example_id,setting_id,benchmark_id,slice_id,run_id,model,domain,problem_id,source_problem_id,baseline_correct,single_correct,per_correct,broadcast_correct,oracle_label,any_protocol_solved
omnimath2__competition_math_4181__gpt_oss_120b::379a0981a2a7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1,omni2_1,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5ad80c8eb374,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_10,omni2_10,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::756932bcc9d3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_100,omni2_100,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::7b11cc1cb7ca,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1000,omni2_1000,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::68c1c376a166,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1001,omni2_1001,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a4b6080f9376,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1002,omni2_1002,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::359e2162de2d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1003,omni2_1003,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0022f581b98a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1004,omni2_1004,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::4b6deb2a2ac1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1005,omni2_1005,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::5b586732826b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1006,omni2_1006,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7af01d531705,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1007,omni2_1007,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e7c206d7e425,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1008,omni2_1008,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::237e23a6a1ce,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1009,omni2_1009,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6998fd27634c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_101,omni2_101,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::7b25edc9f91b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1010,omni2_1010,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::abb541416433,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1011,omni2_1011,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::98a8d79ff25f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1012,omni2_1012,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::138d7cb02dac,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1013,omni2_1013,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::3c7411983e45,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1014,omni2_1014,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::23a636b52358,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1015,omni2_1015,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7159b5cc10c0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1016,omni2_1016,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::be8bafec614b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1017,omni2_1017,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::1ad8653f986b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1018,omni2_1018,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c45a90d344fa,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1019,omni2_1019,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::7f4dc9bd466b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_102,omni2_102,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6c6c7168ab0a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1020,omni2_1020,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::badc61ecfc5a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1021,omni2_1021,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::71273844a66b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1022,omni2_1022,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::72eee1248c33,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1023,omni2_1023,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::44be804d281d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1024,omni2_1024,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::725da09d5c40,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1025,omni2_1025,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::912b321882d5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1026,omni2_1026,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::04d6a88004bd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1027,omni2_1027,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::408f68437541,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1028,omni2_1028,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::3447bbc9ddd5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1029,omni2_1029,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::790a90a8d94a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_103,omni2_103,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::aeb6fa5ad5b6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1030,omni2_1030,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::eb9aa56bc5c8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1031,omni2_1031,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::7bb7b45c7177,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1032,omni2_1032,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3742fd40f34e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1033,omni2_1033,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0dd889b328fc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1034,omni2_1034,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::146f45aedf8c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1035,omni2_1035,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::650279b6c6ae,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1036,omni2_1036,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::204a40d02588,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1037,omni2_1037,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::bd6cdf8b2896,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1038,omni2_1038,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::3d96177cf5b5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1039,omni2_1039,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::97c9cea3439f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_104,omni2_104,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::05c6384e3de9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1040,omni2_1040,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::267b98a29d52,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1041,omni2_1041,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b54072116476,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1042,omni2_1042,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::705ff0586325,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1043,omni2_1043,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5f4cb072cb22,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1044,omni2_1044,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::16692e4a6b4d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1045,omni2_1045,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::94ca96f652d9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1046,omni2_1046,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::39c92f61659a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1047,omni2_1047,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::09068fedecdc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1048,omni2_1048,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::5a01b0ba901c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1049,omni2_1049,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d4de01bdc696,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_105,omni2_105,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::9658e3cd219d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1050,omni2_1050,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6280f0a356af,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1051,omni2_1051,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::177157ea25a0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1052,omni2_1052,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b043bcfb283d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1053,omni2_1053,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::4123c609d202,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1054,omni2_1054,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::03b035a043d1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1055,omni2_1055,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::67a5f7f9366a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1056,omni2_1056,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e82a13c0f47d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1057,omni2_1057,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2762845f8a25,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1058,omni2_1058,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::7fd7df6c89d7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1059,omni2_1059,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::0b3a8996b811,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_106,omni2_106,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::60cb0bc54043,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1060,omni2_1060,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::58e89ec32d49,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1061,omni2_1061,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d2782c08727e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1062,omni2_1062,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::0661c694ae0c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1128,omni2_1128,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::55c0337c9c09,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1129,omni2_1129,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0a053d9c62e9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_113,omni2_113,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::ac335f13a6c5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1130,omni2_1130,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::eeaaac650fd5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1131,omni2_1131,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d72939df63d9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1132,omni2_1132,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::f1c3b32e03a8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1134,omni2_1134,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9d8d3b3074e4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1136,omni2_1136,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::05551ec5223f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1137,omni2_1137,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::fae6d29f9dfd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1138,omni2_1138,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::2256ecb70458,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1141,omni2_1141,0,0,0,1,broadcast,1
