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tables.json
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[{"table_content": "<table class=\"ltx_tabular ltx_guessed_headers ltx_align_middle\" id=\"S3.T1.174.174\">\n<thead class=\"ltx_thead\">\n<tr class=\"ltx_tr\" id=\"S3.T1.174.174.175.1\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_th_row ltx_border_tt\" id=\"S3.T1.174.174.175.1.1\" rowspan=\"2\"><span class=\"ltx_text\" id=\"S3.T1.174.174.175.1.1.1\">Model</span></th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_th_row ltx_border_tt\" id=\"S3.T1.174.174.175.1.2\" rowspan=\"2\"><span class=\"ltx_text\" id=\"S3.T1.174.174.175.1.2.1\">Backbone</span></th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" colspan=\"5\" id=\"S3.T1.174.174.175.1.3\">IFEval</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" colspan=\"6\" id=\"S3.T1.174.174.175.1.4\">FollowBench (HSR)</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_tt\" id=\"S3.T1.174.174.175.1.5\" rowspan=\"2\"><span class=\"ltx_text\" id=\"S3.T1.174.174.175.1.5.1\">AVG</span></th>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.174.174.176.2\">\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.1\">[S]P</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.2\">[S]I</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.3\">[L]P</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.4\">[L]I</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.5\">AVG</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.6\">L1</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.7\">L2</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.8\">L3</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.9\">L4</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.10\">L5</th>\n<th class=\"ltx_td ltx_align_right ltx_th ltx_th_column ltx_border_t\" id=\"S3.T1.174.174.176.2.11\">AVG</th>\n</tr>\n</thead>\n<tbody class=\"ltx_tbody\">\n<tr class=\"ltx_tr\" id=\"S3.T1.12.12.12\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.12.12.12.13\">GPT-3.5*</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.12.12.12.14\">GPT</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.1.1.1.1\"><math alttext=\"59.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.1.1.1.1.m1.1\"><semantics id=\"S3.T1.1.1.1.1.m1.1a\"><mn id=\"S3.T1.1.1.1.1.m1.1.1\" xref=\"S3.T1.1.1.1.1.m1.1.1.cmml\">59.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.1.1.1.1.m1.1b\"><cn id=\"S3.T1.1.1.1.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.1.1.1.1.m1.1.1\">59.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.1.1.1.1.m1.1c\">59.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.1.1.1.1.m1.1d\">59.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.2.2.2.2\"><math alttext=\"68.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.2.2.2.2.m1.1\"><semantics id=\"S3.T1.2.2.2.2.m1.1a\"><mn id=\"S3.T1.2.2.2.2.m1.1.1\" xref=\"S3.T1.2.2.2.2.m1.1.1.cmml\">68.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.2.2.2.2.m1.1b\"><cn id=\"S3.T1.2.2.2.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.2.2.2.2.m1.1.1\">68.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.2.2.2.2.m1.1c\">68.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.2.2.2.2.m1.1d\">68.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.3.3.3.3\"><math alttext=\"64.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.3.3.3.3.m1.1\"><semantics id=\"S3.T1.3.3.3.3.m1.1a\"><mn id=\"S3.T1.3.3.3.3.m1.1.1\" xref=\"S3.T1.3.3.3.3.m1.1.1.cmml\">64.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.3.3.3.3.m1.1b\"><cn id=\"S3.T1.3.3.3.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.3.3.3.3.m1.1.1\">64.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.3.3.3.3.m1.1c\">64.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.3.3.3.3.m1.1d\">64.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.4.4.4.4\"><math alttext=\"73.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.4.4.4.4.m1.1\"><semantics id=\"S3.T1.4.4.4.4.m1.1a\"><mn id=\"S3.T1.4.4.4.4.m1.1.1\" xref=\"S3.T1.4.4.4.4.m1.1.1.cmml\">73.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.4.4.4.4.m1.1b\"><cn id=\"S3.T1.4.4.4.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.4.4.4.4.m1.1.1\">73.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.4.4.4.4.m1.1c\">73.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.4.4.4.4.m1.1d\">73.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.5.5.5.5\"><math alttext=\"66.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.5.5.5.5.m1.1\"><semantics id=\"S3.T1.5.5.5.5.m1.1a\"><mn id=\"S3.T1.5.5.5.5.m1.1.1\" xref=\"S3.T1.5.5.5.5.m1.1.1.cmml\">66.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.5.5.5.5.m1.1b\"><cn id=\"S3.T1.5.5.5.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.5.5.5.5.m1.1.1\">66.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.5.5.5.5.m1.1c\">66.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.5.5.5.5.m1.1d\">66.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.6.6.6.6\"><math alttext=\"80.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.6.6.6.6.m1.1\"><semantics id=\"S3.T1.6.6.6.6.m1.1a\"><mn id=\"S3.T1.6.6.6.6.m1.1.1\" xref=\"S3.T1.6.6.6.6.m1.1.1.cmml\">80.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.6.6.6.6.m1.1b\"><cn id=\"S3.T1.6.6.6.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.6.6.6.6.m1.1.1\">80.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.6.6.6.6.m1.1c\">80.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.6.6.6.6.m1.1d\">80.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.7.7.7.7\"><math alttext=\"68.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.7.7.7.7.m1.1\"><semantics id=\"S3.T1.7.7.7.7.m1.1a\"><mn id=\"S3.T1.7.7.7.7.m1.1.1\" xref=\"S3.T1.7.7.7.7.m1.1.1.cmml\">68.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.7.7.7.7.m1.1b\"><cn id=\"S3.T1.7.7.7.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.7.7.7.7.m1.1.1\">68.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.7.7.7.7.m1.1c\">68.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.7.7.7.7.m1.1d\">68.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.8.8.8.8\"><math alttext=\"68.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.8.8.8.8.m1.1\"><semantics id=\"S3.T1.8.8.8.8.m1.1a\"><mn id=\"S3.T1.8.8.8.8.m1.1.1\" xref=\"S3.T1.8.8.8.8.m1.1.1.cmml\">68.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.8.8.8.8.m1.1b\"><cn id=\"S3.T1.8.8.8.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.8.8.8.8.m1.1.1\">68.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.8.8.8.8.m1.1c\">68.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.8.8.8.8.m1.1d\">68.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.9.9.9.9\"><math alttext=\"61.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.9.9.9.9.m1.1\"><semantics id=\"S3.T1.9.9.9.9.m1.1a\"><mn id=\"S3.T1.9.9.9.9.m1.1.1\" xref=\"S3.T1.9.9.9.9.m1.1.1.cmml\">61.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.9.9.9.9.m1.1b\"><cn id=\"S3.T1.9.9.9.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.9.9.9.9.m1.1.1\">61.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.9.9.9.9.m1.1c\">61.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.9.9.9.9.m1.1d\">61.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.10.10.10.10\"><math alttext=\"53.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.10.10.10.10.m1.1\"><semantics id=\"S3.T1.10.10.10.10.m1.1a\"><mn id=\"S3.T1.10.10.10.10.m1.1.1\" xref=\"S3.T1.10.10.10.10.m1.1.1.cmml\">53.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.10.10.10.10.m1.1b\"><cn id=\"S3.T1.10.10.10.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.10.10.10.10.m1.1.1\">53.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.10.10.10.10.m1.1c\">53.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.10.10.10.10.m1.1d\">53.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.11.11.11.11\"><math alttext=\"66.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.11.11.11.11.m1.1\"><semantics id=\"S3.T1.11.11.11.11.m1.1a\"><mn id=\"S3.T1.11.11.11.11.m1.1.1\" xref=\"S3.T1.11.11.11.11.m1.1.1.cmml\">66.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.11.11.11.11.m1.1b\"><cn id=\"S3.T1.11.11.11.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.11.11.11.11.m1.1.1\">66.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.11.11.11.11.m1.1c\">66.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.11.11.11.11.m1.1d\">66.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.12.12.12.12\"><math alttext=\"66.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.12.12.12.12.m1.1\"><semantics id=\"S3.T1.12.12.12.12.m1.1a\"><mn id=\"S3.T1.12.12.12.12.m1.1.1\" xref=\"S3.T1.12.12.12.12.m1.1.1.cmml\">66.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.12.12.12.12.m1.1b\"><cn id=\"S3.T1.12.12.12.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.12.12.12.12.m1.1.1\">66.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.12.12.12.12.m1.1c\">66.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.12.12.12.12.m1.1d\">66.3</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.25.25.25\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.13.13.13.1\">GPT-4<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.13.13.13.1.m1.1\"><semantics id=\"S3.T1.13.13.13.1.m1.1a\"><mo id=\"S3.T1.13.13.13.1.m1.1.1\" xref=\"S3.T1.13.13.13.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.13.13.13.1.m1.1b\"><ci id=\"S3.T1.13.13.13.1.m1.1.1.cmml\" xref=\"S3.T1.13.13.13.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.13.13.13.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.13.13.13.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.25.25.25.14\">GPT</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.14.14.14.2\"><math alttext=\"76.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.14.14.14.2.m1.1\"><semantics id=\"S3.T1.14.14.14.2.m1.1a\"><mn id=\"S3.T1.14.14.14.2.m1.1.1\" xref=\"S3.T1.14.14.14.2.m1.1.1.cmml\">76.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.14.14.14.2.m1.1b\"><cn id=\"S3.T1.14.14.14.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.14.14.14.2.m1.1.1\">76.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.14.14.14.2.m1.1c\">76.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.14.14.14.2.m1.1d\">76.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.15.15.15.3\"><math alttext=\"83.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.15.15.15.3.m1.1\"><semantics id=\"S3.T1.15.15.15.3.m1.1a\"><mn id=\"S3.T1.15.15.15.3.m1.1.1\" xref=\"S3.T1.15.15.15.3.m1.1.1.cmml\">83.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.15.15.15.3.m1.1b\"><cn id=\"S3.T1.15.15.15.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.15.15.15.3.m1.1.1\">83.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.15.15.15.3.m1.1c\">83.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.15.15.15.3.m1.1d\">83.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.16.16.16.4\"><math alttext=\"79.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.16.16.16.4.m1.1\"><semantics id=\"S3.T1.16.16.16.4.m1.1a\"><mn id=\"S3.T1.16.16.16.4.m1.1.1\" xref=\"S3.T1.16.16.16.4.m1.1.1.cmml\">79.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.16.16.16.4.m1.1b\"><cn id=\"S3.T1.16.16.16.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.16.16.16.4.m1.1.1\">79.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.16.16.16.4.m1.1c\">79.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.16.16.16.4.m1.1d\">79.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.17.17.17.5\"><math alttext=\"85.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.17.17.17.5.m1.1\"><semantics id=\"S3.T1.17.17.17.5.m1.1a\"><mn id=\"S3.T1.17.17.17.5.m1.1.1\" xref=\"S3.T1.17.17.17.5.m1.1.1.cmml\">85.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.17.17.17.5.m1.1b\"><cn id=\"S3.T1.17.17.17.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.17.17.17.5.m1.1.1\">85.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.17.17.17.5.m1.1c\">85.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.17.17.17.5.m1.1d\">85.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.18.18.18.6\"><math alttext=\"81.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.18.18.18.6.m1.1\"><semantics id=\"S3.T1.18.18.18.6.m1.1a\"><mn id=\"S3.T1.18.18.18.6.m1.1.1\" xref=\"S3.T1.18.18.18.6.m1.1.1.cmml\">81.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.18.18.18.6.m1.1b\"><cn id=\"S3.T1.18.18.18.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.18.18.18.6.m1.1.1\">81.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.18.18.18.6.m1.1c\">81.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.18.18.18.6.m1.1d\">81.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.19.19.19.7\"><math alttext=\"84.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.19.19.19.7.m1.1\"><semantics id=\"S3.T1.19.19.19.7.m1.1a\"><mn id=\"S3.T1.19.19.19.7.m1.1.1\" xref=\"S3.T1.19.19.19.7.m1.1.1.cmml\">84.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.19.19.19.7.m1.1b\"><cn id=\"S3.T1.19.19.19.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.19.19.19.7.m1.1.1\">84.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.19.19.19.7.m1.1c\">84.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.19.19.19.7.m1.1d\">84.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.20.20.20.8\"><math alttext=\"76.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.20.20.20.8.m1.1\"><semantics id=\"S3.T1.20.20.20.8.m1.1a\"><mn id=\"S3.T1.20.20.20.8.m1.1.1\" xref=\"S3.T1.20.20.20.8.m1.1.1.cmml\">76.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.20.20.20.8.m1.1b\"><cn id=\"S3.T1.20.20.20.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.20.20.20.8.m1.1.1\">76.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.20.20.20.8.m1.1c\">76.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.20.20.20.8.m1.1d\">76.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.21.21.21.9\"><math alttext=\"71.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.21.21.21.9.m1.1\"><semantics id=\"S3.T1.21.21.21.9.m1.1a\"><mn id=\"S3.T1.21.21.21.9.m1.1.1\" xref=\"S3.T1.21.21.21.9.m1.1.1.cmml\">71.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.21.21.21.9.m1.1b\"><cn id=\"S3.T1.21.21.21.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.21.21.21.9.m1.1.1\">71.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.21.21.21.9.m1.1c\">71.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.21.21.21.9.m1.1d\">71.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.22.22.22.10\"><math alttext=\"74.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.22.22.22.10.m1.1\"><semantics id=\"S3.T1.22.22.22.10.m1.1a\"><mn id=\"S3.T1.22.22.22.10.m1.1.1\" xref=\"S3.T1.22.22.22.10.m1.1.1.cmml\">74.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.22.22.22.10.m1.1b\"><cn id=\"S3.T1.22.22.22.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.22.22.22.10.m1.1.1\">74.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.22.22.22.10.m1.1c\">74.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.22.22.22.10.m1.1d\">74.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.23.23.23.11\"><math alttext=\"62.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.23.23.23.11.m1.1\"><semantics id=\"S3.T1.23.23.23.11.m1.1a\"><mn id=\"S3.T1.23.23.23.11.m1.1.1\" xref=\"S3.T1.23.23.23.11.m1.1.1.cmml\">62.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.23.23.23.11.m1.1b\"><cn id=\"S3.T1.23.23.23.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.23.23.23.11.m1.1.1\">62.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.23.23.23.11.m1.1c\">62.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.23.23.23.11.m1.1d\">62.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.24.24.24.12\"><math alttext=\"73.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.24.24.24.12.m1.1\"><semantics id=\"S3.T1.24.24.24.12.m1.1a\"><mn id=\"S3.T1.24.24.24.12.m1.1.1\" xref=\"S3.T1.24.24.24.12.m1.1.1.cmml\">73.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.24.24.24.12.m1.1b\"><cn id=\"S3.T1.24.24.24.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.24.24.24.12.m1.1.1\">73.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.24.24.24.12.m1.1c\">73.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.24.24.24.12.m1.1d\">73.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.25.25.25.13\"><math alttext=\"77.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.25.25.25.13.m1.1\"><semantics id=\"S3.T1.25.25.25.13.m1.1a\"><mn id=\"S3.T1.25.25.25.13.m1.1.1\" xref=\"S3.T1.25.25.25.13.m1.1.1.cmml\">77.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.25.25.25.13.m1.1b\"><cn id=\"S3.T1.25.25.25.13.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.25.25.25.13.m1.1.1\">77.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.25.25.25.13.m1.1c\">77.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.25.25.25.13.m1.1d\">77.6</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.38.38.38\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.26.26.26.1\">Vicuna-v1.5-13B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.26.26.26.1.m1.1\"><semantics id=\"S3.T1.26.26.26.1.m1.1a\"><mo id=\"S3.T1.26.26.26.1.m1.1.1\" xref=\"S3.T1.26.26.26.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.26.26.26.1.m1.1b\"><ci id=\"S3.T1.26.26.26.1.m1.1.1.cmml\" xref=\"S3.T1.26.26.26.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.26.26.26.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.26.26.26.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.38.38.38.14\">Llama2</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.27.27.27.2\"><math alttext=\"43.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.27.27.27.2.m1.1\"><semantics id=\"S3.T1.27.27.27.2.m1.1a\"><mn id=\"S3.T1.27.27.27.2.m1.1.1\" xref=\"S3.T1.27.27.27.2.m1.1.1.cmml\">43.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.27.27.27.2.m1.1b\"><cn id=\"S3.T1.27.27.27.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.27.27.27.2.m1.1.1\">43.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.27.27.27.2.m1.1c\">43.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.27.27.27.2.m1.1d\">43.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.28.28.28.3\"><math alttext=\"53.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.28.28.28.3.m1.1\"><semantics id=\"S3.T1.28.28.28.3.m1.1a\"><mn id=\"S3.T1.28.28.28.3.m1.1.1\" xref=\"S3.T1.28.28.28.3.m1.1.1.cmml\">53.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.28.28.28.3.m1.1b\"><cn id=\"S3.T1.28.28.28.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.28.28.28.3.m1.1.1\">53.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.28.28.28.3.m1.1c\">53.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.28.28.28.3.m1.1d\">53.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.29.29.29.4\"><math alttext=\"46.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.29.29.29.4.m1.1\"><semantics id=\"S3.T1.29.29.29.4.m1.1a\"><mn id=\"S3.T1.29.29.29.4.m1.1.1\" xref=\"S3.T1.29.29.29.4.m1.1.1.cmml\">46.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.29.29.29.4.m1.1b\"><cn id=\"S3.T1.29.29.29.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.29.29.29.4.m1.1.1\">46.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.29.29.29.4.m1.1c\">46.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.29.29.29.4.m1.1d\">46.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.30.30.30.5\"><math alttext=\"58.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.30.30.30.5.m1.1\"><semantics id=\"S3.T1.30.30.30.5.m1.1a\"><mn id=\"S3.T1.30.30.30.5.m1.1.1\" xref=\"S3.T1.30.30.30.5.m1.1.1.cmml\">58.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.30.30.30.5.m1.1b\"><cn id=\"S3.T1.30.30.30.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.30.30.30.5.m1.1.1\">58.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.30.30.30.5.m1.1c\">58.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.30.30.30.5.m1.1d\">58.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.31.31.31.6\"><math alttext=\"50.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.31.31.31.6.m1.1\"><semantics id=\"S3.T1.31.31.31.6.m1.1a\"><mn id=\"S3.T1.31.31.31.6.m1.1.1\" xref=\"S3.T1.31.31.31.6.m1.1.1.cmml\">50.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.31.31.31.6.m1.1b\"><cn id=\"S3.T1.31.31.31.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.31.31.31.6.m1.1.1\">50.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.31.31.31.6.m1.1c\">50.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.31.31.31.6.m1.1d\">50.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.32.32.32.7\"><math alttext=\"71.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.32.32.32.7.m1.1\"><semantics id=\"S3.T1.32.32.32.7.m1.1a\"><mn id=\"S3.T1.32.32.32.7.m1.1.1\" xref=\"S3.T1.32.32.32.7.m1.1.1.cmml\">71.