657958984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14523 385 37.66105270385742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5843 386 37.62086486816406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17471 387 37.572235107421875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14361 388 37.55720520019531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15833 389 37.55714797973633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14424 390 37.5010986328125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8715 391 37.45777893066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11142 392 37.436519622802734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7680 393 37.433448791503906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17460 394 37.33195114135742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5003 395 37.30746841430664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20504 396 37.28895950317383 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13966 397 37.28318786621094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20146 398 37.24531555175781 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9898 399 37.211788177490234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4910 400 37.20171356201172 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11040 401 37.17381286621094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23271 402 37.16814041137695 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14458 403 37.1356315612793 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17549 404 37.10504913330078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20231 405 37.08700180053711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21226 406 37.081146240234375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11390 407 37.066951751708984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15429 408 36.98896408081055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8126 409 36.970985412597656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19093 410 36.96797561645508 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1589 411 36.946712493896484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14481 412 36.93329620361328 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 166 413 36.930171966552734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20441 414 36.90769958496094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23025 415 36.905677795410156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5564 416 36.869041442871094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21376 417 36.83120346069336 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22226 418 36.82118225097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2935 419 36.81893539428711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10369 420 36.81892776489258 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17552 421 36.80119323730469 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9892 422 36.796268463134766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14903 423 36.785526275634766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14236 424 36.78507995605469 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10100 425 36.76395034790039 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19693 426 36.735992431640625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14269 427 36.70607376098633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11511 428 36.66866683959961 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9887 429 36.659339904785156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10793 430 36.640838623046875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14196 431 36.61760711669922 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16055 432 36.604923248291016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14242 433 36.583702087402344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10581 434 36.583335876464844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22006 435 36.4847412109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 167 436 36.46738052368164 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15034 437 36.43400955200195 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 385 438 36.413150787353516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3445 439 36.37670135498047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11638 440 36.348876953125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6698 441 36.34344482421875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11571 442 36.290252685546875 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 667 488 35.63139343261719 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 9557 493 35.52216720581055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20864 494 35.50923538208008 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22598 495 35.46466827392578 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 16256 497 35.45154571533203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16600 498 35.39540100097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15677 499 35.37549591064453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13383 500 35.35880661010742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11765 501 35.33063507080078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23745 502 35.330413818359375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10954 503 35.32195281982422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2906 504 35.3192024230957 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9268 505 35.29281234741211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17741 506 35.23078155517578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18874 507 35.20954132080078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13152 508 35.17704772949219 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9047 509 35.092071533203125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1071 510 35.05226516723633 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18083 511 35.04954147338867 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18084 512 35.037635803222656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13973 513 35.036109924316406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17537 514 35.026554107666016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6904 515 34.948699951171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20356 516 34.94478988647461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22305 517 34.933834075927734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10591 518 34.91115951538086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17469 519 34.89433288574219 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18777 520 34.74909973144531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23489 521 34.743553161621094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20919 522 34.718563079833984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4736 523 34.71477127075195 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3253 524 34.70553207397461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17253 525 34.659305572509766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11233 526 34.64372253417969 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20959 527 34.64149475097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22803 528 34.63288116455078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13037 529 34.629920959472656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20594 530 34.58295822143555 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18388 531 34.53525924682617 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15713 532 34.534732818603516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15518 533 34.52449035644531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14295 534 34.46458053588867 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 20349 536 34.43043518066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12697 537 34.36927032470703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22962 538 34.31631088256836 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10372 539 34.297908782958984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3752 540 34.28213882446289 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17922 541 34.231258392333984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16229 542 34.22209167480469 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14354 543 34.21363830566406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17681 544 34.19498825073242 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18622 545 34.194236755371094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15767 546 34.191322326660156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9261 547 34.182891845703125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21019 548 34.15648651123047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3337 549 34.144588470458984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18308 550 34.09866714477539 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15788 551 34.08470153808594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18879 552 34.07855224609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23588 553 34.038570404052734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23331 554 34.02915954589844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22571 555 34.02046203613281 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5916 556 34.01251983642578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21600 557 34.010475158691406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15793 558 33.99382781982422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9143 559 33.97474670410156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6892 560 33.966617584228516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5707 561 33.958805084228516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15342 562 33.95108413696289 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11618 563 33.928550720214844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18520 564 33.921173095703125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14435 565 33.910186767578125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3077 566 33.89460754394531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19692 567 33.86333084106445 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15563 568 33.85552978515625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21473 569 33.83259582519531 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13757 570 33.82172393798828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23536 571 33.81949234008789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21398 572 33.815040588378906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1590 573 33.77945327758789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18511 574 33.7574462890625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2650 575 33.701839447021484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15786 576 33.678321838378906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3666 577 33.623538970947266 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12457 578 33.58837127685547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4784 579 33.576873779296875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15824 580 33.568092346191406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18606 581 33.54661560058594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23760 582 33.52858352661133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4107 583 33.45754623413086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 698 584 33.403175354003906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19875 585 33.40252685546875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10371 586 33.362911224365234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2301 587 33.355857849121094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4968 588 33.29726028442383 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11902 589 33.27629470825195 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18727 590 33.275184631347656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14015 591 33.27307891845703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20960 592 33.1154670715332 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13918 593 33.09843444824219 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18677 594 33.09575271606445 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12944 595 33.08395004272461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14374 596 33.08069610595703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16585 597 33.06888198852539 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14585 598 33.05754852294922 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4903 599 33.035621643066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22966 600 33.022621154785156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20817 601 33.009071350097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16687 602 32.97461700439453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17145 603 32.974056243896484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20114 604 32.93434143066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16368 605 32.91102600097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16549 606 32.908042907714844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22946 607 32.829368591308594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14452 608 32.8236083984375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18907 609 32.82168197631836 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20882 610 32.768218994140625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7557 611 32.75623321533203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13760 612 32.7382698059082 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4104 613 32.715782165527344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15419 614 32.715057373046875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20419 615 32.714141845703125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19767 616 32.70779037475586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18774 617 32.67365264892578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2782 618 32.63483428955078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1325 619 32.63007354736328 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23043 620 32.62741470336914 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8975 621 32.610965728759766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20862 622 32.60853958129883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2761 623 32.59967803955078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 243 624 32.58255386352539 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 792 625 32.57857894897461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20777 626 32.548065185546875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17154 627 32.54053497314453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14513 628 32.5277099609375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1623 629 32.52191925048828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12868 630 32.5190315246582 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11590 631 32.51136779785156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14195 632 32.50342559814453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17446 633 32.47047805786133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7950 634 32.454078674316406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18697 635 32.44266128540039 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17470 636 32.408668518066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23360 637 32.40393829345703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3237 638 32.403385162353516 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12111 639 32.401947021484375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15720 640 32.39925003051758 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15988 641 32.395111083984375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6081 642 32.364295959472656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17059 643 32.352996826171875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23394 644 32.348289489746094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14467 645 32.34136962890625 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18676 646 32.34132385253906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14318 647 32.32366943359375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13617 648 32.32183074951172 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22892 649 32.31650161743164 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11039 650 32.2950439453125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7128 651 32.25934982299805 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21765 652 32.242103576660156 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14711 653 32.230491638183594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13700 654 32.23030090332031 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2479 655 32.21941375732422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4297 656 32.13667297363281 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23042 657 32.12274169921875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9512 658 32.04285430908203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19690 659 32.03833770751953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21786 660 32.03641128540039 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22884 661 32.010398864746094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15091 662 32.007957458496094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15874 663 31.964519500732422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18906 664 31.96306610107422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21338 665 31.956920623779297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16845 666 31.943824768066406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17742 667 31.940773010253906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19899 668 31.939573287963867 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23825 669 31.931354522705078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20828 670 31.930599212646484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14861 671 31.869953155517578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10938 672 31.85497283935547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2825 673 31.85323715209961 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1130 674 31.831069946289062 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11644 675 31.828723907470703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13121 676 31.819425582885742 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2336 677 31.793170928955078 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 19695 793 30.50802993774414 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 16587 798 30.449382781982422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14519 799 30.44552993774414 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17761 800 30.427831649780273 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17052 801 30.421886444091797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2140 802 30.413841247558594 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 22527 813 30.230499267578125 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 5147 826 30.066579818725586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22951 827 30.064952850341797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13656 828 30.040172576904297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13008 829 30.03728485107422 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15405 830 30.031963348388672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23684 831 30.029056549072266 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20880 832 30.022193908691406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23607 833 30.020967483520508 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5591 834 30.017465591430664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3751 835 29.98354148864746 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22685 836 29.967330932617188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13052 837 29.955791473388672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11494 838 29.95269203186035 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 3824 841 29.90546226501465 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5312 842 29.89227867126465 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19970 843 29.889896392822266 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 215 844 29.887130737304688 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8398 845 29.8822078704834 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15420 846 29.8757381439209 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12772 847 29.87245750427246 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22582 848 29.84235382080078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10370 849 29.837568283081055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14333 850 29.823787689208984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18700 851 29.82351303100586 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21746 852 29.822296142578125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21026 853 29.821949005126953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16007 854 29.818817138671875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15901 855 29.81558609008789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5397 856 29.812328338623047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12945 857 29.81148910522461 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13924 858 29.796627044677734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8257 859 29.788898468017578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8395 860 29.774457931518555 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1152 861 29.761688232421875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12747 862 29.737926483154297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22528 863 29.737926483154297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22532 864 29.737926483154297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6905 865 29.719545364379883 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14431 866 29.718441009521484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11524 867 29.71546173095703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11357 868 29.706787109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13823 