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omnimath2__competition_math_4181__gpt_oss_120b::4d3e2ae1d2fe,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1146,omni2_1146,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::91fa49995371,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1159,omni2_1159,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::97e239ddc89b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1166,omni2_1166,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::970c8e689221,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1195,omni2_1195,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::81b1090d4540,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1196,omni2_1196,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::dc2121fcd434,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1198,omni2_1198,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::fc81f70f466b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1199,omni2_1199,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f6224759bafe,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_120,omni2_120,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::3cf35b90da99,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1203,omni2_1203,0,1,0,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::aa2fa857fcd3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1260,omni2_1260,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d6ecbebca4db,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1261,omni2_1261,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::e79cdccb9910,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1262,omni2_1262,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b6132034a433,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1263,omni2_1263,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::07ced3c1c205,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1264,omni2_1264,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::d38e00906392,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1265,omni2_1265,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7713882846b1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1266,omni2_1266,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::f260136f4787,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1269,omni2_1269,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9e96d8c91262,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_127,omni2_127,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::2c9556423d81,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1270,omni2_1270,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::718152b432fd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1274,omni2_1274,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::954b6122f8e9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1275,omni2_1275,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::de5911c33aff,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1279,omni2_1279,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::afc3a329fad7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_128,omni2_128,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::ad168170d875,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1281,omni2_1281,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f724ca3289d3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1282,omni2_1282,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::c6535c23b0f3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1283,omni2_1283,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::2e2440c072b7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1288,omni2_1288,0,0,0,1,broadcast,1
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omnimath2__competition_math_4181__gpt_oss_120b::37a14852eb1d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_129,omni2_129,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::d08709ff2e00,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1309,omni2_1309,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::252f5929fcef,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1323,omni2_1323,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ee5bdeda6de6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1324,omni2_1324,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::4675a624444f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1327,omni2_1327,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::bc95a4049817,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1328,omni2_1328,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::7623fa94c257,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1329,omni2_1329,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::581500a5a729,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1330,omni2_1330,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::909485f4d16c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1332,omni2_1332,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::1fcbe4dbb020,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1334,omni2_1334,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::b5fb8016f01b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1335,omni2_1335,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0a77bcd12606,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1336,omni2_1336,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::dbc271cee704,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1337,omni2_1337,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::7f366bc76451,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1346,omni2_1346,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dc93bcdc0547,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1347,omni2_1347,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::1bb6461b830b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1349,omni2_1349,0,0,0,1,broadcast,1
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omnimath2__competition_math_4181__gpt_oss_120b::d82da8858ad3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1351,omni2_1351,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::d4aaf585283d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1353,omni2_1353,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::6d45eb4f9525,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1354,omni2_1354,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::41a70f755cda,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1393,omni2_1393,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::a46c081f8b8b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1458,omni2_1458,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::389a79d36333,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1459,omni2_1459,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::37cd9906ef48,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_146,omni2_146,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::b7c6127d438d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1460,omni2_1460,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d814e904ed74,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1461,omni2_1461,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::741618407c9d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1462,omni2_1462,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::1a97bc02f1de,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1463,omni2_1463,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a6d430042132,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1464,omni2_1464,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a0865af88821,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1465,omni2_1465,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::966ee051edc3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1466,omni2_1466,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::e75a8e1fd3a1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1467,omni2_1467,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::24c49290d739,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1468,omni2_1468,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::f8d6d4ff6d21,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1478,omni2_1478,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::b9054f480530,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1480,omni2_1480,0,0,1,0,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::73630a6e278c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1486,omni2_1486,0,0,0,1,broadcast,1
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omnimath2__competition_math_4181__gpt_oss_120b::9945593cb907,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1591,omni2_1591,1,1,0,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9d85b21319bc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1592,omni2_1592,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::d2cea062f814,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1593,omni2_1593,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::40d23378ff5b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1594,omni2_1594,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::807d0664dc88,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1595,omni2_1595,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5cea962a9d84,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1596,omni2_1596,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::2e6bf170c9b5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1597,omni2_1597,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::1e67ee27a8ff,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1598,omni2_1598,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::d9191a2dbb63,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1599,omni2_1599,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::89c36a79512c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_160,omni2_160,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::7b6455ced1c0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1600,omni2_1600,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b467520cf617,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1601,omni2_1601,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ff53b351ab53,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1602,omni2_1602,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::606b627b69a9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1603,omni2_1603,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::0249a5ebbea5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1604,omni2_1604,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::81e786d1701d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1605,omni2_1605,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::363be1e8efa6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1606,omni2_1606,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::b0aa5f36047d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1607,omni2_1607,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::dd70fc1b8178,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1608,omni2_1608,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cabffa87a859,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1609,omni2_1609,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::32110d3f37c7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_161,omni2_161,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::63bd6bdfa670,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1610,omni2_1610,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e7cc29390ffb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1611,omni2_1611,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::52c270d6a79a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1613,omni2_1613,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::51aaadca3d89,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1614,omni2_1614,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f2a85257201a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1615,omni2_1615,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::be3f754d77fc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1616,omni2_1616,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1b1b107ae12e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