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.32.32.32.7.m1.1b\"><cn id=\"S3.T1.32.32.32.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.32.32.32.7.m1.1.1\">71.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.32.32.32.7.m1.1c\">71.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.32.32.32.7.m1.1d\">71.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.33.33.33.8\"><math alttext=\"61.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.33.33.33.8.m1.1\"><semantics id=\"S3.T1.33.33.33.8.m1.1a\"><mn id=\"S3.T1.33.33.33.8.m1.1.1\" xref=\"S3.T1.33.33.33.8.m1.1.1.cmml\">61.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.33.33.33.8.m1.1b\"><cn id=\"S3.T1.33.33.33.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.33.33.33.8.m1.1.1\">61.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.33.33.33.8.m1.1c\">61.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.33.33.33.8.m1.1d\">61.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.34.34.34.9\"><math alttext=\"48.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.34.34.34.9.m1.1\"><semantics id=\"S3.T1.34.34.34.9.m1.1a\"><mn id=\"S3.T1.34.34.34.9.m1.1.1\" xref=\"S3.T1.34.34.34.9.m1.1.1.cmml\">48.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.34.34.34.9.m1.1b\"><cn id=\"S3.T1.34.34.34.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.34.34.34.9.m1.1.1\">48.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.34.34.34.9.m1.1c\">48.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.34.34.34.9.m1.1d\">48.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.35.35.35.10\"><math alttext=\"38.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.35.35.35.10.m1.1\"><semantics id=\"S3.T1.35.35.35.10.m1.1a\"><mn id=\"S3.T1.35.35.35.10.m1.1.1\" xref=\"S3.T1.35.35.35.10.m1.1.1.cmml\">38.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.35.35.35.10.m1.1b\"><cn id=\"S3.T1.35.35.35.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.35.35.35.10.m1.1.1\">38.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.35.35.35.10.m1.1c\">38.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.35.35.35.10.m1.1d\">38.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.36.36.36.11\"><math alttext=\"33.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.36.36.36.11.m1.1\"><semantics id=\"S3.T1.36.36.36.11.m1.1a\"><mn id=\"S3.T1.36.36.36.11.m1.1.1\" xref=\"S3.T1.36.36.36.11.m1.1.1.cmml\">33.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.36.36.36.11.m1.1b\"><cn id=\"S3.T1.36.36.36.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.36.36.36.11.m1.1.1\">33.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.36.36.36.11.m1.1c\">33.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.36.36.36.11.m1.1d\">33.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.37.37.37.12\"><math alttext=\"50.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.37.37.37.12.m1.1\"><semantics id=\"S3.T1.37.37.37.12.m1.1a\"><mn id=\"S3.T1.37.37.37.12.m1.1.1\" xref=\"S3.T1.37.37.37.12.m1.1.1.cmml\">50.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.37.37.37.12.m1.1b\"><cn id=\"S3.T1.37.37.37.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.37.37.37.12.m1.1.1\">50.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.37.37.37.12.m1.1c\">50.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.37.37.37.12.m1.1d\">50.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.38.38.38.13\"><math alttext=\"50.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.38.38.38.13.m1.1\"><semantics id=\"S3.T1.38.38.38.13.m1.1a\"><mn id=\"S3.T1.38.38.38.13.m1.1.1\" xref=\"S3.T1.38.38.38.13.m1.1.1.cmml\">50.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.38.38.38.13.m1.1b\"><cn id=\"S3.T1.38.38.38.13.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.38.38.38.13.m1.1.1\">50.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.38.38.38.13.m1.1c\">50.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.38.38.38.13.m1.1d\">50.4</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.50.50.50\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.50.50.50.13\">WizardLM-v1.2-13B</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.50.50.50.14\">Llama2</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.39.39.39.1\"><math alttext=\"43.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.39.39.39.1.m1.1\"><semantics id=\"S3.T1.39.39.39.1.m1.1a\"><mn id=\"S3.T1.39.39.39.1.m1.1.1\" xref=\"S3.T1.39.39.39.1.m1.1.1.cmml\">43.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.39.39.39.1.m1.1b\"><cn id=\"S3.T1.39.39.39.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.39.39.39.1.m1.1.1\">43.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.39.39.39.1.m1.1c\">43.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.39.39.39.1.m1.1d\">43.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.40.40.40.2\"><math alttext=\"54.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.40.40.40.2.m1.1\"><semantics id=\"S3.T1.40.40.40.2.m1.1a\"><mn id=\"S3.T1.40.40.40.2.m1.1.1\" xref=\"S3.T1.40.40.40.2.m1.1.1.cmml\">54.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.40.40.40.2.m1.1b\"><cn id=\"S3.T1.40.40.40.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.40.40.40.2.m1.1.1\">54.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.40.40.40.2.m1.1c\">54.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.40.40.40.2.m1.1d\">54.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.41.41.41.3\"><math alttext=\"48.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.41.41.41.3.m1.1\"><semantics id=\"S3.T1.41.41.41.3.m1.1a\"><mn id=\"S3.T1.41.41.41.3.m1.1.1\" xref=\"S3.T1.41.41.41.3.m1.1.1.cmml\">48.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.41.41.41.3.m1.1b\"><cn id=\"S3.T1.41.41.41.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.41.41.41.3.m1.1.1\">48.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.41.41.41.3.m1.1c\">48.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.41.41.41.3.m1.1d\">48.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.42.42.42.4\"><math alttext=\"59.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.42.42.42.4.m1.1\"><semantics id=\"S3.T1.42.42.42.4.m1.1a\"><mn id=\"S3.T1.42.42.42.4.m1.1.1\" xref=\"S3.T1.42.42.42.4.m1.1.1.cmml\">59.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.42.42.42.4.m1.1b\"><cn id=\"S3.T1.42.42.42.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.42.42.42.4.m1.1.1\">59.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.42.42.42.4.m1.1c\">59.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.42.42.42.4.m1.1d\">59.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.43.43.43.5\"><math alttext=\"51.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.43.43.43.5.m1.1\"><semantics id=\"S3.T1.43.43.43.5.m1.1a\"><mn id=\"S3.T1.43.43.43.5.m1.1.1\" xref=\"S3.T1.43.43.43.5.m1.1.1.cmml\">51.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.43.43.43.5.m1.1b\"><cn id=\"S3.T1.43.43.43.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.43.43.43.5.m1.1.1\">51.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.43.43.43.5.m1.1c\">51.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.43.43.43.5.m1.1d\">51.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.44.44.44.6\"><math alttext=\"61.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.44.44.44.6.m1.1\"><semantics id=\"S3.T1.44.44.44.6.m1.1a\"><mn id=\"S3.T1.44.44.44.6.m1.1.1\" xref=\"S3.T1.44.44.44.6.m1.1.1.cmml\">61.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.44.44.44.6.m1.1b\"><cn id=\"S3.T1.44.44.44.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.44.44.44.6.m1.1.1\">61.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.44.44.44.6.m1.1c\">61.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.44.44.44.6.m1.1d\">61.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.45.45.45.7\"><math alttext=\"51.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.45.45.45.7.m1.1\"><semantics id=\"S3.T1.45.45.45.7.m1.1a\"><mn id=\"S3.T1.45.45.45.7.m1.1.1\" xref=\"S3.T1.45.45.45.7.m1.1.1.cmml\">51.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.45.45.45.7.m1.1b\"><cn id=\"S3.T1.45.45.45.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.45.45.45.7.m1.1.1\">51.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.45.45.45.7.m1.1c\">51.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.45.45.45.7.m1.1d\">51.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.46.46.46.8\"><math alttext=\"43.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.46.46.46.8.m1.1\"><semantics id=\"S3.T1.46.46.46.8.m1.1a\"><mn id=\"S3.T1.46.46.46.8.m1.1.1\" xref=\"S3.T1.46.46.46.8.m1.1.1.cmml\">43.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.46.46.46.8.m1.1b\"><cn id=\"S3.T1.46.46.46.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.46.46.46.8.m1.1.1\">43.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.46.46.46.8.m1.1c\">43.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.46.46.46.8.m1.1d\">43.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.47.47.47.9\"><math alttext=\"37.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.47.47.47.9.m1.1\"><semantics id=\"S3.T1.47.47.47.9.m1.1a\"><mn id=\"S3.T1.47.47.47.9.m1.1.1\" xref=\"S3.T1.47.47.47.9.m1.1.1.cmml\">37.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.47.47.47.9.m1.1b\"><cn id=\"S3.T1.47.47.47.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.47.47.47.9.m1.1.1\">37.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.47.47.47.9.m1.1c\">37.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.47.47.47.9.m1.1d\">37.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.48.48.48.10\"><math alttext=\"29.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.48.48.48.10.m1.1\"><semantics id=\"S3.T1.48.48.48.10.m1.1a\"><mn id=\"S3.T1.48.48.48.10.m1.1.1\" xref=\"S3.T1.48.48.48.10.m1.1.1.cmml\">29.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.48.48.48.10.m1.1b\"><cn id=\"S3.T1.48.48.48.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.48.48.48.10.m1.1.1\">29.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.48.48.48.10.m1.1c\">29.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.48.48.48.10.m1.1d\">29.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.49.49.49.11\"><math alttext=\"44.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.49.49.49.11.m1.1\"><semantics id=\"S3.T1.49.49.49.11.m1.1a\"><mn id=\"S3.T1.49.49.49.11.m1.1.1\" xref=\"S3.T1.49.49.49.11.m1.1.1.cmml\">44.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.49.49.49.11.m1.1b\"><cn id=\"S3.T1.49.49.49.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.49.49.49.11.m1.1.1\">44.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.49.49.49.11.m1.1c\">44.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.49.49.49.11.m1.1d\">44.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.50.50.50.12\"><math alttext=\"48.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.50.50.50.12.m1.1\"><semantics id=\"S3.T1.50.50.50.12.m1.1a\"><mn id=\"S3.T1.50.50.50.12.m1.1.1\" xref=\"S3.T1.50.50.50.12.m1.1.1.cmml\">48.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.50.50.50.12.m1.1b\"><cn id=\"S3.T1.50.50.50.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.50.50.50.12.m1.1.1\">48.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.50.50.50.12.m1.1c\">48.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.50.50.50.12.m1.1d\">48.1</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.63.63.63\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.51.51.51.1\">Conifer<sub class=\"ltx_sub\" id=\"S3.T1.51.51.51.1.1\">SFT</sub>-13B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.51.51.51.1.m1.1\"><semantics id=\"S3.T1.51.51.51.1.m1.1a\"><mo id=\"S3.T1.51.51.51.1.m1.1.1\" xref=\"S3.T1.51.51.51.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.51.51.51.1.m1.1b\"><ci id=\"S3.T1.51.51.51.1.m1.1.1.cmml\" xref=\"S3.T1.51.51.51.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.51.51.51.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.51.51.51.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.63.63.63.14\">Llama2</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.52.52.52.2\"><math alttext=\"42.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.52.52.52.2.m1.1\"><semantics id=\"S3.T1.52.52.52.2.m1.1a\"><mn id=\"S3.T1.52.52.52.2.m1.1.1\" xref=\"S3.T1.52.52.52.2.m1.1.1.cmml\">42.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.52.52.52.2.m1.1b\"><cn id=\"S3.T1.52.52.52.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.52.52.52.2.m1.1.1\">42.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.52.52.52.2.m1.1c\">42.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.52.52.52.2.m1.1d\">42.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.53.53.53.3\"><math alttext=\"53.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.53.53.53.3.m1.1\"><semantics id=\"S3.T1.53.53.53.3.m1.1a\"><mn id=\"S3.T1.53.53.53.3.m1.1.1\" xref=\"S3.T1.53.53.53.3.m1.1.1.cmml\">53.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.53.53.53.3.m1.1b\"><cn id=\"S3.T1.53.53.53.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.53.53.53.3.m1.1.1\">53.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.53.53.53.3.m1.1c\">53.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.53.53.53.3.m1.1d\">53.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.54.54.54.4\"><math alttext=\"47.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.54.54.54.4.m1.1\"><semantics id=\"S3.T1.54.54.54.4.m1.1a\"><mn id=\"S3.T1.54.54.54.4.m1.1.1\" xref=\"S3.T1.54.54.54.4.m1.1.1.cmml\">47.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.54.54.54.4.m1.1b\"><cn id=\"S3.T1.54.54.54.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.54.54.54.4.m1.1.1\">47.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.54.54.54.4.m1.1c\">47.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.54.54.54.4.m1.1d\">47.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.55.55.55.5\"><math alttext=\"57.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.55.55.55.5.m1.1\"><semantics id=\"S3.T1.55.55.55.5.m1.1a\"><mn id=\"S3.T1.55.55.55.5.m1.1.1\" xref=\"S3.T1.55.55.55.5.m1.1.1.cmml\">57.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.55.55.55.5.m1.1b\"><cn id=\"S3.T1.55.55.55.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.55.55.55.5.m1.1.1\">57.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.55.55.55.5.m1.1c\">57.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.55.55.55.5.m1.1d\">57.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.56.56.56.6\"><math alttext=\"50.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.56.56.56.6.m1.1\"><semantics id=\"S3.T1.56.56.56.6.m1.1a\"><mn id=\"S3.T1.56.56.56.6.m1.1.1\" xref=\"S3.T1.56.56.56.6.m1.1.1.cmml\">50.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.56.56.56.6.m1.1b\"><cn id=\"S3.T1.56.56.56.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.56.56.56.6.m1.1.1\">50.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.56.56.56.6.m1.1c\">50.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.56.56.56.6.m1.1d\">50.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.57.57.57.7\"><math alttext=\"60.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.57.57.57.7.m1.1\"><semantics id=\"S3.T1.57.57.57.7.m1.1a\"><mn id=\"S3.T1.57.57.57.7.m1.1.1\" xref=\"S3.T1.57.57.57.7.m1.1.1.cmml\">60.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.57.57.57.7.m1.1b\"><cn id=\"S3.T1.57.57.57.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.57.57.57.7.m1.1.1\">60.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.57.57.57.7.m1.1c\">60.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.57.57.57.7.m1.1d\">60.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.58.58.58.8\"><math alttext=\"53.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.58.58.58.8.m1.1\"><semantics id=\"S3.T1.58.58.58.8.m1.1a\"><mn id=\"S3.T1.58.58.58.8.m1.1.1\" xref=\"S3.T1.58.58.58.8.m1.1.1.cmml\">53.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.58.58.58.8.m1.1b\"><cn id=\"S3.T1.58.58.58.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.58.58.58.8.m1.1.1\">53.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.58.58.58.8.m1.1c\">53.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.58.58.58.8.m1.1d\">53.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.59.59.59.9\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.59.59.59.9.1\"><math alttext=\"48.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.59.59.59.9.1.m1.1\"><semantics id=\"S3.T1.59.59.59.9.1.m1.1a\"><mn id=\"S3.T1.59.59.59.9.1.m1.1.1\" xref=\"S3.T1.59.59.59.9.1.m1.1.1.cmml\">48.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.59.59.59.9.1.m1.1b\"><cn id=\"S3.T1.59.59.59.9.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.59.59.59.9.1.m1.1.1\">48.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.59.59.59.9.1.m1.1c\">48.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.59.59.59.9.1.m1.1d\">48.4</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.60.60.60.10\"><math alttext=\"40.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.60.60.60.10.m1.1\"><semantics id=\"S3.T1.60.60.60.10.m1.1a\"><mn id=\"S3.T1.60.60.60.10.m1.1.1\" xref=\"S3.T1.60.60.60.10.m1.1.1.cmml\">40.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.60.60.60.10.m1.1b\"><cn id=\"S3.T1.60.60.60.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.60.60.60.10.m1.1.1\">40.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.60.60.60.10.m1.1c\">40.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.60.60.60.10.m1.1d\">40.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.61.61.61.11\"><math alttext=\"31.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.61.61.61.11.m1.1\"><semantics id=\"S3.T1.61.61.61.11.m1.1a\"><mn id=\"S3.T1.61.61.61.11.m1.1.1\" xref=\"S3.T1.61.61.61.11.m1.1.1.cmml\">31.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.61.61.61.11.m1.1b\"><cn id=\"S3.T1.61.61.61.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.61.61.61.11.m1.1.1\">31.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.61.61.61.11.m1.1c\">31.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.61.61.61.11.m1.1d\">31.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.62.62.62.12\"><math alttext=\"47.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.62.62.62.12.m1.1\"><semantics id=\"S3.T1.62.62.62.12.m1.1a\"><mn id=\"S3.T1.62.62.62.12.m1.1.1\" xref=\"S3.T1.62.62.62.12.m1.1.1.cmml\">47.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.62.62.62.12.m1.1b\"><cn id=\"S3.T1.62.62.62.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.62.62.62.12.m1.1.1\">47.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.62.62.62.12.m1.1c\">47.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.62.62.62.12.m1.1d\">47.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.63.63.63.13\"><math alttext=\"48.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.63.63.63.13.m1.1\"><semantics id=\"S3.T1.63.63.63.13.m1.1a\"><mn id=\"S3.T1.63.63.63.13.m1.1.1\" xref=\"S3.T1.63.63.63.13.m1.1.1.cmml\">48.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.63.63.63.13.m1.1b\"><cn id=\"S3.T1.63.63.63.13.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.63.63.63.13.m1.1.1\">48.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.63.63.63.13.m1.1c\">48.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.63.63.63.13.m1.1d\">48.6</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.76.76.76\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.64.64.64.1\">Zephyr-beta-7B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.64.64.64.1.m1.1\"><semantics id=\"S3.T1.64.64.64.1.m1.1a\"><mo id=\"S3.T1.64.64.64.1.m1.1.1\" xref=\"S3.T1.64.64.64.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.64.64.64.1.m1.1b\"><ci id=\"S3.T1.64.64.64.1.m1.1.1.cmml\" xref=\"S3.T1.64.64.64.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.64.64.64.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.64.64.64.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.76.76.76.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.65.65.65.2\"><math alttext=\"32.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.65.65.65.2.m1.1\"><semantics id=\"S3.T1.65.65.65.2.m1.1a\"><mn id=\"S3.T1.65.65.65.2.m1.1.1\" xref=\"S3.T1.65.65.65.2.m1.1.1.cmml\">32.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.65.65.65.2.m1.1b\"><cn id=\"S3.T1.65.65.65.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.65.65.65.2.m1.1.1\">32.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.65.65.65.2.m1.1c\">32.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.65.65.65.2.m1.1d\">32.