869 29.704055786132812 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19418 870 29.689090728759766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2784 871 29.630239486694336 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20284 872 29.59579086303711 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21307 873 29.59314727783203 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6080 874 29.578737258911133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23314 875 29.555553436279297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15570 876 29.543819427490234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5103 877 29.503719329833984 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8253 878 29.502958297729492 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8254 879 29.502958297729492 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3948 880 29.47632598876953 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11141 881 29.461782455444336 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6036 882 29.43508529663086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1497 883 29.424785614013672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16627 884 29.384521484375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21737 885 29.370380401611328 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8694 886 29.362930297851562 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17953 887 29.35254669189453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14706 888 29.316057205200195 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13286 889 29.29239273071289 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9778 890 29.28746795654297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15562 891 29.282323837280273 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9849 892 29.26933479309082 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22952 893 29.263931274414062 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8132 894 29.261137008666992 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18475 895 29.258899688720703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17381 896 29.25543975830078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13276 897 29.247024536132812 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6475 898 29.233524322509766 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19984 899 29.217357635498047 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1979 900 29.216474533081055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1981 901 29.216474533081055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11904 902 29.20245361328125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14316 903 29.190933227539062 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13193 904 29.18524169921875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20145 905 29.176475524902344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 19701 906 29.157752990722656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20936 907 29.153337478637695 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 9502 909 29.149879455566406 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11875 910 29.138999938964844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11876 911 29.138999938964844 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9306 912 29.136455535888672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22030 913 29.135883331298828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18609 914 29.126991271972656 bm25_gpt4
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TheoremQA_mingyin/convexity1.json Q0 5590 916 29.098411560058594 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20184 917 29.09328842163086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1124 918 29.091075897216797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10448 919 29.086591720581055 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4858 920 29.079280853271484 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22468 921 29.06806755065918 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13076 922 29.060766220092773 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10085 923 29.055309295654297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9617 924 29.03167152404785 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8512 925 29.02769660949707 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 820 926 29.020050048828125 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7415 927 29.019287109375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13517 928 28.98335838317871 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23033 929 28.95993995666504 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14223 930 28.9598445892334 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6842 931 28.934432983398438 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18875 932 28.915437698364258 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14958 933 28.906099319458008 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23197 934 28.90164566040039 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11480 935 28.900535583496094 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23429 936 28.885522842407227 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3937 937 28.859346389770508 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1585 938 28.846803665161133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17464 939 28.84652328491211 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1317 940 28.845870971679688 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 15353 941 28.82980728149414 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22545 942 28.809528350830078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 8613 943 28.809051513671875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18916 944 28.805883407592773 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 203 945 28.801124572753906 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17003 946 28.794540405273438 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 20220 947 28.789674758911133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4790 948 28.769914627075195 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 7526 949 28.76807403564453 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11052 950 28.758913040161133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17139 951 28.750900268554688 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1600 952 28.73695182800293 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13681 953 28.736343383789062 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17697 954 28.735492706298828 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12870 955 28.731891632080078 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6970 956 28.72718048095703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14457 957 28.72502899169922 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4977 958 28.703842163085938 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11018 959 28.68518829345703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 3787 960 28.68231773376465 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9028 961 28.678665161132812 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17560 962 28.659704208374023 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17632 963 28.65898895263672 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14462 964 28.656360626220703 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22721 965 28.65401840209961 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6033 966 28.640077590942383 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22546 967 28.63345718383789 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 18865 968 28.630558013916016 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11009 969 28.616939544677734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 23266 970 28.60693359375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13581 971 28.60558319091797 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16158 972 28.60546112060547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 6700 973 28.604141235351562 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22110 974 28.591670989990234 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14874 975 28.589847564697266 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 9840 976 28.582557678222656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 1689 977 28.563758850097656 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 759 978 28.55971336364746 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 13461 979 28.558395385742188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14584 980 28.54381561279297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12295 981 28.53305435180664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 842 982 28.532676696777344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 4108 983 28.51482582092285 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14689 984 28.513996124267578 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 21151 985 28.511842727661133 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16119 986 28.510385513305664 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 706 987 28.50735092163086 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16718 988 28.491416931152344 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 5322 989 28.48577880859375 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 14517 990 28.47899627685547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 2786 991 28.47399139404297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17568 992 28.462154388427734 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 11291 993 28.45751190185547 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 22039 994 28.44808006286621 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 10190 995 28.446910858154297 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12959 996 28.441207885742188 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 16665 997 28.4364013671875 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 17296 998 28.411941528320312 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 12458 999 28.405710220336914 bm25_gpt4
TheoremQA_mingyin/convexity1.json Q0 704 1000 28.40534210205078 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11239 1 147.58212280273438 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21475 2 128.9237060546875 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14139 3 128.45584106445312 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 6932 4 121.51448822021484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13392 5 119.67962646484375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16673 6 118.32622528076172 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16600 7 114.8912582397461 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17904 8 114.72932434082031 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12957 9 111.60562133789062 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16672 10 110.93636322021484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13492 11 110.86759948730469 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 4261 12 108.42727661132812 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 23824 13 108.38433837890625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21376 14 107.45935821533203 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10570 15 102.45240783691406 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18388 16 99.75000762939453 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11588 17 98.14749908447266 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16671 18 96.97832489013672 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 2807 19 96.7849349975586 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 51 20 95.99929809570312 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 9892 21 93.77204132080078 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21374 22 91.35442352294922 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10778 23 88.37234497070312 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 6933 24 86.85830688476562 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16244 25 86.63478088378906 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20117 26 86.6177978515625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 1309 27 86.22528839111328 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 19092 28 86.1375503540039 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20816 29 86.13607025146484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12154 30 85.49561309814453 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14706 31 85.493408203125 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13345 32 84.94782257080078 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 22781 33 83.33370208740234 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11719 34 83.3119125366211 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 3739 35 81.90977478027344 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21375 36 80.20389556884766 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17967 37 79.664306640625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21373 38 78.90860748291016 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16670 39 78.8414535522461 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13301 40 78.72105407714844 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21566 41 78.6285629272461 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12234 42 76.5838851928711 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11523 43 75.305908203125 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11052 44 75.24198150634766 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14925 45 75.0615234375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10419 46 74.80123901367188 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18604 47 74.3725814819336 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 8542 48 74.27017211914062 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 2301 49 74.18232727050781 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18624 50 74.0124282836914 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17065 51 73.76229095458984 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17922 52 73.67012786865234 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 7608 53 73.62939453125 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21377 54 73.10977172851562 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16063 55 73.0195083618164 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14701 56 72.87216186523438 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11590 57 71.7048110961914 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15065 58 71.4526138305664 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14662 59 71.31458282470703 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15852 60 71.06584167480469 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5436 61 70.98727416992188 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 3846 62 70.47459411621094 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16679 63 69.98355102539062 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15298 64 69.87191009521484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11514 65 69.58834075927734 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 3076 66 68.65319061279297 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21473 67 68.49679565429688 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 22556 68 68.10800170898438 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17443 69 67.6722183227539 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 1325 70 67.63154602050781 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 47 71 67.53802490234375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 22831 72 67.53461456298828 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12748 73 67.43037414550781 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16069 74 67.2348403930664 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12859 75 66.08538818359375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 4894 76 65.93486785888672 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5312 77 65.90484619140625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16245 78 65.81151580810547 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20359 79 65.66184997558594 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 9465 80 65.62759399414062 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13340 81 65.52816772460938 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15845 82 65.38383483886719 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 4343 83 65.3723373413086 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17110 84 65.3692626953125 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12861 85 65.30013275146484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17239 86 65.29235076904297 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 12944 87 65.18791198730469 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17444 88 65.06538391113281 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18389 89 64.989990234375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20817 90 64.63313293457031 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15410 91 64.44969940185547 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21474 92 63.923133850097656 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 23826 93 63.68511962890625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5623 94 63.40563201904297 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 9188 95 62.99839401245117 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18033 96 62.898956298828125 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 23350 97 62.88774108886719 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17987 98 62.808345794677734 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18606 99 62.741920471191406 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10057 100 62.6646728515625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10412 101 62.56296920776367 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5220 102 62.039459228515625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 8398 103 62.03216552734375 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 18229 104 61.81365203857422 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17421 105 61.813350677490234 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 23345 106 61.72250747680664 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21666 107 61.46904754638672 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21525 108 61.3775520324707 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 492 109 61.25060272216797 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5848 110 61.110103607177734 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 2049 111 60.947776794433594 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 3820 112 60.90629577636719 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13862 113 60.86511993408203 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 22715 114 60.699337005615234 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11571 115 60.62174987792969 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17914 116 60.48389434814453 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14691 117 60.39261245727539 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21469 118 60.16252136230469 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20783 119 60.04302978515625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 23335 120 60.00733947753906 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 11521 121 59.707637786865234 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16790 122 59.672027587890625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15182 123 59.487701416015625 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 13692 124 59.47468566894531 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15816 125 59.44200134277344 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21787 126 59.140480041503906 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16389 127 58.784603118896484 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 5859 128 58.764041900634766 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 2713 129 58.74065399169922 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 20232 130 58.61357116699219 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21470 131 58.55461502075195 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 15420 132 58.39748001098633 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21381 133 58.36022186279297 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 14217 134 58.22188186645508 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 17769 135 58.20301818847656 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10366 136 58.00044631958008 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 16210 137 57.89390563964844 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 10788 138 57.82228469848633 bm25_gpt4