1617,omni2_1617,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::a54527b1d95a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1618,omni2_1618,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b451550b3720,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1619,omni2_1619,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3b31bd51984e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_162,omni2_162,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::a3b8d3092f07,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1620,omni2_1620,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d12a61cb9841,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1621,omni2_1621,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::810f7f436cbb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1622,omni2_1622,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::665eaf2e2fff,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1623,omni2_1623,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::4336a29b4b6a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1624,omni2_1624,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::de59438418a2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1625,omni2_1625,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::928fa08caea0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1626,omni2_1626,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f9ced7dac0a3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1627,omni2_1627,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::730ad4beebb2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1629,omni2_1629,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d6ec60959d60,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_163,omni2_163,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::03ee928fb74f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1630,omni2_1630,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::e570e58dd99e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1632,omni2_1632,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::f8711ced7cdc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1633,omni2_1633,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::0ee226ffa56f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1634,omni2_1634,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5e382ad2e323,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1635,omni2_1635,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::be456bdd15c3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1636,omni2_1636,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::b61b53753513,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1638,omni2_1638,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::108d602f4198,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1639,omni2_1639,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::f3b20a0d69f9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1640,omni2_1640,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::d7dea3886a24,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1641,omni2_1641,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5e0ef0670b39,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1642,omni2_1642,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::10724906fd57,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1643,omni2_1643,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::dea52ce755e7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1644,omni2_1644,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::27154e6b8191,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1645,omni2_1645,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::cd373fe1f882,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1646,omni2_1646,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::36237c342f87,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1650,omni2_1650,0,1,0,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::6d31f09bb74b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1658,omni2_1658,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::db37d43501e5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1659,omni2_1659,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::558e78efee13,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_166,omni2_166,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7be5ac09cb1c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1660,omni2_1660,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::9a649d921161,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1661,omni2_1661,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::252cb963e2b9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1662,omni2_1662,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b00542b12f26,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1663,omni2_1663,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::7af68b676652,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1664,omni2_1664,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8307ff5a592e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1665,omni2_1665,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::4b3e6fb643f4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1666,omni2_1666,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::1a2baf29cbfa,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1667,omni2_1667,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::09399c321df9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1669,omni2_1669,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9278f880e430,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_167,omni2_167,0,1,0,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::1d0e4e8b5081,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1681,omni2_1681,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::c157c68213df,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1683,omni2_1683,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::aee64fb87fcc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1684,omni2_1684,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::0ff394644d72,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1685,omni2_1685,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::047bab2de97d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1687,omni2_1687,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6be96c23e976,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1688,omni2_1688,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::7c4ca546a18d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1694,omni2_1694,1,0,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ca390cb304e6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1697,omni2_1697,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::68b15d37666e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1698,omni2_1698,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::0d62017203af,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1703,omni2_1703,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::6ce501b66c1b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1724,omni2_1724,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::2dbb021d372f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1725,omni2_1725,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::6289828b596f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1727,omni2_1727,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6f2f0565d36c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1728,omni2_1728,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::116aa00a0ad9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1729,omni2_1729,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::27a7c68d3fdf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_173,omni2_173,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::22e752c38461,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1730,omni2_1730,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::ec89e35a2996,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1731,omni2_1731,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::65d33a0e74b4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1732,omni2_1732,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b4a309b8e8da,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1733,omni2_1733,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0bb3efae28f3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1734,omni2_1734,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::9b72aff572a7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1735,omni2_1735,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::be69d882aa09,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1736,omni2_1736,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::941dcfcd6830,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1737,omni2_1737,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::5114c597fcd7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1738,omni2_1738,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::efdeef930a4b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1739,omni2_1739,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d9ead6abc90e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_174,omni2_174,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::079595f57840,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1740,omni2_1740,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ea1d03901da6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1741,omni2_1741,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::82bf98781351,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1742,omni2_1742,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2ddb702e7822,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1743,omni2_1743,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e459a925f1c0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1745,omni2_1745,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::03bf0b274494,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1746,omni2_1746,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::d3ff44180f81,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1747,omni2_1747,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::c5260dc8e5c7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1748,omni2_1748,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::fa48f99116c3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1749,omni2_1749,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::8a1afe36adcf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_175,omni2_175,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::201902feb43b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1750,omni2_1750,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3d3dfe02481a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1751,omni2_1751,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2cf30ec781c0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1752,omni2_1752,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d9aee6c94ddf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1753,omni2_1753,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cb438db3cd32,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1754,omni2_1754,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::300750684dbe,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1755,omni2_1755,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::fb631ab9402e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1756,omni2_1756,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5e5692d48de5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1757,omni2_1757,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::7a7889993b15,