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.66.66.66.3\"><math alttext=\"46.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.66.66.66.3.m1.1\"><semantics id=\"S3.T1.66.66.66.3.m1.1a\"><mn id=\"S3.T1.66.66.66.3.m1.1.1\" xref=\"S3.T1.66.66.66.3.m1.1.1.cmml\">46.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.66.66.66.3.m1.1b\"><cn id=\"S3.T1.66.66.66.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.66.66.66.3.m1.1.1\">46.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.66.66.66.3.m1.1c\">46.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.66.66.66.3.m1.1d\">46.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.67.67.67.4\"><math alttext=\"44.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.67.67.67.4.m1.1\"><semantics id=\"S3.T1.67.67.67.4.m1.1a\"><mn id=\"S3.T1.67.67.67.4.m1.1.1\" xref=\"S3.T1.67.67.67.4.m1.1.1.cmml\">44.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.67.67.67.4.m1.1b\"><cn id=\"S3.T1.67.67.67.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.67.67.67.4.m1.1.1\">44.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.67.67.67.4.m1.1c\">44.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.67.67.67.4.m1.1d\">44.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.68.68.68.5\"><math alttext=\"58.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.68.68.68.5.m1.1\"><semantics id=\"S3.T1.68.68.68.5.m1.1a\"><mn id=\"S3.T1.68.68.68.5.m1.1.1\" xref=\"S3.T1.68.68.68.5.m1.1.1.cmml\">58.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.68.68.68.5.m1.1b\"><cn id=\"S3.T1.68.68.68.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.68.68.68.5.m1.1.1\">58.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.68.68.68.5.m1.1c\">58.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.68.68.68.5.m1.1d\">58.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.69.69.69.6\"><math alttext=\"45.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.69.69.69.6.m1.1\"><semantics id=\"S3.T1.69.69.69.6.m1.1a\"><mn id=\"S3.T1.69.69.69.6.m1.1.1\" xref=\"S3.T1.69.69.69.6.m1.1.1.cmml\">45.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.69.69.69.6.m1.1b\"><cn id=\"S3.T1.69.69.69.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.69.69.69.6.m1.1.1\">45.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.69.69.69.6.m1.1c\">45.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.69.69.69.6.m1.1d\">45.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.70.70.70.7\"><math alttext=\"57.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.70.70.70.7.m1.1\"><semantics id=\"S3.T1.70.70.70.7.m1.1a\"><mn id=\"S3.T1.70.70.70.7.m1.1.1\" xref=\"S3.T1.70.70.70.7.m1.1.1.cmml\">57.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.70.70.70.7.m1.1b\"><cn id=\"S3.T1.70.70.70.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.70.70.70.7.m1.1.1\">57.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.70.70.70.7.m1.1c\">57.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.70.70.70.7.m1.1d\">57.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.71.71.71.8\"><math alttext=\"51.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.71.71.71.8.m1.1\"><semantics id=\"S3.T1.71.71.71.8.m1.1a\"><mn id=\"S3.T1.71.71.71.8.m1.1.1\" xref=\"S3.T1.71.71.71.8.m1.1.1.cmml\">51.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.71.71.71.8.m1.1b\"><cn id=\"S3.T1.71.71.71.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.71.71.71.8.m1.1.1\">51.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.71.71.71.8.m1.1c\">51.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.71.71.71.8.m1.1d\">51.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.72.72.72.9\"><math alttext=\"41.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.72.72.72.9.m1.1\"><semantics id=\"S3.T1.72.72.72.9.m1.1a\"><mn id=\"S3.T1.72.72.72.9.m1.1.1\" xref=\"S3.T1.72.72.72.9.m1.1.1.cmml\">41.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.72.72.72.9.m1.1b\"><cn id=\"S3.T1.72.72.72.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.72.72.72.9.m1.1.1\">41.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.72.72.72.9.m1.1c\">41.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.72.72.72.9.m1.1d\">41.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.73.73.73.10\"><math alttext=\"41.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.73.73.73.10.m1.1\"><semantics id=\"S3.T1.73.73.73.10.m1.1a\"><mn id=\"S3.T1.73.73.73.10.m1.1.1\" xref=\"S3.T1.73.73.73.10.m1.1.1.cmml\">41.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.73.73.73.10.m1.1b\"><cn id=\"S3.T1.73.73.73.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.73.73.73.10.m1.1.1\">41.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.73.73.73.10.m1.1c\">41.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.73.73.73.10.m1.1d\">41.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.74.74.74.11\"><math alttext=\"31.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.74.74.74.11.m1.1\"><semantics id=\"S3.T1.74.74.74.11.m1.1a\"><mn id=\"S3.T1.74.74.74.11.m1.1.1\" xref=\"S3.T1.74.74.74.11.m1.1.1.cmml\">31.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.74.74.74.11.m1.1b\"><cn id=\"S3.T1.74.74.74.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.74.74.74.11.m1.1.1\">31.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.74.74.74.11.m1.1c\">31.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.74.74.74.11.m1.1d\">31.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.75.75.75.12\"><math alttext=\"44.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.75.75.75.12.m1.1\"><semantics id=\"S3.T1.75.75.75.12.m1.1a\"><mn id=\"S3.T1.75.75.75.12.m1.1.1\" xref=\"S3.T1.75.75.75.12.m1.1.1.cmml\">44.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.75.75.75.12.m1.1b\"><cn id=\"S3.T1.75.75.75.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.75.75.75.12.m1.1.1\">44.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.75.75.75.12.m1.1c\">44.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.75.75.75.12.m1.1d\">44.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.76.76.76.13\"><math alttext=\"45.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.76.76.76.13.m1.1\"><semantics id=\"S3.T1.76.76.76.13.m1.1a\"><mn id=\"S3.T1.76.76.76.13.m1.1.1\" xref=\"S3.T1.76.76.76.13.m1.1.1.cmml\">45.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.76.76.76.13.m1.1b\"><cn id=\"S3.T1.76.76.76.13.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.76.76.76.13.m1.1.1\">45.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.76.76.76.13.m1.1c\">45.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.76.76.76.13.m1.1d\">45.1</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.89.89.89\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.77.77.77.1\">Conifer<sub class=\"ltx_sub\" id=\"S3.T1.77.77.77.1.1\">SFT</sub>-7B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.77.77.77.1.m1.1\"><semantics id=\"S3.T1.77.77.77.1.m1.1a\"><mo id=\"S3.T1.77.77.77.1.m1.1.1\" xref=\"S3.T1.77.77.77.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.77.77.77.1.m1.1b\"><ci id=\"S3.T1.77.77.77.1.m1.1.1.cmml\" xref=\"S3.T1.77.77.77.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.77.77.77.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.77.77.77.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.89.89.89.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.78.78.78.2\"><math alttext=\"45.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.78.78.78.2.m1.1\"><semantics id=\"S3.T1.78.78.78.2.m1.1a\"><mn id=\"S3.T1.78.78.78.2.m1.1.1\" xref=\"S3.T1.78.78.78.2.m1.1.1.cmml\">45.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.78.78.78.2.m1.1b\"><cn id=\"S3.T1.78.78.78.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.78.78.78.2.m1.1.1\">45.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.78.78.78.2.m1.1c\">45.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.78.78.78.2.m1.1d\">45.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.79.79.79.3\"><math alttext=\"57.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.79.79.79.3.m1.1\"><semantics id=\"S3.T1.79.79.79.3.m1.1a\"><mn id=\"S3.T1.79.79.79.3.m1.1.1\" xref=\"S3.T1.79.79.79.3.m1.1.1.cmml\">57.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.79.79.79.3.m1.1b\"><cn id=\"S3.T1.79.79.79.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.79.79.79.3.m1.1.1\">57.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.79.79.79.3.m1.1c\">57.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.79.79.79.3.m1.1d\">57.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.80.80.80.4\"><math alttext=\"50.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.80.80.80.4.m1.1\"><semantics id=\"S3.T1.80.80.80.4.m1.1a\"><mn id=\"S3.T1.80.80.80.4.m1.1.1\" xref=\"S3.T1.80.80.80.4.m1.1.1.cmml\">50.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.80.80.80.4.m1.1b\"><cn id=\"S3.T1.80.80.80.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.80.80.80.4.m1.1.1\">50.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.80.80.80.4.m1.1c\">50.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.80.80.80.4.m1.1d\">50.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.81.81.81.5\"><math alttext=\"62.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.81.81.81.5.m1.1\"><semantics id=\"S3.T1.81.81.81.5.m1.1a\"><mn id=\"S3.T1.81.81.81.5.m1.1.1\" xref=\"S3.T1.81.81.81.5.m1.1.1.cmml\">62.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.81.81.81.5.m1.1b\"><cn id=\"S3.T1.81.81.81.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.81.81.81.5.m1.1.1\">62.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.81.81.81.5.m1.1c\">62.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.81.81.81.5.m1.1d\">62.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.82.82.82.6\"><math alttext=\"53.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.82.82.82.6.m1.1\"><semantics id=\"S3.T1.82.82.82.6.m1.1a\"><mn id=\"S3.T1.82.82.82.6.m1.1.1\" xref=\"S3.T1.82.82.82.6.m1.1.1.cmml\">53.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.82.82.82.6.m1.1b\"><cn id=\"S3.T1.82.82.82.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.82.82.82.6.m1.1.1\">53.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.82.82.82.6.m1.1c\">53.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.82.82.82.6.m1.1d\">53.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.83.83.83.7\"><math alttext=\"54.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.83.83.83.7.m1.1\"><semantics id=\"S3.T1.83.83.83.7.m1.1a\"><mn id=\"S3.T1.83.83.83.7.m1.1.1\" xref=\"S3.T1.83.83.83.7.m1.1.1.cmml\">54.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.83.83.83.7.m1.1b\"><cn id=\"S3.T1.83.83.83.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.83.83.83.7.m1.1.1\">54.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.83.83.83.7.m1.1c\">54.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.83.83.83.7.m1.1d\">54.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.84.84.84.8\"><math alttext=\"49.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.84.84.84.8.m1.1\"><semantics id=\"S3.T1.84.84.84.8.m1.1a\"><mn id=\"S3.T1.84.84.84.8.m1.1.1\" xref=\"S3.T1.84.84.84.8.m1.1.1.cmml\">49.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.84.84.84.8.m1.1b\"><cn id=\"S3.T1.84.84.84.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.84.84.84.8.m1.1.1\">49.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.84.84.84.8.m1.1c\">49.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.84.84.84.8.m1.1d\">49.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.85.85.85.9\"><math alttext=\"49.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.85.85.85.9.m1.1\"><semantics id=\"S3.T1.85.85.85.9.m1.1a\"><mn id=\"S3.T1.85.85.85.9.m1.1.1\" xref=\"S3.T1.85.85.85.9.m1.1.1.cmml\">49.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.85.85.85.9.m1.1b\"><cn id=\"S3.T1.85.85.85.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.85.85.85.9.m1.1.1\">49.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.85.85.85.9.m1.1c\">49.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.85.85.85.9.m1.1d\">49.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.86.86.86.10\"><math alttext=\"40.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.86.86.86.10.m1.1\"><semantics id=\"S3.T1.86.86.86.10.m1.1a\"><mn id=\"S3.T1.86.86.86.10.m1.1.1\" xref=\"S3.T1.86.86.86.10.m1.1.1.cmml\">40.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.86.86.86.10.m1.1b\"><cn id=\"S3.T1.86.86.86.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.86.86.86.10.m1.1.1\">40.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.86.86.86.10.m1.1c\">40.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.86.86.86.10.m1.1d\">40.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.87.87.87.11\"><math alttext=\"30.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.87.87.87.11.m1.1\"><semantics id=\"S3.T1.87.87.87.11.m1.1a\"><mn id=\"S3.T1.87.87.87.11.m1.1.1\" xref=\"S3.T1.87.87.87.11.m1.1.1.cmml\">30.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.87.87.87.11.m1.1b\"><cn id=\"S3.T1.87.87.87.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.87.87.87.11.m1.1.1\">30.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.87.87.87.11.m1.1c\">30.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.87.87.87.11.m1.1d\">30.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.88.88.88.12\"><math alttext=\"44.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.88.88.88.12.m1.1\"><semantics id=\"S3.T1.88.88.88.12.m1.1a\"><mn id=\"S3.T1.88.88.88.12.m1.1.1\" xref=\"S3.T1.88.88.88.12.m1.1.1.cmml\">44.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.88.88.88.12.m1.1b\"><cn id=\"S3.T1.88.88.88.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.88.88.88.12.m1.1.1\">44.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.88.88.88.12.m1.1c\">44.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.88.88.88.12.m1.1d\">44.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.89.89.89.13\"><math alttext=\"49.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.89.89.89.13.m1.1\"><semantics id=\"S3.T1.89.89.89.13.m1.1a\"><mn id=\"S3.T1.89.89.89.13.m1.1.1\" xref=\"S3.T1.89.89.89.13.m1.1.1.cmml\">49.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.89.89.89.13.m1.1b\"><cn id=\"S3.T1.89.89.89.13.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.89.89.89.13.m1.1.1\">49.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.89.89.89.13.m1.1c\">49.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.89.89.89.13.m1.1d\">49.4</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.102.102.102\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.90.90.90.1\">Conifer<sub class=\"ltx_sub\" id=\"S3.T1.90.90.90.1.1\">DPO</sub>-7B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.90.90.90.1.m1.1\"><semantics id=\"S3.T1.90.90.90.1.m1.1a\"><mo id=\"S3.T1.90.90.90.1.m1.1.1\" xref=\"S3.T1.90.90.90.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.90.90.90.1.m1.1b\"><ci id=\"S3.T1.90.90.90.1.m1.1.1.cmml\" xref=\"S3.T1.90.90.90.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.90.90.90.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.90.90.90.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.102.102.102.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.91.91.91.2\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.91.91.91.2.1\"><math alttext=\"48.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.91.91.91.2.1.m1.1\"><semantics id=\"S3.T1.91.91.91.2.1.m1.1a\"><mn id=\"S3.T1.91.91.91.2.1.m1.1.1\" xref=\"S3.T1.91.91.91.2.1.m1.1.1.cmml\">48.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.91.91.91.2.1.m1.1b\"><cn id=\"S3.T1.91.91.91.2.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.91.91.91.2.1.m1.1.1\">48.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.91.91.91.2.1.m1.1c\">48.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.91.91.91.2.1.m1.1d\">48.1</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.92.92.92.3\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.92.92.92.3.1\"><math alttext=\"59.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.92.92.92.3.1.m1.1\"><semantics id=\"S3.T1.92.92.92.3.1.m1.1a\"><mn id=\"S3.T1.92.92.92.3.1.m1.1.1\" xref=\"S3.T1.92.92.92.3.1.m1.1.1.cmml\">59.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.92.92.92.3.1.m1.1b\"><cn id=\"S3.T1.92.92.92.3.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.92.92.92.3.1.m1.1.1\">59.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.92.92.92.3.1.m1.1c\">59.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.92.92.92.3.1.m1.1d\">59.1</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.93.93.93.4\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.93.93.93.4.1\"><math alttext=\"52.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.93.93.93.4.1.m1.1\"><semantics id=\"S3.T1.93.93.93.4.1.m1.1a\"><mn id=\"S3.T1.93.93.93.4.1.m1.1.1\" xref=\"S3.T1.93.93.93.4.1.m1.1.1.cmml\">52.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.93.93.93.4.1.m1.1b\"><cn id=\"S3.T1.93.93.93.4.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.93.93.93.4.1.m1.1.1\">52.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.93.93.93.4.1.m1.1c\">52.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.93.93.93.4.1.m1.1d\">52.3</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.94.94.94.5\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.94.94.94.5.1\"><math alttext=\"63.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.94.94.94.5.1.m1.1\"><semantics id=\"S3.T1.94.94.94.5.1.m1.1a\"><mn id=\"S3.T1.94.94.94.5.1.m1.1.1\" xref=\"S3.T1.94.94.94.5.1.m1.1.1.cmml\">63.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.94.94.94.5.1.m1.1b\"><cn id=\"S3.T1.94.94.94.5.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.94.94.94.5.1.m1.1.1\">63.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.94.94.94.5.1.m1.1c\">63.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.94.94.94.5.1.m1.1d\">63.3</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.95.95.95.6\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.95.95.95.6.1\"><math alttext=\"55.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.95.95.95.6.1.m1.1\"><semantics id=\"S3.T1.95.95.95.6.1.m1.1a\"><mn id=\"S3.T1.95.95.95.6.1.m1.1.1\" xref=\"S3.T1.95.95.95.6.1.m1.1.1.cmml\">55.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.95.95.95.6.1.m1.1b\"><cn id=\"S3.T1.95.95.95.6.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.95.95.95.6.1.m1.1.1\">55.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.95.95.95.6.1.m1.1c\">55.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.95.95.95.6.1.m1.1d\">55.7</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.96.96.96.7\"><math alttext=\"60.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.96.96.96.7.m1.1\"><semantics id=\"S3.T1.96.96.96.7.m1.1a\"><mn id=\"S3.T1.96.96.96.7.m1.1.1\" xref=\"S3.T1.96.96.96.7.m1.1.1.cmml\">60.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.96.96.96.7.m1.1b\"><cn id=\"S3.T1.96.96.96.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.96.96.96.7.m1.1.1\">60.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.96.96.96.7.m1.1c\">60.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.96.96.96.7.m1.1d\">60.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.97.97.97.8\"><math alttext=\"53.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.97.97.97.8.m1.1\"><semantics id=\"S3.T1.97.97.97.8.m1.1a\"><mn id=\"S3.T1.97.97.97.8.m1.1.1\" xref=\"S3.T1.97.97.97.8.m1.1.1.cmml\">53.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.97.97.97.8.m1.1b\"><cn id=\"S3.T1.97.97.97.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.97.97.97.8.m1.1.1\">53.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.97.97.97.8.m1.1c\">53.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.97.97.97.8.m1.1d\">53.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.98.98.98.9\"><math alttext=\"48.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.98.98.98.9.m1.1\"><semantics id=\"S3.T1.98.98.98.9.m1.1a\"><mn id=\"S3.T1.98.98.98.9.m1.1.1\" xref=\"S3.T1.98.98.98.9.m1.1.1.cmml\">48.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.98.98.98.9.m1.1b\"><cn id=\"S3.T1.98.98.98.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.98.98.98.9.m1.1.1\">48.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.98.98.98.9.m1.1c\">48.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.98.98.98.9.m1.1d\">48.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.99.99.99.10\"><math alttext=\"47.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.99.99.99.10.m1.1\"><semantics id=\"S3.T1.99.99.99.10.m1.1a\"><mn id=\"S3.T1.99.99.99.10.m1.1.1\" xref=\"S3.T1.99.99.99.10.m1.1.1.cmml\">47.