%---------------- SGGS v1.0 (IJCAR 2020 submission) ----------------% ------ Parsing...successful ------ Proving... use I- Gamma_0: (extend-no-conflict) 0: [sym_p_1_3] Gamma_1: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) Gamma_2: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 Gamma_3: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 Gamma_4: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) Gamma_5: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 Gamma_6: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] Gamma_7: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) Gamma_8: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) 8: ~(sym_p_2_2), [sym_p_1_2] 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) 8: ~(sym_p_2_2), [sym_p_1_2] SZS status Satisfiable %---------------- SGGS v1.0 (IJCAR 2020 submission) ----------------% ------ Parsing...successful ------ Proving... use I- Gamma_0: (extend-no-conflict) 0: [sym_p_1_3] Gamma_1: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) Gamma_2: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 Gamma_3: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 Gamma_4: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) Gamma_5: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 Gamma_6: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] Gamma_7: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) Gamma_8: (extend-no-conflict) 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) 8: ~(sym_p_2_2), [sym_p_1_2] 0: [sym_p_1_3] 1: [sym_q_2_3], sym_q_1_2, ~(sym_p_1_3) 2: [sym_q_3_3], ~(sym_q_2_3), sym_p_2_2 3: ~(sym_q_2_3), [sym_q_2_2], sym_p_3_3 4: [sym_p_2_3], sym_p_1_2, ~(sym_p_1_3) 5: [sym_p_3_3], ~(sym_p_2_3), sym_p_2_2 6: ~(sym_q_2_2), [sym_q_1_2] 7: [sym_p_2_2], sym_q_1_1, ~(sym_q_1_2) 8: ~(sym_p_2_2), [sym_p_1_2] SZS status Satisfiable