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1759,omni2_1759,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3c2375d27646,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1760,omni2_1760,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::b10029175aad,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1762,omni2_1762,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::929ed4fd3d4b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1763,omni2_1763,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::12e98944363b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1764,omni2_1764,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::b6c95029ad21,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1765,omni2_1765,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::bd3b8667f0ee,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1766,omni2_1766,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::7c53484643eb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1768,omni2_1768,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::835d14919787,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1769,omni2_1769,1,1,0,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::4e378960986f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1775,omni2_1775,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3b19b6d23129,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1782,omni2_1782,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::2a24a10b3014,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1790,omni2_1790,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d84c8520d4d8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1791,omni2_1791,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::681d717ad0b2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1792,omni2_1792,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::600de5f0bdfe,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1793,omni2_1793,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::9da276e676d9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1794,omni2_1794,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::573e020d15bb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1795,omni2_1795,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6332fb06d936,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1797,omni2_1797,0,1,1,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::1766e4e98fd7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1798,omni2_1798,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ccc0e0a17f30,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1799,omni2_1799,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::91a2c824db2e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_18,omni2_18,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::f38a9374ce2a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_180,omni2_180,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::365a7cacce67,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1800,omni2_1800,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f94694629075,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1801,omni2_1801,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::466338818afd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1802,omni2_1802,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c7c0f5ab429b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1803,omni2_1803,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a0e1cf728a9e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1804,omni2_1804,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c63fce7beee2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1805,omni2_1805,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6f50feff0110,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1806,omni2_1806,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::20d0101dfe08,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1807,omni2_1807,1,0,0,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::99ed78c6f07e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1808,omni2_1808,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6c3471430cf8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1809,omni2_1809,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9d36d1012d2e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_181,omni2_181,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::985625037f06,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1810,omni2_1810,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b5d8f330897c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1811,omni2_1811,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::550297018d76,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1812,omni2_1812,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::895890161a4d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1813,omni2_1813,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7ea929bb4e1f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1814,omni2_1814,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::3c474701173c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1815,omni2_1815,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::97d513f47707,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1816,omni2_1816,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::f5f75c6156af,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1817,omni2_1817,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::5f7214ce3886,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1818,omni2_1818,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::af8d2f0b5d3c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1819,omni2_1819,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0c13255bb878,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_182,omni2_182,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::dad01b59dbab,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1820,omni2_1820,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::8dd94d7d686e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1821,omni2_1821,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::861480027ddd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1822,omni2_1822,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1a13a9d46daf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1823,omni2_1823,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::534554ab4f18,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1824,omni2_1824,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::83b256060548,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1825,omni2_1825,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::87cd051f8d5b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1826,omni2_1826,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e2aa13ccb6c6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1827,omni2_1827,0,1,1,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::926a8afcafd7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1828,omni2_1828,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7ae4dfd9d7d9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1829,omni2_1829,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dbdcf487a8e5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_183,omni2_183,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::89d132bd8231,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1830,omni2_1830,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::66d059eb5866,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1831,omni2_1831,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9f51aa3f584b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1832,omni2_1832,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::075e34f28ff9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1833,omni2_1833,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::8f62e19bffcd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1834,omni2_1834,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8fece6473bd8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1835,omni2_1835,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6f52cb3987c6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1836,omni2_1836,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::02a0155af0b5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1837,omni2_1837,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::409c577bbbc9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1838,omni2_1838,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3f3709adf8f4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1839,omni2_1839,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::7369b561157b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_184,omni2_184,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::40c1c12630a6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1840,omni2_1840,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5d73d6f96f3d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1841,omni2_1841,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5eca52760d25,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1842,omni2_1842,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::db80d12c879d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1843,omni2_1843,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::bef090194fb7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1844,omni2_1844,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::10d498ee4c07,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1845,omni2_1845,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3f97ae112375,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1846,omni2_1846,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::85866eade6e8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1847,omni2_1847,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dcd909aba8e9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1848,omni2_1848,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8a70261db723,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1849,omni2_1849,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::445fed960b62,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_185,omni2_185,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::82e9110a3741,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1850,omni2_1850,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::db5c34d5dc63,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1851,omni2_1851,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::f2f9f8929912,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1852,omni2_1852,1,0,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::5ab9fe3a831d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1855,omni2_1855,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::f4439ed11889,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1856,omni2_1856,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::b49398e5352e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1857,omni2_1857,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::00e1a78366de,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1858,omni2_1858,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0d606673c57b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_186,omni2_186,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::739820fc22c7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1860,omni2_1860,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::bf87f287148a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1861,omni2_1861,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::53b04b8bccba,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1862,omni2_1862,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::439df205b1f1