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.99.99.99.10.m1.1b\"><cn id=\"S3.T1.99.99.99.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.99.99.99.10.m1.1.1\">47.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.99.99.99.10.m1.1c\">47.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.99.99.99.10.m1.1d\">47.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.100.100.100.11\"><math alttext=\"41.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.100.100.100.11.m1.1\"><semantics id=\"S3.T1.100.100.100.11.m1.1a\"><mn id=\"S3.T1.100.100.100.11.m1.1.1\" xref=\"S3.T1.100.100.100.11.m1.1.1.cmml\">41.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.100.100.100.11.m1.1b\"><cn id=\"S3.T1.100.100.100.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.100.100.100.11.m1.1.1\">41.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.100.100.100.11.m1.1c\">41.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.100.100.100.11.m1.1d\">41.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.101.101.101.12\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.101.101.101.12.1\"><math alttext=\"50.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.101.101.101.12.1.m1.1\"><semantics id=\"S3.T1.101.101.101.12.1.m1.1a\"><mn id=\"S3.T1.101.101.101.12.1.m1.1.1\" xref=\"S3.T1.101.101.101.12.1.m1.1.1.cmml\">50.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.101.101.101.12.1.m1.1b\"><cn id=\"S3.T1.101.101.101.12.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.101.101.101.12.1.m1.1.1\">50.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.101.101.101.12.1.m1.1c\">50.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.101.101.101.12.1.m1.1d\">50.0</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.102.102.102.13\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.102.102.102.13.1\"><math alttext=\"52.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.102.102.102.13.1.m1.1\"><semantics id=\"S3.T1.102.102.102.13.1.m1.1a\"><mn id=\"S3.T1.102.102.102.13.1.m1.1.1\" xref=\"S3.T1.102.102.102.13.1.m1.1.1.cmml\">52.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.102.102.102.13.1.m1.1b\"><cn id=\"S3.T1.102.102.102.13.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.102.102.102.13.1.m1.1.1\">52.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.102.102.102.13.1.m1.1c\">52.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.102.102.102.13.1.m1.1d\">52.9</annotation></semantics></math></span></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.114.114.114\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.114.114.114.13\">Llama3 8B</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T1.114.114.114.14\">Llama3</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.103.103.103.1\"><math alttext=\"25.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.103.103.103.1.m1.1\"><semantics id=\"S3.T1.103.103.103.1.m1.1a\"><mn id=\"S3.T1.103.103.103.1.m1.1.1\" xref=\"S3.T1.103.103.103.1.m1.1.1.cmml\">25.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.103.103.103.1.m1.1b\"><cn id=\"S3.T1.103.103.103.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.103.103.103.1.m1.1.1\">25.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.103.103.103.1.m1.1c\">25.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.103.103.103.1.m1.1d\">25.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.104.104.104.2\"><math alttext=\"36.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.104.104.104.2.m1.1\"><semantics id=\"S3.T1.104.104.104.2.m1.1a\"><mn id=\"S3.T1.104.104.104.2.m1.1.1\" xref=\"S3.T1.104.104.104.2.m1.1.1.cmml\">36.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.104.104.104.2.m1.1b\"><cn id=\"S3.T1.104.104.104.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.104.104.104.2.m1.1.1\">36.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.104.104.104.2.m1.1c\">36.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.104.104.104.2.m1.1d\">36.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.105.105.105.3\"><math alttext=\"28.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.105.105.105.3.m1.1\"><semantics id=\"S3.T1.105.105.105.3.m1.1a\"><mn id=\"S3.T1.105.105.105.3.m1.1.1\" xref=\"S3.T1.105.105.105.3.m1.1.1.cmml\">28.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.105.105.105.3.m1.1b\"><cn id=\"S3.T1.105.105.105.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.105.105.105.3.m1.1.1\">28.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.105.105.105.3.m1.1c\">28.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.105.105.105.3.m1.1d\">28.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.106.106.106.4\"><math alttext=\"35.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.106.106.106.4.m1.1\"><semantics id=\"S3.T1.106.106.106.4.m1.1a\"><mn id=\"S3.T1.106.106.106.4.m1.1.1\" xref=\"S3.T1.106.106.106.4.m1.1.1.cmml\">35.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.106.106.106.4.m1.1b\"><cn id=\"S3.T1.106.106.106.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.106.106.106.4.m1.1.1\">35.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.106.106.106.4.m1.1c\">35.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.106.106.106.4.m1.1d\">35.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.107.107.107.5\"><math alttext=\"31.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.107.107.107.5.m1.1\"><semantics id=\"S3.T1.107.107.107.5.m1.1a\"><mn id=\"S3.T1.107.107.107.5.m1.1.1\" xref=\"S3.T1.107.107.107.5.m1.1.1.cmml\">31.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.107.107.107.5.m1.1b\"><cn id=\"S3.T1.107.107.107.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.107.107.107.5.m1.1.1\">31.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.107.107.107.5.m1.1c\">31.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.107.107.107.5.m1.1d\">31.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.108.108.108.6\"><math alttext=\"4.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.108.108.108.6.m1.1\"><semantics id=\"S3.T1.108.108.108.6.m1.1a\"><mn id=\"S3.T1.108.108.108.6.m1.1.1\" xref=\"S3.T1.108.108.108.6.m1.1.1.cmml\">4.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.108.108.108.6.m1.1b\"><cn id=\"S3.T1.108.108.108.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.108.108.108.6.m1.1.1\">4.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.108.108.108.6.m1.1c\">4.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.108.108.108.6.m1.1d\">4.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.109.109.109.7\"><math alttext=\"8.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.109.109.109.7.m1.1\"><semantics id=\"S3.T1.109.109.109.7.m1.1a\"><mn id=\"S3.T1.109.109.109.7.m1.1.1\" xref=\"S3.T1.109.109.109.7.m1.1.1.cmml\">8.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.109.109.109.7.m1.1b\"><cn id=\"S3.T1.109.109.109.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.109.109.109.7.m1.1.1\">8.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.109.109.109.7.m1.1c\">8.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.109.109.109.7.m1.1d\">8.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.110.110.110.8\"><math alttext=\"8.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.110.110.110.8.m1.1\"><semantics id=\"S3.T1.110.110.110.8.m1.1a\"><mn id=\"S3.T1.110.110.110.8.m1.1.1\" xref=\"S3.T1.110.110.110.8.m1.1.1.cmml\">8.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.110.110.110.8.m1.1b\"><cn id=\"S3.T1.110.110.110.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.110.110.110.8.m1.1.1\">8.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.110.110.110.8.m1.1c\">8.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.110.110.110.8.m1.1d\">8.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.111.111.111.9\"><math alttext=\"6.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.111.111.111.9.m1.1\"><semantics id=\"S3.T1.111.111.111.9.m1.1a\"><mn id=\"S3.T1.111.111.111.9.m1.1.1\" xref=\"S3.T1.111.111.111.9.m1.1.1.cmml\">6.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.111.111.111.9.m1.1b\"><cn id=\"S3.T1.111.111.111.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.111.111.111.9.m1.1.1\">6.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.111.111.111.9.m1.1c\">6.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.111.111.111.9.m1.1d\">6.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.112.112.112.10\"><math alttext=\"9.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.112.112.112.10.m1.1\"><semantics id=\"S3.T1.112.112.112.10.m1.1a\"><mn id=\"S3.T1.112.112.112.10.m1.1.1\" xref=\"S3.T1.112.112.112.10.m1.1.1.cmml\">9.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.112.112.112.10.m1.1b\"><cn id=\"S3.T1.112.112.112.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.112.112.112.10.m1.1.1\">9.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.112.112.112.10.m1.1c\">9.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.112.112.112.10.m1.1d\">9.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.113.113.113.11\"><math alttext=\"7.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.113.113.113.11.m1.1\"><semantics id=\"S3.T1.113.113.113.11.m1.1a\"><mn id=\"S3.T1.113.113.113.11.m1.1.1\" xref=\"S3.T1.113.113.113.11.m1.1.1.cmml\">7.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.113.113.113.11.m1.1b\"><cn id=\"S3.T1.113.113.113.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.113.113.113.11.m1.1.1\">7.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.113.113.113.11.m1.1c\">7.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.113.113.113.11.m1.1d\">7.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T1.114.114.114.12\"><math alttext=\"19.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.114.114.114.12.m1.1\"><semantics id=\"S3.T1.114.114.114.12.m1.1a\"><mn id=\"S3.T1.114.114.114.12.m1.1.1\" xref=\"S3.T1.114.114.114.12.m1.1.1.cmml\">19.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.114.114.114.12.m1.1b\"><cn id=\"S3.T1.114.114.114.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.114.114.114.12.m1.1.1\">19.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.114.114.114.12.m1.1c\">19.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.114.114.114.12.m1.1d\">19.5</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.126.126.126\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.126.126.126.13\">Llama3<sub class=\"ltx_sub\" id=\"S3.T1.126.126.126.13.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T1.126.126.126.13.1.1\">Crab</span></sub>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.126.126.126.14\">Llama3</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.115.115.115.1\"><math alttext=\"39.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.115.115.115.1.m1.1\"><semantics id=\"S3.T1.115.115.115.1.m1.1a\"><mn id=\"S3.T1.115.115.115.1.m1.1.1\" xref=\"S3.T1.115.115.115.1.m1.1.1.cmml\">39.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.115.115.115.1.m1.1b\"><cn id=\"S3.T1.115.115.115.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.115.115.115.1.m1.1.1\">39.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.115.115.115.1.m1.1c\">39.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.115.115.115.1.m1.1d\">39.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.116.116.116.2\"><math alttext=\"50.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.116.116.116.2.m1.1\"><semantics id=\"S3.T1.116.116.116.2.m1.1a\"><mn id=\"S3.T1.116.116.116.2.m1.1.1\" xref=\"S3.T1.116.116.116.2.m1.1.1.cmml\">50.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.116.116.116.2.m1.1b\"><cn id=\"S3.T1.116.116.116.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.116.116.116.2.m1.1.1\">50.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.116.116.116.2.m1.1c\">50.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.116.116.116.2.m1.1d\">50.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.117.117.117.3\"><math alttext=\"43.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.117.117.117.3.m1.1\"><semantics id=\"S3.T1.117.117.117.3.m1.1a\"><mn id=\"S3.T1.117.117.117.3.m1.1.1\" xref=\"S3.T1.117.117.117.3.m1.1.1.cmml\">43.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.117.117.117.3.m1.1b\"><cn id=\"S3.T1.117.117.117.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.117.117.117.3.m1.1.1\">43.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.117.117.117.3.m1.1c\">43.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.117.117.117.3.m1.1d\">43.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.118.118.118.4\"><math alttext=\"54.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.118.118.118.4.m1.1\"><semantics id=\"S3.T1.118.118.118.4.m1.1a\"><mn id=\"S3.T1.118.118.118.4.m1.1.1\" xref=\"S3.T1.118.118.118.4.m1.1.1.cmml\">54.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.118.118.118.4.m1.1b\"><cn id=\"S3.T1.118.118.118.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.118.118.118.4.m1.1.1\">54.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.118.118.118.4.m1.1c\">54.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.118.118.118.4.m1.1d\">54.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.119.119.119.5\"><math alttext=\"46.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.119.119.119.5.m1.1\"><semantics id=\"S3.T1.119.119.119.5.m1.1a\"><mn id=\"S3.T1.119.119.119.5.m1.1.1\" xref=\"S3.T1.119.119.119.5.m1.1.1.cmml\">46.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.119.119.119.5.m1.1b\"><cn id=\"S3.T1.119.119.119.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.119.119.119.5.m1.1.1\">46.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.119.119.119.5.m1.1c\">46.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.119.119.119.5.m1.1d\">46.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.120.120.120.6\"><math alttext=\"57.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.120.120.120.6.m1.1\"><semantics id=\"S3.T1.120.120.120.6.m1.1a\"><mn id=\"S3.T1.120.120.120.6.m1.1.1\" xref=\"S3.T1.120.120.120.6.m1.1.1.cmml\">57.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.120.120.120.6.m1.1b\"><cn id=\"S3.T1.120.120.120.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.120.120.120.6.m1.1.1\">57.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.120.120.120.6.m1.1c\">57.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.120.120.120.6.m1.1d\">57.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.121.121.121.7\"><math alttext=\"44.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.121.121.121.7.m1.1\"><semantics id=\"S3.T1.121.121.121.7.m1.1a\"><mn id=\"S3.T1.121.121.121.7.m1.1.1\" xref=\"S3.T1.121.121.121.7.m1.1.1.cmml\">44.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.121.121.121.7.m1.1b\"><cn id=\"S3.T1.121.121.121.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.121.121.121.7.m1.1.1\">44.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.121.121.121.7.m1.1c\">44.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.121.121.121.7.m1.1d\">44.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.122.122.122.8\"><math alttext=\"34.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.122.122.122.8.m1.1\"><semantics id=\"S3.T1.122.122.122.8.m1.1a\"><mn id=\"S3.T1.122.122.122.8.m1.1.1\" xref=\"S3.T1.122.122.122.8.m1.1.1.cmml\">34.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.122.122.122.8.m1.1b\"><cn id=\"S3.T1.122.122.122.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.122.122.122.8.m1.1.1\">34.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.122.122.122.8.m1.1c\">34.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.122.122.122.8.m1.1d\">34.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.123.123.123.9\"><math alttext=\"25.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.123.123.123.9.m1.1\"><semantics id=\"S3.T1.123.123.123.9.m1.1a\"><mn id=\"S3.T1.123.123.123.9.m1.1.1\" xref=\"S3.T1.123.123.123.9.m1.1.1.cmml\">25.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.123.123.123.9.m1.1b\"><cn id=\"S3.T1.123.123.123.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.123.123.123.9.m1.1.1\">25.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.123.123.123.9.m1.1c\">25.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.123.123.123.9.m1.1d\">25.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.124.124.124.10\"><math alttext=\"20.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.124.124.124.10.m1.1\"><semantics id=\"S3.T1.124.124.124.10.m1.1a\"><mn id=\"S3.T1.124.124.124.10.m1.1.1\" xref=\"S3.T1.124.124.124.10.m1.1.1.cmml\">20.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.124.124.124.10.m1.1b\"><cn id=\"S3.T1.124.124.124.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.124.124.124.10.m1.1.1\">20.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.124.124.124.10.m1.1c\">20.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.124.124.124.10.m1.1d\">20.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.125.125.125.11\"><math alttext=\"36.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.125.125.125.11.m1.1\"><semantics id=\"S3.T1.125.125.125.11.m1.1a\"><mn id=\"S3.T1.125.125.125.11.m1.1.1\" xref=\"S3.T1.125.125.125.11.m1.1.1.cmml\">36.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.125.125.125.11.m1.1b\"><cn id=\"S3.T1.125.125.125.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.125.125.125.11.m1.1.1\">36.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.125.125.125.11.m1.1c\">36.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.125.125.125.11.m1.1d\">36.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.126.126.126.12\"><math alttext=\"41.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.126.126.126.12.m1.1\"><semantics id=\"S3.T1.126.126.126.12.m1.1a\"><mn id=\"S3.T1.126.126.126.12.m1.1.1\" xref=\"S3.T1.126.126.126.12.m1.1.1.cmml\">41.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.126.126.126.12.m1.1b\"><cn id=\"S3.T1.126.126.126.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.126.126.126.12.m1.1.1\">41.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.126.126.126.12.m1.1c\">41.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.126.126.126.12.m1.1d\">41.7</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.138.138.138\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.138.138.138.13\">Llama3<sub class=\"ltx_sub\" id=\"S3.T1.138.138.138.13.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T1.138.138.138.13.1.1\">Crab</span></sub> + DPO</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.138.138.138.14\">Llama3</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.127.127.127.1\"><math alttext=\"40.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.127.127.127.1.m1.1\"><semantics id=\"S3.T1.127.127.127.1.m1.1a\"><mn id=\"S3.T1.127.127.127.1.m1.1.1\" xref=\"S3.T1.127.127.127.1.m1.1.1.cmml\">40.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.127.127.127.1.m1.1b\"><cn id=\"S3.T1.127.127.127.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.127.127.127.1.m1.1.1\">40.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.127.127.127.1.m1.1c\">40.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.127.127.127.1.m1.1d\">40.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.128.128.128.2\"><math alttext=\"52.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.128.128.128.2.m1.1\"><semantics id=\"S3.T1.128.128.128.2.m1.1a\"><mn id=\"S3.T1.128.128.128.2.m1.1.1\" xref=\"S3.T1.128.128.128.2.m1.1.1.cmml\">52.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.128.128.128.2.m1.1b\"><cn id=\"S3.T1.128.128.128.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.128.128.128.2.m1.1.1\">52.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.128.128.128.2.m1.1c\">52.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.128.128.128.2.m1.1d\">52.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.129.129.129.3\"><math alttext=\"47.7\" 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id=\"S3.T1.130.130.130.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.130.130.130.4.m1.1.1\">58.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.130.130.130.4.m1.1c\">58.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.130.130.130.4.m1.1d\">58.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.131.131.131.5\"><math alttext=\"49.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.131.131.131.5.m1.1\"><semantics id=\"S3.T1.131.131.131.5.m1.1a\"><mn id=\"S3.T1.131.131.131.5.m1.1.1\" xref=\"S3.T1.131.131.131.5.m1.1.1.cmml\">49.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.131.131.131.5.m1.1b\"><cn id=\"S3.T1.131.131.131.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.131.131.131.5.m1.1.1\">49.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.131.131.131.5.m1.1c\">49.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.131.131.131.5.m1.1d\">49.