TheoremQA_tonyxia/maxplanar3.json Q0 21636 139 57.40883255004883 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1728 520 33.64844512939453 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 11480 521 33.64191818237305 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 148 525 33.575748443603516 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 18691 527 33.56529235839844 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 8148 528 33.552452087402344 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 6364 529 33.55112838745117 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 18066 530 33.481353759765625 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 9949 531 33.477195739746094 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 6486 532 33.439151763916016 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 11387 533 33.437347412109375 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 12520 534 33.437255859375 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 22656 535 33.433475494384766 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 21381 536 33.429988861083984 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 12822 537 33.420413970947266 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 5904 538 33.40622329711914 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 792 539 33.400665283203125 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 8844 540 33.39533996582031 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20140 541 33.38733673095703 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 14287 542 33.37352752685547 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 6799 543 33.36500549316406 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 13793 544 33.35017395019531 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 12157 545 33.3391227722168 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 17918 546 33.313026428222656 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 22585 547 33.3054084777832 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1317 548 33.27263641357422 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 332 549 33.20682907104492 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1755 550 33.193363189697266 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 10593 551 33.17536163330078 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 353 552 33.13331604003906 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20806 553 33.13250732421875 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 7450 554 33.128692626953125 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 15888 555 33.05836868286133 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 14127 556 33.00862503051758 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 18022 557 32.92521667480469 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 22070 558 32.923004150390625 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 15799 559 32.77408218383789 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 6631 560 32.75811767578125 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 14036 561 32.745811462402344 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 12917 754 30.115503311157227 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 17986 756 30.025728225708008 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 17905 757 30.019514083862305 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 13923 758 30.017162322998047 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 4364 762 29.988723754882812 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 11586 763 29.985870361328125 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 23413 764 29.975013732910156 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20468 924 28.136062622070312 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 10160 926 28.09427833557129 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 10004 927 28.091333389282227 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 18749 934 27.99811553955078 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 22178 936 27.97544288635254 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 23315 937 27.96536636352539 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 14969 938 27.94686508178711 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 2288 939 27.935853958129883 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 11524 940 27.931194305419922 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 2060 941 27.892967224121094 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20763 943 27.875699996948242 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 21379 945 27.85611915588379 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 10782 947 27.839706420898438 bm25_gpt4
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TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20922 950 27.797121047973633 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 7553 951 27.783931732177734 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 12083 952 27.762413024902344 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 9897 953 27.756332397460938 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 20730 954 27.755748748779297 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 13824 955 27.737178802490234 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1337 956 27.72830581665039 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1806 957 27.724166870117188 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 14205 958 27.696372985839844 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 13337 959 27.665502548217773 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 555 960 27.665485382080078 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 3967 961 27.659421920776367 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 9269 962 27.656904220581055 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 21593 963 27.649625778198242 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 1542 964 27.6484375 bm25_gpt4
TheoremQA_xueguangma/intermediate_value_theorem.json Q0 17781 965 27.64773941040039 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 3244 348 41.99665069580078 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 17756 351 41.887062072753906 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 4976 365 41.53288269042969 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 7055 374 41.092105865478516 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 11427 378 40.97926330566406 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 17154 546 36.96823501586914 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 21198 555 36.84614562988281 bm25_gpt4
TheoremQA_elainewan/math_algebra_7_2.json Q0 1150 556 36.843101501464844 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 10432 789 32.72834014892578 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 15760 817 32.29905319213867 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 11193 821 32.244544982910156 bm25_gpt4
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TheoremQA_elainewan/math_algebra_7_2.json Q0 15845 961 30.384424209594727 bm25_gpt4
TheoremQA_elainewan/math_algebra_7_2.json Q0 3156 962 30.367124557495117 bm25_gpt4
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TheoremQA_elainewan/math_calculus_2_7.json Q0 167 964 23.555103302001953 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 13656 965 23.548900604248047 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 21500 966 23.548480987548828 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 18344 967 23.536487579345703 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 9122 968 23.530513763427734 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 21269 969 23.528823852539062 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 16849 970 23.525497436523438 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 18674 971 23.51171875 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 299 972 23.508670806884766 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 8400 973 23.50765609741211 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 1987 974 23.46998405456543 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 12398 975 23.469093322753906 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 6718 976 23.4605655670166 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 11288 977 23.45167350769043 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 19318 978 23.450878143310547 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 5424 979 23.418212890625 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 15583 980 23.417278289794922 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 18066 981 23.414630889892578 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 5320 982 23.402204513549805 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 10 983 23.397811889648438 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 9090 984 23.397811889648438 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 2726 985 23.37546157836914 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 6217 986 23.372356414794922 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 7676 987 23.36842918395996 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 10545 988 23.367345809936523 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 10801 989 23.350608825683594 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 15207 990 23.349090576171875 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 2085 991 23.3356876373291 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 23687 992 23.328250885009766 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 3828 993 23.317182540893555 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 5872 994 23.312036514282227 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 21141 995 23.308460235595703 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 19860 996 23.301027297973633 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 4790 997 23.295974731445312 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 9189 998 23.29135513305664 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 13008 999 23.28260612487793 bm25_gpt4
TheoremQA_elainewan/math_calculus_2_7.json Q0 14444 1000 23.275798797607422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16673 1 144.90272521972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16672 2 138.51541137695312 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13492 3 130.11123657226562 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12234 4 118.83052062988281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12957 5 118.30780792236328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17922 6 110.96292877197266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21475 7 109.15293884277344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16244 8 108.35637664794922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2807 9 104.93549346923828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1576 10 102.96455383300781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5313 11 100.44206237792969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5623 12 100.19412994384766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9188 13 99.00662994384766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2301 14 96.44025421142578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18388 15 96.1136245727539 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17110 16 90.70352172851562 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8398 17 88.59272766113281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15065 18 88.58074188232422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1309 19 87.4284896850586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3584 20 84.86075592041016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11571 21 84.27037811279297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18604 22 83.45535278320312 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17644 23 82.33644104003906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23612 24 79.22523498535156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20816 25 78.31370544433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5107 26 77.60041809082031 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23699 27 77.55882263183594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6255 28 77.01365661621094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1113 29 76.69906616210938 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20117 30 76.35861206054688 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23683 31 75.8126220703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8471 32 75.5117416381836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16063 33 75.29972076416016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2049 34 75.21800994873047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14925 35 74.959228515625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22556 36 72.31272888183594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16069 37 71.46589660644531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16670 38 70.84524536132812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12944 39 70.83110809326172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22781 40 70.39253234863281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23824 41 70.24861145019531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20783 42 70.23838806152344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13301 43 70.06610870361328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16600 44 69.43728637695312 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14706 45 69.3742446899414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11514 46 68.62459564208984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17904 47 68.08128356933594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16671 48 67.92347717285156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21176 49 67.81413269042969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 47 50 67.74765014648438 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18038 51 67.20552825927734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 89 52 67.03246307373047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19092 53 65.63260650634766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5352 54 65.55184936523438 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20765 55 65.32625579833984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17742 56 65.2007064819336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14217 57 65.0865478515625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12752 58 65.08108520507812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18033 59 64.93528747558594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11591 60 64.92027282714844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14298 61 64.19610595703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23721 62 64.12577819824219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4893 63 64.0932846069336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17239 64 63.748260498046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4790 65 63.54844284057617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21473 66 63.166526794433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21376 67 63.076114654541016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1145 68 63.02619934082031 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5350 69 62.94733810424805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15415 70 62.90686798095703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17905 71 62.73366165161133 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15419 72 62.637481689453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3778 73 62.411617279052734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5135 74 62.11268615722656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7502 75 61.83848571777344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8542 76 61.27531814575195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12648 77 61.2431526184082 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15410 78 61.235408782958984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4894 79 61.21757125854492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16790 80 61.06591033935547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6250 81 61.02769470214844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15799 82 60.91377639770508 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10778 83 60.67473602294922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 790 84 60.67323684692383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8694 85 60.07048797607422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16570 86 60.01948928833008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12750 87 59.763221740722656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5436 88 59.42240905761719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13345 89 59.238670349121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14662 90 59.23641586303711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15420 91 59.175323486328125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16679 92 59.11345291137695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9892 93 58.91206359863281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10591 94 58.64714050292969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5348 95 58.16936111450195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23611 96 58.02226257324219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9356 97 58.001609802246094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17065 98 57.994972229003906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20864 99 57.92399215698242 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3955 100 57.73323440551758 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12861 101 57.668521881103516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7448 102 57.587371826171875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8837 103 57.229164123535156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10743 104 57.16578674316406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2157 105 57.13482666015625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15852 106 57.105464935302734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5312 107 56.84745788574219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6886 108 56.804996490478516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8695 109 56.53488540649414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5322 110 56.36326217651367 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21377 111 56.294281005859375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8003 112 56.27583694458008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17949 113 56.22751235961914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17443 114 56.12969207763672 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4179 115 56.00171661376953 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8223 116 55.54680633544922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1566 117 55.517547607421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 473 118 55.50966262817383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1585 119 55.46968078613281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13862 120 55.27145004272461 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13468 121 55.00798034667969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6631 122 55.00691223144531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16520 123 54.770687103271484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9936 124 54.74276351928711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7228 125 54.737884521484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15414 126 54.62529754638672 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13040 127 54.57653045654297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 148 128 54.43541717529297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2463 129 54.18621063232422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 665 130 54.087059020996094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23825 131 53.79392623901367 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21468 132 53.477813720703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4791 133 53.417816162109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2464 134 53.306358337402344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22403 135 53.14349365234375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17247 136 53.139774322509766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3569 137 53.083290100097656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17914 138 52.98561477661133 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12859 139 52.87451934814453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 627 140 52.842288970947266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21384 141 52.46856689453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23532 142 52.41510772705078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21375 143 51.95246124267578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21474 144 51.731910705566406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1152 145 51.71232604980469 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 820 146 51.460052490234375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23826 147 51.28754806518555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10372 148 51.26402282714844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17602 149 51.209617614746094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17823 150 51.13411331176758 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17154 151 51.05136489868164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11875 152 51.02690505981445 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5791 153 50.916404724121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10369 154 50.90278625488281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14703 155 50.872406005859375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23227 156 50.4757080078125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7498 157 50.35922622680664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4402 158 50.294342041015625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5958 159 50.26222229003906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15337 160 50.04656982421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14374 161 50.009239196777344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15750 162 49.99439239501953 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11649 163 49.960845947265625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10362 164 49.92280578613281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7621 165 49.837188720703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3467 166 49.601993560791016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11719 167 49.413326263427734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17930 168 49.330848693847656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22644 169 49.2789192199707 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14678 170 49.152286529541016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15845 171 49.10683822631836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23100 172 48.96549987792969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21714 173 48.7371711730957 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10455 174 48.70252990722656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13154 175 48.65021896362305 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21469 176 48.50355911254883 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13517 177 48.48675537109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1080 178 48.45946502685547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21712 179 48.396183013916016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10258 180 48.36802673339844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20543 181 48.33758544921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 319 182 48.256683349609375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10057 183 48.05167007446289 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16526 184 48.000404357910156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 974 185 47.99644088745117 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21373 