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1863,omni2_1863,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3a990fa3ce5b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1865,omni2_1865,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::686f24feb27d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1866,omni2_1866,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::0f8e4935e626,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1868,omni2_1868,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::181d03f74f98,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_187,omni2_187,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::655fb9405b48,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1870,omni2_1870,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::27ce3a458e91,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1871,omni2_1871,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c1fdcedbc3e2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1872,omni2_1872,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::e1877808ce72,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1873,omni2_1873,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::f4ea4d5e62be,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1874,omni2_1874,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3dd49742129c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1876,omni2_1876,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3466a0a11d5a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1877,omni2_1877,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::763abf302573,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1878,omni2_1878,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::221f8ece2678,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1879,omni2_1879,1,0,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::50804a42362c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_188,omni2_188,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::65e1bf0f2f56,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1880,omni2_1880,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::d52723a9a047,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1881,omni2_1881,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::a11fff0bed3f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1883,omni2_1883,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::111f8f817a6a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1884,omni2_1884,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::fca3549a34ef,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1885,omni2_1885,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::3b20a797468a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1887,omni2_1887,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::66bee6c5f498,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1888,omni2_1888,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9c1e62681b31,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1890,omni2_1890,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::e6e73d1e1f1d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1892,omni2_1892,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::dbcd89b8f43e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1896,omni2_1896,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::1507bd973fe1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1906,omni2_1906,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::cfd19bb5caad,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1908,omni2_1908,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::870337392dfb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1910,omni2_1910,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::5ad5914aed41,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_1921,omni2_1921,0,0,1,0,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::bfe58211ebba,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2123,omni2_2123,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dc22076d418a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2124,omni2_2124,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9ebf7cabc352,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2125,omni2_2125,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a091f1bea90c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2126,omni2_2126,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6948fa77111b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2127,omni2_2127,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::421664fac567,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2128,omni2_2128,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d0c1de404054,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2129,omni2_2129,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::8c4d0d874c13,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_213,omni2_213,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::9265027ba0ac,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2130,omni2_2130,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::62755620e39b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2132,omni2_2132,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b334c052567c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2133,omni2_2133,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b5f058581f6e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2134,omni2_2134,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::fa995f3f19c3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2136,omni2_2136,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::4e6c25fa94cc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2139,omni2_2139,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::cae30707b0b1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_214,omni2_214,1,1,0,0,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::21c107fa0373,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2146,omni2_2146,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9f5bee318612,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2147,omni2_2147,0,0,0,0,none,0
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omnimath2__competition_math_4181__gpt_oss_120b::6ddcb76685a4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2151,omni2_2151,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::a7001333ad16,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2152,omni2_2152,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3ad044af09b6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2154,omni2_2154,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::13d4d683cbd1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2155,omni2_2155,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::98de619837a2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2159,omni2_2159,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::b6422255ae58,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2319,omni2_2319,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::d42907bdff68,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2322,omni2_2322,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::0ae027c21c28,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2382,omni2_2382,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c5ea0a712bec,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2383,omni2_2383,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::ba1e71bda3b6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2384,omni2_2384,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::501efd3b6157,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2385,omni2_2385,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::56a2a648deeb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2387,omni2_2387,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cd58d085c31e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2388,omni2_2388,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2410177ed948,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2389,omni2_2389,0,1,0,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::00a41d0b5269,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2390,omni2_2390,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::c0da864fc1a3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2391,omni2_2391,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::eaca11e2b399,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2392,omni2_2392,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::bd9af54c8a6f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2393,omni2_2393,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::9bf669a4575f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2394,omni2_2394,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::63862778a84d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2395,omni2_2395,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::19a47d2742c7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2396,omni2_2396,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::624848d7a7ff,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2398,omni2_2398,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9eceb35951c7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_24,omni2_24,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::04c416e03b2f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2400,omni2_2400,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3210b42fc4a7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2401,omni2_2401,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::757754cf01a9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2402,omni2_2402,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::35ce3e9d31c1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2404,omni2_2404,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::a1a1df697555,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_241,omni2_241,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::eec928ffc288,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2413,omni2_2413,0,1,0,0,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::d9cd1fbfa832,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2418,omni2_2418,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::413861024612,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2419,omni2_2419,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::055eb6be017e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2422,omni2_2422,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::10d18157a1d3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2448,omni2_2448,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::4c50d0626a16,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2449,omni2_2449,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a8e97121a886,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_245,omni2_245,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::4eda721e5d8c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2450,omni2_2450,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::83f820f12d10,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2451,omni2_2451,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::fc5160962380,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2452,omni2_2452,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::c551904bc53a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2453,omni2_2453,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::438e17351bf6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2456,omni2_2456,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::5b89443f07fc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2458,omni2_2458,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::002d0566032b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2459,omni2_2459