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.132.132.132.6\"><math alttext=\"64.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.132.132.132.6.m1.1\"><semantics id=\"S3.T1.132.132.132.6.m1.1a\"><mn id=\"S3.T1.132.132.132.6.m1.1.1\" xref=\"S3.T1.132.132.132.6.m1.1.1.cmml\">64.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.132.132.132.6.m1.1b\"><cn id=\"S3.T1.132.132.132.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.132.132.132.6.m1.1.1\">64.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.132.132.132.6.m1.1c\">64.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.132.132.132.6.m1.1d\">64.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.133.133.133.7\"><math alttext=\"49.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.133.133.133.7.m1.1\"><semantics id=\"S3.T1.133.133.133.7.m1.1a\"><mn id=\"S3.T1.133.133.133.7.m1.1.1\" xref=\"S3.T1.133.133.133.7.m1.1.1.cmml\">49.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.133.133.133.7.m1.1b\"><cn id=\"S3.T1.133.133.133.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.133.133.133.7.m1.1.1\">49.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.133.133.133.7.m1.1c\">49.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.133.133.133.7.m1.1d\">49.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.134.134.134.8\"><math alttext=\"41.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.134.134.134.8.m1.1\"><semantics id=\"S3.T1.134.134.134.8.m1.1a\"><mn id=\"S3.T1.134.134.134.8.m1.1.1\" xref=\"S3.T1.134.134.134.8.m1.1.1.cmml\">41.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.134.134.134.8.m1.1b\"><cn id=\"S3.T1.134.134.134.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.134.134.134.8.m1.1.1\">41.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.134.134.134.8.m1.1c\">41.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.134.134.134.8.m1.1d\">41.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.135.135.135.9\"><math alttext=\"35.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.135.135.135.9.m1.1\"><semantics id=\"S3.T1.135.135.135.9.m1.1a\"><mn id=\"S3.T1.135.135.135.9.m1.1.1\" xref=\"S3.T1.135.135.135.9.m1.1.1.cmml\">35.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.135.135.135.9.m1.1b\"><cn id=\"S3.T1.135.135.135.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.135.135.135.9.m1.1.1\">35.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.135.135.135.9.m1.1c\">35.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.135.135.135.9.m1.1d\">35.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.136.136.136.10\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.136.136.136.10.1\"><math alttext=\"36.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.136.136.136.10.1.m1.1\"><semantics id=\"S3.T1.136.136.136.10.1.m1.1a\"><mn id=\"S3.T1.136.136.136.10.1.m1.1.1\" xref=\"S3.T1.136.136.136.10.1.m1.1.1.cmml\">36.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.136.136.136.10.1.m1.1b\"><cn id=\"S3.T1.136.136.136.10.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.136.136.136.10.1.m1.1.1\">36.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.136.136.136.10.1.m1.1c\">36.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.136.136.136.10.1.m1.1d\">36.8</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.137.137.137.11\"><math alttext=\"45.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.137.137.137.11.m1.1\"><semantics id=\"S3.T1.137.137.137.11.m1.1a\"><mn id=\"S3.T1.137.137.137.11.m1.1.1\" xref=\"S3.T1.137.137.137.11.m1.1.1.cmml\">45.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.137.137.137.11.m1.1b\"><cn id=\"S3.T1.137.137.137.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.137.137.137.11.m1.1.1\">45.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.137.137.137.11.m1.1c\">45.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.137.137.137.11.m1.1d\">45.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.138.138.138.12\"><math alttext=\"47.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.138.138.138.12.m1.1\"><semantics id=\"S3.T1.138.138.138.12.m1.1a\"><mn id=\"S3.T1.138.138.138.12.m1.1.1\" xref=\"S3.T1.138.138.138.12.m1.1.1.cmml\">47.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.138.138.138.12.m1.1b\"><cn id=\"S3.T1.138.138.138.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.138.138.138.12.m1.1.1\">47.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.138.138.138.12.m1.1c\">47.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.138.138.138.12.m1.1d\">47.6</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.150.150.150\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.150.150.150.13\">Mistral 7B</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.150.150.150.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.139.139.139.1\"><math alttext=\"18.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.139.139.139.1.m1.1\"><semantics id=\"S3.T1.139.139.139.1.m1.1a\"><mn id=\"S3.T1.139.139.139.1.m1.1.1\" xref=\"S3.T1.139.139.139.1.m1.1.1.cmml\">18.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.139.139.139.1.m1.1b\"><cn id=\"S3.T1.139.139.139.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.139.139.139.1.m1.1.1\">18.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.139.139.139.1.m1.1c\">18.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.139.139.139.1.m1.1d\">18.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.140.140.140.2\"><math alttext=\"30.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.140.140.140.2.m1.1\"><semantics id=\"S3.T1.140.140.140.2.m1.1a\"><mn id=\"S3.T1.140.140.140.2.m1.1.1\" xref=\"S3.T1.140.140.140.2.m1.1.1.cmml\">30.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.140.140.140.2.m1.1b\"><cn id=\"S3.T1.140.140.140.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.140.140.140.2.m1.1.1\">30.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.140.140.140.2.m1.1c\">30.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.140.140.140.2.m1.1d\">30.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.141.141.141.3\"><math alttext=\"19.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.141.141.141.3.m1.1\"><semantics id=\"S3.T1.141.141.141.3.m1.1a\"><mn id=\"S3.T1.141.141.141.3.m1.1.1\" xref=\"S3.T1.141.141.141.3.m1.1.1.cmml\">19.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.141.141.141.3.m1.1b\"><cn id=\"S3.T1.141.141.141.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.141.141.141.3.m1.1.1\">19.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.141.141.141.3.m1.1c\">19.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.141.141.141.3.m1.1d\">19.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.142.142.142.4\"><math alttext=\"31.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.142.142.142.4.m1.1\"><semantics id=\"S3.T1.142.142.142.4.m1.1a\"><mn id=\"S3.T1.142.142.142.4.m1.1.1\" xref=\"S3.T1.142.142.142.4.m1.1.1.cmml\">31.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.142.142.142.4.m1.1b\"><cn id=\"S3.T1.142.142.142.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.142.142.142.4.m1.1.1\">31.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.142.142.142.4.m1.1c\">31.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.142.142.142.4.m1.1d\">31.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.143.143.143.5\"><math alttext=\"25.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.143.143.143.5.m1.1\"><semantics id=\"S3.T1.143.143.143.5.m1.1a\"><mn id=\"S3.T1.143.143.143.5.m1.1.1\" xref=\"S3.T1.143.143.143.5.m1.1.1.cmml\">25.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.143.143.143.5.m1.1b\"><cn id=\"S3.T1.143.143.143.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.143.143.143.5.m1.1.1\">25.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.143.143.143.5.m1.1c\">25.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.143.143.143.5.m1.1d\">25.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.144.144.144.6\"><math alttext=\"14.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.144.144.144.6.m1.1\"><semantics id=\"S3.T1.144.144.144.6.m1.1a\"><mn id=\"S3.T1.144.144.144.6.m1.1.1\" xref=\"S3.T1.144.144.144.6.m1.1.1.cmml\">14.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.144.144.144.6.m1.1b\"><cn id=\"S3.T1.144.144.144.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.144.144.144.6.m1.1.1\">14.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.144.144.144.6.m1.1c\">14.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.144.144.144.6.m1.1d\">14.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.145.145.145.7\"><math alttext=\"16.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.145.145.145.7.m1.1\"><semantics id=\"S3.T1.145.145.145.7.m1.1a\"><mn id=\"S3.T1.145.145.145.7.m1.1.1\" xref=\"S3.T1.145.145.145.7.m1.1.1.cmml\">16.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.145.145.145.7.m1.1b\"><cn id=\"S3.T1.145.145.145.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.145.145.145.7.m1.1.1\">16.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.145.145.145.7.m1.1c\">16.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.145.145.145.7.m1.1d\">16.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.146.146.146.8\"><math alttext=\"8.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.146.146.146.8.m1.1\"><semantics id=\"S3.T1.146.146.146.8.m1.1a\"><mn id=\"S3.T1.146.146.146.8.m1.1.1\" xref=\"S3.T1.146.146.146.8.m1.1.1.cmml\">8.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.146.146.146.8.m1.1b\"><cn id=\"S3.T1.146.146.146.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.146.146.146.8.m1.1.1\">8.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.146.146.146.8.m1.1c\">8.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.146.146.146.8.m1.1d\">8.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.147.147.147.9\"><math alttext=\"5.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.147.147.147.9.m1.1\"><semantics id=\"S3.T1.147.147.147.9.m1.1a\"><mn id=\"S3.T1.147.147.147.9.m1.1.1\" xref=\"S3.T1.147.147.147.9.m1.1.1.cmml\">5.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.147.147.147.9.m1.1b\"><cn id=\"S3.T1.147.147.147.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.147.147.147.9.m1.1.1\">5.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.147.147.147.9.m1.1c\">5.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.147.147.147.9.m1.1d\">5.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.148.148.148.10\"><math alttext=\"5.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.148.148.148.10.m1.1\"><semantics id=\"S3.T1.148.148.148.10.m1.1a\"><mn id=\"S3.T1.148.148.148.10.m1.1.1\" xref=\"S3.T1.148.148.148.10.m1.1.1.cmml\">5.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.148.148.148.10.m1.1b\"><cn id=\"S3.T1.148.148.148.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.148.148.148.10.m1.1.1\">5.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.148.148.148.10.m1.1c\">5.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.148.148.148.10.m1.1d\">5.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.149.149.149.11\"><math alttext=\"10.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.149.149.149.11.m1.1\"><semantics id=\"S3.T1.149.149.149.11.m1.1a\"><mn id=\"S3.T1.149.149.149.11.m1.1.1\" xref=\"S3.T1.149.149.149.11.m1.1.1.cmml\">10.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.149.149.149.11.m1.1b\"><cn id=\"S3.T1.149.149.149.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.149.149.149.11.m1.1.1\">10.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.149.149.149.11.m1.1c\">10.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.149.149.149.11.m1.1d\">10.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.150.150.150.12\"><math alttext=\"17.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.150.150.150.12.m1.1\"><semantics id=\"S3.T1.150.150.150.12.m1.1a\"><mn id=\"S3.T1.150.150.150.12.m1.1.1\" xref=\"S3.T1.150.150.150.12.m1.1.1.cmml\">17.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.150.150.150.12.m1.1b\"><cn id=\"S3.T1.150.150.150.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.150.150.150.12.m1.1.1\">17.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.150.150.150.12.m1.1c\">17.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.150.150.150.12.m1.1d\">17.7</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.162.162.162\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.162.162.162.13\">Mistral<sub class=\"ltx_sub\" id=\"S3.T1.162.162.162.13.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T1.162.162.162.13.1.1\">Crab</span></sub>\n</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T1.162.162.162.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.151.151.151.1\"><math alttext=\"47.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.151.151.151.1.m1.1\"><semantics id=\"S3.T1.151.151.151.1.m1.1a\"><mn id=\"S3.T1.151.151.151.1.m1.1.1\" xref=\"S3.T1.151.151.151.1.m1.1.1.cmml\">47.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.151.151.151.1.m1.1b\"><cn id=\"S3.T1.151.151.151.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.151.151.151.1.m1.1.1\">47.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.151.151.151.1.m1.1c\">47.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.151.151.151.1.m1.1d\">47.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.152.152.152.2\"><math alttext=\"57.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.152.152.152.2.m1.1\"><semantics id=\"S3.T1.152.152.152.2.m1.1a\"><mn id=\"S3.T1.152.152.152.2.m1.1.1\" xref=\"S3.T1.152.152.152.2.m1.1.1.cmml\">57.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.152.152.152.2.m1.1b\"><cn id=\"S3.T1.152.152.152.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.152.152.152.2.m1.1.1\">57.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.152.152.152.2.m1.1c\">57.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.152.152.152.2.m1.1d\">57.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.153.153.153.3\"><math alttext=\"51.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.153.153.153.3.m1.1\"><semantics id=\"S3.T1.153.153.153.3.m1.1a\"><mn id=\"S3.T1.153.153.153.3.m1.1.1\" xref=\"S3.T1.153.153.153.3.m1.1.1.cmml\">51.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.153.153.153.3.m1.1b\"><cn id=\"S3.T1.153.153.153.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.153.153.153.3.m1.1.1\">51.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.153.153.153.3.m1.1c\">51.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.153.153.153.3.m1.1d\">51.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.154.154.154.4\"><math alttext=\"61.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.154.154.154.4.m1.1\"><semantics id=\"S3.T1.154.154.154.4.m1.1a\"><mn id=\"S3.T1.154.154.154.4.m1.1.1\" xref=\"S3.T1.154.154.154.4.m1.1.1.cmml\">61.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.154.154.154.4.m1.1b\"><cn id=\"S3.T1.154.154.154.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.154.154.154.4.m1.1.1\">61.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.154.154.154.4.m1.1c\">61.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.154.154.154.4.m1.1d\">61.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.155.155.155.5\"><math alttext=\"54.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.155.155.155.5.m1.1\"><semantics id=\"S3.T1.155.155.155.5.m1.1a\"><mn id=\"S3.T1.155.155.155.5.m1.1.1\" xref=\"S3.T1.155.155.155.5.m1.1.1.cmml\">54.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.155.155.155.5.m1.1b\"><cn id=\"S3.T1.155.155.155.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.155.155.155.5.m1.1.1\">54.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.155.155.155.5.m1.1c\">54.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.155.155.155.5.m1.1d\">54.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.156.156.156.6\"><math alttext=\"63.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.156.156.156.6.m1.1\"><semantics id=\"S3.T1.156.156.156.6.m1.1a\"><mn id=\"S3.T1.156.156.156.6.m1.1.1\" xref=\"S3.T1.156.156.156.6.m1.1.1.cmml\">63.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.156.156.156.6.m1.1b\"><cn id=\"S3.T1.156.156.156.6.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.156.156.156.6.m1.1.1\">63.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.156.156.156.6.m1.1c\">63.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.156.156.156.6.m1.1d\">63.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.157.157.157.7\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.157.157.157.7.1\"><math alttext=\"54.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.157.157.157.7.1.m1.1\"><semantics id=\"S3.T1.157.157.157.7.1.m1.1a\"><mn id=\"S3.T1.157.157.157.7.1.m1.1.1\" xref=\"S3.T1.157.157.157.7.1.m1.1.1.cmml\">54.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.157.157.157.7.1.m1.1b\"><cn id=\"S3.T1.157.157.157.7.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.157.157.157.7.1.m1.1.1\">54.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.157.157.157.7.1.m1.1c\">54.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.157.157.157.7.1.m1.1d\">54.4</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.158.158.158.8\"><math alttext=\"40.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.158.158.158.8.m1.1\"><semantics id=\"S3.T1.158.158.158.8.m1.1a\"><mn id=\"S3.T1.158.158.158.8.m1.1.1\" xref=\"S3.T1.158.158.158.8.m1.1.1.cmml\">40.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.158.158.158.8.m1.1b\"><cn id=\"S3.T1.158.158.158.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.158.158.158.8.m1.1.1\">40.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.158.158.158.8.m1.1c\">40.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.158.158.158.8.m1.1d\">40.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.159.159.159.9\"><math alttext=\"30.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.159.159.159.9.m1.1\"><semantics id=\"S3.T1.159.159.159.9.m1.1a\"><mn id=\"S3.T1.159.159.159.9.m1.1.1\" xref=\"S3.T1.159.159.159.9.m1.1.1.cmml\">30.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.159.159.159.9.m1.1b\"><cn id=\"S3.T1.159.159.159.9.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.159.159.159.9.m1.1.1\">30.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.159.159.159.9.m1.1c\">30.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.159.159.159.9.m1.1d\">30.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.160.160.160.10\"><math alttext=\"27.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.160.160.160.10.m1.1\"><semantics id=\"S3.T1.160.160.160.10.m1.1a\"><mn id=\"S3.T1.160.160.160.10.m1.1.1\" xref=\"S3.T1.160.160.160.10.m1.1.1.cmml\">27.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.160.160.160.10.m1.1b\"><cn id=\"S3.T1.160.160.160.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.160.160.160.10.m1.1.1\">27.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.160.160.160.10.m1.1c\">27.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.160.160.160.10.m1.1d\">27.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.161.161.161.11\"><math alttext=\"43.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.161.161.161.11.m1.1\"><semantics id=\"S3.T1.161.161.161.11.m1.1a\"><mn id=\"S3.T1.161.161.161.11.m1.1.1\" xref=\"S3.T1.161.161.161.11.m1.1.1.cmml\">43.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.161.161.161.11.m1.1b\"><cn id=\"S3.T1.161.161.161.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.161.161.161.11.m1.1.1\">43.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.161.161.161.11.m1.1c\">43.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.161.161.161.11.m1.1d\">43.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T1.162.162.162.12\"><math alttext=\"48.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.162.162.162.12.m1.1\"><semantics id=\"S3.T1.162.162.162.12.m1.1a\"><mn id=\"S3.T1.162.162.162.12.m1.1.1\" xref=\"S3.T1.162.162.162.12.m1.1.1.cmml\">48.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.162.162.162.12.m1.1b\"><cn id=\"S3.T1.162.162.162.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.162.162.162.12.m1.1.1\">48.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.162.162.162.12.m1.1c\">48.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.162.162.162.12.m1.1d\">48.9</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T1.174.174.174\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_bb\" id=\"S3.T1.174.174.174.13\">Mistral<sub class=\"ltx_sub\" id=\"S3.T1.174.174.174.13.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T1.174.174.174.13.1.1\">Crab</span></sub> + DPO</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_bb\" id=\"S3.T1.174.174.174.14\">Mistral</th>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.163.163.163.1\"><math alttext=\"49.