186 47.93583297729492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23782 187 47.90230178833008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2111 188 47.70092010498047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3496 189 47.64765930175781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15412 190 47.64098358154297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22655 191 47.60896301269531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9182 192 47.542545318603516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15714 193 47.514156341552734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20114 194 47.393310546875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10948 195 47.251991271972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22831 196 47.23506164550781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15411 197 47.22113800048828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11480 198 47.178192138671875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18607 199 47.16961669921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 453 200 47.120235443115234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5734 201 47.08024597167969 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9465 202 47.02968215942383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11021 203 46.808128356933594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21471 204 46.7528076171875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17042 205 46.58955001831055 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11250 206 46.587646484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3077 207 46.50994873046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20715 208 46.507240295410156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8884 209 46.32294464111328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18272 210 46.31804656982422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21342 211 46.292728424072266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17931 212 46.283058166503906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14078 213 46.222267150878906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16269 214 46.14588928222656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15416 215 46.14484405517578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22759 216 46.11668395996094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9678 217 46.08484649658203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13664 218 46.00602340698242 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14208 219 45.977294921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2761 220 45.91722869873047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17338 221 45.663291931152344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16691 222 45.56702423095703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 257 223 45.50984191894531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 581 224 45.416709899902344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6726 225 45.386695861816406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21567 226 45.344974517822266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 985 227 45.32188415527344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11636 228 45.014713287353516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11052 229 44.843502044677734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1009 230 44.728458404541016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17929 231 44.65496826171875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7500 232 44.62859344482422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19658 233 44.497196197509766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1150 234 44.488101959228516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18609 235 44.27394104003906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15339 236 44.27241134643555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20504 237 44.19204330444336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14084 238 44.17517852783203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10745 239 44.14196014404297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16245 240 44.058467864990234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19860 241 44.02778625488281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17547 242 44.01034927368164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9735 243 43.98930358886719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16939 244 43.9041633605957 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12290 245 43.90285873413086 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13920 246 43.893310546875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22895 247 43.882328033447266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14107 248 43.71678161621094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10257 249 43.530704498291016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11818 250 43.441917419433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9747 251 43.33395767211914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7415 252 43.3134880065918 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15413 253 43.29841232299805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13505 254 43.29422378540039 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15342 255 43.2369499206543 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8653 256 43.2358283996582 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4968 257 43.22190856933594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11590 258 43.168983459472656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3636 259 43.04023742675781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 331 260 43.02353286743164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17421 261 42.99580001831055 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17444 262 42.96853256225586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16055 263 42.9490966796875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23411 264 42.89885711669922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12645 265 42.88471984863281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20393 266 42.78787612915039 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23434 267 42.5152587890625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18302 268 42.485774993896484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15815 269 42.32819366455078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15687 270 42.2745475769043 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8521 271 42.21097183227539 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1847 272 42.10687255859375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15925 273 41.96756362915039 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18229 274 41.942501068115234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19990 275 41.889923095703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4297 276 41.867401123046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1191 277 41.60965347290039 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23449 278 41.57893753051758 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22552 279 41.57798767089844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3930 280 41.572181701660156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1180 281 41.559844970703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2117 282 41.51774215698242 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23496 283 41.503482818603516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4343 284 41.502464294433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6904 285 41.48527908325195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8111 286 41.41386032104492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9617 287 41.40382766723633 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23702 288 41.38459777832031 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15191 289 41.25871276855469 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19125 290 41.10091781616211 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20865 291 40.97323226928711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8525 292 40.954078674316406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23155 293 40.941585540771484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16210 294 40.89300537109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22469 295 40.86595153808594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2156 296 40.84373474121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6932 297 40.761474609375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15805 298 40.7327880859375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21472 299 40.70252227783203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18146 300 40.67176818847656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11876 301 40.65663146972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1755 302 40.636661529541016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13340 303 40.61785888671875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13555 304 40.57951736450195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6080 305 40.55712127685547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12754 306 40.417606353759766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7446 307 40.34281539916992 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13757 308 40.27503967285156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12111 309 40.217498779296875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5354 310 40.13951873779297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4829 311 40.13182067871094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22414 312 40.107818603515625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4360 313 40.03327941894531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19139 314 39.968570709228516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12921 315 39.904930114746094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5843 316 39.90151596069336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4315 317 39.89018249511719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4255 318 39.853363037109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17549 319 39.78340148925781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11586 320 39.78099060058594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17769 321 39.758670806884766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4256 322 39.735267639160156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5233 323 39.730377197265625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7205 324 39.713340759277344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15491 325 39.661346435546875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21374 326 39.61608123779297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14585 327 39.59504699707031 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20817 328 39.580909729003906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2462 329 39.57068634033203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 429 330 39.55751419067383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2479 331 39.55609893798828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 869 332 39.550777435302734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12954 333 39.48666763305664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23608 334 39.47257614135742 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7609 335 39.42228317260742 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17928 336 39.33943176269531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 80 337 39.24457931518555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 792 338 39.234806060791016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13973 339 39.20127868652344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18344 340 39.18709945678711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21256 341 39.16094970703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14173 342 39.15873718261719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18178 343 39.14955520629883 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15034 344 39.09185791015625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2112 345 39.09128189086914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2113 346 39.09128189086914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5848 347 39.04623794555664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9242 348 38.981685638427734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21500 349 38.959407806396484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18624 350 38.85789108276367 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2650 351 38.78867721557617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23345 352 38.74827194213867 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23256 353 38.74517822265625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15417 354 38.687355041503906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7620 355 38.64057540893555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12170 356 38.632118225097656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16539 357 38.610313415527344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9269 358 38.607147216796875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21566 359 38.56843566894531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2714 360 38.49033737182617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22498 361 38.47720718383789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1497 362 38.4478759765625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5587 363 38.41844177246094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16993 364 38.39356994628906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18606 365 38.393367767333984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13919 366 38.331241607666016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4933 367 38.32906723022461 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7627 368 38.3037223815918 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2454 369 38.232826232910156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23370 370 38.23200607299805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11004 371 38.21973419189453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12858 372 38.183311462402344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 651 373 38.14332580566406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 332 374 38.138916015625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21636 375 38.108985900878906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19999 376 38.10407257080078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22710 377 38.05595397949219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3820 378 38.044761657714844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18629 379 38.022789001464844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 597 380 37.97727584838867 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17952 381 37.97541046142578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22070 382 37.96200180053711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2339 383 37.9493408203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15298 384 37.9166145324707 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13181 385 37.8406982421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12777 386 37.83441925048828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2460 387 37.832061767578125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10894 388 37.82822799682617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11523 389 37.813011169433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9573 390 37.80464172363281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11641 391 37.7778205871582 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13932 392 37.75556182861328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23517 393 37.741050720214844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15066 394 37.72555923461914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13922 395 37.66603088378906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 179 396 37.65228271484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15633 397 37.61091232299805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22563 398 37.58590316772461 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3625 399 37.572696685791016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4784 400 37.53577423095703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 785 401 37.512367248535156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4807 402 37.47660827636719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23314 403 37.467613220214844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18879 404 37.453277587890625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9567 405 37.450164794921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8403 406 37.414066314697266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5754 407 37.31236267089844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8840 408 37.279930114746094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18409 409 37.2638053894043 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16036 410 37.228084564208984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6197 411 37.147193908691406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6026 412 37.127967834472656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22864 413 37.125526428222656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19836 414 37.11073303222656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23701 415 37.083560943603516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11239 416 37.071319580078125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8914 417 37.06502914428711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 907 418 37.06288146972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13130 419 37.05475616455078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18660 420 37.04967498779297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2019 421 37.04713439941406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5353 422 37.0142936706543 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5735 423 37.006874084472656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21577 424 36.999576568603516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19995 425 36.98286056518555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14958 426 36.982582092285156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 300 427 36.932308197021484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18432 428 36.80574417114258 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14574 429 36.803871154785156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20828 430 36.79576873779297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20140 431 36.77961349487305 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21833 432 36.776676177978516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5220 433 36.762107849121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1578 434 36.76155471801758 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14287 435 36.750972747802734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19157 436 36.7344970703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 845 437 36.708255767822266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14516 438 36.69761657714844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19985 439 36.65073013305664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8613 440 36.60672378540039 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6223 441 36.533172607421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13617 442 36.500038146972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1507 443 36.497650146484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8118 444 36.495826721191406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12012 445 36.47575759887695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14691 446 36.47540283203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21757 447 36.47352981567383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3934 448 36.471527099609375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17745 449 36.45180130004883 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13257 450 36.43036651611328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9887 451 36.37558364868164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2713 452 36.373016357421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9347 453 36.35544967651367 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23771 454 36.35405349731445 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10570 455 36.30023956298828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3935 456 36.23406982421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14547 457 36.085166931152344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16719 458 36.00767517089844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21470 459 35.989662170410156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17005 460 35.92933654785156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4833 461 35.923789978027344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17915 462 35.91759490966797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6524 463 35.90571212768555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23607 464 35.85585021972656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19630 465 35.855247497558594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9698 466 35.838809967041016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12770 467 35.83076858520508 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16602 468 35.821346282958984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5965 469 35.80253219604492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18309 470 35.7507209777832 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17987 471 35.71089172363281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20885 472 35.678497314453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13691 473 35.667537689208984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 492 474 35.6439323425293 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2116 475 35.62651443481445 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14650 476 35.61509704589844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9734 477 35.603668212890625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13581 478 35.60098648071289 