1; PROOF 2(set-logic QF_UF) 3(set-info :source | 4CADE ATP System competition. See http://www.cs.miami.edu/~tptp/CASC 5 for more information. 6 7This benchmark was obtained by trying to find a finite model of a first-order 8formula (Albert Oliveras). 9|) 10(set-info :smt-lib-version 2.0) 11(set-info :category "crafted") 12(set-info :status unsat) 13(declare-sort U 0) 14(declare-fun c3 () U) 15(declare-fun f1 (U U) U) 16(declare-fun f4 (U) U) 17(declare-fun c2 () U) 18(declare-fun c_0 () U) 19(declare-fun c_1 () U) 20(assert (let ((?v_1 (f1 c3 c_0))) (let ((?v_0 (f1 ?v_1 c_0)) (?v_2 (f1 c_0 c_0)) (?v_4 (f1 c_0 c_1)) (?v_3 (f1 ?v_1 c_1)) (?v_6 (f1 c3 c_1))) (let ((?v_5 (f1 ?v_6 c_0)) (?v_7 (f1 c_1 c_0)) (?v_9 (f1 c_1 c_1)) (?v_8 (f1 ?v_6 c_1)) (?v_10 (f4 c_0))) (let ((?v_11 (f1 c_0 ?v_10)) (?v_12 (f4 c_1))) (let ((?v_13 (f1 c_1 ?v_12)) (?v_15 (f1 c2 c_0))) (let ((?v_14 (f1 ?v_15 c_0)) (?v_16 (f1 ?v_15 c_1)) (?v_18 (f1 c2 c_1))) (let ((?v_17 (f1 ?v_18 c_0)) (?v_19 (f1 ?v_18 c_1))) (and (distinct c_0 c_1) (= (f1 ?v_0 c_0) (f1 c_0 ?v_2)) (= (f1 ?v_0 c_1) (f1 c_0 ?v_4)) (= (f1 ?v_3 c_0) (f1 c_1 ?v_2)) (= (f1 ?v_3 c_1) (f1 c_1 ?v_4)) (= (f1 ?v_5 c_0) (f1 c_0 ?v_7)) (= (f1 ?v_5 c_1) (f1 c_0 ?v_9)) (= (f1 ?v_8 c_0) (f1 c_1 ?v_7)) (= (f1 ?v_8 c_1) (f1 c_1 ?v_9)) (not (= ?v_11 (f1 ?v_10 ?v_11))) (not (= ?v_13 (f1 ?v_12 ?v_13))) (= (f1 ?v_14 c_0) (f1 (f1 ?v_2 c_0) c_0)) (= (f1 ?v_14 c_1) (f1 (f1 ?v_4 c_0) c_1)) (= (f1 ?v_16 c_0) (f1 (f1 ?v_2 c_1) c_0)) (= (f1 ?v_16 c_1) (f1 (f1 ?v_4 c_1) c_1)) (= (f1 ?v_17 c_0) (f1 (f1 ?v_7 c_0) c_0)) (= (f1 ?v_17 c_1) (f1 (f1 ?v_9 c_0) c_1)) (= (f1 ?v_19 c_0) (f1 (f1 ?v_7 c_1) c_0)) (= (f1 ?v_19 c_1) (f1 (f1 ?v_9 c_1) c_1)) (or (= ?v_2 c_0) (= ?v_2 c_1)) (or (= ?v_4 c_0) (= ?v_4 c_1)) (or (= ?v_7 c_0) (= ?v_7 c_1)) (or (= ?v_9 c_0) (= ?v_9 c_1)) (or (= ?v_10 c_0) (= ?v_10 c_1)) (or (= ?v_12 c_0) (= ?v_12 c_1)) (or (= c3 c_0) (= c3 c_1)) (or (= c2 c_0) (= c2 c_1))))))))))) 21(check-sat) 22