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.163.163.163.1.m1.1\"><semantics id=\"S3.T1.163.163.163.1.m1.1a\"><mn id=\"S3.T1.163.163.163.1.m1.1.1\" xref=\"S3.T1.163.163.163.1.m1.1.1.cmml\">49.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.163.163.163.1.m1.1b\"><cn id=\"S3.T1.163.163.163.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.163.163.163.1.m1.1.1\">49.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.163.163.163.1.m1.1c\">49.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.163.163.163.1.m1.1d\">49.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.164.164.164.2\"><math alttext=\"61.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.164.164.164.2.m1.1\"><semantics id=\"S3.T1.164.164.164.2.m1.1a\"><mn id=\"S3.T1.164.164.164.2.m1.1.1\" xref=\"S3.T1.164.164.164.2.m1.1.1.cmml\">61.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.164.164.164.2.m1.1b\"><cn id=\"S3.T1.164.164.164.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.164.164.164.2.m1.1.1\">61.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.164.164.164.2.m1.1c\">61.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.164.164.164.2.m1.1d\">61.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.165.165.165.3\"><math alttext=\"57.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.165.165.165.3.m1.1\"><semantics id=\"S3.T1.165.165.165.3.m1.1a\"><mn id=\"S3.T1.165.165.165.3.m1.1.1\" xref=\"S3.T1.165.165.165.3.m1.1.1.cmml\">57.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.165.165.165.3.m1.1b\"><cn id=\"S3.T1.165.165.165.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.165.165.165.3.m1.1.1\">57.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.165.165.165.3.m1.1c\">57.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.165.165.165.3.m1.1d\">57.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.166.166.166.4\"><math alttext=\"68.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.166.166.166.4.m1.1\"><semantics id=\"S3.T1.166.166.166.4.m1.1a\"><mn id=\"S3.T1.166.166.166.4.m1.1.1\" xref=\"S3.T1.166.166.166.4.m1.1.1.cmml\">68.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.166.166.166.4.m1.1b\"><cn id=\"S3.T1.166.166.166.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.166.166.166.4.m1.1.1\">68.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.166.166.166.4.m1.1c\">68.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.166.166.166.4.m1.1d\">68.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.167.167.167.5\"><math alttext=\"59.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.167.167.167.5.m1.1\"><semantics id=\"S3.T1.167.167.167.5.m1.1a\"><mn id=\"S3.T1.167.167.167.5.m1.1.1\" xref=\"S3.T1.167.167.167.5.m1.1.1.cmml\">59.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.167.167.167.5.m1.1b\"><cn id=\"S3.T1.167.167.167.5.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.167.167.167.5.m1.1.1\">59.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.167.167.167.5.m1.1c\">59.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.167.167.167.5.m1.1d\">59.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.168.168.168.6\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.168.168.168.6.1\"><math alttext=\"66.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.168.168.168.6.1.m1.1\"><semantics id=\"S3.T1.168.168.168.6.1.m1.1a\"><mn id=\"S3.T1.168.168.168.6.1.m1.1.1\" xref=\"S3.T1.168.168.168.6.1.m1.1.1.cmml\">66.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.168.168.168.6.1.m1.1b\"><cn id=\"S3.T1.168.168.168.6.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.168.168.168.6.1.m1.1.1\">66.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.168.168.168.6.1.m1.1c\">66.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.168.168.168.6.1.m1.1d\">66.1</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.169.169.169.7\"><math alttext=\"53.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.169.169.169.7.m1.1\"><semantics id=\"S3.T1.169.169.169.7.m1.1a\"><mn id=\"S3.T1.169.169.169.7.m1.1.1\" xref=\"S3.T1.169.169.169.7.m1.1.1.cmml\">53.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.169.169.169.7.m1.1b\"><cn id=\"S3.T1.169.169.169.7.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.169.169.169.7.m1.1.1\">53.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.169.169.169.7.m1.1c\">53.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.169.169.169.7.m1.1d\">53.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.170.170.170.8\"><math alttext=\"53.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.170.170.170.8.m1.1\"><semantics id=\"S3.T1.170.170.170.8.m1.1a\"><mn id=\"S3.T1.170.170.170.8.m1.1.1\" xref=\"S3.T1.170.170.170.8.m1.1.1.cmml\">53.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.170.170.170.8.m1.1b\"><cn id=\"S3.T1.170.170.170.8.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.170.170.170.8.m1.1.1\">53.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.170.170.170.8.m1.1c\">53.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.170.170.170.8.m1.1d\">53.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.171.171.171.9\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T1.171.171.171.9.1\"><math alttext=\"42.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.171.171.171.9.1.m1.1\"><semantics id=\"S3.T1.171.171.171.9.1.m1.1a\"><mn id=\"S3.T1.171.171.171.9.1.m1.1.1\" xref=\"S3.T1.171.171.171.9.1.m1.1.1.cmml\">42.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.171.171.171.9.1.m1.1b\"><cn id=\"S3.T1.171.171.171.9.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.171.171.171.9.1.m1.1.1\">42.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.171.171.171.9.1.m1.1c\">42.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.171.171.171.9.1.m1.1d\">42.4</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.172.172.172.10\"><math alttext=\"31.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.172.172.172.10.m1.1\"><semantics id=\"S3.T1.172.172.172.10.m1.1a\"><mn id=\"S3.T1.172.172.172.10.m1.1.1\" xref=\"S3.T1.172.172.172.10.m1.1.1.cmml\">31.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.172.172.172.10.m1.1b\"><cn id=\"S3.T1.172.172.172.10.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.172.172.172.10.m1.1.1\">31.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.172.172.172.10.m1.1c\">31.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.172.172.172.10.m1.1d\">31.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.173.173.173.11\"><math alttext=\"49.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.173.173.173.11.m1.1\"><semantics id=\"S3.T1.173.173.173.11.m1.1a\"><mn id=\"S3.T1.173.173.173.11.m1.1.1\" xref=\"S3.T1.173.173.173.11.m1.1.1.cmml\">49.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.173.173.173.11.m1.1b\"><cn id=\"S3.T1.173.173.173.11.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.173.173.173.11.m1.1.1\">49.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.173.173.173.11.m1.1c\">49.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.173.173.173.11.m1.1d\">49.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T1.174.174.174.12\"><math alttext=\"54.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T1.174.174.174.12.m1.1\"><semantics id=\"S3.T1.174.174.174.12.m1.1a\"><mn id=\"S3.T1.174.174.174.12.m1.1.1\" xref=\"S3.T1.174.174.174.12.m1.1.1.cmml\">54.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T1.174.174.174.12.m1.1b\"><cn id=\"S3.T1.174.174.174.12.m1.1.1.cmml\" type=\"float\" xref=\"S3.T1.174.174.174.12.m1.1.1\">54.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T1.174.174.174.12.m1.1c\">54.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T1.174.174.174.12.m1.1d\">54.4</annotation></semantics></math></td>\n</tr>\n</tbody>\n</table>", "table_caption": "Table 1: Experimental results (%) of the LLMs on IFEval and FollowBench. In IFEval, \u201c[S]\u201d and \u201c[L]\u2019 denote strict and loose accuracy, \u201cP\u201d and \u201cI\u201d indicate the prompt and instruction level.\nIn FollowBench, L1 (simplest) to L5 (hardest) denote different difficulty levels.\nWe highlight the highest and second-highest scores of open-source LLMs using bold font and underline. \u2020\u2020\\dagger\u2020 and\n* means the results are from\u00a0Sun et\u00a0al. (2024) and \u00a0He et\u00a0al. (2024)."}, {"table_content": "<table class=\"ltx_tabular ltx_centering ltx_guessed_headers ltx_align_middle\" id=\"S3.T2.27\">\n<tbody class=\"ltx_tbody\">\n<tr class=\"ltx_tr\" id=\"S3.T2.27.28.1\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_tt\" id=\"S3.T2.27.28.1.1\">Model</th>\n<td class=\"ltx_td ltx_align_right ltx_border_tt\" id=\"S3.T2.27.28.1.2\">LC WinRate</td>\n<td class=\"ltx_td ltx_align_right ltx_border_tt\" id=\"S3.T2.27.28.1.3\">WinRate</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.3.3\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T2.1.1.1\">GPT-3.5-turbo-0613<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.1.1.1.m1.1\"><semantics id=\"S3.T2.1.1.1.m1.1a\"><mo id=\"S3.T2.1.1.1.m1.1.1\" xref=\"S3.T2.1.1.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.1.1.1.m1.1b\"><ci id=\"S3.T2.1.1.1.m1.1.1.cmml\" xref=\"S3.T2.1.1.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.1.1.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.1.1.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.2.2.2\"><math alttext=\"22.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.2.2.2.m1.1\"><semantics id=\"S3.T2.2.2.2.m1.1a\"><mn id=\"S3.T2.2.2.2.m1.1.1\" xref=\"S3.T2.2.2.2.m1.1.1.cmml\">22.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.2.2.2.m1.1b\"><cn id=\"S3.T2.2.2.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.2.2.2.m1.1.1\">22.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.2.2.2.m1.1c\">22.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.2.2.2.m1.1d\">22.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.3.3.3\"><math alttext=\"14.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.3.3.3.m1.1\"><semantics id=\"S3.T2.3.3.3.m1.1a\"><mn id=\"S3.T2.3.3.3.m1.1.1\" xref=\"S3.T2.3.3.3.m1.1.1.cmml\">14.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.3.3.3.m1.1b\"><cn id=\"S3.T2.3.3.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.3.3.3.m1.1.1\">14.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.3.3.3.m1.1c\">14.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.3.3.3.m1.1d\">14.1</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.6.6\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.4.4.1\">GPT-4-0613<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.4.4.1.m1.1\"><semantics id=\"S3.T2.4.4.1.m1.1a\"><mo id=\"S3.T2.4.4.1.m1.1.1\" xref=\"S3.T2.4.4.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.4.4.1.m1.1b\"><ci id=\"S3.T2.4.4.1.m1.1.1.cmml\" xref=\"S3.T2.4.4.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.4.4.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.4.4.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.5.5.2\"><math alttext=\"30.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.5.5.2.m1.1\"><semantics id=\"S3.T2.5.5.2.m1.1a\"><mn id=\"S3.T2.5.5.2.m1.1.1\" xref=\"S3.T2.5.5.2.m1.1.1.cmml\">30.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.5.5.2.m1.1b\"><cn id=\"S3.T2.5.5.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.5.5.2.m1.1.1\">30.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.5.5.2.m1.1c\">30.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.5.5.2.m1.1d\">30.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.6.6.3\"><math alttext=\"15.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.6.6.3.m1.1\"><semantics id=\"S3.T2.6.6.3.m1.1a\"><mn id=\"S3.T2.6.6.3.m1.1.1\" xref=\"S3.T2.6.6.3.m1.1.1.cmml\">15.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.6.6.3.m1.1b\"><cn id=\"S3.T2.6.6.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.6.6.3.m1.1.1\">15.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.6.6.3.m1.1c\">15.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.6.6.3.m1.1d\">15.8</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.9.9\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T2.7.7.1\">WizardLM-70B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.7.7.1.m1.1\"><semantics id=\"S3.T2.7.7.1.m1.1a\"><mo id=\"S3.T2.7.7.1.m1.1.1\" xref=\"S3.T2.7.7.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.7.7.1.m1.1b\"><ci id=\"S3.T2.7.7.1.m1.1.1.cmml\" xref=\"S3.T2.7.7.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.7.7.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.7.7.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.8.8.2\"><math alttext=\"17.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.8.8.2.m1.1\"><semantics id=\"S3.T2.8.8.2.m1.1a\"><mn id=\"S3.T2.8.8.2.m1.1.1\" xref=\"S3.T2.8.8.2.m1.1.1.cmml\">17.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.8.8.2.m1.1b\"><cn id=\"S3.T2.8.8.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.8.8.2.m1.1.1\">17.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.8.8.2.m1.1c\">17.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.8.8.2.m1.1d\">17.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.9.9.3\"><math alttext=\"14.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.9.9.3.m1.1\"><semantics id=\"S3.T2.9.9.3.m1.1a\"><mn id=\"S3.T2.9.9.3.m1.1.1\" xref=\"S3.T2.9.9.3.m1.1.1.cmml\">14.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.9.9.3.m1.1b\"><cn id=\"S3.T2.9.9.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.9.9.3.m1.1.1\">14.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.9.9.3.m1.1c\">14.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.9.9.3.m1.1d\">14.4</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.12.12\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.10.10.1\">WizardLM-v1.2-13B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.10.10.1.m1.1\"><semantics id=\"S3.T2.10.10.1.m1.1a\"><mo id=\"S3.T2.10.10.1.m1.1.1\" xref=\"S3.T2.10.10.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.10.10.1.m1.1b\"><ci id=\"S3.T2.10.10.1.m1.1.1.cmml\" xref=\"S3.T2.10.10.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.10.10.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.10.10.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.11.11.2\"><math alttext=\"14.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.11.11.2.m1.1\"><semantics id=\"S3.T2.11.11.2.m1.1a\"><mn id=\"S3.T2.11.11.2.m1.1.1\" xref=\"S3.T2.11.11.2.m1.1.1.cmml\">14.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.11.11.2.m1.1b\"><cn id=\"S3.T2.11.11.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.11.11.2.m1.1.1\">14.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.11.11.2.m1.1c\">14.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.11.11.2.m1.1d\">14.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.12.12.3\"><math alttext=\"12.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.12.12.3.m1.1\"><semantics id=\"S3.T2.12.12.3.m1.1a\"><mn id=\"S3.T2.12.12.3.m1.1.1\" xref=\"S3.T2.12.12.3.m1.1.1.cmml\">12.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.12.12.3.m1.1b\"><cn id=\"S3.T2.12.12.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.12.12.3.m1.1.1\">12.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.12.12.3.m1.1c\">12.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.12.12.3.m1.1d\">12.0</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.15.15\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.13.13.1\">Vicuna-v1.5-13B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.13.13.1.m1.1\"><semantics id=\"S3.T2.13.13.1.m1.1a\"><mo id=\"S3.T2.13.13.1.m1.1.1\" xref=\"S3.T2.13.13.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.13.13.1.m1.1b\"><ci id=\"S3.T2.13.13.1.m1.1.1.cmml\" xref=\"S3.T2.13.13.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.13.13.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.13.13.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.14.14.2\"><math alttext=\"10.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.14.14.2.m1.1\"><semantics id=\"S3.T2.14.14.2.m1.1a\"><mn id=\"S3.T2.14.14.2.m1.1.1\" xref=\"S3.T2.14.14.2.m1.1.1.cmml\">10.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.14.14.2.m1.1b\"><cn id=\"S3.T2.14.14.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.14.14.2.m1.1.1\">10.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.14.14.2.m1.1c\">10.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.14.14.2.m1.1d\">10.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.15.15.3\"><math alttext=\"6.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.15.15.3.m1.1\"><semantics id=\"S3.T2.15.15.3.m1.1a\"><mn id=\"S3.T2.15.15.3.m1.1.1\" xref=\"S3.T2.15.15.3.m1.1.1.cmml\">6.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.15.15.3.m1.1b\"><cn id=\"S3.T2.15.15.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.15.15.3.m1.1.1\">6.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.15.15.3.m1.1c\">6.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.15.15.3.m1.1d\">6.7</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.18.18\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T2.16.16.1\">Zephyr-beta-7B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.16.16.1.m1.1\"><semantics id=\"S3.T2.16.16.1.m1.1a\"><mo id=\"S3.T2.16.16.1.m1.1.1\" xref=\"S3.T2.16.16.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.16.16.1.m1.1b\"><ci id=\"S3.T2.16.16.1.m1.1.1.cmml\" xref=\"S3.T2.16.16.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.16.16.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.16.16.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.17.17.2\"><math alttext=\"13.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.17.17.2.m1.1\"><semantics id=\"S3.T2.17.17.2.m1.1a\"><mn id=\"S3.T2.17.17.2.m1.1.1\" xref=\"S3.T2.17.17.2.m1.1.1.cmml\">13.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.17.17.2.m1.1b\"><cn id=\"S3.T2.17.17.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.17.17.2.m1.1.1\">13.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.17.17.2.m1.1c\">13.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.17.17.2.m1.1d\">13.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_t\" id=\"S3.T2.18.18.3\"><math alttext=\"11.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.18.18.3.m1.1\"><semantics id=\"S3.T2.18.18.3.m1.1a\"><mn id=\"S3.T2.18.18.3.m1.1.1\" xref=\"S3.T2.18.18.3.m1.1.1.cmml\">11.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.18.18.3.m1.1b\"><cn id=\"S3.T2.18.18.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.18.18.3.m1.1.1\">11.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.18.18.3.m1.1c\">11.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.18.18.3.m1.1d\">11.0</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.21.21\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.19.19.1\">Conifer<sub class=\"ltx_sub\" id=\"S3.T2.19.19.1.1\">DPO</sub>-7B<math alttext=\"\\dagger\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.19.19.1.m1.1\"><semantics id=\"S3.T2.19.19.1.m1.1a\"><mo id=\"S3.T2.19.19.1.m1.1.1\" xref=\"S3.T2.19.19.1.m1.1.1.cmml\">\u2020</mo><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.19.19.1.m1.1b\"><ci id=\"S3.T2.19.19.1.m1.1.1.cmml\" xref=\"S3.T2.19.19.1.m1.1.1\">\u2020</ci></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.19.19.1.m1.1c\">\\dagger</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.19.19.1.m1.1d\">\u2020</annotation></semantics></math>\n</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.20.20.2\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T2.20.20.2.1\"><math alttext=\"17.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.20.20.2.1.m1.1\"><semantics id=\"S3.T2.20.20.2.1.m1.1a\"><mn id=\"S3.T2.20.20.2.1.m1.1.1\" xref=\"S3.T2.20.20.2.1.m1.1.1.cmml\">17.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.20.20.2.1.m1.1b\"><cn id=\"S3.T2.20.20.2.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.20.20.2.1.m1.1.1\">17.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.20.20.2.1.m1.1c\">17.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.20.20.2.1.m1.1d\">17.1</annotation></semantics></math></span></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.21.21.3\"><span class=\"ltx_text ltx_framed ltx_framed_underline\" id=\"S3.T2.21.21.3.1\"><math alttext=\"11.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.21.21.3.1.m1.1\"><semantics id=\"S3.T2.21.21.3.1.m1.1a\"><mn id=\"S3.T2.21.21.3.1.m1.1.1\" xref=\"S3.T2.21.21.3.1.m1.1.1.cmml\">11.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.21.21.3.1.m1.1b\"><cn id=\"S3.T2.21.21.3.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.21.21.3.1.m1.1.1\">11.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.21.21.3.1.m1.1c\">11.