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23234 479 35.567344665527344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8513 480 35.522918701171875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15818 481 35.51633071899414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8310 482 35.470550537109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4359 483 35.46778869628906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15527 484 35.44815444946289 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10023 485 35.40180969238281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15294 486 35.39319610595703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4101 487 35.393089294433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22925 488 35.36515808105469 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18158 489 35.34794616699219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16585 490 35.3262825012207 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6486 491 35.265289306640625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9680 492 35.171661376953125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17233 493 35.160377502441406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4868 494 35.10551071166992 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19708 495 35.07463455200195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 306 496 35.06981658935547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11371 497 35.065433502197266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13568 498 35.020721435546875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8710 499 34.996639251708984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4869 500 34.970428466796875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18308 501 34.96031951904297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5351 502 34.9581184387207 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1324 503 34.9157829284668 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13336 504 34.914485931396484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14139 505 34.87593460083008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22623 506 34.84482192993164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23309 507 34.78424835205078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1159 508 34.73728942871094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2711 509 34.72337341308594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1537 510 34.69162368774414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15426 511 34.661048889160156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9572 512 34.65925598144531 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23086 513 34.63185501098633 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17517 514 34.62580871582031 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5615 515 34.61192321777344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15944 516 34.611839294433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9306 517 34.593605041503906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21289 518 34.54697036743164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17121 519 34.543582916259766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22553 520 34.53802490234375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21180 521 34.529197692871094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14238 522 34.515769958496094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23493 523 34.4884033203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 912 524 34.48643112182617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16627 525 34.47171401977539 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 408 526 34.45671463012695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4828 527 34.451900482177734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4182 528 34.430538177490234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16285 529 34.420997619628906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16619 530 34.420310974121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20779 531 34.39341735839844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7318 532 34.393272399902344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4025 533 34.34814453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12321 534 34.27879333496094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18605 535 34.25432205200195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15345 536 34.24339294433594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 140 537 34.21751403808594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12748 538 34.17927932739258 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9569 539 34.178157806396484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21141 540 34.17732620239258 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18303 541 34.15831756591797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3732 542 34.147701263427734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5188 543 34.10517883300781 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18585 544 34.070289611816406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1195 545 34.052677154541016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22620 546 34.051116943359375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17901 547 34.0274658203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17752 548 34.01518249511719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7883 549 33.985836029052734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13668 550 33.931941986083984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 915 551 33.93119812011719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12952 552 33.853790283203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14244 553 33.848045349121094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23323 554 33.84126281738281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4821 555 33.837364196777344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5488 556 33.796932220458984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13466 557 33.79473114013672 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18614 558 33.78159713745117 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15068 559 33.772743225097656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8407 560 33.76595687866211 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10938 561 33.74937057495117 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22065 562 33.74763870239258 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13930 563 33.73780822753906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14584 564 33.713218688964844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23808 565 33.70209503173828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21930 566 33.655418395996094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23820 567 33.65113067626953 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18784 568 33.645103454589844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14701 569 33.60328674316406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22235 570 33.59033966064453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13986 571 33.5841064453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5179 572 33.583892822265625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5317 573 33.583831787109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12171 574 33.58311462402344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23413 575 33.58107376098633 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21891 576 33.57115173339844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7582 577 33.56731414794922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1138 578 33.56122589111328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13226 579 33.531558990478516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11821 580 33.522544860839844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18674 581 33.49622344970703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15892 582 33.49584197998047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23710 583 33.4610595703125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7771 584 33.4461669921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21019 585 33.44385528564453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20936 586 33.43930435180664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23700 587 33.38261032104492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14006 588 33.38127517700195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14014 589 33.38127517700195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14704 590 33.379852294921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14512 591 33.372867584228516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20862 592 33.36335372924805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14406 593 33.339962005615234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10235 594 33.33660125732422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21491 595 33.31327438354492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12831 596 33.31307601928711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12394 597 33.30485153198242 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23737 598 33.283512115478516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8849 599 33.2482795715332 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16611 600 33.20976257324219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10022 601 33.201316833496094 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4261 602 33.19038772583008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18223 603 33.16242599487305 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11415 604 33.16156768798828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11648 605 33.13536834716797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11521 606 33.129966735839844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23655 607 33.127811431884766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12955 608 33.09135437011719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15713 609 33.08879470825195 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12415 610 33.056026458740234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23533 611 33.05155563354492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7855 612 33.02056121826172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13259 613 33.01822280883789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10365 614 32.88959884643555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 324 615 32.88340377807617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 298 616 32.86167907714844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5428 617 32.83936309814453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3193 618 32.82168960571289 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23528 619 32.79698181152344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 592 620 32.787384033203125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5345 621 32.77374267578125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13152 622 32.76322555541992 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6794 623 32.73246765136719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18389 624 32.71802520751953 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23359 625 32.64763259887695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3198 626 32.63096618652344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5018 627 32.62337875366211 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10190 628 32.622711181640625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8693 629 32.57377624511719 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4477 630 32.56813430786133 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17947 631 32.55899429321289 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9898 632 32.54643630981445 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21333 633 32.53804397583008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2990 634 32.5062141418457 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23609 635 32.49798583984375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5318 636 32.49077606201172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 299 637 32.48654556274414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8845 638 32.47337341308594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12917 639 32.472450256347656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10806 640 32.472434997558594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12620 641 32.43206787109375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12956 642 32.42401123046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11651 643 32.4233512878418 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4736 644 32.40116882324219 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8409 645 32.36616516113281 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11140 646 32.36587905883789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23386 647 32.3642578125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21542 648 32.35352325439453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17743 649 32.342933654785156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13709 650 32.340457916259766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2192 651 32.330406188964844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11644 652 32.32551193237305 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17953 653 32.31509780883789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23312 654 32.296142578125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20463 655 32.28910446166992 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13763 656 32.2724723815918 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 818 657 32.248016357421875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23235 658 32.21220016479492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23745 659 32.18636703491211 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1987 660 32.13318634033203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21787 661 32.121158599853516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 653 662 32.07573318481445 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11948 663 32.045806884765625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 916 664 32.03464889526367 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17063 665 32.01742935180664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8634 666 32.009368896484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1102 667 31.990808486938477 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2422 668 31.990585327148438 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23797 669 31.990055084228516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17094 670 31.964736938476562 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1809 671 31.96255874633789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22130 672 31.959379196166992 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13329 673 31.957046508789062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13585 674 31.942096710205078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13330 675 31.931821823120117 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 557 676 31.917280197143555 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8106 677 31.912311553955078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1158 678 31.9061279296875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16603 679 31.897960662841797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4029 680 31.8865909576416 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16827 681 31.84955596923828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20387 682 31.8435115814209 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9354 683 31.829113006591797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19126 684 31.8216609954834 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13985 685 31.813108444213867 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15166 686 31.794212341308594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14295 687 31.788707733154297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13488 688 31.787057876586914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 868 689 31.77910614013672 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6101 690 31.771484375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3582 691 31.758869171142578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5219 692 31.756752014160156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23233 693 31.75491714477539 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14105 694 31.75031280517578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12837 695 31.740737915039062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9570 696 31.728843688964844 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5871 697 31.696197509765625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8400 698 31.69055938720703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18042 699 31.683120727539062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3487 700 31.680187225341797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11347 701 31.673242568969727 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9571 702 31.668758392333984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5916 703 31.63690948486328 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22029 704 31.631723403930664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17900 705 31.622373580932617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20506 706 31.615005493164062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21110 707 31.61267852783203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11222 708 31.609899520874023 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9977 709 31.603294372558594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11474 710 31.59410858154297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3932 711 31.591381072998047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11980 712 31.587635040283203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11964 713 31.582286834716797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16100 714 31.533645629882812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16295 715 31.52681541442871 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14222 716 31.526168823242188 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11588 717 31.500240325927734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16060 718 31.49010467529297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16976 719 31.473215103149414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7129 720 31.453641891479492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8312 721 31.450756072998047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17043 722 31.44416046142578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13076 723 31.434011459350586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15948 724 31.418537139892578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9321 725 31.37724494934082 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6949 726 31.34204864501953 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21934 727 31.318973541259766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22873 728 31.277557373046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22758 729 31.276620864868164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13507 730 31.22515869140625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4815 731 31.222915649414062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11420 732 31.215003967285156 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10824 733 31.17630386352539 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18138 734 31.161479949951172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13643 735 31.150096893310547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21595 736 31.137863159179688 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18449 737 31.133573532104492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2118 738 31.130929946899414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23099 739 31.121774673461914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 1181 740 31.121192932128906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18466 741 31.109079360961914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 211 742 31.106250762939453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13836 743 31.07147789001465 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 830 744 31.063047409057617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6905 745 31.057039260864258 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3441 746 31.0457706451416 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17945 747 31.0410099029541 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10367 748 31.037307739257812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10104 749 31.022987365722656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 622 750 30.990047454833984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11853 751 30.989561080932617 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16834 752 30.9689998626709 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15824 753 30.935611724853516 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14210 754 30.91524887084961 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7831 755 30.910213470458984 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12128 756 30.874523162841797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10683 757 30.861618041992188 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11486 758 30.861045837402344 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8405 759 30.853015899658203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18700 760 30.839061737060547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21924 761 30.83816146850586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11515 762 30.829614639282227 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20497 763 30.827903747558594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12868 764 30.818374633789062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10896 765 30.79811668395996 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19674 766 30.796268463134766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23589 767 30.792850494384766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18695 768 30.781850814819336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10690 769 30.76736068725586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 921 