,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ee6c65fc2116,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2462,omni2_2462,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::32beedfe6da5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2463,omni2_2463,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::c30be43d6c78,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2467,omni2_2467,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::62eff18b5fcb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_247,omni2_247,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::da675ee2c461,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2470,omni2_2470,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9ee7e1c11a9c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2476,omni2_2476,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::f330a241cd2d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2514,omni2_2514,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::172dd6fb7ab4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2516,omni2_2516,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::0ba0a4021009,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2518,omni2_2518,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::a9937d0b4b50,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2519,omni2_2519,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3b0267a05a32,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_252,omni2_252,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::e3a35812af75,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2520,omni2_2520,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::a5dfe1428bae,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2521,omni2_2521,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e94f849b8d05,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2522,omni2_2522,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::926c25e9774b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2523,omni2_2523,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::00bb058e0084,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2524,omni2_2524,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::48bb83588693,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2525,omni2_2525,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::380f7f3be4be,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2526,omni2_2526,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::7ca6bd39ed40,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2527,omni2_2527,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c9c79900fa69,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2528,omni2_2528,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9b461353ada7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_253,omni2_253,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6b3ed9181581,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2530,omni2_2530,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9a10dd5e9a98,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2532,omni2_2532,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dde703e46686,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2533,omni2_2533,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8197bb2dd3c0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2534,omni2_2534,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::3adcc4d12267,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2535,omni2_2535,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c7ca8ffa6ffe,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2536,omni2_2536,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::410d2a578b84,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2537,omni2_2537,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f0c91971806c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2538,omni2_2538,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::487932c0c400,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2539,omni2_2539,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::5b95d7a1867e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_254,omni2_254,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::38ca8b61bcc8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2543,omni2_2543,0,1,1,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::2d5fa9efc9e1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2544,omni2_2544,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2045f30601e5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2545,omni2_2545,0,1,0,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::800c0dde1964,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2546,omni2_2546,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::efcff2115864,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2550,omni2_2550,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::4f364c505e6b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2553,omni2_2553,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::0a2b3c392083,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2555,omni2_2555,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::cdc5b0001c20,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2556,omni2_2556,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::03ac0d219f98,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2557,omni2_2557,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::200b67184d7f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2559,omni2_2559,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ec73969a29f3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2560,omni2_2560,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::64d77323c8bb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2562,omni2_2562,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::d3447b396b0f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2563,omni2_2563,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::b7b6ff56693b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2565,omni2_2565,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::01a941d7d3b1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2566,omni2_2566,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::cc9d182611ce,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2655,omni2_2655,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::8ff5cefa9cb0,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2656,omni2_2656,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c4bc39b21150,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2657,omni2_2657,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3e78347040bf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2658,omni2_2658,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::804af6a7a663,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2659,omni2_2659,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::5dc0b5b58da2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_266,omni2_266,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::c1e74a033f1f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2660,omni2_2660,0,1,1,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::2dbafd81dbc2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2661,omni2_2661,0,1,1,0,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::e85c57355b9d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2662,omni2_2662,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5c0b04d2ffa5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2663,omni2_2663,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::88eb92a4044b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2664,omni2_2664,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::308f528b4e9d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2665,omni2_2665,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d1254fc9ede7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2666,omni2_2666,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::3d54e8f93312,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2667,omni2_2667,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9521eb3e846b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2668,omni2_2668,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9f8ae5f5339b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2669,omni2_2669,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::4300bd622750,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_267,omni2_267,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ff75c31bd50e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2672,omni2_2672,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::24e23c169f9e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2675,omni2_2675,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::12ac63589dee,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2677,omni2_2677,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::18d4a0978766,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2678,omni2_2678,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::05ec9c492b64,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2679,omni2_2679,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::759f046ba498,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2681,omni2_2681,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::4487c676a834,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2682,omni2_2682,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::44de070355d7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2683,omni2_2683,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::808e931daf77,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2684,omni2_2684,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::cee2e5c4fc4c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2686,omni2_2686,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::8fbf63a0c8b7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_269,omni2_269,0,0,1,0,per,1
omnimath2__competition_math_4181__gpt_oss_120b::52b57728e6e1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2690,omni2_2690,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::fc6676d63515,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2697,omni2_2697,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::35828613b176,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2708,omni2_2708,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::1390ad899891,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2719,omni2_2719,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b13494e7128a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_272,omni2_272,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::20d75b7c7500,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2720,omni2_2720,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d63c95a2163e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2721,omni2_2721,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c1648724bfad,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2722,omni2_2722,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a0976e543f5e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2723,omni2_2723,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::a952d9179db2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2724,omni2_2724,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::53c603e6c578,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2725,omni2_2725,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ab0418ea846e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2726,omni2_2726,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::65cddd80b775,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2727,omni2_2727,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f29347cbd5d9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