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.21.21.3.1.m1.1d\">11.3</annotation></semantics></math></span></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.23.23\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.23.23.3\">Mistral<sub class=\"ltx_sub\" id=\"S3.T2.23.23.3.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T2.23.23.3.1.1\">Crab</span></sub>\n</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.22.22.1\"><math alttext=\"13.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.22.22.1.m1.1\"><semantics id=\"S3.T2.22.22.1.m1.1a\"><mn id=\"S3.T2.22.22.1.m1.1.1\" xref=\"S3.T2.22.22.1.m1.1.1.cmml\">13.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.22.22.1.m1.1b\"><cn id=\"S3.T2.22.22.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.22.22.1.m1.1.1\">13.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.22.22.1.m1.1c\">13.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.22.22.1.m1.1d\">13.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.23.23.2\"><math alttext=\"7.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.23.23.2.m1.1\"><semantics id=\"S3.T2.23.23.2.m1.1a\"><mn id=\"S3.T2.23.23.2.m1.1.1\" xref=\"S3.T2.23.23.2.m1.1.1.cmml\">7.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.23.23.2.m1.1b\"><cn id=\"S3.T2.23.23.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.23.23.2.m1.1.1\">7.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.23.23.2.m1.1c\">7.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.23.23.2.m1.1d\">7.9</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.25.25\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T2.25.25.3\">Mistral<sub class=\"ltx_sub\" id=\"S3.T2.25.25.3.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T2.25.25.3.1.1\">Crab</span></sub> + DPO</th>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.24.24.1\"><math alttext=\"18.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.24.24.1.m1.1\"><semantics id=\"S3.T2.24.24.1.m1.1a\"><mn id=\"S3.T2.24.24.1.m1.1.1\" xref=\"S3.T2.24.24.1.m1.1.1.cmml\">18.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.24.24.1.m1.1b\"><cn id=\"S3.T2.24.24.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.24.24.1.m1.1.1\">18.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.24.24.1.m1.1c\">18.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.24.24.1.m1.1d\">18.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right\" id=\"S3.T2.25.25.2\"><math alttext=\"17.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.25.25.2.m1.1\"><semantics id=\"S3.T2.25.25.2.m1.1a\"><mn id=\"S3.T2.25.25.2.m1.1.1\" xref=\"S3.T2.25.25.2.m1.1.1.cmml\">17.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.25.25.2.m1.1b\"><cn id=\"S3.T2.25.25.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.25.25.2.m1.1.1\">17.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.25.25.2.m1.1c\">17.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.25.25.2.m1.1d\">17.6</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T2.27.27\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_bb\" id=\"S3.T2.27.27.3\">\u00a0\u00a0\u2003<span class=\"ltx_text ltx_font_typewriter\" id=\"S3.T2.27.27.3.1\">(vs.) Conifer<sub class=\"ltx_sub\" id=\"S3.T2.27.27.3.1.1\">DPO</sub></span>\n</th>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T2.26.26.1\"><math alttext=\"60.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.26.26.1.m1.1\"><semantics id=\"S3.T2.26.26.1.m1.1a\"><mn id=\"S3.T2.26.26.1.m1.1.1\" xref=\"S3.T2.26.26.1.m1.1.1.cmml\">60.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.26.26.1.m1.1b\"><cn id=\"S3.T2.26.26.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.26.26.1.m1.1.1\">60.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.26.26.1.m1.1c\">60.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.26.26.1.m1.1d\">60.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_right ltx_border_bb\" id=\"S3.T2.27.27.2\"><math alttext=\"63.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T2.27.27.2.m1.1\"><semantics id=\"S3.T2.27.27.2.m1.1a\"><mn id=\"S3.T2.27.27.2.m1.1.1\" xref=\"S3.T2.27.27.2.m1.1.1.cmml\">63.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T2.27.27.2.m1.1b\"><cn id=\"S3.T2.27.27.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T2.27.27.2.m1.1.1\">63.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T2.27.27.2.m1.1c\">63.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T2.27.27.2.m1.1d\">63.5</annotation></semantics></math></td>\n</tr>\n</tbody>\n</table>", "table_caption": "Table 2: Winning rate (%) of the investigated LLMs on Alpaca-Eval 2.0\u00a0(Li et\u00a0al., 2023b).\n\u201cLC\u201d denotes length-controlled\u00a0(Dubois et\u00a0al., 2024).\n\u2020\u2020\\dagger\u2020 means the results are sourced from the original leaderboard."}, {"table_content": "<table class=\"ltx_tabular ltx_guessed_headers ltx_align_middle\" id=\"S3.T3.20.20\">\n<thead class=\"ltx_thead\">\n<tr class=\"ltx_tr\" id=\"S3.T3.20.20.21.1\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_th_row ltx_border_tt\" id=\"S3.T3.20.20.21.1.1\" rowspan=\"2\"><span class=\"ltx_text\" id=\"S3.T3.20.20.21.1.1.1\">Model</span></th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" id=\"S3.T3.20.20.21.1.2\">IFEval</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" colspan=\"2\" id=\"S3.T3.20.20.21.1.3\">FollowBench</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" id=\"S3.T3.20.20.21.1.4\" rowspan=\"2\"><span class=\"ltx_text\" id=\"S3.T3.20.20.21.1.4.1\">AVG</span></th>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T3.20.20.22.2\">\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column\" id=\"S3.T3.20.20.22.2.1\">AVG</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.20.20.22.2.2\">L1-L2</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.20.20.22.2.3\">L3-L5</th>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T3.4.4.4\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_th_row ltx_border_t\" id=\"S3.T3.4.4.4.5\">Mistral<sub class=\"ltx_sub\" id=\"S3.T3.4.4.4.5.1\"><span class=\"ltx_text ltx_font_smallcaps\" id=\"S3.T3.4.4.4.5.1.1\">Crab</span></sub>\n</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.1.1.1.1\"><math alttext=\"54.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.1.1.1.1.m1.1\"><semantics id=\"S3.T3.1.1.1.1.m1.1a\"><mn id=\"S3.T3.1.1.1.1.m1.1.1\" xref=\"S3.T3.1.1.1.1.m1.1.1.cmml\">54.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.1.1.1.1.m1.1b\"><cn id=\"S3.T3.1.1.1.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.1.1.1.1.m1.1.1\">54.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.1.1.1.1.m1.1c\">54.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.1.1.1.1.m1.1d\">54.5</annotation></semantics></math></th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.2.2.2.2\"><math alttext=\"59.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.2.2.2.2.m1.1\"><semantics id=\"S3.T3.2.2.2.2.m1.1a\"><mn id=\"S3.T3.2.2.2.2.m1.1.1\" xref=\"S3.T3.2.2.2.2.m1.1.1.cmml\">59.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.2.2.2.2.m1.1b\"><cn id=\"S3.T3.2.2.2.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.2.2.2.2.m1.1.1\">59.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.2.2.2.2.m1.1c\">59.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.2.2.2.2.m1.1d\">59.1</annotation></semantics></math></th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.3.3.3.3\"><math alttext=\"32.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.3.3.3.3.m1.1\"><semantics id=\"S3.T3.3.3.3.3.m1.1a\"><mn id=\"S3.T3.3.3.3.3.m1.1.1\" xref=\"S3.T3.3.3.3.3.m1.1.1.cmml\">32.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.3.3.3.3.m1.1b\"><cn id=\"S3.T3.3.3.3.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.3.3.3.3.m1.1.1\">32.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.3.3.3.3.m1.1c\">32.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.3.3.3.3.m1.1d\">32.8</annotation></semantics></math></th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_t\" id=\"S3.T3.4.4.4.4\"><math alttext=\"48.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.4.4.4.4.m1.1\"><semantics id=\"S3.T3.4.4.4.4.m1.1a\"><mn id=\"S3.T3.4.4.4.4.m1.1.1\" xref=\"S3.T3.4.4.4.4.m1.1.1.cmml\">48.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.4.4.4.4.m1.1b\"><cn id=\"S3.T3.4.4.4.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.4.4.4.4.m1.1.1\">48.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.4.4.4.4.m1.1c\">48.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.4.4.4.4.m1.1d\">48.9</annotation></semantics></math></th>\n</tr>\n</thead>\n<tbody class=\"ltx_tbody\">\n<tr class=\"ltx_tr\" id=\"S3.T3.8.8.8\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_t\" id=\"S3.T3.8.8.8.5\">\u00a0\u00a0\u2003<span class=\"ltx_text ltx_font_typewriter\" id=\"S3.T3.8.8.8.5.1\">(-)</span> <span class=\"ltx_text ltx_font_italic\" id=\"S3.T3.8.8.8.5.2\">Reverse training</span>\n</th>\n<td class=\"ltx_td ltx_align_center ltx_border_t\" id=\"S3.T3.5.5.5.1\"><math alttext=\"52.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.5.5.5.1.m1.1\"><semantics id=\"S3.T3.5.5.5.1.m1.1a\"><mn id=\"S3.T3.5.5.5.1.m1.1.1\" xref=\"S3.T3.5.5.5.1.m1.1.1.cmml\">52.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.5.5.5.1.m1.1b\"><cn id=\"S3.T3.5.5.5.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.5.5.5.1.m1.1.1\">52.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.5.5.5.1.m1.1c\">52.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.5.5.5.1.m1.1d\">52.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_t\" id=\"S3.T3.6.6.6.2\"><math alttext=\"56.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.6.6.6.2.m1.1\"><semantics id=\"S3.T3.6.6.6.2.m1.1a\"><mn id=\"S3.T3.6.6.6.2.m1.1.1\" xref=\"S3.T3.6.6.6.2.m1.1.1.cmml\">56.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.6.6.6.2.m1.1b\"><cn id=\"S3.T3.6.6.6.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.6.6.6.2.m1.1.1\">56.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.6.6.6.2.m1.1c\">56.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.6.6.6.2.m1.1d\">56.2</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_t\" id=\"S3.T3.7.7.7.3\"><math alttext=\"33.5\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.7.7.7.3.m1.1\"><semantics id=\"S3.T3.7.7.7.3.m1.1a\"><mn id=\"S3.T3.7.7.7.3.m1.1.1\" xref=\"S3.T3.7.7.7.3.m1.1.1.cmml\">33.5</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.7.7.7.3.m1.1b\"><cn id=\"S3.T3.7.7.7.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.7.7.7.3.m1.1.1\">33.5</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.7.7.7.3.m1.1c\">33.5</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.7.7.7.3.m1.1d\">33.5</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_t\" id=\"S3.T3.8.8.8.4\"><math alttext=\"47.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.8.8.8.4.m1.1\"><semantics id=\"S3.T3.8.8.8.4.m1.1a\"><mn id=\"S3.T3.8.8.8.4.m1.1.1\" xref=\"S3.T3.8.8.8.4.m1.1.1.cmml\">47.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.8.8.8.4.m1.1b\"><cn id=\"S3.T3.8.8.8.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.8.8.8.4.m1.1.1\">47.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.8.8.8.4.m1.1c\">47.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.8.8.8.4.m1.1d\">47.3</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T3.12.12.12\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T3.12.12.12.5\">\u00a0\u00a0\u2003<span class=\"ltx_text ltx_font_typewriter\" id=\"S3.T3.12.12.12.5.1\">(-)</span> <span class=\"ltx_text ltx_font_italic\" id=\"S3.T3.12.12.12.5.2\">Forward training</span>\n</th>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.9.9.9.1\"><math alttext=\"53.9\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.9.9.9.1.m1.1\"><semantics id=\"S3.T3.9.9.9.1.m1.1a\"><mn id=\"S3.T3.9.9.9.1.m1.1.1\" xref=\"S3.T3.9.9.9.1.m1.1.1.cmml\">53.9</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.9.9.9.1.m1.1b\"><cn id=\"S3.T3.9.9.9.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.9.9.9.1.m1.1.1\">53.9</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.9.9.9.1.m1.1c\">53.9</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.9.9.9.1.m1.1d\">53.9</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.10.10.10.2\"><math alttext=\"57.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.10.10.10.2.m1.1\"><semantics id=\"S3.T3.10.10.10.2.m1.1a\"><mn id=\"S3.T3.10.10.10.2.m1.1.1\" xref=\"S3.T3.10.10.10.2.m1.1.1.cmml\">57.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.10.10.10.2.m1.1b\"><cn id=\"S3.T3.10.10.10.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.10.10.10.2.m1.1.1\">57.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.10.10.10.2.m1.1c\">57.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.10.10.10.2.m1.1d\">57.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.11.11.11.3\"><math alttext=\"32.1\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.11.11.11.3.m1.1\"><semantics id=\"S3.T3.11.11.11.3.m1.1a\"><mn id=\"S3.T3.11.11.11.3.m1.1.1\" xref=\"S3.T3.11.11.11.3.m1.1.1.cmml\">32.1</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.11.11.11.3.m1.1b\"><cn id=\"S3.T3.11.11.11.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.11.11.11.3.m1.1.1\">32.1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.11.11.11.3.m1.1c\">32.1</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.11.11.11.3.m1.1d\">32.1</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.12.12.12.4\"><math alttext=\"48.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.12.12.12.4.m1.1\"><semantics id=\"S3.T3.12.12.12.4.m1.1a\"><mn id=\"S3.T3.12.12.12.4.m1.1.1\" xref=\"S3.T3.12.12.12.4.m1.1.1.cmml\">48.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.12.12.12.4.m1.1b\"><cn id=\"S3.T3.12.12.12.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.12.12.12.4.m1.1.1\">48.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.12.12.12.4.m1.1c\">48.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.12.12.12.4.m1.1d\">48.0</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T3.16.16.16\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row\" id=\"S3.T3.16.16.16.5\">\u00a0\u00a0\u2003<span class=\"ltx_text ltx_font_typewriter\" id=\"S3.T3.16.16.16.5.1\">(-)</span> <span class=\"ltx_text ltx_font_italic\" id=\"S3.T3.16.16.16.5.2\">In-Context Demons</span>\n</th>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.13.13.13.1\"><math alttext=\"53.6\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.13.13.13.1.m1.1\"><semantics id=\"S3.T3.13.13.13.1.m1.1a\"><mn id=\"S3.T3.13.13.13.1.m1.1.1\" xref=\"S3.T3.13.13.13.1.m1.1.1.cmml\">53.6</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.13.13.13.1.m1.1b\"><cn id=\"S3.T3.13.13.13.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.13.13.13.1.m1.1.1\">53.6</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.13.13.13.1.m1.1c\">53.6</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.13.13.13.1.m1.1d\">53.6</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.14.14.14.2\"><math alttext=\"55.8\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.14.14.14.2.m1.1\"><semantics id=\"S3.T3.14.14.14.2.m1.1a\"><mn id=\"S3.T3.14.14.14.2.m1.1.1\" xref=\"S3.T3.14.14.14.2.m1.1.1.cmml\">55.8</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.14.14.14.2.m1.1b\"><cn id=\"S3.T3.14.14.14.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.14.14.14.2.m1.1.1\">55.8</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.14.14.14.2.m1.1c\">55.8</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.14.14.14.2.m1.1d\">55.8</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.15.15.15.3\"><math alttext=\"30.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.15.15.15.3.m1.1\"><semantics id=\"S3.T3.15.15.15.3.m1.1a\"><mn id=\"S3.T3.15.15.15.3.m1.1.1\" xref=\"S3.T3.15.15.15.3.m1.1.1.cmml\">30.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.15.15.15.3.m1.1b\"><cn id=\"S3.T3.15.15.15.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.15.15.15.3.m1.1.1\">30.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.15.15.15.3.m1.1c\">30.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.15.15.15.3.m1.1d\">30.0</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center\" id=\"S3.T3.16.16.16.4\"><math alttext=\"47.0\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.16.16.16.4.m1.1\"><semantics id=\"S3.T3.16.16.16.4.m1.1a\"><mn id=\"S3.T3.16.16.16.4.m1.1.1\" xref=\"S3.T3.16.16.16.4.m1.1.1.cmml\">47.0</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.16.16.16.4.m1.1b\"><cn id=\"S3.T3.16.16.16.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.16.16.16.4.m1.1.1\">47.0</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.16.16.16.4.m1.1c\">47.0</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.16.16.16.4.m1.1d\">47.0</annotation></semantics></math></td>\n</tr>\n<tr class=\"ltx_tr\" id=\"S3.T3.20.20.20\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_row ltx_border_bb ltx_border_t\" id=\"S3.T3.20.20.20.5\">InstBackT<sub class=\"ltx_sub\" id=\"S3.T3.20.20.20.5.1\">SFT</sub>\n</th>\n<td class=\"ltx_td ltx_align_center ltx_border_bb ltx_border_t\" id=\"S3.T3.17.17.17.1\"><math alttext=\"52.7\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.17.17.17.1.m1.1\"><semantics id=\"S3.T3.17.17.17.1.m1.1a\"><mn id=\"S3.T3.17.17.17.1.m1.1.1\" xref=\"S3.T3.17.17.17.1.m1.1.1.cmml\">52.7</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.17.17.17.1.m1.1b\"><cn id=\"S3.T3.17.17.17.1.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.17.17.17.1.m1.1.1\">52.7</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.17.17.17.1.m1.1c\">52.7</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.17.17.17.1.m1.1d\">52.7</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_bb ltx_border_t\" id=\"S3.T3.18.18.18.2\"><math alttext=\"55.4\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.18.18.18.2.m1.1\"><semantics id=\"S3.T3.18.18.18.2.m1.1a\"><mn id=\"S3.T3.18.18.18.2.m1.1.1\" xref=\"S3.T3.18.18.18.2.m1.1.1.cmml\">55.4</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.18.18.18.2.m1.1b\"><cn id=\"S3.T3.18.18.18.2.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.18.18.18.2.m1.1.1\">55.4</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.18.18.18.2.m1.1c\">55.4</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.18.18.18.2.m1.1d\">55.4</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_bb ltx_border_t\" id=\"S3.T3.19.19.19.3\"><math alttext=\"29.3\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.19.19.19.3.m1.1\"><semantics id=\"S3.T3.19.19.19.3.m1.1a\"><mn id=\"S3.T3.19.19.19.3.m1.1.1\" xref=\"S3.T3.19.19.19.3.m1.1.1.cmml\">29.3</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.19.19.19.3.m1.1b\"><cn id=\"S3.T3.19.19.19.3.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.19.19.19.3.m1.1.1\">29.3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.19.19.19.3.m1.1c\">29.3</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.19.19.19.3.m1.1d\">29.3</annotation></semantics></math></td>\n<td class=\"ltx_td ltx_align_center ltx_border_bb ltx_border_t\" id=\"S3.T3.20.20.20.4\"><math alttext=\"46.2\" class=\"ltx_Math\" display=\"inline\" id=\"S3.T3.20.20.20.4.m1.1\"><semantics id=\"S3.T3.20.20.20.4.m1.1a\"><mn id=\"S3.T3.20.20.20.4.m1.1.1\" xref=\"S3.T3.20.20.20.4.m1.1.1.cmml\">46.2</mn><annotation-xml encoding=\"MathML-Content\" id=\"S3.T3.20.20.20.4.m1.1b\"><cn id=\"S3.T3.20.20.20.4.m1.1.1.cmml\" type=\"float\" xref=\"S3.T3.20.20.20.4.m1.1.1\">46.2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"S3.T3.20.20.20.4.m1.1c\">46.2</annotation><annotation encoding=\"application/x-llamapun\" id=\"S3.T3.20.20.20.4.m1.1d\">46.2</annotation></semantics></math></td>\n</tr>\n</tbody>\n</table>", "table_caption": "Table 3: Experimental results (%) of the ablation study. In-Context Demons denotes in-context demonstrations."}, {"table_content": "<table class=\"ltx_tabular ltx_guessed_headers ltx_align_middle\" id=\"A2.T4.1.1\">\n<thead class=\"ltx_thead\">\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.1.1\">\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_border_tt\" id=\"A2.T4.1.1.1.1.1\">Constraint Category</th>\n<th class=\"ltx_td ltx_align_left ltx_th ltx_th_column ltx_border_tt\" id=\"A2.T4.1.1.1.1.2\">Generator</th>\n<th class=\"ltx_td ltx_align_center ltx_th ltx_th_column ltx_border_tt\" id=\"A2.T4.1.1.1.1.3\">Weighted</th>\n</tr>\n</thead>\n<tbody class=\"ltx_tbody\">\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.2.1\">\n<td class=\"ltx_td ltx_align_left ltx_border_t\" id=\"A2.T4.1.1.2.1.1\">Define Circumstances</td>\n<td class=\"ltx_td ltx_align_left ltx_border_t\" id=\"A2.T4.1.1.2.1.