770 30.73401641845703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17756 771 30.73346710205078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7213 772 30.724620819091797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12923 773 30.702346801757812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12606 774 30.693241119384766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13217 775 30.69072151184082 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14707 776 30.687822341918945 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13266 777 30.68625831604004 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20956 778 30.62141990661621 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9139 779 30.619489669799805 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17507 780 30.600271224975586 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10780 781 30.575075149536133 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17984 782 30.56235122680664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15530 783 30.551536560058594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21232 784 30.531951904296875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23005 785 30.52408218383789 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20505 786 30.52246856689453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 9007 787 30.517330169677734 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14536 788 30.513072967529297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18066 789 30.511825561523438 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21329 790 30.51134490966797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20919 791 30.508464813232422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11650 792 30.49778175354004 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 450 793 30.493566513061523 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23335 794 30.464784622192383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17296 795 30.46056365966797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12152 796 30.42413330078125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14015 797 30.422945022583008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17632 798 30.412050247192383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21249 799 30.408966064453125 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21246 800 30.37614631652832 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20711 801 30.37287139892578 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 4258 802 30.33875846862793 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14605 803 30.30209732055664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18569 804 30.289785385131836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13971 805 30.284143447875977 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23142 806 30.269817352294922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17404 807 30.25037384033203 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21532 808 30.19668197631836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22292 809 30.179216384887695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17374 810 30.176490783691406 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15091 811 30.155384063720703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22230 812 30.131982803344727 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8852 813 30.129547119140625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21178 814 30.10995864868164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17224 815 30.073280334472656 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17913 816 30.07227325439453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13835 817 30.055309295654297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12822 818 30.040491104125977 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15464 819 30.039073944091797 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7450 820 30.033489227294922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17312 821 30.02899169921875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15533 822 30.012409210205078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16609 823 29.997920989990234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21163 824 29.988798141479492 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18593 825 29.980876922607422 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14457 826 29.97043800354004 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3739 827 29.961864471435547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23773 828 29.95989990234375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12950 829 29.937028884887695 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13518 830 29.929222106933594 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 12953 831 29.923412322998047 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5231 832 29.918771743774414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14462 833 29.901290893554688 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5731 834 29.878786087036133 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10895 835 29.877567291259766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17301 836 29.87346649169922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19974 837 29.865428924560547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13564 838 29.854934692382812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22782 839 29.84937858581543 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8792 840 29.846782684326172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20638 841 29.831485748291016 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6519 842 29.829187393188477 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 3355 843 29.822933197021484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14209 844 29.80770492553711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16490 845 29.796009063720703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 788 846 29.791244506835938 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15418 847 29.787080764770508 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8676 848 29.76955795288086 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22051 849 29.742128372192383 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20544 850 29.72509002685547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14067 851 29.700641632080078 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8161 852 29.700618743896484 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5589 853 29.69601821899414 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17948 854 29.693248748779297 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10777 855 29.67888832092285 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5842 856 29.67290496826172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14840 857 29.65057373046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21675 858 29.650381088256836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 466 859 29.643877029418945 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7850 860 29.641942977905273 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15956 861 29.633350372314453 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 544 862 29.62749481201172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8408 863 29.58851432800293 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 22897 864 29.586877822875977 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5617 865 29.566665649414062 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11868 866 29.566654205322266 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8510 867 29.54570198059082 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 11003 868 29.545135498046875 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16211 869 29.541353225708008 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18597 870 29.540668487548828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13258 871 29.533737182617188 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18811 872 29.529937744140625 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14452 873 29.527706146240234 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16569 874 29.520851135253906 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16313 875 29.520395278930664 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 7054 876 29.48059844970703 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 2390 877 29.47856903076172 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 16476 878 29.473634719848633 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 20400 879 29.47266960144043 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17681 880 29.459915161132812 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10581 881 29.45404052734375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23816 882 29.453983306884766 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 19622 883 29.452129364013672 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 14717 884 29.44626235961914 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5707 885 29.44247055053711 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 23263 886 29.440380096435547 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 10901 887 29.42715072631836 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17797 888 29.421987533569336 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 18448 889 29.39494514465332 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8292 890 29.392475128173828 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 8116 891 29.38939094543457 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 17361 892 29.37986183166504 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 15727 893 29.37835693359375 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 6887 894 29.375041961669922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 5349 895 29.364511489868164 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 21273 896 29.35149383544922 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13984 897 29.28693199157715 bm25_gpt4
TheoremQA_xinyi/dag_1.json Q0 13995 898 29.282163619995117 bm25_gpt4
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TheoremQA_jianyu_xu/Ramsey_5.json Q0 15947 119 63.742652893066406 bm25_gpt4
TheoremQA_jianyu_xu/Ramsey_5.json Q0 15419 120 63.614830017089844 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 10745 98 54.66819381713867 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22781 99 54.496463775634766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17517 100 54.16611099243164 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 12283 104 53.80975341796875 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 13763 108 53.32966232299805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14711 109 53.26906967163086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 974 110 53.17408752441406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15177 111 52.8157958984375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2761 112 52.783302307128906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 627 113 52.70945739746094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17518 114 52.15418243408203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14536 115 52.07439422607422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21568 116 52.007240295410156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6537 117 51.985252380371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 299 118 51.92674255371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13985 119 51.894161224365234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6945 120 51.750675201416016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11472 121 51.68865966796875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11226 122 51.47056579589844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13492 123 51.44779586791992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15096 124 51.3362922668457 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 868 125 51.28373718261719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 869 126 51.203216552734375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18879 127 50.94103240966797 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23434 128 50.93024444580078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10106 129 50.91413497924805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22240 130 50.86109161376953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2648 131 50.85758972167969 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9906 132 50.720985412597656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12781 133 50.4144287109375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22206 134 50.38115692138672 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21019 135 50.32535934448242 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17929 136 50.32395553588867 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23588 137 50.29990768432617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18624 138 49.97643280029297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11486 139 49.86166000366211 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21763 140 49.689308166503906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23227 141 49.6243782043457 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17619 142 49.56080627441406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18178 143 49.43681335449219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11331 144 49.422393798828125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15241 145 49.4145622253418 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12494 146 49.39936828613281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 149 147 49.392112731933594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12871 148 49.3905143737793 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22864 149 49.24810791015625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13862 150 49.209346771240234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12974 151 49.15096664428711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17725 152 49.139015197753906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21024 153 49.13508605957031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13345 154 49.01762008666992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13706 155 49.0088996887207 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18614 156 49.00363540649414 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17162 157 48.932212829589844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23215 158 48.73373031616211 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15744 159 48.71189880371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17970 160 48.64850616455078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15065 161 48.43467712402344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17971 162 48.387454986572266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18467 163 48.32651901245117 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5312 164 48.185035705566406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13246 165 48.103538513183594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11430 166 47.99283218383789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20652 167 47.99283218383789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18874 168 47.976783752441406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22218 169 47.785152435302734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17110 170 47.659507751464844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1106 171 47.573944091796875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18914 172 47.527122497558594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8375 173 47.51421356201172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18904 174 47.5069580078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19126 175 47.501007080078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22556 176 47.49015426635742 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14013 177 47.466346740722656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15638 178 47.40746307373047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23540 179 47.39430618286133 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1080 180 47.36356735229492 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23250 181 47.322933197021484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23413 182 47.28905487060547 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10954 183 47.255699157714844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5107 184 47.25190734863281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16325 185 47.222652435302734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18344 186 47.181697845458984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20205 187 47.16656494140625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21885 188 47.136051177978516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15813 189 46.834991455078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12346 190 46.783164978027344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23517 191 46.757240295410156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19990 192 46.74583435058594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18684 193 46.65266418457031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1180 194 46.47776794433594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20333 195 46.43414306640625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 148 196 46.408870697021484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17514 197 46.38469696044922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1909 198 46.339176177978516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18903 199 46.31197738647461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21003 200 46.28669738769531 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4101 201 46.27081298828125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 877 202 46.250160217285156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15337 203 46.22257995605469 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15304 204 46.16014099121094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12957 205 46.146175384521484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17444 206 46.109066009521484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22831 207 46.104984283447266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15588 208 46.097721099853516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15305 209 46.09320068359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20828 210 46.019073486328125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22109 211 45.99526596069336 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22620 212 45.97817611694336 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17752 213 45.971431732177734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21682 214 45.923423767089844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14693 215 45.90338134765625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10780 216 45.83948516845703 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9698 217 45.68900680541992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15333 218 45.628501892089844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14574 219 45.5407600402832 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10100 220 45.50156784057617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17043 221 45.406253814697266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8082 222 45.377960205078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13994 223 45.30185317993164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17949 224 45.28660202026367 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10690 225 45.274147033691406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11687 226 45.25713348388672 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22246 227 45.22715377807617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6691 228 45.14032745361328 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15255 229 45.13515853881836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14135 230 45.108455657958984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18281 231 45.041709899902344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 790 232 45.03702163696289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13920 233 44.9979362487793 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23825 234 44.852603912353516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15374 235 44.785274505615234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6255 236 44.72309112548828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10541 237 44.71631622314453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1152 238 44.715274810791016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10108 239 44.68670654296875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14128 240 44.64191818237305 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21891 241 44.60023880004883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17620 242 44.58596420288086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21384 243 44.57402038574219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1576 244 44.401493072509766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17606 245 44.35832595825195 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20515 246 44.33685302734375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18260 247 44.270103454589844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16799 248 44.09695053100586 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15106 249 44.002227783203125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21576 250 44.00049591064453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10386 251 43.99625015258789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 298 252 43.96077346801758 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1032 253 43.945098876953125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11591 254 43.92170715332031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10784 255 43.91071319580078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12831 256 43.8957405090332 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22610 257 43.86221694946289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3665 258 43.85652542114258 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21004 259 43.84407043457031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20331 260 43.73271179199219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17728 261 43.72883987426758 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20783 262 43.70120620727539 