2728,omni2_2728,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5911847552e1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2729,omni2_2729,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::de042e597fb7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_273,omni2_273,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::3471a803491d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2730,omni2_2730,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a4337abd447e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2731,omni2_2731,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::807a0250c5c9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2732,omni2_2732,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::433e31afd899,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2733,omni2_2733,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::22a4a5c82dd5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2734,omni2_2734,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::044b4f434d74,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2735,omni2_2735,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c4dd7aebbbc7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2736,omni2_2736,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0d2b03de259d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2737,omni2_2737,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::198b5967d193,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2738,omni2_2738,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c80f6302f50b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2739,omni2_2739,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::84f7a041627e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_274,omni2_274,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1dbe12d642ac,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2740,omni2_2740,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::70e07de34faa,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2741,omni2_2741,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f82343df7047,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2742,omni2_2742,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c5e3e2f4a4af,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2743,omni2_2743,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0109f8cef2a4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2744,omni2_2744,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ecbe8c85962a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2745,omni2_2745,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cad77063df21,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2746,omni2_2746,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e5fdc8b52ca9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2747,omni2_2747,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::278a7bf18860,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2748,omni2_2748,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0171b6f334c1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2749,omni2_2749,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::202e2144e953,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_275,omni2_275,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::0c6458bf5ffd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2750,omni2_2750,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::02e36db3c433,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2751,omni2_2751,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1f323757fc07,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2752,omni2_2752,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a64bd94c5bf2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2753,omni2_2753,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::4a5a0f2a560d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2754,omni2_2754,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c6ea34150830,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2755,omni2_2755,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9a88abac2c70,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2756,omni2_2756,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::efe477e03cdc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2757,omni2_2757,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::6d54423474c4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2758,omni2_2758,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::63f78083d400,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2759,omni2_2759,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::28a2832762cb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_276,omni2_276,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::21d49fb13ebd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2760,omni2_2760,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::491ab9fc267f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2761,omni2_2761,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::db5bb150d494,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2762,omni2_2762,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e51b527ad121,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2763,omni2_2763,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d6c2e9fc623e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2764,omni2_2764,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9a23e0b4671e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2765,omni2_2765,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::fd2a45951dc1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2766,omni2_2766,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0396d8be5119,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2767,omni2_2767,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0d2a502be122,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2768,omni2_2768,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f6b002faba90,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2769,omni2_2769,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::c70a9db9b669,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2772,omni2_2772,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::4bc69ab8351f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2773,omni2_2773,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::db4653951a61,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2783,omni2_2783,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0580bb3f9a57,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2784,omni2_2784,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::573afd125b14,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2785,omni2_2785,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::645274858926,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2786,omni2_2786,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::13a376429038,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2787,omni2_2787,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::0bc4449810de,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2788,omni2_2788,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7b034bf7ed1b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2789,omni2_2789,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::387279a07ef4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2790,omni2_2790,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c10b5c5596aa,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2791,omni2_2791,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::be670d00e36b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2792,omni2_2792,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e44b0ee2f294,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2793,omni2_2793,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::e6bc5dc88a57,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2794,omni2_2794,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::eccdc70abaf3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2795,omni2_2795,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::855866ad1e12,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2796,omni2_2796,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::58a96ce1792d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2797,omni2_2797,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9a104d6a40b6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2798,omni2_2798,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::de1fd6b6c097,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2799,omni2_2799,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c3aa2be25bd9,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_28,omni2_28,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8dea81a71152,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_280,omni2_280,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::ce277e3391f6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2800,omni2_2800,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b15b9797249f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2801,omni2_2801,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5a17d43b3bb6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2802,omni2_2802,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a9e240eff57d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2803,omni2_2803,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d75cc3ae6ea4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2804,omni2_2804,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::ceb3d92d8382,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2805,omni2_2805,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::ae2ab2a64885,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2806,omni2_2806,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::a603a4daebef,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2807,omni2_2807,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::8b6a36159fab,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2808,omni2_2808,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::bc614b3357ee,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2809,omni2_2809,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::206c1aa7f619,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2811,omni2_2811,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::aa8961941388,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2812,omni2_2812,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::c791c349edb5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2813,omni2_2813,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::85f84196bb91,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2814,omni2_2814,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::4328a66e4379,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2815,omni2_2815,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f32dfe188755,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2816,omni2_2816,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::83c4523375d6,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2817,omni2_2817,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1f8973bcd887,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2818,omni2_2818,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::ee4cec948e96,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2819,omni2_2819,0,1,0,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::eb15c0aeaef4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_282,omni2_282,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::6f62e7fac641,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2820,omni2_2820,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::5f934754d861,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2821,omni2_2821