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center ltx_border_t\" id=\"A2.T4.1.1.2.1.3\">0.7</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.3.2\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.3.2.1\">Desired Writing Style</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.3.2.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.3.2.3\">0.7</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.4.3\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.4.3.1\">Semantic Elements</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.4.3.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.4.3.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.5.4\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.5.4.1\">Morphological Constraints</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.5.4.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.5.4.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.6.5\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.6.5.1\">Multi-lingual Constraints</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.6.5.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.6.5.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.7.6\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.7.6.1\">Specific Literary Devices</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.7.6.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.7.6.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.8.7\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.8.7.1\">Specific Grammatical Structure</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.8.7.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.8.7.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.9.8\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.9.8.1\">Hierarchical Instructions</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.9.8.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.9.8.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.10.9\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.10.9.1\">Special Output Format</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.10.9.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.10.9.3\">0.8</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.11.10\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.11.10.1\">Paragraphs Constraints</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.11.10.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.11.10.3\">0.7</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.12.11\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.12.11.1\">Specific Sentence</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.12.11.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.12.11.3\">0.7</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.13.12\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.13.12.1\">Keyword Formatting</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.13.12.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.13.12.3\">1.0</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.14.13\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.14.13.1\">Item Listing Details</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.14.13.2\">LLM</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.14.13.3\">1.0</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.15.14\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.15.14.1\">Length Constraint</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.15.14.2\">Python</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.15.14.3\">0.5</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.16.15\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.16.15.1\">Words Per Sentence</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.16.15.2\">Python</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.16.15.3\">0.5</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.17.16\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.17.16.1\">Sentences Per Paragraph</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.17.16.2\">Python</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.17.16.3\">0.3</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.18.17\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.18.17.1\">Characters Per Word</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.18.17.2\">Python</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.18.17.3\">0.3</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.19.18\">\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.19.18.1\">Keyword Constraint</td>\n<td class=\"ltx_td ltx_align_left\" id=\"A2.T4.1.1.19.18.2\">Python</td>\n<td class=\"ltx_td ltx_align_center\" id=\"A2.T4.1.1.19.18.3\">0.5</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A2.T4.1.1.20.19\">\n<td class=\"ltx_td ltx_align_left ltx_border_bb\" id=\"A2.T4.1.1.20.19.1\">Punctuation Limitation</td>\n<td class=\"ltx_td ltx_align_left ltx_border_bb\" id=\"A2.T4.1.1.20.19.2\">Python</td>\n<td class=\"ltx_td ltx_align_center ltx_border_bb\" id=\"A2.T4.1.1.20.19.3\">0.3</td>\n</tr>\n</tbody>\n</table>", "table_caption": "Table 4: Constraint types defined during the back-translation process. \"Weighted\" indicates the sampling probability of each constraint type during combination."}, {"table_content": "<table class=\"ltx_tabular ltx_align_middle\" id=\"A3.T5.7.7\">\n<tbody class=\"ltx_tbody\">\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.8.1\">\n<td class=\"ltx_td ltx_align_justify ltx_border_tt\" id=\"A3.T5.7.7.8.1.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.8.1.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.8.1.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.8.1.1.1.1.1\" style=\"background-color:#FFBFBF;\">Instruction</span></span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.9.2\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.9.2.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.9.2.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.9.2.1.1.1\">What is an easy J Perm PLL algorithm that wouldn\u2019t be too complicated for a beginner at speed solving?</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.10.3\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.10.3.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.10.3.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.10.3.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.10.3.1.1.1.1\" style=\"background-color:#FFBFBF;\">Output</span></span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.11.4\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.11.4.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.11.4.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.11.4.1.1.1\">One easy J Perm PLL algorithm that is not too complicated for a beginner at speed solving is the following:</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.12.5\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.12.5.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.12.5.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.12.5.1.1.1\">R\u2019 U R\u2019 U\u2019 J R U\u2019 R\u2019 U\u2019 J\u2019 U2 R U</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.13.6\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.13.6.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.13.6.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.13.6.1.1.1\">This algorithm only has 10 moves and does not require any complicated finger tricks. Here is a breakdown of the algorithm:</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.14.7\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.14.7.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.14.7.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.14.7.1.1.1\">1. R\u2019 U R\u2019 U\u2019 - This is a common setup move for J Perm PLL algorithms. It sets up the J shape in the corner of the cube.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.15.8\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.15.8.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.15.8.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.15.8.1.1.1\">2. J R U\u2019 R\u2019 U\u2019 - This is the J Perm algorithm itself. It swaps the two adjacent edges and the two adjacent corners in the J shape.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.16.9\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.16.9.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.16.9.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.16.9.1.1.1\">3. J\u2019 U2 R U - This is the inverse of the setup move and completes the PLL algorithm.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.17.10\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.17.10.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.17.10.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.17.10.1.1.1\">Remember to practice this algorithm slowly at first, and then gradually increase your speed. With enough practice, you should be able to execute this algorithm quickly and efficiently.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.18.11\">\n<td class=\"ltx_td ltx_align_justify ltx_border_t\" id=\"A3.T5.7.7.18.11.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.18.11.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.18.11.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.18.11.1.1.1.1\" style=\"background-color:#FFFF00;\">Additional Constraints</span></span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.1.1.1\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.1.1.1.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.1.1.1.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.1.1.1.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.1.1.1.1.1.1.1\">Define Circumstance:</span> What is a simple, <math alttext=\"10\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.1.1.1.1.1.1.m1.1\"><semantics id=\"A3.T5.1.1.1.1.1.1.m1.1a\"><mn id=\"A3.T5.1.1.1.1.1.1.m1.1.1\" xref=\"A3.T5.1.1.1.1.1.1.m1.1.1.cmml\">10</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.1.1.1.1.1.1.m1.1b\"><cn id=\"A3.T5.1.1.1.1.1.1.m1.1.1.cmml\" type=\"integer\" xref=\"A3.T5.1.1.1.1.1.1.m1.1.1\">10</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.1.1.1.1.1.1.m1.1c\">10</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.1.1.1.1.1.1.m1.1d\">10</annotation></semantics></math>-move or fewer J Perm PLL algorithm for speed solving that a beginner can learn and execute efficiently, without requiring advanced finger tricks or complex sequences?</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.2.2.2\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.2.2.2.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.2.2.2.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.2.2.2.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.2.2.2.1.1.1.1\">Length Constraint:</span> Submit an response that contains at least <math alttext=\"160\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.2.2.2.1.1.1.m1.1\"><semantics id=\"A3.T5.2.2.2.1.1.1.m1.1a\"><mn id=\"A3.T5.2.2.2.1.1.1.m1.1.1\" xref=\"A3.T5.2.2.2.1.1.1.m1.1.1.cmml\">160</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.2.2.2.1.1.1.m1.1b\"><cn id=\"A3.T5.2.2.2.1.1.1.m1.1.1.cmml\" type=\"integer\" xref=\"A3.T5.2.2.2.1.1.1.m1.1.1\">160</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.2.2.2.1.1.1.m1.1c\">160</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.2.2.2.1.1.1.m1.1d\">160</annotation></semantics></math> words.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.3.3.3\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.3.3.3.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.3.3.3.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.3.3.3.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.3.3.3.1.1.1.1\">Word Per Sentence:</span> Restrict each sentence to <math alttext=\"25\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.3.3.3.1.1.1.m1.1\"><semantics id=\"A3.T5.3.3.3.1.1.1.m1.1a\"><mn id=\"A3.T5.3.3.3.1.1.1.m1.1.1\" xref=\"A3.T5.3.3.3.1.1.1.m1.1.1.cmml\">25</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.3.3.3.1.1.1.m1.1b\"><cn id=\"A3.T5.3.3.3.1.1.1.m1.1.1.cmml\" type=\"integer\" xref=\"A3.T5.3.3.3.1.1.1.m1.1.1\">25</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.3.3.3.1.1.1.m1.1c\">25</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.3.3.3.1.1.1.m1.1d\">25</annotation></semantics></math> words maximum.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.4.4.4\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.4.4.4.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.4.4.4.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.4.4.4.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.4.4.4.1.1.1.1\">Characters Per Word:</span> Each word in the response must consist of at least <math alttext=\"15\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.4.4.4.1.1.1.m1.1\"><semantics id=\"A3.T5.4.4.4.1.1.1.m1.1a\"><mn id=\"A3.T5.4.4.4.1.1.1.m1.1.1\" xref=\"A3.T5.4.4.4.1.1.1.m1.1.1.cmml\">15</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.4.4.4.1.1.1.m1.1b\"><cn id=\"A3.T5.4.4.4.1.1.1.m1.1.1.cmml\" type=\"integer\" xref=\"A3.T5.4.4.4.1.1.1.m1.1.1\">15</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.4.4.4.1.1.1.m1.1c\">15</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.4.4.4.1.1.1.m1.1d\">15</annotation></semantics></math> characters.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.19.12\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.19.12.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.19.12.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.19.12.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.19.12.1.1.1.1\">Keyword Constraint:</span> In your reply, include the terms c\u0308omplicated finger tricks,\u0308 P\u0308erm PLL,\u0308 P\u0308erm PLL algorithm\u1e97o emphasize the critical components and provide clarity.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.20.13\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.20.13.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.20.13.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.20.13.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.20.13.1.1.1.1\">Punctuation Limitation:</span> Avoid using question marks in your response.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.21.14\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.21.14.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.21.14.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.21.14.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.21.14.1.1.1.1\">Desired Writing Style: </span> The response should be written in a clear and concise manner, with a tone that is informative and helpful, suitable for a beginner in speed solving.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.22.15\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.22.15.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.22.15.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.22.15.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.22.15.1.1.1.1\">Semantic Elements:</span> The main theme of the response should focus on providing a simple J Perm PLL algorithm for beginners, highlighting its ease of use and simplicity.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.23.16\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.23.16.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.23.16.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.23.16.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.23.16.1.1.1.1\">Morphological Constraints:</span> Avoid using overly technical jargon or complex mathematical notation, and refrain from using formatting styles that may confuse the reader.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.24.17\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.24.17.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.24.17.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.24.17.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.24.17.1.1.1.1\">Multi-lingual Constraints: </span>The response should be written in English.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.25.18\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.25.18.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.25.18.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.25.18.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.25.18.1.1.1.1\">Specific Literary Devices:</span> Use a step-by-step breakdown of the algorithm to enhance clarity and facilitate understanding.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.26.19\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.26.19.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.26.19.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.26.19.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.26.19.1.1.1.1\">Specific Grammatical Structure:</span> The response should be written primarily in simple sentences, with occasional use of compound sentences to provide additional explanations.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.27.20\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.27.20.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.27.20.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.27.20.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.27.20.1.1.1.1\">Hierarchical Instructions: </span>The response should prioritize explaining the algorithm, followed by a breakdown of the algorithm, and finally providing practice tips.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.28.21\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.28.21.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.28.21.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.28.21.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.28.21.1.1.1.1\">Paragraphs Constraints: </span>The response should consist of three paragraphs, with a blank line separating each paragraph.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.29.22\">\n<td class=\"ltx_td ltx_align_justify\" id=\"A3.T5.7.7.29.22.1\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.29.22.1.1\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.29.22.1.1.1\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.29.22.1.1.1.1\">Specific Sentence:</span> The response should start with a sentence that introduces the algorithm, and end with a sentence that encourages practice.</span>\n</span>\n</td>\n</tr>\n<tr class=\"ltx_tr\" id=\"A3.T5.7.7.7\">\n<td class=\"ltx_td ltx_align_justify ltx_border_bb\" id=\"A3.T5.7.7.7.3\">\n<span class=\"ltx_inline-block ltx_align_top\" id=\"A3.T5.7.7.7.3.3\">\n<span class=\"ltx_p\" id=\"A3.T5.7.7.7.3.3.3\"><span class=\"ltx_text ltx_font_bold\" id=\"A3.T5.7.7.7.3.3.3.1\">Item Listing Details: </span>The breakdown of the algorithm should use numbers (<math alttext=\"1\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.5.5.5.1.1.1.m1.1\"><semantics id=\"A3.T5.5.5.5.1.1.1.m1.1a\"><mn id=\"A3.T5.5.5.5.1.1.1.m1.1.1\" xref=\"A3.T5.5.5.5.1.1.1.m1.1.1.cmml\">1</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.5.5.5.1.1.1.m1.1b\"><cn id=\"A3.T5.5.5.5.1.1.1.m1.1.1.cmml\" type=\"integer\" xref=\"A3.T5.5.5.5.1.1.1.m1.1.1\">1</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.5.5.5.1.1.1.m1.1c\">1</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.5.5.5.1.1.1.m1.1d\">1</annotation></semantics></math>., <math alttext=\"2\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.6.6.6.2.2.2.m2.1\"><semantics id=\"A3.T5.6.6.6.2.2.2.m2.1a\"><mn id=\"A3.T5.6.6.6.2.2.2.m2.1.1\" xref=\"A3.T5.6.6.6.2.2.2.m2.1.1.cmml\">2</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.6.6.6.2.2.2.m2.1b\"><cn id=\"A3.T5.6.6.6.2.2.2.m2.1.1.cmml\" type=\"integer\" xref=\"A3.T5.6.6.6.2.2.2.m2.1.1\">2</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.6.6.6.2.2.2.m2.1c\">2</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.6.6.6.2.2.2.m2.1d\">2</annotation></semantics></math>., <math alttext=\"3\" class=\"ltx_Math\" display=\"inline\" id=\"A3.T5.7.7.7.3.3.3.m3.1\"><semantics id=\"A3.T5.7.7.7.3.3.3.m3.1a\"><mn id=\"A3.T5.7.7.7.3.3.3.m3.1.1\" xref=\"A3.T5.7.7.7.3.3.3.m3.1.1.cmml\">3</mn><annotation-xml encoding=\"MathML-Content\" id=\"A3.T5.7.7.7.3.3.3.m3.1b\"><cn id=\"A3.T5.7.7.7.3.3.3.m3.1.1.cmml\" type=\"integer\" xref=\"A3.T5.7.7.7.3.3.3.m3.1.1\">3</cn></annotation-xml><annotation encoding=\"application/x-tex\" id=\"A3.T5.7.7.7.3.3.3.m3.1c\">3</annotation><annotation encoding=\"application/x-llamapun\" id=\"A3.T5.7.7.7.3.3.3.m3.1d\">3</annotation></semantics></math>., etc.) to list the steps, with a hyphen and a space before each step description.</span>\n</span>\n</td>\n</tr>\n</tbody>\n</table>", "table_caption": "Table 5: An example from OpenAssistant of Crab after constraint back-translation and before combination."}]