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 195 263 43.60768127441406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22598 264 43.59797668457031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6894 265 43.576175689697266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13060 266 43.54761505126953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2140 267 43.53844451904297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23779 268 43.53706741333008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5115 269 43.532020568847656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11513 270 43.4776725769043 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20356 271 43.45197296142578 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23619 272 43.43914031982422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17132 273 43.38404083251953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2288 274 43.307373046875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16570 275 43.276268005371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1497 276 43.27449417114258 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9566 277 43.22160339355469 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17729 278 43.21537780761719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15426 279 43.1929817199707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17614 280 43.14140701293945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1354 281 43.04130172729492 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18878 282 43.039031982421875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16244 283 42.96794509887695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21579 284 42.94717788696289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13946 285 42.90532684326172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14972 286 42.87415313720703 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17253 287 42.84588623046875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19971 288 42.80988311767578 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15191 289 42.7993278503418 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14208 290 42.77637481689453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21525 291 42.76193618774414 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20816 292 42.72541046142578 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16326 293 42.72169494628906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15673 294 42.71595764160156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4821 295 42.67677307128906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16324 296 42.66107177734375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18468 297 42.599361419677734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4402 298 42.54976272583008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15648 299 42.48607635498047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13761 300 42.467071533203125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1847 301 42.46440124511719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10990 302 42.45319747924805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15714 303 42.44470977783203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1181 304 42.443782806396484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22616 305 42.348114013671875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7215 306 42.30176544189453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22343 307 42.27680587768555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15646 308 42.260807037353516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2213 309 42.21983337402344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5488 310 42.100013732910156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 842 311 42.09565734863281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23745 312 42.073089599609375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17533 313 42.06000518798828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13226 314 42.0541877746582 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23418 315 42.05033493041992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9111 316 42.011165618896484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14797 317 41.93437576293945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5114 318 41.92693328857422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5623 319 41.91632080078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10549 320 41.91588592529297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9269 321 41.89570999145508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8398 322 41.8857421875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7621 323 41.86479949951172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7448 324 41.85763931274414 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6904 325 41.847171783447266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18689 326 41.7953987121582 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15458 327 41.650936126708984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13154 328 41.619407653808594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14516 329 41.480464935302734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8837 330 41.478519439697266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11664 331 41.47019958496094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1113 332 41.440494537353516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8792 333 41.43422317504883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17167 334 41.42679214477539 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23525 335 41.399696350097656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20566 336 41.37896728515625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13924 337 41.363563537597656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13582 338 41.34663772583008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12085 339 41.331016540527344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13822 340 41.29457092285156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21623 341 41.22795867919922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16737 342 41.157291412353516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20106 343 41.15534591674805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6631 344 41.10527420043945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17537 345 41.08175277709961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14165 346 41.015254974365234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13555 347 41.00106430053711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15536 348 40.96640396118164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11079 349 40.95684814453125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20900 350 40.92622756958008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17986 351 40.881343841552734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12114 352 40.84722900390625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14107 353 40.82605743408203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6251 354 40.78007888793945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10311 355 40.73257827758789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23826 356 40.725746154785156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15865 357 40.715065002441406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1191 358 40.711856842041016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12084 359 40.685848236083984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18891 360 40.683658599853516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 837 361 40.679412841796875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21833 362 40.6736946105957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 592 363 40.64405822753906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16673 364 40.60365676879883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4894 365 40.52382278442383 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19734 366 40.519683837890625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18065 367 40.48910903930664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18683 368 40.44395446777344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20761 369 40.40822982788086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15788 370 40.34920883178711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6864 371 40.33544158935547 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15642 372 40.30137252807617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13273 373 40.26958465576172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11429 374 40.228477478027344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6948 375 40.212162017822266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17214 376 40.16014099121094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7620 377 40.12596130371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19674 378 40.04388427734375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16313 379 40.01188659667969 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12111 380 40.00255584716797 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11314 381 39.97639465332031 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6640 382 39.96946716308594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17042 383 39.96229934692383 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14295 384 39.96038818359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15167 385 39.920875549316406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14078 386 39.878173828125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20137 387 39.877681732177734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10561 388 39.81877899169922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21271 389 39.8038330078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20105 390 39.7674446105957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10545 391 39.65314483642578 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13560 392 39.649513244628906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13803 393 39.643306732177734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15464 394 39.63081359863281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14822 395 39.62810134887695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12754 396 39.55164337158203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1094 397 39.518367767333984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23323 398 39.48018264770508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 467 399 39.4664192199707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23661 400 39.461631774902344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21223 401 39.38970184326172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20117 402 39.38862609863281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14130 403 39.3699951171875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15166 404 39.302242279052734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17035 405 39.266998291015625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15026 406 39.25215148925781 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14691 407 39.22398376464844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17759 408 39.16028594970703 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22954 409 39.14965057373047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23314 410 39.13697052001953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17743 411 39.11433029174805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13913 412 39.08290481567383 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16519 413 39.06195068359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17724 414 39.05449295043945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15087 415 39.03585433959961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23797 416 39.029911041259766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13993 417 38.99781036376953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10805 418 38.997581481933594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21542 419 38.972225189208984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11831 420 38.96344757080078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2192 421 38.95429229736328 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21712 422 38.95357894897461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22107 423 38.940921783447266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16073 424 38.906856536865234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13730 425 38.90669250488281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12356 426 38.83797836303711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8403 427 38.78995132446289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2735 428 38.787925720214844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18438 429 38.73960876464844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20158 430 38.69534683227539 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10783 431 38.63692855834961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11021 432 38.56355285644531 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22966 433 38.54545974731445 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21002 434 38.541648864746094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13666 435 38.53919219970703 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21714 436 38.48574447631836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21706 437 38.466453552246094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23782 438 38.42915344238281 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12763 439 38.41498565673828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1987 440 38.339969635009766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20977 441 38.306575775146484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12153 442 38.3023796081543 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20862 443 38.29745864868164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3166 444 38.28569030761719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13784 445 38.28158950805664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11571 446 38.26283645629883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13152 447 38.244911193847656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20441 448 38.19937515258789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23493 449 38.183387756347656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21639 450 38.17017364501953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9110 451 38.158782958984375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10594 452 38.14584732055664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11818 453 38.13097381591797 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14816 454 38.11817932128906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9261 455 38.111854553222656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20139 456 38.1050910949707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5933 457 38.102943420410156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23533 458 38.0972785949707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21342 459 38.09693145751953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12432 460 38.04054641723633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11237 461 37.98649978637695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15899 462 37.98527908325195 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17515 463 37.961387634277344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5135 464 37.950225830078125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20986 465 37.88414764404297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14701 466 37.86888885498047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17311 467 37.86194610595703 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7506 468 37.847774505615234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17423 469 37.806915283203125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23395 470 37.7906608581543 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18042 471 37.73017120361328 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20860 472 37.72256088256836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15342 473 37.70164489746094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6272 474 37.68187713623047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14133 475 37.67607116699219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17245 476 37.66213607788086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18908 477 37.60208511352539 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12344 478 37.5999870300293 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17699 479 37.588768005371094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11068 480 37.56519317626953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7678 481 37.56375503540039 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16784 482 37.51816177368164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4477 483 37.51289367675781 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15632 484 37.49562454223633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22403 485 37.479557037353516 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14969 486 37.47820281982422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11225 487 37.46751403808594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6101 488 37.457847595214844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21661 489 37.424678802490234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1088 490 37.40675735473633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17615 491 37.403717041015625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13258 492 37.36178207397461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9676 493 37.36037826538086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15429 494 37.349422454833984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8710 495 37.33002853393555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10366 496 37.28510665893555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14374 497 37.27866744995117 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7675 498 37.26365280151367 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22656 499 37.241641998291016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23363 500 37.23389434814453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3244 501 37.216773986816406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23421 502 37.209598541259766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22015 503 37.20680236816406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21934 504 37.16477966308594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18558 505 37.16413497924805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10155 506 37.14183807373047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16962 507 37.126548767089844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4872 508 37.05396270751953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18693 509 37.052913665771484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20387 510 37.04706954956055 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18022 511 37.030540466308594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2479 512 36.99612808227539 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22130 513 36.981971740722656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14977 514 36.972679138183594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16902 515 36.95059585571289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17005 516 36.93808364868164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10365 517 36.90342712402344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14886 518 36.90150451660156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21662 519 36.88905715942383 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5948 520 36.86831283569336 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12349 521 36.8653450012207 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20215 522 36.821292877197266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11616 523 36.82012176513672 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5551 524 36.79140090942383 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3787 525 36.67938995361328 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17337 526 36.67509841918945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18053 527 36.67234802246094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10824 528 36.63448715209961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16291 529 36.632083892822266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16585 530 36.63094711303711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9406 531 36.62477111816406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6524 532 36.59633255004883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21018 533 36.59337615966797 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16314 534 36.53688049316406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15647 535 36.53558349609375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19860 536 36.51506042480469 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15045 537 36.51048278808594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14040 538 36.454288482666016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13167 539 36.45270538330078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20107 540 36.4332160949707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10818 541 36.42192840576172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13700 542 36.365074157714844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22580 543 36.35564041137695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22971 544 36.33205795288086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1758 545 36.328636169433594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23350 546 36.32813262939453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13229 547 36.27890396118164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 818 548 36.235103607177734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14958 549 36.17913818359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18629 550 36.17057800292969 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2717 551 36.15906524658203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 466 552 36.10442352294922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17166 553 36.07670211791992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14428 