,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::01fcedbfd281,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2822,omni2_2822,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::603d216862a8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2823,omni2_2823,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::be537197f5fa,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2824,omni2_2824,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2bc4bc6978dc,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2825,omni2_2825,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::dee78ff6401f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2828,omni2_2828,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::9bcbadd77408,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2830,omni2_2830,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2260856332cb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2831,omni2_2831,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::318d8fed5969,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2832,omni2_2832,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::122793a2895a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2833,omni2_2833,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::c484c0570125,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2837,omni2_2837,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::fff87877c5a5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2852,omni2_2852,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::abed2934d4da,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2853,omni2_2853,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cdf606ada3c2,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2854,omni2_2854,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::15b1262794a4,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2855,omni2_2855,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::d24ec86143b5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2856,omni2_2856,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::8fe88393132a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2857,omni2_2857,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::9460e2980345,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2858,omni2_2858,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::7db0d933c530,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_286,omni2_286,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::0d936de4c8ec,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2860,omni2_2860,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f976f9b137e5,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2861,omni2_2861,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::0da821a9d561,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2862,omni2_2862,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::17a8e6c42b0d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2874,omni2_2874,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ff419d41822e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2877,omni2_2877,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::accdb89982c8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2918,omni2_2918,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::522813745b86,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2919,omni2_2919,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::5e167a48306a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2922,omni2_2922,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::605cebb4db59,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2924,omni2_2924,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::cd1969a13861,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2925,omni2_2925,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::ecdbfc2e180e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2930,omni2_2930,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7261fd184709,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_2931,omni2_2931,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::0cb5c07a6996,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3196,omni2_3196,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::b9d65798e532,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3197,omni2_3197,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::711655661d3b,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3198,omni2_3198,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::aa2c7ba26816,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3199,omni2_3199,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::1efa0c48cbee,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_32,omni2_32,0,0,1,1,per,1
omnimath2__competition_math_4181__gpt_oss_120b::5cd0b63e919f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_320,omni2_320,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3deb065750bf,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3201,omni2_3201,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::2c9b22cf1697,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3202,omni2_3202,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::be92b18341c8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3203,omni2_3203,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::44672e2ff31f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3205,omni2_3205,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::a0d477d13099,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3206,omni2_3206,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::df5ab18bd640,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3226,omni2_3226,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::3f7a69c62a1d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3245,omni2_3245,0,0,1,0,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::6f32fcf6aff8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3671,omni2_3671,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::cad39cec3999,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3675,omni2_3675,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::7829385059bd,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_3679,omni2_3679,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::8df003c2f38a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_400,omni2_400,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::c6a77234ee0c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4000,omni2_4000,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::aaa8de4a1249,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4001,omni2_4001,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::0357449ee54e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4006,omni2_4006,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::13d57a3a1287,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4026,omni2_4026,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::a11a52c309fb,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4127,omni2_4127,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::b5eb807ace58,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4128,omni2_4128,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::412b873b205a,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4129,omni2_4129,0,0,0,0,none,0
omnimath2__competition_math_4181__gpt_oss_120b::b19b59d6e702,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_413,omni2_413,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::e3158241cd61,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4130,omni2_4130,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::a572aa5cb9d3,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4131,omni2_4131,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::f82339b45e9d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4132,omni2_4132,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::7593bb84b4a7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4134,omni2_4134,0,0,0,1,broadcast,1
omnimath2__competition_math_4181__gpt_oss_120b::4270963f4034,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4135,omni2_4135,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::c41b2473ee4d,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4136,omni2_4136,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gpt_oss_120b::3a84321399c8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4137,omni2_4137,0,0,0,1,broadcast,1
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omnimath2__competition_math_4181__gpt_oss_120b::a8f4460dabe7,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_414,omni2_414,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gpt_oss_120b::dbf03bcb051c,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4140,omni2_4140,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::6e2a20cb4668,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_415,omni2_415,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::c770868a84c8,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4155,omni2_4155,0,0,1,0,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::488b25363aea,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4158,omni2_4158,0,1,0,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::f1f96773d05f,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_4275,omni2_4275,0,0,1,1,per,1
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omnimath2__competition_math_4181__gpt_oss_120b::cdb1c8c8272e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_759,omni2_759,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::1ae5c3a0d4f1,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_890,omni2_890,0,1,1,1,single_agent,1
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omnimath2__competition_math_4181__gpt_oss_120b::6786a39bf971,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_894,omni2_894,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gpt_oss_120b::1393d14f294e,omnimath2__competition_math_4181__gpt_oss_120b,omnimath2,competition_math_4181,gpt_oss_120b,gpt_oss_120b,math,omni2_899,omni2_899,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::87e40a86d0e3,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_2676,omni2:t01:1,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::9be261fd1641,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_546,omni2:t04:91,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::4f2587b38766,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_3836,omni2:t05:1028,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::2bfa8e4d64e7,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1392,omni2:t06:140,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gemma_4_31b::b36e825a5fd5,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1393,omni2:t06:141,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gemma_4_31b::cb41f50448d3,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1396,omni2:t06:142,1,1,1,1,baseline_llm,1
omnimath2__competition_math_4181__gemma_4_31b::7108d3546a89,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1401,omni2:t06:143,0,0,1,1,per,1
omnimath2__competition_math_4181__gemma_4_31b::bb231029cffc,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1411,omni2:t06:144,0,1,1,1,single_agent,1
omnimath2__competition_math_4181__gemma_4_31b::ef0e95727722,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1414,omni2:t06:145,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::0bfadf6b14c6,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1449,omni2:t06:153,1,1,1,1,baseline_llm,1
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omnimath2__competition_math_4181__gemma_4_31b::7a01fabdd440,omnimath2__competition_math_4181__gemma_4_31b,omnimath2,competition_math_4181,gemma_4_31b,gemma_4_31b,math,omni2_1643,omni2:t06:185,1,1,1,1,baseline_llm,1
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