554 36.05864334106445 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16406 555 36.05773162841797 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23255 556 36.0567626953125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20779 557 36.0457649230957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11636 558 36.01466751098633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14976 559 35.96086120605469 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10820 560 35.95148849487305 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12229 561 35.951133728027344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3193 562 35.950477600097656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15888 563 35.93410873413086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21691 564 35.924072265625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4976 565 35.8878173828125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4359 566 35.87150955200195 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17158 567 35.84321212768555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21955 568 35.82715606689453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21956 569 35.82715606689453 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 15532 582 35.54027557373047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16368 583 35.51366424560547 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 15221 585 35.4019660949707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20484 586 35.39023208618164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10785 587 35.38520431518555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5018 588 35.38438415527344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17145 589 35.38337326049805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15591 590 35.3824348449707 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10377 591 35.3737907409668 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12156 592 35.35993576049805 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 13491 596 35.322628021240234 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10802 597 35.257503509521484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9980 598 35.227806091308594 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 1759 600 35.22023010253906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20624 601 35.15458297729492 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 21500 603 35.14194107055664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13471 604 35.13066101074219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17258 605 35.129276275634766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10459 606 35.0994987487793 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17930 607 35.00263214111328 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 7798 609 34.98179626464844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17823 610 34.978939056396484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12087 611 34.968719482421875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22558 612 34.96346664428711 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11567 613 34.943084716796875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 402 614 34.93990707397461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3835 615 34.93695831298828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19692 616 34.923885345458984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19983 617 34.91990280151367 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23582 618 34.91337585449219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17052 619 34.91322708129883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12043 620 34.912010192871094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3487 621 34.89900207519531 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16984 622 34.89653015136719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11644 623 34.89519500732422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18916 624 34.871788024902344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16691 625 34.85221862792969 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3653 626 34.840457916259766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12921 627 34.833961486816406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15643 628 34.828338623046875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3846 629 34.818397521972656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23278 630 34.79928207397461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15508 631 34.793922424316406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20898 632 34.76458740234375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19094 633 34.743534088134766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2147 634 34.731170654296875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14113 635 34.72286605834961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17727 636 34.713340759277344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17750 637 34.70240020751953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18283 638 34.684696197509766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3965 639 34.66593933105469 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17681 640 34.66563034057617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22651 641 34.65632629394531 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13048 642 34.62027359008789 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11568 643 34.613983154296875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19622 644 34.602787017822266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16836 645 34.5997314453125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1087 646 34.591575622558594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13585 647 34.58896255493164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13181 648 34.52277755737305 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10583 649 34.48308181762695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21256 650 34.470149993896484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12774 651 34.46816635131836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23352 652 34.4666633605957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6842 653 34.458221435546875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17751 654 34.45439147949219 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 453 655 34.4539680480957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14527 656 34.448726654052734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17943 657 34.4306640625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10369 658 34.428470611572266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18646 659 34.41986083984375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11220 660 34.41649627685547 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18774 661 34.410743713378906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16082 662 34.39210891723633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18912 663 34.363929748535156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21273 664 34.33934020996094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17928 665 34.33610534667969 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17443 666 34.318519592285156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17259 667 34.312286376953125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13589 668 34.30256271362305 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7878 669 34.29854202270508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7799 670 34.28782653808594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17605 671 34.287593841552734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10681 672 34.28525161743164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17731 673 34.26453399658203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23433 674 34.25788116455078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21401 675 34.24143600463867 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19985 676 34.2306022644043 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15978 677 34.22056198120117 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9678 678 34.21049499511719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18700 679 34.18916702270508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4931 680 34.183563232421875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10782 681 34.13974380493164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17913 682 34.121826171875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17058 683 34.117855072021484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11217 684 34.11415100097656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17153 685 34.088504791259766 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21657 686 34.08161544799805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15258 687 34.0686149597168 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22881 688 34.06596374511719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16490 689 34.0511474609375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21161 690 34.035911560058594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5929 691 34.0257568359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12752 692 34.00624084472656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19836 693 33.978702545166016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16354 694 33.93349838256836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18616 695 33.92530059814453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10743 696 33.92068862915039 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16847 697 33.9013557434082 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1097 698 33.87607955932617 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15992 699 33.86094665527344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2151 700 33.81326675415039 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17965 701 33.801021575927734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15713 702 33.7966423034668 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20204 703 33.79412841796875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18913 704 33.7845573425293 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11218 705 33.75202560424805 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17183 706 33.73210525512695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17462 707 33.730491638183594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9245 708 33.72943115234375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23362 709 33.709957122802734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13868 710 33.704322814941406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 555 711 33.68794631958008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9326 712 33.66588592529297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17730 713 33.665283203125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22219 714 33.66218948364258 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17399 715 33.643714904785156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 5032 716 33.637611389160156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11250 717 33.63217544555664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23397 718 33.631771087646484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22305 719 33.61983108520508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1585 720 33.61552810668945 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18890 721 33.589576721191406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11424 722 33.58443832397461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23526 723 33.53705978393555 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6278 724 33.52516174316406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17131 725 33.503257751464844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1128 726 33.50251007080078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12072 727 33.48411560058594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18307 728 33.482200622558594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21398 729 33.47804641723633 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13329 730 33.47728729248047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11592 731 33.46416473388672 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7498 732 33.455814361572266 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18795 733 33.447444915771484 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17756 734 33.44259262084961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18900 735 33.42746353149414 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12975 736 33.419960021972656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13197 737 33.415863037109375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11814 738 33.41269302368164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12944 739 33.389854431152344 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18617 740 33.37553787231445 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16069 741 33.36886978149414 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23562 742 33.344642639160156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 23435 743 33.34393310546875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18411 744 33.33953857421875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15157 745 33.33437728881836 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7442 746 33.33013916015625 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22469 747 33.32797622680664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12694 748 33.31676483154297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1566 749 33.29976272583008 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22220 750 33.28807067871094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18674 751 33.26217269897461 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9122 752 33.257957458496094 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4736 753 33.25230407714844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14721 754 33.24684524536133 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19102 755 33.215248107910156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21235 756 33.210445404052734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16366 757 33.194061279296875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4858 758 33.17857360839844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10104 759 33.16444396972656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15279 760 33.15082550048828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20111 761 33.14405059814453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13330 762 33.13822937011719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12415 763 33.12423324584961 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12237 764 33.10896682739258 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1103 765 33.093204498291016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11287 766 33.08559036254883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8491 767 33.07953643798828 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17763 768 33.07344055175781 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20730 769 33.05974197387695 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14813 770 33.019309997558594 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17967 771 33.01360321044922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19740 772 33.0135383605957 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18799 773 33.00883483886719 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21426 774 33.00834274291992 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19693 775 32.99639129638672 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13475 776 32.976043701171875 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11142 777 32.954830169677734 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 5322 826 32.31748580932617 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 19656 833 32.285987854003906 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 964 840 32.17070007324219 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 22359 886 31.630720138549805 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 3844 888 31.628353118896484 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 9727 893 31.57374382019043 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17618 894 31.571622848510742 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 813 895 31.553863525390625 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 21305 899 31.521671295166016 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9726 900 31.519615173339844 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 18917 909 31.397974014282227 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 17739 912 31.34385108947754 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 12853 921 31.240047454833984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13568 922 31.23172950744629 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 20542 928 31.144906997680664 bm25_gpt4
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TheoremQA_wenhuchen/series_convergen2.json Q0 12551 932 31.117717742919922 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22297 933 31.111709594726562 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14700 934 31.10743522644043 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16361 935 31.093910217285156 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14814 936 31.08780288696289 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 4658 937 31.082792282104492 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11015 938 31.065048217773438 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20997 939 31.061840057373047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12185 940 31.05583953857422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18811 941 31.04230308532715 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14690 942 31.036483764648438 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21869 943 31.036128997802734 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18615 944 31.0345458984375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 7415 945 31.018104553222656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19 946 31.01490020751953 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14444 947 31.01318359375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 2159 948 31.008432388305664 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 10376 949 31.004474639892578 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17900 950 30.9991512298584 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 9242 951 30.996597290039062 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11686 952 30.968833923339844 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22136 953 30.96794319152832 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22275 954 30.953340530395508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14084 955 30.944509506225586 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22051 956 30.935937881469727 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11414 957 30.928050994873047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15062 958 30.90932846069336 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6273 959 30.903966903686523 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15674 960 30.8985595703125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22180 961 30.895462036132812 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18691 962 30.881067276000977 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16579 963 30.8763427734375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22235 964 30.86700439453125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14146 965 30.856752395629883 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19946 966 30.833932876586914 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 11637 967 30.812898635864258 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12224 968 30.812782287597656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18017 969 30.803476333618164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22595 970 30.799419403076172 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22874 971 30.799293518066406 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1182 972 30.789783477783203 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12949 973 30.76613998413086 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15016 974 30.75782585144043 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17994 975 30.749305725097656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 19668 976 30.73758316040039 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13943 977 30.72760772705078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12856 978 30.698532104492188 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 8190 979 30.68486976623535 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18798 980 30.662452697753906 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22276 981 30.661142349243164 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16389 982 30.651325225830078 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 3666 983 30.64974594116211 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18619 984 30.647029876708984 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14973 985 30.633726119995117 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13014 986 30.62567710876465 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20109 987 30.61956787109375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 14433 988 30.61749267578125 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20517 989 30.576799392700195 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 12803 990 30.558496475219727 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 17962 991 30.554248809814453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 6036 992 30.55030059814453 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 15403 993 30.548503875732422 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 13059 994 30.5423583984375 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 22414 995 30.528602600097656 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 18620 996 30.518932342529297 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 16348 997 30.512767791748047 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 20865 998 30.501680374145508 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 21764 999 30.50153923034668 bm25_gpt4
TheoremQA_wenhuchen/series_convergen2.json Q0 1041 1000 30.498947143554688 bm25_gpt4
